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<title>Eniro Group AB</title>
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" 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" /><div class="t m0 x3 h4 y3 ff2 fs2 fc1 sc0 ls2 ws2">2</div><div class="c x4 y4 w2 h5"><div class="t m0 x5 h4 y5 ff3 fs2 fc1 sc0 ls2 ws2"><span class="fc2 sc0">Enir</span><span class="fc2 sc0">o Gr</span><span class="_ _0"></span><span class="fc2 sc0">oup</span></div></div><div class="c x3 y4 w3 h5"><div class="t m0 x5 h4 y5 ff4 fs2 fc1 sc0 ls2 ws2"><span class="fc2 sc0">År</span><span class="fc2 sc0">sr</span><span class="_ _0"></span><span class="fc2 sc0">edo</span><span class="fc2 sc0">visning 2020</span></div></div><div class="t m0 x1 h6 y6 ff2 fs3 fc1 sc0 ls2 ws2">03</div><div class="t m0 x1 h6 y7 ff2 fs3 fc1 sc0 ls2 ws2">04</div><div class="t m0 x1 h6 y8 ff2 fs3 fc1 sc0 ls2 ws2">05</div><div class="t m0 x1 h6 y9 ff2 fs3 fc1 sc0 ls2 ws2">06</div><div class="t m0 x1 h6 ya ff2 fs3 fc1 sc0 ls3 ws3">07</div><div class="t m0 x1 h6 yb ff2 fs3 fc1 sc0 ls2 ws2">10</div><div class="t m0 x1 h6 yc ff2 fs3 fc1 sc0 ls2 ws2">12</div><div class="t m0 x1 h6 yd ff2 fs3 fc1 sc0 ls2 ws2">17</div><div class="t m0 x1 h6 ye ff2 fs3 fc1 sc0 ls2 ws2">18</div><div class="t m0 x1 h6 yf ff2 fs3 fc1 sc0 ls2 ws2">19</div><div class="t m0 x1 h6 y10 ff2 fs3 fc1 sc0 ls2 ws2">23</div><div class="t m0 x1 h6 y11 ff2 fs3 fc1 sc0 ls2 ws2">30</div><div class="t m0 x1 h6 y12 ff2 fs3 fc1 sc0 ls2 ws2">35</div><div class="t m0 x1 h6 y13 ff2 fs3 fc1 sc0 ls2 ws2">36</div><div class="t m0 x1 h6 y14 ff2 fs3 fc1 sc0 ls2 ws2">37</div><div class="t m0 x1 h6 y15 ff2 fs3 fc1 sc0 ls4 ws4">41</div><div class="t m0 x1 h6 y16 ff2 fs3 fc1 sc0 ls2 ws2">58</div><div class="t m0 x1 h6 y17 ff2 fs3 fc1 sc0 ls5 ws5">61</div><div class="t m0 x1 h6 y18 ff2 fs3 fc1 sc0 ls2 ws2">64</div><div class="t m0 x1 h6 y19 ff2 fs3 fc1 sc0 ls2 ws2">65</div><div class="t m0 x1 h6 y1a ff2 fs3 fc1 sc0 ls2 ws2">69</div><div class="t m0 x1 h6 y1b ff2 fs3 fc1 sc0 ls2 ws2">70</div><div class="t m0 x1 h6 y1c ff2 fs3 fc1 sc0 ls6 ws6">71</div><div class="t m0 x1 h6 y1d ff2 fs3 fc1 sc0 ls2 ws2">73</div><div class="t m0 x1 h6 y1e ff2 fs3 fc1 sc0 ls7 ws7">74</div><div class="t m0 x6 h6 y6 ff2 fs3 fc1 sc0 ls2 ws2">År<span class="_ _0"></span>et<span class="_ _0"></span> i k<span class="_ _1"></span>orthet</div><div class="t m0 x6 h6 y7 ff2 fs3 fc1 sc0 ls2 ws2">Enir<span class="_ _0"></span>ok<span class="_ _0"></span>oncernen i k<span class="_ _2"></span>orthet</div><div class="t m0 x6 h6 y8 ff2 fs3 fc1 sc0 ls2 ws2">År<span class="_ _2"></span>et i siffr<span class="_ _2"></span>or</div><div class="t m0 x6 h6 y9 ff2 fs3 fc1 sc0 ls2 ws2">VD har<span class="_ _2"></span> orde<span class="_ _0"></span>t</div><div class="t m0 x6 h6 ya ff2 fs3 fc1 sc0 ls2 ws2">Aff<span class="_ _2"></span>ärsomr<span class="_ _0"></span>åde Mark<span class="_ _2"></span>eting Partner</div><div class="t m0 x6 h6 yb ff2 fs3 fc1 sc0 ls2 ws2">Aff<span class="_ _2"></span>ärsomr<span class="_ _0"></span>åde Dynava</div><div class="t m0 x6 h6 yc ff2 fs3 fc1 sc0 ls2 ws2">Aktien</div><div class="t m0 x6 h6 yd ff2 fs3 fc1 sc0 ls2 ws2">Styr<span class="_ _2"></span>else</div><div class="t m0 x6 h6 ye ff2 fs3 fc1 sc0 ls2 ws2">K<span class="_ _2"></span>oncernledning</div><div class="t m0 x6 h6 yf ff2 fs3 fc1 sc0 ls2 ws2">Förv<span class="_ _2"></span>altningsberätt<span class="_ _2"></span>else</div><div class="t m0 x6 h6 y10 ff2 fs3 fc1 sc0 ls2 ws2">Hållbarhet<span class="_ _0"></span>sr<span class="_ _0"></span>apport</div><div class="t m0 x6 h6 y11 ff2 fs3 fc1 sc0 ls2 ws2">Bolagsstyrningsr<span class="_ _2"></span>apport</div><div class="t m0 x6 h6 y12 ff2 fs3 fc1 sc0 ls2 ws2">Risk<span class="_ _2"></span>er och riskhan<span class="_ _2"></span>tering</div><div class="t m0 x6 h6 y13 ff2 fs3 fc1 sc0 ls2 ws2">Finansiella r<span class="_ _2"></span>apporter</div><div class="t m0 x6 h6 y14 ff2 fs3 fc1 sc0 ls2 ws2">K<span class="_ _2"></span>oncernens räkningar</div><div class="t m0 x6 h6 y15 ff2 fs3 fc1 sc0 ls2 ws2">K<span class="_ _2"></span>oncernens noter<span class="_ _2"></span> </div><div class="t m0 x6 h6 y16 ff2 fs3 fc1 sc0 ls2 ws2">Moderbolaget<span class="_ _0"></span>s r<span class="_ _0"></span>äkningar</div><div class="t m0 x6 h6 y17 ff2 fs3 fc1 sc0 ls2 ws2">Moderbolaget<span class="_ _0"></span>s not<span class="_ _0"></span>er</div><div class="t m0 x6 h6 y18 ff2 fs3 fc1 sc0 ls2 ws2">Styr<span class="_ _2"></span>elsens för<span class="_ _0"></span>säkr<span class="_ _0"></span>an</div><div class="t m0 x6 h6 y19 ff2 fs3 fc1 sc0 ls2 ws2">R<span class="_ _0"></span>evisionsber<span class="_ _2"></span>ättelse</div><div class="t m0 x6 h6 y1a ff2 fs3 fc1 sc0 ls2 ws2">Femår<span class="_ _2"></span>söversikt</div><div class="t m0 x6 h6 y1b ff2 fs3 fc1 sc0 ls2 ws2">Nyck<span class="_ _2"></span>eltal</div><div class="t m0 x6 h6 y1c ff2 fs3 fc1 sc0 ls2 ws2">Finansiella definitioner</div><div class="t m0 x6 h6 y1d ff2 fs3 fc1 sc0 ls2 ws2">Br<span class="_ _2"></span>anschspecifika begr<span class="_ _2"></span>epp</div><div class="t m0 x6 h6 y1e ff2 fs3 fc1 sc0 ls2 ws2">Inf<span class="_ _2"></span>ormation om årsstämma</div></div><div class="pi"></div></div><div id="pf3" class="pf w0 h0"><div class="pc pc3 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x7 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">3</div><div class="t m0 x8 h7 y1f ff1 fs4 fc3 sc0 ls8 ws2">År<span class="_ _2"></span>et<span class="_ _2"></span> i k<span class="_ _3"></span>or<span class="_ _4"></span>the<span class="_ _0"></span>t</div><div class="t m0 x8 h8 y20 ff2 fs5 fc3 sc0 ls9 ws8">• <span class="_ _5"> </span><span class="ws9">Periodens nett<span class="_ _0"></span>oomsättning uppgick till t<span class="_ _0"></span>otalt<span class="_ _2"></span> </span></div><div class="t m0 x9 h8 y21 ff2 fs5 fc3 sc0 ls9 ws2">960 MSEK<span class="_ _2"></span> (930<span class="_ _0"></span>), ökningen är<span class="_ _2"></span> framf<span class="_ _0"></span>ör<span class="_ _0"></span> allt </div><div class="t m0 x9 h8 y22 ff2 fs5 fc3 sc0 ls9 ws2">förklar<span class="_ _2"></span>ad av förv<span class="_ _0"></span>ärvet<span class="_ _2"></span> av Samres <span class="_ _2"></span>AB under </div><div class="t m0 x9 h8 y23 ff2 fs5 fc3 sc0 ls9 ws2">andr<span class="_ _0"></span>a halvår<span class="_ _0"></span>et<span class="_ _2"></span> 2022.</div><div class="t m0 x8 h8 y24 ff2 fs5 fc3 sc0 ls9 ws8">• <span class="_ _5"> </span><span class="ws2">Rör<span class="_ _2"></span>elseresult<span class="_ _0"></span>ate<span class="_ _0"></span>t uppgick<span class="_ _2"></span> till 4 MSEK (<span class="_ _1"></span>65). </span></div><div class="t m0 x9 h8 y25 ff2 fs5 fc3 sc0 ls9 ws2">en nedgång förklar<span class="_ _2"></span>at av f<span class="_ _2"></span>örändringar<span class="_ _2"></span> i<span class="_ _6"></span> </div><div class="t m0 x9 h8 y26 ff2 fs5 fc3 sc0 ls9 ws2">pr<span class="_ _0"></span>oduktmix, invest<span class="_ _0"></span>eringar<span class="_ _0"></span> i ök<span class="_ _2"></span>ad säljstyrka </div><div class="t m0 x9 h8 y27 ff2 fs5 fc3 sc0 ls9 ws2">och ök<span class="_ _0"></span>ad pr<span class="_ _0"></span>oduktion onshore. </div><div class="t m0 xa h8 y20 ff2 fs5 fc3 sc0 ls9 ws8">• <span class="_ _5"> </span><span class="ws2">EBITDA<span class="_ _2"></span> uppgick till 8<span class="_ _0"></span>7 MSEK (148<span class="_ _2"></span>). Exklusive </span></div><div class="t m0 xb h8 y21 ff2 fs5 fc3 sc0 ls9 ws2">jämf<span class="_ _0"></span>örelsest<span class="_ _2"></span>örtande poster<span class="_ _2"></span> om -10 MSEK<span class="_ _2"></span> (18) </div><div class="t m0 xb h8 y22 ff2 fs5 fc3 sc0 ls9 ws2">uppgår<span class="_ _0"></span> juster<span class="_ _2"></span>ad EBITDA<span class="_ _0"></span> till 97 MSEK<span class="_ _2"></span> (131).</div><div class="t m0 xa h8 y28 ff2 fs5 fc3 sc0 ls9 ws8">• <span class="_ _5"> </span><span class="ws2">Styr<span class="_ _2"></span>elsen för<span class="_ _0"></span>eslår<span class="_ _0"></span> en ordinarie ut<span class="_ _2"></span>delning<span class="_ _6"></span> </span></div><div class="t m0 xb h8 y24 ff2 fs5 fc3 sc0 ls9 ws2">om 0,<span class="_ _2"></span>04 SEK (<span class="_ _2"></span>0,<span class="_ _0"></span>05 var<span class="_ _2"></span>av 0,<span class="_ _2"></span>01 var<span class="_ _2"></span>av </div><div class="t m0 xb h8 y25 ff2 fs5 fc3 sc0 ls9 ws2">extr<span class="_ _2"></span>autdelning) per<span class="_ _0"></span> aktie.</div><div class="t m0 x8 h9 y29 ff1 fs6 fc3 sc0 ls2 ws2">Sammanf<span class="_ _0"></span>attning av åre<span class="_ _2"></span>t</div><div class="t m0 x8 ha y2a ff1 fs7 fc3 sc0 lsa wsa">MSEK<span class="_ _7"> </span><span class="fc4">2023<span class="_ _8"> </span></span>2022</div><div class="t m0 x8 h4 y2b ff2 fs2 fc3 sc0 lsb wsb">Nettoomsät<span class="_ _6"></span>tning</div><div class="t m0 xc hb y2c ff1 fs7 fc4 sc0 lsc wsc">960<span class="_ _9"> </span><span class="ff2 fc3 lsd wsd">930</span></div><div class="t m0 x8 h4 y2d ff2 fs2 fc3 sc0 lse wse">Rörels<span class="_ _6"></span>eres<span class="_ _6"></span>ultat</div><div class="t m0 xd hb y2e ff1 fs7 fc4 sc0 ls2 ws2">4<span class="_ _a"> </span><span class="ff2 fc3 lsf wsf">65</span></div><div class="t m0 x8 h4 y2f ff2 fs2 fc3 sc0 ls10 ws10">EB<span class="_ _6"></span>IT<span class="_ _6"></span>DA</div><div class="t m0 xe hb y30 ff1 fs7 fc4 sc0 ls11 ws11">87<span class="_ _b"> </span><span class="ff2 fc3 ls12 ws12">148</span></div><div class="t m0 x8 h4 y31 ff2 fs2 fc3 sc0 ls13 ws2">Resulta<span class="_ _6"></span>t ef<span class="_ _6"></span>ter s<span class="_ _6"></span>kat<span class="_ _6"></span>t</div><div class="t m0 xe hb y32 ff1 fs7 fc4 sc0 ls14 ws13">-4<span class="_ _c"> </span><span class="ff2 fc3 ls15 ws14">47</span></div><div class="t m0 x8 h9 y33 ff1 fs6 fc3 sc0 ls2 ws2">Ny<span class="_ _0"></span>ck<span class="_ _2"></span>eltal</div><div class="t m0 x8 h8 y34 ff2 fs5 fc3 sc0 ls2 ws2">• <span class="_ _5"> </span>Enir<span class="_ _2"></span>o har sedan f<span class="_ _0"></span>ebruari 2023 enbart<span class="_ _0"></span> </div><div class="t m0 x9 h8 y35 ff2 fs5 fc3 sc0 ls2 ws2">ett<span class="_ _2"></span> aktieslag efter<span class="_ _0"></span> att pr<span class="_ _2"></span>efer<span class="_ _2"></span>ensaktier </div><div class="t m0 x9 h8 y36 ff2 fs5 fc3 sc0 ls2 ws2">av serie <span class="_ _2"></span>A och pr<span class="_ _2"></span>efer<span class="_ _0"></span>ensaktier<span class="_ _0"></span> av serie </div><div class="t m0 x9 h8 y37 ff2 fs5 fc3 sc0 ls2 ws2">B k<span class="_ _0"></span>onvert<span class="_ _2"></span>erades r<span class="_ _0"></span>espektive inlöst<span class="_ _0"></span>es. I </div><div class="t m0 x9 h8 y38 ff2 fs5 fc3 sc0 ls2 ws2">samband med detta sk<span class="_ _2"></span>edde en nyemission </div><div class="t m0 x9 h8 y39 ff2 fs5 fc3 sc0 ls2 ws2">som ök<span class="_ _0"></span>ade aktiek<span class="_ _0"></span>apitale<span class="_ _0"></span>t med 25 MSEK.</div><div class="t m0 x8 h8 y3a ff2 fs5 fc3 sc0 ls2 ws2">• <span class="_ _5"> </span>Enir<span class="_ _2"></span>o meddelade den 4 maj 2023 att ett<span class="_ _2"></span> </div><div class="t m0 x9 h8 y3b ff2 fs5 fc3 sc0 ls2 ws2">eff<span class="_ _0"></span>ektiviseringsprogr<span class="_ _2"></span>am initierats med mål </div><div class="t m0 x9 h8 y3c ff2 fs5 fc3 sc0 ls2 ws2">att<span class="_ _0"></span> stärk<span class="_ _2"></span>a kundnyttan och sk<span class="_ _2"></span>apa 60-80 </div><div class="t m0 x9 h8 y3d ff2 fs5 fc3 sc0 ls2 ws2">miljoner<span class="_ _0"></span> kr<span class="_ _0"></span>onor<span class="_ _0"></span> i årliga effektivit<span class="_ _2"></span>etsvinster<span class="_ _1"></span>.</div><div class="t m0 x8 h8 y3e ff2 fs5 fc3 sc0 ls2 ws2">• <span class="_ _5"> </span>Den 14 juli 2023 beslut<span class="_ _0"></span>ade styrelsen i Enir<span class="_ _2"></span>o </div><div class="t m0 x9 h8 y3f ff2 fs5 fc3 sc0 ls2 ws2">att<span class="_ _2"></span>, med stöd av bemyndigandet<span class="_ _2"></span> från </div><div class="t m0 x9 h8 y40 ff2 fs5 fc3 sc0 ls2 ws2">årsstämman den 11 maj 2023, f<span class="_ _2"></span>örvärva </div><div class="t m0 x9 h8 y41 ff2 fs5 fc3 sc0 ls2 ws2">egna aktier<span class="_ _0"></span> på Nasdaq St<span class="_ _0"></span>ockholm inom </div><div class="t m0 x9 h8 y42 ff2 fs5 fc3 sc0 ls2 ws2">r<span class="_ _0"></span>amen för<span class="_ _2"></span> ett åt<span class="_ _2"></span>erköpspr<span class="_ _2"></span>ogram. Under<span class="_ _2"></span> </div><div class="t m0 xb h8 y43 ff2 fs5 fc3 sc0 ls2 ws2">perioden har<span class="_ _0"></span> 17 350 000 st<span class="_ _0"></span> aktier<span class="_ _0"></span> förv<span class="_ _0"></span>ärvats </div><div class="t m0 xb h8 y44 ff2 fs5 fc3 sc0 ls2 ws2">till en genomsnittskurs på 0<span class="_ _2"></span>,57 SEK. </div><div class="t m0 xa h8 y45 ff2 fs5 fc3 sc0 ls2 ws2">• <span class="_ _5"> </span>Enir<span class="_ _2"></span>o meddelade den 6 november<span class="_ _0"></span> 2023 att<span class="_ _0"></span> </div><div class="t m0 xb h8 y46 ff2 fs5 fc3 sc0 ls2 ws2">affär<span class="_ _0"></span>sområde<span class="_ _2"></span>t Dynava säkr<span class="_ _2"></span>at ett<span class="_ _2"></span> avtal värt<span class="_ _2"></span> </div><div class="t m0 xb h8 y47 ff2 fs5 fc3 sc0 ls2 ws2">30 MSEK<span class="_ _0"></span> per<span class="_ _0"></span> år<span class="_ _0"></span> med Region S<span class="_ _0"></span>tockholm. </div><div class="t m0 xa h8 y48 ff2 fs5 fc3 sc0 ls2 ws2">• <span class="_ _5"> </span>Enir<span class="_ _2"></span>o meddelade den 9 november<span class="_ _0"></span> 2023 </div><div class="t m0 xb h8 y49 ff2 fs5 fc3 sc0 ls2 ws2">genom pr<span class="_ _0"></span>essmeddelande att bolage<span class="_ _0"></span>t<span class="_ _0"></span> </div><div class="t m0 xb h8 y4a ff2 fs5 fc3 sc0 ls2 ws2">inleder<span class="_ _0"></span> en str<span class="_ _0"></span>ategisk<span class="_ _0"></span> över<span class="_ _0"></span>syn av sitt<span class="_ _2"></span> </div><div class="t m0 xb h8 y4b ff2 fs5 fc3 sc0 ls2 ws2">affär<span class="_ _0"></span>sområde Dynav<span class="_ _2"></span>a.</div><div class="t m0 xa h8 y4c ff2 fs5 fc3 sc0 ls2 ws2">• <span class="_ _5"> </span>Enir<span class="_ _2"></span>o Group <span class="_ _2"></span>ABs (publ) CFO <span class="_ _2"></span>Joel Odland </div><div class="t m0 xb h8 y4d ff2 fs5 fc3 sc0 ls2 ws2">är<span class="_ _0"></span> för<span class="_ _2"></span>äldraledig under<span class="_ _2"></span> perioden januari </div><div class="t m0 xb h8 y4e ff2 fs5 fc3 sc0 ls2 ws2">till augusti 2024. Under<span class="_ _2"></span> den perioden har </div><div class="t m0 xb h8 y4f ff2 fs5 fc3 sc0 ls2 ws2">bolaget<span class="_ _2"></span> utsett <span class="_ _1"></span>Johanna Engelbrekt<span class="_ _0"></span> som </div><div class="t m0 xb h8 y50 ff2 fs5 fc3 sc0 ls2 ws2">interim CF<span class="_ _2"></span>O<span class="_ _0"></span>. </div><div class="t m0 x8 h9 y51 ff1 fs6 fc3 sc0 ls2 ws2">Sammanf<span class="_ _0"></span>attning av viktiga händelser<span class="_ _2"></span> under<span class="_ _2"></span> året</div></div><div class="pi"></div></div><div id="pf4" class="pf w0 h0"><div class="pc pc4 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x3 hc y52 ff5 fs2 fc3 sc0 ls2 ws2">4</div><div class="t m0 x1 h7 y1f ff1 fs4 fc3 sc0 ls8 ws15">Enir<span class="_ _2"></span>ok<span class="_ _3"></span>oncernen<span class="_ _d"></span> </div><div class="t m0 x1 h7 y53 ff1 fs4 fc3 sc0 ls8 ws2">i k<span class="_ _3"></span>or<span class="_ _e"></span>the<span class="_ _0"></span>t</div><div class="t m0 xf hd y54 ff1 fs8 fc1 sc0 ls16 ws2">ca 10 milj</div><div class="t m0 x10 he y55 ff6 fs9 fc1 sc0 ls2 ws2">Unika besök<span class="_ _2"></span>are</div><div class="t m0 x11 he y56 ff6 fs9 fc1 sc0 ls2 ws2">per månad på egna </div><div class="t m0 x12 he y57 ff6 fs9 fc1 sc0 ls2 ws2">söksajter</div><div class="t m0 x13 hf y58 ff1 fsa fc3 sc0 ls17 ws2">ca 45 000</div><div class="t m0 x14 he y59 ff6 fs9 fc3 sc0 ls2 ws2">Före<span class="_ _0"></span>tagskunder</div><div class="t m0 x13 he y5a ff6 fs9 fc3 sc0 ls2 ws2">i Norden för<span class="_ _2"></span> Marketing </div><div class="t m0 x15 he y5b ff6 fs9 fc3 sc0 ls2 ws2">Partner</div><div class="t m0 x16 hd y5c ff1 fs8 fc1 sc0 ls16 ws16">915</div><div class="t m0 x17 he y5d ff6 fs9 fc1 sc0 ls2 ws2">Medeltalet<span class="_ _2"></span> anställda</div><div class="t m0 x1 h10 y5e ff1 fs5 fc3 sc0 ls2 ws2">V<span class="_ _1"></span>år v<span class="_ _2"></span>erksamhet </div><div class="t m0 x1 h8 y5f ff2 fs5 fc3 sc0 ls2 ws9">Enir<span class="_ _0"></span>ok<span class="_ _0"></span>oncernens verksamhet<span class="_ _2"></span> bedrivs i två </div><div class="t m0 x1 h8 y60 ff2 fs5 fc3 sc0 ls2 ws2">affär<span class="_ _0"></span>sområden.</div><div class="t m0 x1 h8 y61 ff2 fs5 fc3 sc0 ls2 ws2">Aff<span class="_ _0"></span>ärsomr<span class="_ _2"></span>ådet Mark<span class="_ _2"></span>eting Partner<span class="_ _1"></span>, som </div><div class="t m0 x1 h8 y62 ff2 fs5 fc3 sc0 ls2 ws2">står<span class="_ _2"></span> för<span class="_ _2"></span> 61 pr<span class="_ _2"></span>ocent av<span class="_ _0"></span> omsättningen, </div><div class="t m0 x1 h8 y63 ff2 fs5 fc3 sc0 ls2 ws2">erbjuder<span class="_ _0"></span> mikr<span class="_ _0"></span>o, små och medelst<span class="_ _0"></span>or<span class="_ _0"></span>a </div><div class="t m0 x1 h8 y64 ff2 fs5 fc3 sc0 ls2 ws2">för<span class="_ _2"></span>etag ett<span class="_ _2"></span> helhetserbjudande av digit<span class="_ _0"></span>ala </div><div class="t m0 x1 h8 y65 ff2 fs5 fc3 sc0 ls2 ws2">marknadsföringstjänst<span class="_ _2"></span>er med hjälp av </div><div class="t m0 x1 h8 y66 ff2 fs5 fc3 sc0 ls2 ws2">såväl e<span class="_ _0"></span>xterna partnersk<span class="_ _2"></span>ap som egna lokala </div><div class="t m0 x1 h8 y67 ff2 fs5 fc3 sc0 ls2 ws2">sökmot<span class="_ _0"></span>orer<span class="_ _1"></span>.</div><div class="t m0 x18 h11 y68 ff1 fs2 fc3 sc0 ls2 ws2">Aff<span class="_ _0"></span>ärsområden</div><div class="t m0 x19 h10 y69 ff1 fs5 fc1 sc0 ls18 ws2">Mark<span class="_ _2"></span>eting Partner</div><div class="t m0 x1a h10 y6a ff1 fs5 fc1 sc0 ls18 ws17">Dynava</div><div class="t m0 x1b h12 y6b ff1 fsb fc1 sc0 ls0 ws0">462</div><div class="t m0 x1c he y6c ff6 fs9 fc1 sc0 ls2 ws2">ARR för<span class="_ _0"></span> affärsområdet<span class="_ _2"></span> </div><div class="t m0 x1d he y6d ff6 fs9 fc1 sc0 ls2 ws2">Marke<span class="_ _0"></span>ting Partner</div><div class="t m0 x1e h13 y6e ff1 fsc fc3 sc0 ls19 ws18">9,<span class="_ _f"></span>1<span class="_ _d"></span>%</div><div class="t m0 x1f he y6f ff6 fs9 fc3 sc0 ls2 ws2">EBITDA<span class="_ _0"></span>-marginal</div><div class="t m0 x1 h11 y17 ff1 fs2 fc3 sc0 ls1a ws2">5 egna söksajter<span class="_ _0"></span> i Norden</div><div class="t m0 x1 h4 y70 ff2 fs2 fc3 sc0 ls2 ws2">• eniro<span class="_ _0"></span>.se</div><div class="t m0 x1 h4 y71 ff2 fs2 fc3 sc0 ls2 ws2">• gulesider<span class="_ _2"></span>.no</div><div class="t m0 x1 h4 y72 ff2 fs2 fc3 sc0 ls2 ws2">• krak.<span class="_ _2"></span>dk</div><div class="t m0 x1 h4 y73 ff2 fs2 fc3 sc0 ls2 ws2">• degulesider<span class="_ _2"></span>.dk</div><div class="t m0 x1 h4 y74 ff2 fs2 fc3 sc0 ls2 ws2">• 0100100<span class="_ _0"></span>.fi</div><div class="t m0 x1 h11 y75 ff1 fs2 fc3 sc0 ls2 ws2">Partner<span class="_ _0"></span>skap </div><div class="t m0 xd h14 y76 ff1 fsd fc1 sc0 ls1b ws19">96<span class="_ _f"></span>0</div><div class="t m0 x20 he y77 ff6 fs9 fc1 sc0 ls2 ws2">Omsättning</div><div class="t m0 x21 he y78 ff6 fs9 fc1 sc0 ls2 ws2">MSEK</div><div class="t m0 x22 he y79 ff6 fs9 fc1 sc0 ls2 ws2">MSEK</div><div class="t m0 x23 h4 y7a ff2 fs2 fc3 sc0 ls1a ws1a">Facebook</div><div class="t m0 x23 h4 y7b ff2 fs2 fc3 sc0 ls1a ws1a">Google</div><div class="t m0 x23 h4 y7c ff2 fs2 fc3 sc0 ls1a ws1a">Instagr<span class="_ _0"></span>am</div><div class="t m0 x23 h4 y7d ff2 fs2 fc3 sc0 ls1c ws1b">Ye<span class="_ _10"></span>x<span class="_ _10"></span>t</div><div class="t m0 x23 h4 y7e ff2 fs2 fc3 sc0 ls1a ws1a">Tik<span class="_ _1"></span>T<span class="_ _1"></span>ok</div><div class="t m0 x24 h8 y5e ff2 fs5 fc3 sc0 ls2 ws2">K<span class="_ _0"></span>oncernens andr<span class="_ _0"></span>a affärsomr<span class="_ _2"></span>åde Dynava </div><div class="t m0 x24 h8 y5f ff2 fs5 fc3 sc0 ls2 ws2">erbjuder<span class="_ _0"></span> contact<span class="_ _2"></span> center<span class="_ _1"></span>-tjänster<span class="_ _2"></span> och </div><div class="t m0 x24 h8 y60 ff2 fs5 fc3 sc0 ls2 ws2">svar<span class="_ _0"></span>sservice åt st<span class="_ _2"></span>örre bolag i Nor<span class="_ _2"></span>den samt </div><div class="t m0 x24 h8 y7f ff2 fs5 fc3 sc0 ls2 ws2">nummerupplysningstjänster<span class="_ _1"></span>. </div></div><div class="pi"></div></div><div id="pf5" class="pf w0 h0"><div class="pc pc5 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x7 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">5</div><div class="t m0 x8 h7 y80 ff1 fs4 fc3 sc0 ls8 ws2">År<span class="_ _2"></span>et<span class="_ _2"></span> i siffr<span class="_ _2"></span>or</div><div class="t m0 x8 h9 y81 ff1 fs6 fc3 sc0 ls2 ws2">Ny<span class="_ _0"></span>ck<span class="_ _2"></span>eltal</div><div class="t m0 x8 ha y82 ff1 fs7 fc3 sc0 lsa wsa">MSEK<span class="_ _11"> </span><span class="fc4">2023<span class="_ _12"> </span></span>2022<span class="_ _13"> </span>2021</div><div class="t m0 x8 h4 y83 ff2 fs2 fc3 sc0 lsb wsb">Nettoomsät<span class="_ _6"></span>tning</div><div class="t m0 x25 hb y84 ff1 fs7 fc4 sc0 lsc wsc">960<span class="_ _14"> </span><span class="ff2 fc3 lsd wsd">930<span class="_ _15"> </span><span class="ls1d ws1c">828</span></span></div><div class="t m0 x8 h4 y85 ff2 fs2 fc3 sc0 lse wse">Rörels<span class="_ _6"></span>eres<span class="_ _6"></span>ultat</div><div class="t m0 x26 hb y86 ff1 fs7 fc4 sc0 ls2 ws2">4<span class="_ _16"> </span><span class="ff2 fc3 lsf wsf">65<span class="_ _17"> </span><span class="ls2 ws2">-97</span></span></div><div class="t m0 x8 h4 y87 ff2 fs2 fc3 sc0 ls10 ws10">EB<span class="_ _6"></span>IT<span class="_ _6"></span>DA</div><div class="t m0 x27 hb y88 ff1 fs7 fc4 sc0 ls11 ws11">87<span class="_ _17"> </span><span class="ff2 fc3 ls12 ws12">14<span class="_ _6"></span>8<span class="_ _18"> </span>133</span></div><div class="t m0 x8 h4 y89 ff2 fs2 fc3 sc0 ls13 ws2">Resulta<span class="_ _6"></span>t ef<span class="_ _6"></span>ter s<span class="_ _6"></span>kat<span class="_ _6"></span>t</div><div class="t m0 x27 hb y8a ff1 fs7 fc4 sc0 ls14 ws13">-4<span class="_ _19"> </span><span class="ff2 fc3 ls15 ws14">47<span class="_ _1a"> </span><span class="ls1e ws1d">-1<span class="_ _6"></span>07</span></span></div><div class="t m0 x8 h4 y8b ff2 fs2 fc3 sc0 ls13 ws2">Kassaﬂ<span class="_ _6"></span>öd<span class="_ _6"></span>e från de<span class="_ _6"></span>n löp<span class="_ _6"></span>and<span class="_ _6"></span>e verk<span class="_ _6"></span>sa<span class="_ _6"></span>mhete<span class="_ _6"></span>n</div><div class="t m0 x27 hb y8c ff1 fs7 fc4 sc0 ls1f ws1e">52<span class="_ _19"> </span><span class="ff2 fc3 ls20 ws1f">62<span class="_ _1b"> </span><span class="ls21 ws20">71</span></span></div><div class="t m0 x8 h4 y8d ff2 fs2 fc3 sc0 ls22 ws21">Årets kassaﬂöde</div><div class="t m0 x28 hb y8e ff1 fs7 fc4 sc0 ls23 ws22">-55<span class="_ _17"> </span><span class="ff2 fc3 ls24 ws23">-2<span class="_ _6"></span>6<span class="_ _1c"> </span><span class="ls1f ws1e">25</span></span></div><div class="t m0 x8 h4 y8f ff2 fs2 fc3 sc0 ls13 ws2">Sol<span class="_ _6"></span>iditet, %</div><div class="t m0 x29 hb y90 ff1 fs7 fc4 sc0 ls12 ws12">28%<span class="_ _13"> </span><span class="ff2 fc3 ls1d ws1c">28%<span class="_ _18"> </span><span class="ls25 ws24">9%</span></span></div><div class="t m0 x8 h4 y91 ff2 fs2 fc3 sc0 lse ws25">Antal m<span class="_ _6"></span>ed<span class="_ _6"></span>arb<span class="_ _6"></span>etare v<span class="_ _6"></span>id året<span class="_ _6"></span>s sl<span class="_ _6"></span>ut</div><div class="t m0 x2a hb y92 ff1 fs7 fc4 sc0 ls26 ws26">875<span class="_ _1d"> </span><span class="ff2 fc3 ls27 ws27">880<span class="_ _1d"> </span><span class="ls28 ws28">608</span></span></div><div class="t m0 x8 h4 y93 ff2 fs2 fc3 sc0 ls13 ws2">Resulta<span class="_ _6"></span>t per a<span class="_ _6"></span>k<span class="_ _6"></span>tie fö<span class="_ _6"></span>re och ef<span class="_ _f"></span>ter ut<span class="_ _6"></span>sp<span class="_ _6"></span>ädni<span class="_ _6"></span>ng<span class="_ _6"></span>, nuvaran<span class="_ _6"></span>de antal a<span class="_ _6"></span>k<span class="_ _6"></span>tie<span class="_ _6"></span>r*</div><div class="t m0 x2b hb y94 ff1 fs7 fc4 sc0 lsd wsd">-0<span class="_ _6"></span>,01<span class="_ _1e"> </span><span class="ff2 fc3 ls29 ws29">0,07<span class="_ _1f"> </span><span class="ls1e ws1d">-<span class="_ _6"></span>0<span class="_ _6"></span>,1<span class="_ _6"></span>4</span></span></div><div class="t m0 x8 h4 y95 ff2 fs2 fc3 sc0 ls13 ws2">Resulta<span class="_ _6"></span>t per a<span class="_ _6"></span>k<span class="_ _6"></span>tie fö<span class="_ _6"></span>re och ef<span class="_ _f"></span>ter ut<span class="_ _6"></span>sp<span class="_ _6"></span>ädni<span class="_ _6"></span>ng**</div><div class="t m0 x2c hb y96 ff1 fs7 fc4 sc0 ls11 ws11">-0<span class="_ _6"></span>,03<span class="_ _20"> </span><span class="ff2 fc3 ls1d ws1c">-<span class="_ _6"></span>0,<span class="_ _6"></span>49<span class="_ _12"> </span><span class="ls24 ws23">-2<span class="_ _6"></span>,<span class="_ _6"></span>7<span class="_ _6"></span>9</span></span></div><div class="t m0 x8 h4 y97 ff2 fs2 fc3 sc0 ls13 ws2">ARR för af<span class="_ _6"></span>fä<span class="_ _6"></span>rso<span class="_ _6"></span>mråd<span class="_ _6"></span>et Mar<span class="_ _6"></span>keting Par<span class="_ _f"></span>tne<span class="_ _6"></span>r</div><div class="t m0 x25 hb y98 ff1 fs7 fc4 sc0 ls11 ws11">462<span class="_ _1d"> </span><span class="ff2 fc3 ls2a ws2a">444<span class="_ _1a"> </span>444</span></div><div class="t m0 x8 h9 y99 ff1 fs6 fc3 sc0 ls2 ws2">Ny<span class="_ _0"></span>ck<span class="_ _2"></span>eltal</div><div class="t m0 x8 h10 y9a ff1 fs5 fc5 sc0 ls2 ws2">960 MSEK</div><div class="t m0 x8 h15 y9b ff6 fs5 fc6 sc0 ls2 ws2">Nett<span class="_ _0"></span>oomsättning</div><div class="t m0 xa h10 y9a ff1 fs5 fc5 sc0 ls2 ws2">87 MSEK</div><div class="t m0 xa h15 y9b ff6 fs5 fc6 sc0 ls2 ws2">EBITDA<span class="_ _2"></span> resultat</div><div class="c x8 y9c w4 h16"><div class="t m1 x5 h17 y9d ff7 fse fc7 sc0 ls2 ws2">0</div><div class="t m1 x2d h17 y9e ff7 fse fc7 sc0 ls2 ws2">200</div><div class="t m1 x2d h17 y9f ff7 fse fc7 sc0 ls2 ws2">400</div><div class="t m1 x2d h17 ya0 ff7 fse fc7 sc0 ls2 ws2">600</div><div class="t m1 x2d h17 ya1 ff7 fse fc7 sc0 ls2 ws2">800</div><div class="t m1 x2e h17 ya2 ff7 fse fc7 sc0 ls2 ws2">1000</div><div class="t m1 x2e h17 ya3 ff7 fse fc7 sc0 ls2 ws2">1200</div><div class="t m1 x2f h17 ya4 ff8 fse fc7 sc0 ls2 ws2">2023<span class="_ _21"></span>2022<span class="_ _22"></span>2021<span class="_ _22"></span>2020<span class="_ _21"></span>2019</div><div class="t m1 x30 h17 ya5 ff7 fse fc7 sc0 ls2 ws2">828</div><div class="t m1 x31 h17 ya6 ff7 fse fc7 sc0 ls2 ws2">930</div><div class="t m1 x32 h17 ya7 ff8 fse fc1 sc0 ls2b ws2b">960</div><div class="t m1 x33 h17 ya8 ff7 fse fc7 sc0 ls2 ws2">882</div><div class="t m1 x34 h17 ya9 ff7 fse fc7 sc0 ls2 ws2">1 060</div></div><div class="c xa y9c w4 h16"><div class="t m2 x35 h18 yaa ff9 fsf fc7 sc0 ls2 ws2">0</div><div class="t m2 x2d h18 yab ff9 fsf fc7 sc0 ls2 ws2">30</div><div class="t m2 x2d h18 yac ff9 fsf fc7 sc0 ls2 ws2">60</div><div class="t m2 x2d h18 yad ff9 fsf fc7 sc0 ls2 ws2">90</div><div class="t m2 x2e h18 yae ff9 fsf fc7 sc0 ls2 ws2">120</div><div class="t m2 x2e h18 yaf ff9 fsf fc7 sc0 ls2 ws2">150</div><div class="t m2 x2f h18 yb0 ffa fsf fc7 sc0 ls2 ws2">2023<span class="_ _23"></span>2022<span class="_ _21"></span>2021<span class="_ _21"></span>2020<span class="_ _21"></span>2019</div><div class="t m2 x36 h18 yb1 ff9 fsf fc3 sc0 ls2 ws2">133</div><div class="t m2 x31 h18 yb2 ff9 fsf fc7 sc0 ls2 ws2">148</div><div class="t m2 x37 h18 yb3 ffa fsf fc1 sc0 ls2 ws2">87</div><div class="t m2 x38 h18 yb4 ff9 fsf fc7 sc0 ls2 ws2">134</div><div class="t m2 x34 h18 yb5 ff9 fsf fc7 sc0 ls2c ws2c">76</div></div><div class="t m0 x8 h10 yb6 ff1 fs5 fc5 sc0 ls2 ws2">52 MSEK<span class="_ _24"> </span>462 MSEK</div><div class="t m0 x8 h15 yb7 ff6 fs5 fc6 sc0 ls2 ws2">K<span class="_ _2"></span>assaﬂöde från den löpande verksamhet<span class="_ _0"></span>en<span class="_ _25"> </span>ARR för<span class="_ _2"></span> affärsområde<span class="_ _0"></span>t M<span class="_ _0"></span>ark<span class="_ _0"></span>eting P<span class="_ _0"></span>artner</div><div class="c x8 yb8 w4 h16"><div class="t m3 x39 h17 yb9 ffb fse fc7 sc0 ls2 ws2">0</div><div class="t m3 x2d h17 yba ffb fse fc7 sc0 ls2 ws2">10</div><div class="t m3 x2e h17 ybb ffb fse fc7 sc0 ls2 ws2">20</div><div class="t m3 x2e h17 ybc ffb fse fc7 sc0 ls2 ws2">30</div><div class="t m3 x2e h17 ybd ffb fse fc7 sc0 ls2 ws2">40</div><div class="t m3 x2e h17 ybe ffb fse fc7 sc0 ls2 ws2">50</div><div class="t m3 x2e h17 ybf ffb fse fc7 sc0 ls2 ws2">60</div><div class="t m3 x2e h17 yc0 ffb fse fc7 sc0 ls2 ws2">70</div><div class="t m3 x2e h17 yc1 ffb fse fc7 sc0 ls2 ws2">80</div><div class="t m3 x2f h17 yc2 ffc fse fc7 sc0 ls2 ws2">2023<span class="_ _21"></span>2022<span class="_ _22"></span>2021<span class="_ _22"></span>2020<span class="_ _21"></span>2019</div><div class="t m3 x30 h17 yc3 ffb fse fc7 sc0 ls2d ws2d">71</div><div class="t m3 x31 h17 yc4 ffb fse fc7 sc0 ls2e ws2e">62</div><div class="t m3 x37 h17 yc5 ffc fse fc1 sc0 ls2 ws2">52</div><div class="t m3 x38 h17 yc6 ffb fse fc7 sc0 ls2 ws2">60</div><div class="t m3 x34 h17 yc7 ffb fse fc7 sc0 ls2 ws2">51</div></div><div class="c xa yc8 w4 h19"><div class="t m3 x3a h1a yc9 ffd fs10 fc7 sc0 ls2 ws2">0</div><div class="t m3 x3b h1a yca ffd fs10 fc7 sc0 ls2 ws2">100</div><div class="t m3 x2e h1a ycb ffd fs10 fc7 sc0 ls2 ws2">200</div><div class="t m3 x2e h1a ycc ffd fs10 fc7 sc0 ls2 ws2">300</div><div class="t m3 x2e h1a ycd ffd fs10 fc7 sc0 ls2 ws2">400</div><div class="t m3 x2e h1a yce ffd fs10 fc7 sc0 ls2 ws2">500</div><div class="t m3 x2f h1a ycf ffe fs10 fc7 sc0 ls2 ws2">2023<span class="_ _22"></span>2022<span class="_ _26"></span>2021<span class="_ _27"></span>2020<span class="_ _27"></span>2019</div><div class="t m3 x31 h1a yd0 ffd fs10 fc7 sc0 ls2 ws2">444</div><div class="t m3 x32 h1a yd1 ffe fs10 fc1 sc0 ls2 ws2">462</div><div class="t m3 x36 h1a yd2 ffd fs10 fc3 sc0 ls2 ws2">444</div><div class="t m3 x38 h1a yd3 ffd fs10 fc7 sc0 ls2 ws2">456</div><div class="t m3 x34 h1a yd4 ffd fs10 fc7 sc0 ls2f ws2f">492</div></div><div class="t m0 x8 h1b yd5 ff6 fs11 fc8 sc0 ls15 ws2">* Måttet<span class="_ _0"></span> är e<span class="_ _0"></span>tt finansiellt ick<span class="_ _2"></span>e-IFRS mått som baseras på antalet<span class="_ _2"></span> stamaktier vid periodens utgång exklusive ege<span class="_ _0"></span>t innehav (728 007 116 st)</div><div class="t m0 x8 h1b yd6 ff6 fs11 fc8 sc0 ls15 ws2">** Result<span class="_ _0"></span>at per<span class="_ _0"></span> stamaktie efter<span class="_ _0"></span> allokering till pr<span class="_ _0"></span>eferensaktiernas utdelningsr<span class="_ _0"></span>ätt (<span class="_ _2"></span>dock är pref<span class="_ _0"></span>erensaktierna kon<span class="_ _0"></span>verterade r<span class="_ _0"></span>espektive inlösta i februari 2023<span class="_ _2"></span>).</div></div><div class="pi"></div></div><div id="pf6" class="pf w0 h0"><div class="pc pc6 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2"><span class="fc2 sc0">6</span></div><div class="t m0 x1 h11 yd8 ff1 fs2 fc3 sc0 ls2 ws2">Styrk<span class="_ _0"></span>a i en utmanande marknad</div><div class="t m0 x1 h4 yd9 ff2 fs2 fc3 sc0 ls30 ws2">Det<span class="_ _0"></span> senaste år<span class="_ _0"></span>et har<span class="_ _2"></span> varit e<span class="_ _0"></span>tt e<span class="_ _0"></span>xcep<span class="_ _0"></span>tionellt år<span class="_ _2"></span> för Enir<span class="_ _2"></span>o, präglat<span class="_ _0"></span> av </div><div class="t m0 x1 h4 yda ff2 fs2 fc3 sc0 ls30 ws2">både utmaningar och  fr<span class="_ _2"></span>amgångar<span class="_ _0"></span>. I en tid av global ek<span class="_ _2"></span>onomisk </div><div class="t m0 x1 h4 ydb ff2 fs2 fc3 sc0 ls31 ws2">osäkerhe<span class="_ _0"></span>t<span class="_ _0"></span>, har Enir<span class="_ _2"></span>o stått stadigt<span class="_ _2"></span> och tagit n<span class="_ _0"></span>ya steg mo<span class="_ _0"></span>t fr<span class="_ _2"></span>amgång.<span class="_ _6"></span> </div><div class="t m0 x1 h4 ydc ff2 fs2 fc3 sc0 ls30 ws2">V<span class="_ _2"></span>år förmåga att<span class="_ _2"></span> navigera genom dessa osäkra <span class="_ _0"></span>tider med styrk<span class="_ _2"></span>a,<span class="_ _6"></span> </div><div class="t m0 x1 h4 ydd ff2 fs2 fc3 sc0 ls30 ws2">ﬂexibilite<span class="_ _0"></span>t och oper<span class="_ _2"></span>ationell effektivitet<span class="_ _2"></span> har varit<span class="_ _2"></span> avgörande.</div><div class="t m0 x1 h11 yde ff1 fs2 fc3 sc0 ls2 ws2">Fr<span class="_ _0"></span>amgång i försäljningssatsningen</div><div class="t m0 x1 h4 ydf ff2 fs2 fc3 sc0 ls30 ws2">T<span class="_ _1"></span>ro<span class="_ _0"></span>ts en tidvis utmanande marknad har<span class="_ _2"></span> Eniro uppnått f<span class="_ _0"></span>örbättrad </div><div class="t m0 x1 h4 ye0 ff2 fs2 fc3 sc0 ls32 ws2">effektivit<span class="_ _0"></span>et<span class="_ _0"></span> och nyck<span class="_ _2"></span>eltal inom säljavdelningen för<span class="_ _2"></span> Marketing </div><div class="t m0 x1 h4 ye1 ff2 fs2 fc3 sc0 ls30 ws2">Partner<span class="_ _1"></span>. Detta resultat<span class="_ _2"></span> är ett<span class="_ _2"></span> bevis på vår pr<span class="_ _2"></span>odukt- och tjänste<span class="ls2">-</span></div><div class="t m0 x1 h4 ye2 ff2 fs2 fc3 sc0 ls32 ws2">por<span class="_ _0"></span>tf<span class="_ _0"></span>ölj<span class="_ _0"></span>s attr<span class="_ _0"></span>aktivitet<span class="_ _2"></span> och vår f<span class="_ _0"></span>örmåga att sk<span class="_ _2"></span>apa värde f<span class="_ _2"></span>ör en </div><div class="t m0 x1 h4 ye3 ff2 fs2 fc3 sc0 ls32 ws2">kundgrupp som står<span class="_ _0"></span> inför<span class="_ _2"></span> utmaningar<span class="_ _2"></span>. Vid periodens slut r<span class="_ _2"></span>edo<span class="ls2">-</span></div><div class="t m0 x1 h4 ye4 ff2 fs2 fc3 sc0 ls32 ws2">visar <span class="_ _0"></span>vi årliga återk<span class="_ _2"></span>ommande intäkter<span class="_ _0"></span> på 462 MSEK, en tillväxt<span class="_ _0"></span> </div><div class="t m0 x1 h4 ye5 ff2 fs2 fc3 sc0 ls32 ws2">som vi k<span class="_ _0"></span>ommunicerat<span class="_ _2"></span> under åre<span class="_ _0"></span>t och som är<span class="_ _2"></span> ett r<span class="_ _0"></span>esultat<span class="_ _0"></span> av ök<span class="_ _0"></span>ad </div><div class="t m0 x1 h4 ye6 ff2 fs2 fc3 sc0 ls32 ws2">effektivit<span class="_ _0"></span>et<span class="_ _0"></span> i samtliga länder<span class="_ _2"></span>.</div><div class="t m0 x1 h4 ye7 ff2 fs2 fc3 sc0 ls31 ws2">Tillv<span class="_ _0"></span>äxten i för<span class="_ _0"></span>säljning och orderint<span class="_ _2"></span>ag under åre<span class="_ _0"></span>t är<span class="_ _2"></span> en indikation på </div><div class="t m0 x1 h4 ye8 ff2 fs2 fc3 sc0 ls31 ws2">att <span class="_ _0"></span>vi inte bar<span class="_ _2"></span>a har lyck<span class="_ _0"></span>ats anpassa oss till marknadsf<span class="_ _0"></span>örhållandena<span class="_ _6"></span> </div><div class="t m0 x1 h4 ye9 ff2 fs2 fc3 sc0 ls30 ws2">utan också aktivt<span class="_ _0"></span> bidragit<span class="_ _2"></span> till att forma dem. E<span class="_ _0"></span>tt be<span class="_ _0"></span>vis på styrkan i </div><div class="t m0 x1 h4 yea ff2 fs2 fc3 sc0 ls30 ws2">vår<span class="_ _0"></span> strat<span class="_ _0"></span>egi, innovation och det<span class="_ _2"></span> hårda arbete<span class="_ _0"></span>t fr<span class="_ _2"></span>ån vårt dedik<span class="_ _2"></span>era<span class="ls2">-</span></div><div class="t m0 x1 h4 yeb ff2 fs2 fc3 sc0 ls30 ws30">de team.</div><div class="t m0 x1 h4 yec ff2 fs2 fc3 sc0 ls30 ws2">Den rådande negativ<span class="_ _0"></span>a tillväxten inom marknadsf<span class="_ _2"></span>örings<span class="ls2">-</span></div><div class="t m0 x1 h4 yed ff2 fs2 fc3 sc0 ls30 ws31">branschen är<span class="_ _2"></span> inom vissa områden 20%. I k<span class="_ _2"></span>ombination med utma<span class="ls2 ws2">-</span></div><div class="t m0 x1 h4 yee ff2 fs2 fc3 sc0 ls30 ws2">nande tider<span class="_ _0"></span> för<span class="_ _2"></span> småföret<span class="_ _0"></span>agen har <span class="_ _0"></span>vi kunnat mö<span class="_ _0"></span>ta den f<span class="_ _0"></span>örändr<span class="_ _2"></span>ade<span class="_ _6"></span> </div><div class="t m0 x1 h4 yef ff2 fs2 fc3 sc0 ls30 ws2">efterfr<span class="_ _2"></span>ågan och anpassa oss till marknadsförhållanden med </div><div class="t m0 x1 h4 yf0 ff2 fs2 fc3 sc0 ls33 ws2">acceptabel omsättning och r<span class="_ _2"></span>esultat. Under<span class="_ _2"></span> tiden har vi in<span class="_ _0"></span>vester<span class="_ _2"></span>at i<span class="_ _f"></span> </div><div class="t m0 x1 h4 yf1 ff2 fs2 fc3 sc0 ls30 ws2">nya r<span class="_ _2"></span>esurser i den pågående k<span class="_ _0"></span>omptensv<span class="_ _0"></span>äxlingen. Denna realit<span class="_ _0"></span>et </div><div class="t m0 x1 h4 yf2 ff2 fs2 fc3 sc0 ls30 ws2">understryk<span class="_ _0"></span>er <span class="_ _0"></span>vår<span class="_ _0"></span> affärsmodells r<span class="_ _2"></span>obusthet. <span class="_ _2"></span>Även med en viss </div><div class="t m0 x1 h4 yf3 ff2 fs2 fc3 sc0 ls30 ws2">nedgång i nettoomsättningen, huvudsakligen på grund av<span class="_ _0"></span> lägre </div><div class="t m0 x1 h4 yf4 ff2 fs2 fc3 sc0 ls30 ws2">efterfr<span class="_ _2"></span>ågan inom specifika serviceområden, har<span class="_ _2"></span> vi lyckat<span class="_ _0"></span>s uppnå </div><div class="t m0 x1 h4 yf5 ff2 fs2 fc3 sc0 ls30 ws2">en EBITDA<span class="_ _2"></span> en marginal på 8,<span class="_ _2"></span>9% för<span class="_ _0"></span> åre<span class="_ _0"></span>t. De<span class="_ _0"></span>t är<span class="_ _2"></span> långt från <span class="_ _0"></span>vad vi </div><div class="t m0 x1 h4 yf6 ff2 fs2 fc3 sc0 ls30 ws2">siktar<span class="_ _0"></span> på men ett<span class="_ _0"></span> gott<span class="_ _0"></span> teck<span class="_ _2"></span>en på förbättring under 202<span class="_ _0"></span>4.</div><div class="t m0 x1 h11 yf7 ff1 fs2 fc3 sc0 ls2 ws2">Dynava och fram<span class="_ _0"></span>tiden</div><div class="t m0 x1 h4 yf8 ff2 fs2 fc3 sc0 ls30 ws2">Dynava har<span class="_ _0"></span> under 2023 haft<span class="_ _2"></span> varierande utmaningar<span class="_ _1"></span>, där vi </div><div class="t m0 x1 h4 yf9 ff2 fs2 fc3 sc0 ls30 ws2">navigerat<span class="_ _2"></span> både genom operativa hinder<span class="_ _0"></span> och genomgått in<span class="_ _0"></span>terna </div><div class="t m0 x1 h4 yfa ff2 fs2 fc3 sc0 ls30 ws2">omstruktureringar<span class="_ _1"></span>. De har varit<span class="_ _2"></span> tidskrävande och r<span class="_ _2"></span>esursintensiva </div><div class="t m0 x1 h4 yfb ff2 fs2 fc3 sc0 ls30 ws2">och har på k<span class="_ _2"></span>ort sikt<span class="_ _0"></span> påverk<span class="_ _0"></span>at <span class="_ _0"></span>vår<span class="_ _0"></span> lönsamhet negativt<span class="_ _2"></span>.<span class="_ _6"></span> </div><div class="t m0 x1 h4 yfc ff2 fs2 fc3 sc0 ls30 ws2">T<span class="_ _1"></span>ro<span class="_ _0"></span>ts detta har<span class="_ _2"></span> vi genomfört<span class="_ _2"></span> investeringar<span class="_ _0"></span> t e<span class="_ _0"></span>x nedläggning av </div><div class="t m0 x1 h4 yfd ff2 fs2 fc3 sc0 ls33 ws2">kon<span class="_ _0"></span>tor<span class="_ _0"></span> och ﬂytt av<span class="_ _0"></span> produktionen o<span class="_ _0"></span>ff<span class="_ _0"></span>-shore ser<span class="_ _2"></span> vi att v<span class="_ _0"></span>åra besparingar </div><div class="t m0 x1 h4 yfe ff2 fs2 fc3 sc0 ls30 ws2">kan r<span class="_ _2"></span>äknas hem under k<span class="_ _0"></span>ommande år<span class="_ _2"></span>.<span class="_ _6"></span> </div><div class="t m0 x1 h4 yff ff2 fs2 fc3 sc0 ls30 ws2">Den strat<span class="_ _0"></span>egiska ö<span class="_ _0"></span>versynen av<span class="_ _0"></span> Dynava som påbörjades under </div><div class="t m0 x1 h4 y100 ff2 fs2 fc3 sc0 ls30 ws2">2023 fortsätt<span class="_ _0"></span>er med o<span class="_ _0"></span>förminsk<span class="_ _2"></span>ad styrka. <span class="_ _0"></span>Vi ser nu fr<span class="_ _2"></span>am emot en </div><div class="t m0 x1 h4 y101 ff2 fs2 fc3 sc0 ls30 ws2">god result<span class="_ _0"></span>atutveckling för<span class="_ _2"></span> Dynava under de<span class="_ _0"></span>t k<span class="_ _2"></span>ommande året<span class="_ _0"></span>.</div><div class="t m0 x1 h11 y102 ff1 fs2 fc3 sc0 ls2 ws2">Strategisk<span class="_ _2"></span> fokus och hållbarhet</div><div class="t m0 x1 h4 y103 ff2 fs2 fc3 sc0 ls32 ws2">Inför<span class="_ _2"></span> 2024 förblir<span class="_ _0"></span> vår<span class="_ _2"></span> strategi of<span class="_ _2"></span>örändrad, med ett<span class="_ _2"></span> fortsatt </div><div class="t m0 x1 h4 y104 ff2 fs2 fc3 sc0 ls32 ws2">fokus på tr<span class="_ _2"></span>ansformation och innovation. <span class="_ _2"></span>Vi är engagerade i att<span class="_ _0"></span> </div><div class="t m0 x1 h4 y105 ff2 fs2 fc3 sc0 ls32 ws2">fortsätt<span class="_ _0"></span>a utforsk<span class="_ _2"></span>a och implementera n<span class="_ _0"></span>ya t<span class="_ _0"></span>eknologier<span class="_ _2"></span>, förbättra </div><div class="t m0 x1 h4 y106 ff2 fs2 fc3 sc0 ls32 ws2">kundupplevelsen och v<span class="_ _0"></span>ara pionjär<span class="_ _2"></span>er inom digital marknads<span class="ls2">-</span></div><div class="t m0 x1 h4 y107 ff2 fs2 fc3 sc0 ls32 ws2">föring. <span class="_ _2"></span>Vår<span class="_ _2"></span>a planer inkluder<span class="_ _0"></span>ar in<span class="_ _0"></span>vesteringar<span class="_ _2"></span> i digitalisering, </div><div class="t m0 x1 h4 y108 ff2 fs2 fc3 sc0 ls32 ws2">automatisering och utvecklingen av<span class="_ _0"></span> nya tjänst<span class="_ _0"></span>er som k<span class="_ _2"></span>ommer </div><div class="t m0 x1 h4 y109 ff2 fs2 fc3 sc0 ls32 ws2">att definier<span class="_ _2"></span>a vår sekt<span class="_ _2"></span>ors framtid. </div><div class="t m4 x24 h1c y10a ff2 fs12 fc3 sc0 ls34 ws2">Eniro har<span class="_ _2"></span> antagit FN:s Global Compact<span class="_ _2"></span> som grund för sin håll<span class="ls2">-</span></div><div class="t m4 x24 h1c y10b ff2 fs12 fc3 sc0 ls34 ws2">barhetspolicy<span class="_ _2"></span>. Detta innebär<span class="_ _0"></span> att Enir<span class="_ _2"></span>o arbetar på e<span class="_ _0"></span>tt sätt<span class="_ _2"></span> som<span class="_ _6"></span> </div><div class="t m4 x24 h1c y10c ff2 fs12 fc3 sc0 ls34 ws2">uppfyller<span class="_ _0"></span> grundläggande ansvar<span class="_ _2"></span> inom områdena mänskliga </div><div class="t m4 x24 h1c y10d ff2 fs12 fc3 sc0 ls35 ws2">rättighe<span class="_ _0"></span>ter<span class="_ _2"></span>, sociala förhållanden, personal, miljö och antik<span class="_ _2"></span>orruption.<span class="_ _6"></span> </div><div class="t m4 x24 h1c y10e ff2 fs12 fc3 sc0 ls34 ws2">Inom Eniro gäller<span class="_ _2"></span> samma värderingar<span class="_ _2"></span> och principer där Enir<span class="_ _2"></span>o </div><div class="t m4 x24 h1c y10f ff2 fs12 fc3 sc0 ls36 ws2">har en närv<span class="_ _0"></span>aro<span class="_ _0"></span>. Eniros ambition är<span class="_ _2"></span> att ta socialt<span class="_ _2"></span> ansvar och ager<span class="_ _2"></span>a<span class="_ _6"></span> </div><div class="t m4 x24 h1c y110 ff2 fs12 fc3 sc0 ls36 ws2">proaktivt<span class="_ _2"></span> i relation till samtliga intr<span class="_ _2"></span>essenter; kunder<span class="_ _2"></span>, användare, </div><div class="t m4 x24 h1c y111 ff2 fs12 fc3 sc0 ls34 ws2">medarbetar<span class="_ _2"></span>e, aktieägare och lever<span class="_ _0"></span>antör<span class="_ _2"></span>er. De<span class="_ _0"></span>t innebär<span class="_ _2"></span> ansvars<span class="ls2">-</span></div><div class="t m4 x24 h1c y112 ff2 fs12 fc3 sc0 ls34 ws2">tagande såväl e<span class="_ _0"></span>tiskt och socialt<span class="_ _2"></span> som miljömässigt.</div><div class="t m4 x24 h1c y113 ff2 fs12 fc3 sc0 ls35 ws2">Långsiktiga utsikter<span class="_ _2"></span> och den pågående transf<span class="_ _0"></span>ormationsresan</div><div class="t m4 x24 h1c y114 ff2 fs12 fc3 sc0 ls35 ws2">Den långsiktiga tr<span class="_ _0"></span>enden för<span class="_ _0"></span> vår<span class="_ _2"></span> bransch är st<span class="_ _0"></span>ark men de<span class="_ _0"></span>t är </div><div class="t m4 x24 h1c y115 ff2 fs12 fc3 sc0 ls34 ws2">sv<span class="_ _2"></span>årt<span class="_ _1"></span> att f<span class="_ _0"></span>örutsäga den k<span class="_ _0"></span>ortsiktiga påverk<span class="_ _0"></span>an av den r<span class="_ _0"></span>ådande </div><div class="t m4 x24 h1c y116 ff2 fs12 fc3 sc0 ls34 ws2">makroek<span class="_ _2"></span>onomiska situationen och marknadsförhållandena. </div><div class="t m4 x24 h1c y117 ff2 fs12 fc3 sc0 ls35 ws2">V<span class="_ _0"></span>år <span class="_ _6"></span>tra<span class="_ _6"></span>ns<span class="_ _6"></span>fo<span class="_ _6"></span>rm<span class="_ _6"></span>a<span class="_ _6"></span>ti<span class="_ _6"></span>o<span class="_ _6"></span>ns<span class="_ _6"></span>res<span class="_ _6"></span>a<span class="_ _6"></span>, som påbörjades under 2023, fortsätt<span class="_ _2"></span>er<span class="_ _6"></span> </div><div class="t m4 x24 h1c y118 ff2 fs12 fc3 sc0 ls35 ws2">med målet<span class="_ _0"></span> att gr<span class="_ _2"></span>advis förbättra eft<span class="_ _0"></span>erfrågan på v<span class="_ _0"></span>åra pr<span class="_ _2"></span>odukter och </div><div class="t m4 x24 h1c y119 ff2 fs12 fc3 sc0 ls35 ws2">tjänster<span class="_ _2"></span>. Vi är<span class="_ _2"></span> fast beslutna att<span class="_ _2"></span> fortsätta vår<span class="_ _2"></span> strategisk<span class="_ _2"></span>a agenda med<span class="_ _6"></span> </div><div class="t m4 x24 h1c y11a ff2 fs12 fc3 sc0 ls35 ws2">fokus på att<span class="_ _2"></span> prioritera lönsamhet<span class="_ _0"></span> fram<span class="_ _0"></span>för<span class="_ _0"></span> volym, samtidigt<span class="_ _2"></span> som vi<span class="_ _6"></span> </div><div class="t m4 x24 h1c y11b ff2 fs12 fc3 sc0 ls35 ws2">behåller ﬂe<span class="_ _0"></span>xibilitet<span class="_ _0"></span>en att snabb<span class="_ _0"></span>t anpassa oss <span class="_ _0"></span>till marknadstrender<span class="_ _2"></span>. </div><div class="t m4 x24 h1c y11c ff2 fs12 fc3 sc0 ls35 ws2">V<span class="_ _2"></span>åra medarbetar<span class="_ _2"></span>es engagemang och hårt arbete har<span class="_ _2"></span> varit avgö<span class="ls2">-</span></div><div class="t m4 x24 h1c y11d ff2 fs12 fc3 sc0 ls35 ws2">rande f<span class="_ _2"></span>ör att uppnå v<span class="_ _0"></span>åra goda f<span class="_ _2"></span>örsäljningsnivåer och or<span class="_ _0"></span>derintag. </div><div class="t m4 x24 h1d y11e ff1 fs12 fc3 sc0 ls2 ws2">En framtid av möjlighet<span class="_ _0"></span>er</div><div class="t m4 x24 h1c y11f ff2 fs12 fc3 sc0 ls36 ws2">När<span class="_ _0"></span> vi riktar<span class="_ _2"></span> våra blick<span class="_ _0"></span>ar<span class="_ _0"></span> mot 202<span class="_ _0"></span>4, gör <span class="_ _0"></span>vi det<span class="_ _0"></span> med en förny<span class="_ _0"></span>ad </div><div class="t m4 x24 h1c y120 ff2 fs12 fc3 sc0 ls36 ws2">känsla av<span class="_ _0"></span> optimism och en obruten <span class="_ _0"></span>vilja att bef<span class="_ _2"></span>ästa positionen<span class="_ _6"></span> </div><div class="t m4 x24 h1c y121 ff2 fs12 fc3 sc0 ls36 ws2">som ledare inom digit<span class="_ _0"></span>al marknadsföring i Nor<span class="_ _2"></span>den. V<span class="_ _2"></span>år beslut<span class="_ _0"></span><span class="ls2">-</span></div><div class="t m4 x24 h1c y122 ff2 fs12 fc3 sc0 ls36 ws2">samhet<span class="_ _0"></span> att f<span class="_ _0"></span>ortsätta på denna v<span class="_ _0"></span>äg av k<span class="_ _0"></span>ontinuerlig förbättring </div><div class="t m4 x24 h1c y123 ff2 fs12 fc3 sc0 ls36 ws2">är omsor<span class="_ _2"></span>gsfullt balanserad med en r<span class="_ _2"></span>ealistisk först<span class="_ _0"></span>åelse för<span class="_ _2"></span> de<span class="_ _6"></span> </div><div class="t m4 x24 h1c y124 ff2 fs12 fc3 sc0 ls36 ws2">utmaningar en osäk<span class="_ _2"></span>er marknad medför<span class="_ _1"></span>.<span class="_ _6"></span> </div><div class="t m4 x24 h1c y125 ff2 fs12 fc3 sc0 ls36 ws2">Vi är fullt<span class="_ _2"></span> rustade och entusiastiska att<span class="_ _2"></span> navigera genom denna </div><div class="t m4 x24 h1c y126 ff2 fs12 fc3 sc0 ls36 ws2">för<span class="_ _2"></span>ändring och att omvandla den till v<span class="_ _0"></span>ärde<span class="_ _0"></span>fulla möjligheter<span class="_ _2"></span> för </div><div class="t m4 x24 h1c y127 ff2 fs12 fc3 sc0 ls36 ws2">vår<span class="_ _0"></span>a kunder<span class="_ _2"></span>, medarbetare och aktieägar<span class="_ _2"></span>e.</div><div class="t m4 x3c h1e y128 ff2 fs13 fc3 sc0 ls2 ws32">Hosni T<span class="_ _3"></span>eque-Omeirat</div><div class="t m4 x3c h1e y129 ff2 fs13 fc3 sc0 ls2 ws2">VD och k<span class="_ _0"></span>oncernchef<span class="_ _2"></span>, Eniro Gr<span class="_ _0"></span>oup <span class="_ _0"></span>AB</div><div class="t m0 x1 h1f y12a ff1 fs14 fc3 sc0 ls37 ws2">VD har<span class="_ _28"></span> or<span class="_ _1"></span>det</div></div><div class="pi"></div></div><div id="pf7" class="pf w0 h0"><div class="pc pc7 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x7 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2"><span class="fc2 sc0">7</span></div><div class="t m0 x8 h1f y12b ff1 fs14 fc1 sc0 ls38 ws2">M<span class="_ _1"></span>ark<span class="_ _28"></span>e<span class="_ _2"></span>ting P<span class="_ _28"></span>a<span class="ls2">r<span class="_ _10"></span></span><span class="ws33">tner</span></div><div class="t m0 x32 h20 y12c ff1 fs15 fc1 sc0 ls39 ws34">462<span class="fs16 ls2 ws35">  <span class="fs17 ls3a ws36">MSEK<span class="_ _10"></span></span><span class="ws2"> </span></span></div><div class="t m0 x3d h21 y12d ff5 fs7 fc1 sc0 ls2 ws2">ARR</div><div class="t m0 x2c h22 y12e ff1 fs18 fc1 sc0 ls39 ws34">10<span class="fs19 ls2 ws2"> <span class="_ _28"></span><span class="fs1a ls3b ws37">Milj</span></span></div><div class="t m0 x3e h21 y12f ff5 fs7 fc1 sc0 ls2 ws2">Unik<span class="_ _0"></span>a besök<span class="_ _0"></span>ar<span class="_ _0"></span>e</div><div class="t m0 x26 h21 y130 ff5 fs7 fc1 sc0 ls2 ws2">per<span class="_ _0"></span> månad på egna </div><div class="t m0 x3f h21 y131 ff5 fs7 fc1 sc0 ls2 ws2">söksajter</div><div class="t m0 x8 h23 ya ff1 fs1b fc1 sc0 ls33 ws2">Int<span class="_ _0"></span>e allt inom digital marknadsf<span class="_ _2"></span>öring,</div><div class="t m0 x8 h23 y132 ff1 fs1b fc1 sc0 ls33 ws2">bara de<span class="_ _0"></span>t kunderna behö<span class="_ _0"></span>ver</div><div class="t m0 x8 h11 y133 ff1 fs2 fc1 sc0 ls2 ws2">Strategisk<span class="_ _2"></span>a partnerskap f<span class="_ _0"></span>ör digit<span class="_ _0"></span>al tillväxt</div><div class="t m0 x8 h4 y134 ff2 fs2 fc1 sc0 ls2 ws38">Vi är mer<span class="_ _2"></span> än bara en marknadsföringspartner<span class="_ _2"></span> – vi är en </div><div class="t m0 x8 h4 y135 ff2 fs2 fc1 sc0 ls2 ws39">kat<span class="_ _2"></span>alysator f<span class="_ _0"></span>ör små och medelst<span class="_ _2"></span>ora för<span class="_ _0"></span>etags fr<span class="_ _2"></span>amgång på </div><div class="t m0 x8 h4 y136 ff2 fs2 fc1 sc0 ls2 ws3a">den globala marknaden. V<span class="_ _1"></span>år mission är<span class="_ _0"></span> tydlig: att<span class="_ _0"></span> stödja </div><div class="t m0 x8 h4 y137 ff2 fs2 fc1 sc0 ls2 ws3b">för<span class="_ _2"></span>etagens tillväxt<span class="_ _0"></span> och skapa k<span class="_ _2"></span>onkurrensför<span class="_ _2"></span>delar som gör<span class="_ _0"></span> dem </div><div class="t m0 x8 h4 y138 ff2 fs2 fc1 sc0 ls2 ws3c">ledande på sina respektiv<span class="_ _0"></span>e marknader<span class="_ _2"></span>. Med en närvaro som </div><div class="t m0 x8 h4 y139 ff2 fs2 fc1 sc0 ls2 ws3d">sträck<span class="_ _2"></span>er sig över<span class="_ _2"></span> hela Norden – fr<span class="_ _0"></span>ån Sverige <span class="_ _0"></span>till Norge, Danmark<span class="_ _2"></span> </div><div class="t m0 x8 h4 y13a ff2 fs2 fc1 sc0 ls2 ws3e">och Finland – är <span class="_ _0"></span>vi engagerade i att<span class="_ _2"></span> leverer<span class="_ _2"></span>a innovativa och </div><div class="t m0 x8 h4 y13b ff2 fs2 fc1 sc0 ls2 ws2">effektiv<span class="_ _0"></span>a lösningar som upp<span class="_ _0"></span>fyller <span class="_ _0"></span>vår<span class="_ _0"></span>a kunders behov<span class="_ _2"></span>.</div><div class="t m0 x8 h11 y13c ff1 fs2 fc1 sc0 ls2 ws2">Innovativ<span class="_ _0"></span>a tjänster<span class="_ _2"></span> för en digital era</div><div class="t m0 x8 h4 y13d ff2 fs2 fc1 sc0 ls2 ws3f">Vi erbjuder en om<span class="_ _0"></span>fattande portf<span class="_ _2"></span>ölj av produkter<span class="_ _2"></span> och tjänster </div><div class="t m0 x8 h4 y13e ff2 fs2 fc1 sc0 ls2 ws40">som hjälper f<span class="_ _2"></span>öretag att<span class="_ _2"></span> synas och växa online. Med <span class="_ _0"></span>våra egna </div><div class="t m0 x8 h4 y13f ff2 fs2 fc1 sc0 ls2 ws41">plattformar<span class="_ _1"></span>, som lockar ö<span class="_ _0"></span>ver<span class="_ _0"></span> 10 miljoner besök<span class="_ _2"></span>are varje månad </div><div class="t m0 x8 h4 y140 ff2 fs2 fc1 sc0 ls2 ws42">och listar<span class="_ _0"></span> över<span class="_ _2"></span> 3 miljoner för<span class="_ _2"></span>etag i Norden, är<span class="_ _2"></span> vi en oumbärlig </div><div class="t m0 x8 h4 y141 ff2 fs2 fc1 sc0 ls2 ws43">resur<span class="_ _0"></span>s för<span class="_ _0"></span> för<span class="_ _2"></span>etag som sträv<span class="_ _0"></span>ar e<span class="_ _0"></span>fter<span class="_ _0"></span> synlighet<span class="_ _0"></span> och tillgänglighet<span class="_ _2"></span> </div><div class="t m0 x8 h4 y142 ff2 fs2 fc1 sc0 ls2 ws44">online. Genom strat<span class="_ _0"></span>egiska f<span class="_ _2"></span>örvärv och samarbeten har<span class="_ _2"></span> vi siktet </div><div class="t m0 x8 h4 y143 ff2 fs2 fc1 sc0 ls2 ws45">inställt<span class="_ _0"></span> på att <span class="_ _0"></span>växa aff<span class="_ _2"></span>ären och utveckla erbjudandet<span class="_ _2"></span> så att vår<span class="_ _0"></span>a </div><div class="t m0 x8 h4 y144 ff2 fs2 fc1 sc0 ls2 ws46">kunder k<span class="_ _2"></span>an möta en ny er<span class="_ _2"></span>a med modern teknologi och <span class="_ _0"></span>AI. Under<span class="_ _0"></span> </div><div class="t m0 x8 h4 y145 ff2 fs2 fc1 sc0 ls2 ws47">åre<span class="_ _0"></span>t har<span class="_ _2"></span> ﬂera nya plattf<span class="_ _0"></span>ormar<span class="_ _0"></span> implementer<span class="_ _0"></span>ats och för<span class="_ _0"></span>stärkt<span class="_ _0"></span> vårt<span class="_ _0"></span> </div><div class="t m0 x8 h4 y146 ff2 fs2 fc1 sc0 ls2 ws21">erbjudande mot<span class="_ _0"></span> marknaden. En av plattformarna <span class="_ _0"></span>vi integr<span class="_ _2"></span>erat i </div><div class="t m0 x8 h4 y147 ff2 fs2 fc1 sc0 ls2 ws48">vårt<span class="_ _0"></span> erbjudande är den <span class="_ _2"></span>AI drivna annons plattformen, A<span class="_ _0"></span>dcredo<span class="_ _0"></span>. </div><div class="t m0 x8 h4 y148 ff2 fs2 fc1 sc0 ls2 ws49">Den gör de<span class="_ _0"></span>t möjligt<span class="_ _2"></span> att genomför<span class="_ _2"></span>a kampanjer<span class="_ _0"></span> för<span class="_ _2"></span> våra kunder<span class="_ _2"></span> i </div><div class="t m0 x8 h4 y149 ff2 fs2 fc1 sc0 ls2 ws4a">sociala medier och på olik<span class="_ _2"></span>a söktjänster på e<span class="_ _0"></span>tt m<span class="_ _0"></span>yck<span class="_ _0"></span>et<span class="_ _0"></span> effektivar<span class="_ _2"></span>e </div><div class="t m0 x8 h4 y14a ff2 fs2 fc1 sc0 ls2 ws2">sätt och med en högr<span class="_ _2"></span>e kvalitet<span class="_ _0"></span>.</div><div class="t m0 x8 h11 y14b ff1 fs2 fc1 sc0 ls2 ws2">Fokus på att<span class="_ _0"></span> spara tid </div><div class="t m0 x8 h4 y14c ff2 fs2 fc1 sc0 ls2 ws4b">I förlängningen säljer<span class="_ _2"></span> vi tid till vår<span class="_ _2"></span>a kunder så att de k<span class="_ _2"></span>an ta hand </div><div class="t m0 x8 h4 y14d ff2 fs2 fc1 sc0 ls2 ws4c">om sin affär<span class="_ _1"></span>, familj och inte minst<span class="_ _0"></span> sitt ege<span class="_ _0"></span>t liv<span class="_ _2"></span>. V<span class="_ _1"></span>årt erbjudande </div><div class="t m0 x8 h4 y14e ff2 fs2 fc1 sc0 ls2 ws4d">utvecklas k<span class="_ _0"></span>ontinuerligt<span class="_ _0"></span> i denna riktning och vår<span class="_ _2"></span> ambition är </div><div class="t m0 x8 h4 y14f ff2 fs2 fc1 sc0 ls2 ws4e">ett<span class="_ _0"></span> starkt<span class="_ _0"></span> samhälle, där f<span class="_ _2"></span>öretagarna är<span class="_ _2"></span> hjältarna och utgör </div><div class="t m0 x8 h4 y150 ff2 fs2 fc1 sc0 ls2 ws4f">ryggr<span class="_ _0"></span>aden i ett<span class="_ _0"></span> fungerande samhälle. <span class="_ _2"></span>Alla hjältar behöv<span class="_ _0"></span>er en </div><div class="t m0 x8 h4 y151 ff2 fs2 fc1 sc0 ls2 ws50">“sidekick<span class="_ _2"></span>” och vi lägger<span class="_ _0"></span> nu vår<span class="_ _2"></span> utveckling och innovationskraft<span class="_ _2"></span> </div><div class="t m0 xa h4 y152 ff2 fs2 fc1 sc0 ls2 ws51">på att bli den bäst<span class="_ _0"></span>a sidekicken f<span class="_ _2"></span>ör vår<span class="_ _2"></span>a hjältar<span class="_ _2"></span>, föret<span class="_ _0"></span>agare. </div><div class="t m0 xa h4 y153 ff2 fs2 fc1 sc0 ls2 ws52">Därför<span class="_ _2"></span> har vi de senaste år<span class="_ _2"></span>en etablerat<span class="_ _2"></span> nära samarbeten med </div><div class="t m0 xa h4 y154 ff2 fs2 fc1 sc0 ls2 ws53">branschledande akt<span class="_ _0"></span>örer<span class="_ _2"></span> som Google och Meta. Med dessa </div><div class="t m0 xa h4 y155 ff2 fs2 fc1 sc0 ls2 ws54">samarbeten spar<span class="_ _2"></span> vi tid varje dag f<span class="_ _0"></span>ör <span class="_ _0"></span>våra kunder<span class="_ _2"></span> och möjliggör </div><div class="t m0 xa h4 y156 ff2 fs2 fc1 sc0 ls2 ws55">effektiv<span class="_ _0"></span> marknadsföring på plattf<span class="_ _0"></span>ormar som f<span class="_ _2"></span>ör många kan </div><div class="t m0 xa h4 y157 ff2 fs2 fc1 sc0 ls2 ws56">var<span class="_ _0"></span>a både komple<span class="_ _0"></span>xa och <span class="_ _0"></span>tidskrävande att<span class="_ _2"></span> använda. V<span class="_ _1"></span>åra </div><div class="t m0 xa h4 y158 ff2 fs2 fc1 sc0 ls2 ws57">erfarna r<span class="_ _2"></span>ådgivare arbetar<span class="_ _2"></span> nära varje kund f<span class="_ _2"></span>ör att säk<span class="_ _2"></span>erställa att<span class="_ _0"></span> </div><div class="t m0 xa h4 y159 ff2 fs2 fc1 sc0 ls2 ws58">deras marknadsf<span class="_ _2"></span>öringsinsatser generer<span class="_ _2"></span>ar maximalt<span class="_ _0"></span> vär<span class="_ _0"></span>de på </div><div class="t m0 xa h4 y15a ff2 fs2 fc1 sc0 ls2 ws2">både kort<span class="_ _2"></span> och lång sikt.</div><div class="t m0 xa h11 y15b ff1 fs2 fc1 sc0 ls2 ws2">Besatta av vår<span class="_ _0"></span>a kunders framgång</div><div class="t m0 xa h4 y15c ff2 fs2 fc1 sc0 ls2 ws59">Under<span class="_ _0"></span> det senast<span class="_ _0"></span>e åre<span class="_ _0"></span>t har<span class="_ _2"></span> vi sett en ök<span class="_ _2"></span>ad uppskattning </div><div class="t m0 xa h4 y15d ff2 fs2 fc1 sc0 ls2 ws5a">och lojalitet<span class="_ _2"></span> från vår<span class="_ _2"></span>a kunder, <span class="_ _0"></span>vilke<span class="_ _0"></span>t är<span class="_ _2"></span> en direkt f<span class="_ _2"></span>öljd av vårt </div><div class="t m0 xa h4 y15e ff2 fs2 fc1 sc0 ls2 ws5b">kon<span class="_ _0"></span>tinuerliga arbete med att<span class="_ _2"></span> förbättra v<span class="_ _0"></span>årt erbjudande och </div><div class="t m0 xa h4 y15f ff2 fs2 fc1 sc0 ls2 ws5c">lever<span class="_ _2"></span>era proaktiv r<span class="_ _2"></span>ådgivning och stöd. I en tid av osäk<span class="_ _0"></span>erhet<span class="_ _0"></span> och </div><div class="t m0 xa h4 y160 ff2 fs2 fc1 sc0 ls2 ws4b">för<span class="_ _2"></span>ändring, har många för<span class="_ _2"></span>etag insett <span class="_ _0"></span>vär<span class="_ _0"></span>det av<span class="_ _0"></span> kompe<span class="_ _0"></span>tens, stöd </div><div class="t m0 xa h4 y161 ff2 fs2 fc1 sc0 ls2 ws46">och rådgivning. F<span class="_ _0"></span>ör<span class="_ _0"></span> många har de<span class="_ _0"></span>t v<span class="_ _0"></span>arit dir<span class="_ _2"></span>ekt avgör<span class="_ _0"></span>ande för<span class="_ _2"></span> sin </div><div class="t m0 xa h4 y162 ff2 fs2 fc1 sc0 ls2 ws5d">överlevnad som bolag och en<span class="_ _0"></span>trepr<span class="_ _2"></span>enör<span class="_ _0"></span>. I en tid då vi alla går<span class="_ _0"></span> in </div><div class="t m0 xa h4 y163 ff2 fs2 fc1 sc0 ls2 ws54">i en ny er<span class="_ _2"></span>a av teknik, <span class="_ _0"></span>AI och lösningar <span class="_ _0"></span>vi knappt<span class="_ _0"></span> kunde drömma </div><div class="t m0 xa h4 y164 ff2 fs2 fc1 sc0 ls2 ws5e">om för<span class="_ _2"></span> några år sen behö<span class="_ _0"></span>ver<span class="_ _0"></span> i inte bar<span class="_ _2"></span>a inspiration utan k<span class="_ _0"></span>onkre<span class="_ _0"></span>ta </div><div class="t m0 xa h4 y165 ff2 fs2 fc1 sc0 ls2 ws5f">verktyg f<span class="_ _0"></span>ör att<span class="_ _2"></span> möta den nya er<span class="_ _2"></span>an på ett fr<span class="_ _0"></span>amgångsrikt sätt<span class="_ _2"></span>, det </div><div class="t m0 xa h4 y166 ff2 fs2 fc1 sc0 ls2 ws60">är Enir<span class="_ _2"></span>os uppgift att <span class="_ _0"></span>var<span class="_ _0"></span>a för<span class="_ _2"></span>etagens “sidekick<span class="_ _2"></span>” och hjälpa dem </div><div class="t m0 xa h4 y167 ff2 fs2 fc1 sc0 ls2 ws2">att utf<span class="_ _2"></span>öra sina hjältedåd. </div><div class="t m0 x7 hc y168 ff5 fs2 fc1 sc0 ls2 ws2">7</div><div class="t m0 x38 h11 y169 ff1 fs2 fc1 sc0 ls2 ws2">Aff<span class="_ _0"></span>ärsområde</div></div><div class="pi"></div></div><div id="pf8" class="pf w0 h0"><div class="pc pc8 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">8</div><div class="t m0 x1 h11 y16a ff1 fs2 fc3 sc0 ls30 ws2">Vision – En digital hub som sparar<span class="_ _2"></span> tid för för<span class="_ _0"></span>etagaren</div><div class="t m0 x1 h4 y16b ff2 fs2 fc3 sc0 ls30 ws2">Vi brinner f<span class="_ _2"></span>ör att underlätt<span class="_ _0"></span>a för<span class="_ _2"></span>etagares v<span class="_ _0"></span>ardag. M<span class="_ _0"></span>ed en djup </div><div class="t m0 x1 h4 y16c ff2 fs2 fc3 sc0 ls30 ws2">först<span class="_ _0"></span>åelse för<span class="_ _2"></span> föret<span class="_ _2"></span>agandets avgörande r<span class="_ _2"></span>oll i samhället, ser<span class="_ _0"></span> vi ock<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x1 h4 y16d ff2 fs2 fc3 sc0 ls30 ws2">så dess mångfacett<span class="_ _0"></span>erade utmaningar<span class="_ _1"></span>. Det är<span class="_ _2"></span> denna insikt som </div><div class="t m0 x1 h4 y16e ff2 fs2 fc3 sc0 ls30 ws2">driver<span class="_ _0"></span> oss att sk<span class="_ _2"></span>apa en digital plattform som int<span class="_ _0"></span>e bara f<span class="_ _0"></span>örenklar<span class="_ _1"></span>,<span class="_ _6"></span> </div><div class="t m0 x1 h4 y16f ff2 fs2 fc3 sc0 ls30 ws2">utan även eff<span class="_ _2"></span>ektiviserar<span class="_ _2"></span>, före<span class="_ _0"></span>tagar<span class="_ _0"></span>es liv<span class="_ _2"></span>. V<span class="_ _2"></span>år vision är<span class="_ _2"></span> att erbjuda </div><div class="t m0 x1 h4 y170 ff2 fs2 fc3 sc0 ls30 ws2">en helhetslösning inom marknadsf<span class="_ _0"></span>öring och digital k<span class="_ _0"></span>ommuni<span class="ls2">-</span></div><div class="t m0 x1 h4 y171 ff2 fs2 fc3 sc0 ls30 ws2">kation, med fr<span class="_ _2"></span>amtida planer på att<span class="_ _0"></span> adresser<span class="_ _2"></span>a ytterligare beho<span class="_ _0"></span>v<span class="_ _2"></span>.<span class="_ _6"></span> </div><div class="t m0 x1 h4 y172 ff2 fs2 fc3 sc0 ls30 ws2">V<span class="_ _2"></span>år nuvar<span class="_ _2"></span>ande kund är typiskt<span class="_ _0"></span> ett f<span class="_ _2"></span>öretag som int<span class="_ _2"></span>e har en egen </div><div class="t m0 x1 h4 y173 ff2 fs2 fc3 sc0 ls30 ws2">marknadschef<span class="_ _2"></span>, där vi fyller<span class="_ _0"></span> det<span class="_ _0"></span> kompe<span class="_ _0"></span>tensbehove<span class="_ _0"></span>t <span class="_ _0"></span>till stor<span class="_ _0"></span> del </div><div class="t m0 x1 h4 y174 ff2 fs2 fc3 sc0 ls30 ws2">genom vårt<span class="_ _2"></span> nuvarande erbjudande, men vi ser<span class="_ _2"></span> också att många </div><div class="t m0 x1 h4 y175 ff2 fs2 fc3 sc0 ls30 ws2">mindre f<span class="_ _2"></span>öretag saknar<span class="_ _2"></span> andra kompe<span class="_ _0"></span>tenser<span class="_ _0"></span> inom <span class="_ _0"></span>T<span class="_ _1"></span>ech, HR, Legal, </div><div class="t m0 x1 h4 y176 ff2 fs2 fc3 sc0 ls30 ws2">Analytics mm. Det<span class="_ _0"></span> är grunden f<span class="_ _2"></span>ör vår<span class="_ _2"></span> nuvarande affär<span class="_ _0"></span>sutveckling.</div><div class="t m0 x1 h4 y177 ff2 fs2 fc3 sc0 ls30 ws2">Under<span class="_ _0"></span> det gångna år<span class="_ _2"></span>et har<span class="_ _0"></span> vi satt<span class="_ _0"></span> upp en ny målbild f<span class="_ _0"></span>ör M<span class="_ _0"></span>arke<span class="ls2">-</span></div><div class="t m0 x1 h4 y178 ff2 fs2 fc3 sc0 ls30 ws2">ting Partner<span class="_ _2"></span> och börjat implementer<span class="_ _2"></span>a vår str<span class="_ _0"></span>ategi. Denna omf<span class="_ _2"></span>at<span class="ls2">-</span></div><div class="t m0 x1 h4 y179 ff2 fs2 fc3 sc0 ls30 ws30">tar<span class="_ _0"></span> tre huvudpunkt<span class="_ _0"></span>er:</div><div class="t m0 x1 h11 y17a ff1 fs2 fc3 sc0 ls30 ws2">Fokusomr<span class="_ _2"></span>åde 1 – Product led growth:</div><div class="t m0 x1 h4 y17b ff2 fs2 fc3 sc0 ls30 ws2">Att<span class="_ _0"></span> ök<span class="_ _0"></span>a vär<span class="_ _0"></span>det<span class="_ _0"></span> av att<span class="_ _0"></span> var<span class="_ _0"></span>a kund hos Eniro genom att<span class="_ _2"></span> utveckla<span class="_ _6"></span> </div><div class="t m0 x1 h4 y17c ff2 fs2 fc3 sc0 ls30 ws2">nya smart<span class="_ _0"></span>a produkt<span class="_ _0"></span>er och plattf<span class="_ _2"></span>ormar där kunden spar<span class="_ _2"></span>ar tid och </div><div class="t m0 x1 h4 y17d ff2 fs2 fc3 sc0 ls30 ws2">resur<span class="_ _0"></span>ser är<span class="_ _2"></span> kärnan i vår<span class="_ _2"></span> strategi att<span class="_ _2"></span> återigen bli ett starkt<span class="_ _2"></span> produkt<span class="_ _0"></span><span class="ls2">-</span></div><div class="t m0 x1 h4 y17e ff2 fs2 fc3 sc0 ls30 ws2">bolag genom en vär<span class="_ _2"></span>deskapande HUB, kundplattform.</div><div class="t m0 x24 h11 y17f ff1 fs2 fc3 sc0 ls30 ws2">Fokusomr<span class="_ _2"></span>åde 2 - Go-to-market e<span class="_ _0"></span>fficiency:</div><div class="t m0 x24 h4 y180 ff2 fs2 fc3 sc0 ls30 ws2">Genom att st<span class="_ _0"></span>ärka <span class="_ _0"></span>vår<span class="_ _0"></span> position som produktbolag <span class="_ _0"></span>vill vi vinna ﬂer </div><div class="t m0 x24 h4 y181 ff2 fs2 fc3 sc0 ls30 ws2">kunder online, st<span class="_ _0"></span>ödja kvalite<span class="_ _0"></span>ten och utveckla upplev<span class="_ _0"></span>elsen av att </div><div class="t m0 x24 h4 y182 ff2 fs2 fc3 sc0 ls30 ws2">var<span class="_ _0"></span>a kund på Eniro<span class="_ _0"></span>. Genom att låt<span class="_ _0"></span>a kunder i högr<span class="_ _2"></span>e grad pr<span class="_ _0"></span>ova på </div><div class="t m0 x24 h4 y183 ff2 fs2 fc3 sc0 ls30 ws2">(freemium, fr<span class="_ _2"></span>ee trial) och uppleva vär<span class="_ _2"></span>det av v<span class="_ _0"></span>åra pr<span class="_ _2"></span>odukter inf<span class="_ _2"></span>ör </div><div class="t m0 x24 h4 y184 ff2 fs2 fc3 sc0 ls30 ws2">köp och i olik<span class="_ _2"></span>a faser<span class="_ _0"></span> av kundresan <span class="_ _0"></span>vill vi ök<span class="_ _0"></span>a effektivit<span class="_ _0"></span>eten och </div><div class="t m0 x24 h4 y185 ff2 fs2 fc3 sc0 ls30 ws2">göra de<span class="_ _0"></span>t enklar<span class="_ _2"></span>e att driva för<span class="_ _2"></span>etag framgångsrikt<span class="_ _2"></span>.</div><div class="t m0 x24 h11 y186 ff1 fs2 fc3 sc0 ls30 ws2">Fokusomr<span class="_ _2"></span>åde 3 – Förändra per<span class="_ _0"></span>ceptionen av Eniro:</div><div class="t m0 x24 h4 y187 ff2 fs2 fc3 sc0 ls30 ws2">V<span class="_ _2"></span>ad gör Enir<span class="_ _0"></span>o nu för<span class="_ _2"></span> tiden? Många förknippar<span class="_ _2"></span> oss fortfar<span class="_ _2"></span>ande<span class="_ _6"></span> </div><div class="t m0 x24 h4 y188 ff2 fs2 fc3 sc0 ls30 ws57">med vår<span class="_ _2"></span> historia som har sina r<span class="_ _0"></span>ötter<span class="_ _2"></span> i telek<span class="_ _0"></span>omindustrin och telef<span class="_ _2"></span>on<span class="ls2 ws2">-</span></div><div class="t m0 x24 h4 y189 ff2 fs2 fc3 sc0 ls30 ws2">kat<span class="_ _2"></span>aloger. M<span class="_ _0"></span>en vi var<span class="_ _2"></span> ett av de f<span class="_ _0"></span>örsta bolagen inom sekt<span class="_ _0"></span>orn som </div><div class="t m0 x24 h4 y18a ff2 fs2 fc3 sc0 ls30 ws2">digitaliser<span class="_ _0"></span>ade och skapade <span class="_ _0"></span>tjänster<span class="_ _2"></span> för privatper<span class="_ _0"></span>soner med f<span class="_ _2"></span>öre<span class="ls2">-</span></div><div class="t m0 x24 h4 y18b ff2 fs2 fc3 sc0 ls30 ws2">tags- och personsök<span class="_ _2"></span> på internet<span class="_ _0"></span>, samt<span class="_ _0"></span> marknadsföringstjänster<span class="_ _2"></span> för </div><div class="t m0 x24 h4 y18c ff2 fs2 fc3 sc0 ls30 ws2">för<span class="_ _2"></span>etag som ville synas på interne<span class="_ _0"></span>t och nå n<span class="_ _0"></span>ya och gamla kunder </div><div class="t m0 x24 h4 y18d ff2 fs2 fc3 sc0 ls30 ws2">via vår<span class="_ _2"></span>a plattformar där<span class="_ _2"></span> vi idag listar ö<span class="_ _0"></span>ver<span class="_ _0"></span> 3 miljoner f<span class="_ _2"></span>öretag i Nor<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x24 h4 y18e ff2 fs2 fc3 sc0 ls30 ws2">den och 10 miljoner list<span class="_ _0"></span>ade privatpersoner<span class="_ _1"></span>. Många känner<span class="_ _0"></span> också </div><div class="t m0 x24 h4 y18f ff2 fs2 fc3 sc0 ls30 ws2">till att <span class="_ _0"></span>vi har haft<span class="_ _2"></span> utmanande år bak<span class="_ _0"></span>om oss, men inte lik<span class="_ _2"></span>a många<span class="_ _6"></span> </div><div class="t m0 x24 h4 y190 ff2 fs2 fc3 sc0 ls30 ws2">vet<span class="_ _2"></span> att vi nu är<span class="_ _0"></span> ett friskt<span class="_ _2"></span> före<span class="_ _0"></span>tag som väx<span class="_ _2"></span>er med en rimlig lönsam<span class="ls2">-</span></div><div class="t m0 x24 h4 y191 ff2 fs2 fc3 sc0 ls30 ws2">het<span class="_ _0"></span> tro<span class="_ _0"></span>ts svår<span class="_ _2"></span>a tider<span class="_ _2"></span>. V<span class="_ _2"></span>år str<span class="_ _0"></span>ategi och k<span class="_ _0"></span>ommunikation k<span class="_ _2"></span>ommer att </div><div class="t m0 x24 h4 y192 ff2 fs2 fc3 sc0 ls30 ws2">för<span class="_ _2"></span>ändra percep<span class="_ _0"></span>tionen av Eniro fr<span class="_ _2"></span>ån att var<span class="_ _2"></span>a en lista över<span class="_ _0"></span> för<span class="_ _2"></span>etag </div><div class="t m0 x24 h4 y193 ff2 fs2 fc3 sc0 ls30 ws2">och privatpersoner<span class="_ _2"></span> på nätet till e<span class="_ _0"></span>tt pr<span class="_ _2"></span>oduktdrivet<span class="_ _0"></span> techbolag som </div><div class="t m0 x24 h4 y194 ff2 fs2 fc3 sc0 ls30 ws2">vill för<span class="_ _2"></span>ändra samhället genom att<span class="_ _2"></span> ge våra hjält<span class="_ _0"></span>ar<span class="_ _2"></span>, före<span class="_ _0"></span>tagarna, </div><div class="t m0 x24 h4 y195 ff2 fs2 fc3 sc0 ls30 ws2">mer <span class="_ _0"></span>tid att f<span class="_ _2"></span>okusera på sin affär<span class="_ _2"></span> och skapa framgång.</div><div class="t m0 x40 h11 y196 ff1 fs2 fc1 sc0 ls2 ws2">Mark<span class="_ _0"></span>eting P<span class="_ _0"></span>artner</div><div class="t m0 x1 h24 y53 ff1 fs1c fc3 sc0 ls3c ws2">Målbild – En digit<span class="_ _2"></span>al affärsplattf<span class="_ _2"></span>orm för<span class="_ _2"></span> småför<span class="_ _0"></span>et<span class="_ _0"></span>agare</div></div><div class="pi"></div></div><div id="pf9" class="pf w0 h0"><div class="pc pc9 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x7 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">9</div><div class="t m0 x8 h25 y7 ff1 fs1d fc3 sc0 ls5 ws2">V<span class="_ _28"></span>årt erbjudande till små och medels<span class="_ _0"></span>tor<span class="_ _2"></span>a för<span class="_ _2"></span>etag i<span class="_ _6"></span> </div><div class="t m0 x8 h25 y8 ff1 fs1d fc3 sc0 ls5 ws20">N<span class="_ _0"></span>orden<span class="_ _6"></span>  </div><div class="t m0 x8 h26 y197 ff1 fs1e fc3 sc0 ls3d ws2">Annonser<span class="_ _0"></span> på</div><div class="t m0 x8 h26 y198 ff1 fs1e fc3 sc0 ls3d ws2">sociala medier</div><div class="t m0 x8 h26 y199 ff1 fs1e fc3 sc0 ls3d ws2">Högr<span class="_ _0"></span>e upp på </div><div class="t m0 x8 h26 y19a ff1 fs1e fc3 sc0 ls3d ws61">Eniro</div><div class="t m0 x41 h26 y197 ff1 fs1e fc3 sc0 ls3d ws61">Pro<span class="_ _2"></span>fessionell</div><div class="t m0 x41 h26 y198 ff1 fs1e fc3 sc0 ls3d ws2">grafisk<span class="_ _2"></span> profil</div><div class="t m0 x41 h26 y199 ff1 fs1e fc3 sc0 ls3d ws2">Annonser<span class="_ _0"></span> på </div><div class="t m0 x41 h26 y19a ff1 fs1e fc3 sc0 ls3d ws2">Google &amp; Bing</div><div class="t m0 xa h27 y19b ff1 fs1f fc3 sc0 ls3e ws2">Ny hemsida</div><div class="t m0 xa h27 y19c ff1 fs1f fc3 sc0 ls3f ws62">Sökmotor<span class="_ _2"></span>optimering</div><div class="t m0 x42 h26 y197 ff1 fs1e fc3 sc0 ls2 ws2">Display-</div><div class="t m0 x42 h26 y198 ff1 fs1e fc3 sc0 ls2 ws2">annonsering</div><div class="t m0 x42 h26 y199 ff1 fs1e fc3 sc0 ls2 ws2">Synlighe<span class="_ _0"></span>t på </div><div class="t m0 x42 h26 y19a ff1 fs1e fc3 sc0 ls2 ws2">Interne<span class="_ _0"></span>t</div><div class="t m0 x8 h4 y19d ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Annonsera lokalt<span class="_ _0"></span> eller </span></div><div class="t m0 x43 h28 y19e ff6 fs2 fc3 sc0 ls2 ws2">nationellt</div><div class="t m0 x8 h4 y19f ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Flexibilitet under<span class="_ _2"></span> </span></div><div class="t m0 x43 h28 y1a0 ff6 fs2 fc3 sc0 ls2 ws2">bindningstiden</div><div class="t m0 x8 h4 y1a1 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Sprid din annons på ﬂera </span></div><div class="t m0 x43 h28 y1a2 ff6 fs2 fc3 sc0 ls2 ws2">olika plattf<span class="_ _0"></span>ormar</div><div class="t m0 x8 h4 y1a3 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Ditt föret<span class="_ _0"></span>ag får<span class="_ _2"></span> en </span></div><div class="t m0 x43 h28 y1a4 ff6 fs2 fc3 sc0 ls2 ws2">topplacering i träfﬂist<span class="_ _0"></span>an.</div><div class="t m0 x8 h4 y1a5 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Söktermer dina kunder<span class="_ _0"></span> </span></div><div class="t m0 x43 h28 y1a6 ff6 fs2 fc3 sc0 ls2 ws2">använder</div><div class="t m0 x8 h4 y1a7 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Synlighet f<span class="_ _0"></span>ör sökningar<span class="_ _2"></span> i </span></div><div class="t m0 x43 h28 y1a8 ff6 fs2 fc3 sc0 ls2 ws2">ditt när<span class="_ _0"></span>område, där<span class="_ _0"></span> dina </div><div class="t m0 x43 h28 y1a9 ff6 fs2 fc3 sc0 ls2 ws2">kunder finns.</div><div class="t m0 x41 h4 y1aa ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Få en ny och modern </span></div><div class="t m0 x14 h28 y1ab ff6 fs2 fc3 sc0 ls2 ws2">varumärk<span class="_ _0"></span>esdesign</div><div class="t m0 x41 h4 y1ac ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Inklusive en komplett<span class="_ _2"></span> Style </span></div><div class="t m0 x14 h28 y1ad ff6 fs2 fc3 sc0 ls2 ws2">Guide</div><div class="t m0 x41 h4 y1ae ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Vi tar fram ﬂer<span class="_ _0"></span>a förslag för<span class="_ _2"></span> </span></div><div class="t m0 x14 h28 y1af ff6 fs2 fc3 sc0 ls2 ws2">dig att v<span class="_ _0"></span>älja mellan</div><div class="t m0 x41 h4 y1b0 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Du betalar bar<span class="_ _0"></span>a för<span class="_ _0"></span> de som </span></div><div class="t m0 x14 h28 y1b1 ff6 fs2 fc3 sc0 ls2 ws2">klickar<span class="_ _2"></span> på din annons.</div><div class="t m0 x41 h4 y1b2 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Söktermer dina kunder<span class="_ _0"></span> </span></div><div class="t m0 x14 h28 y1b3 ff6 fs2 fc3 sc0 ls2 ws2">använder</div><div class="t m0 x41 h4 y1b4 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Följ effekten av din </span></div><div class="t m0 x14 h28 y1b5 ff6 fs2 fc3 sc0 ls2 ws2">annonsering i vår<span class="_ _0"></span> </div><div class="t m0 x14 h28 y1b6 ff6 fs2 fc3 sc0 ls2 ws2">webbtjänst</div><div class="t m0 xa h4 y1b7 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">V<span class="_ _0"></span>älj mellan ﬂera olik<span class="_ _0"></span>a </span></div><div class="t m0 x44 h28 y1b8 ff6 fs2 fc3 sc0 ls2 ws2">mallar</div><div class="t m0 xa h4 y1b9 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Snabb och mobilanpassad </span></div><div class="t m0 x44 h28 y1ba ff6 fs2 fc3 sc0 ls2 ws2">hemsida som Google älskar</div><div class="t m0 xa h4 y1bb ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Uppdatera själv </span></div><div class="t m0 x44 h28 y1bc ff6 fs2 fc3 sc0 ls2 ws2">din hemsida i ett<span class="_ _0"></span> </div><div class="t m0 x44 h28 y1bd ff6 fs2 fc3 sc0 ls2 ws2">användarv<span class="_ _0"></span>änligt verkty<span class="_ _0"></span>g</div><div class="t m0 xa h4 y1be ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Hamna högre upp i </span></div><div class="t m0 x44 h28 y1bf ff6 fs2 fc3 sc0 ls2 ws2">sökresultat<span class="_ _0"></span>et</div><div class="t m0 xa h4 y1c0 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Få ﬂer r<span class="_ _0"></span>elevant<span class="_ _0"></span>a besökar<span class="_ _0"></span>e </span></div><div class="t m0 x44 h28 y1c1 ff6 fs2 fc3 sc0 ls2 ws2">till din hemsida</div><div class="t m0 xa h4 y1c2 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Få mer uppmärksamhe<span class="_ _0"></span>t på </span></div><div class="t m0 x44 h28 y1c3 ff6 fs2 fc3 sc0 ls2 ws2">Google - utan annonsering</div><div class="t m0 x42 h4 y1c4 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Öka din synlighet<span class="_ _0"></span> med </span></div><div class="t m0 x45 h28 y1c5 ff6 fs2 fc3 sc0 ls2 ws2">relev<span class="_ _0"></span>anta banner<span class="_ _2"></span>-annonser</div><div class="t m0 x42 h4 y1c6 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Syns vid rätt tid och plats </span></div><div class="t m0 x45 h28 y1c7 ff6 fs2 fc3 sc0 ls2 ws2">för<span class="_ _0"></span> dina köpsugna kunder</div><div class="t m0 x42 h4 y1c8 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Löpande optimering och </span></div><div class="t m0 x45 h28 y1c9 ff6 fs2 fc3 sc0 ls2 ws2">justering av k<span class="_ _0"></span>ampanjen</div><div class="t m0 x42 h4 y1be ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">T<span class="_ _1"></span>a kontroll ö<span class="_ _0"></span>ver<span class="_ _0"></span> din </span></div><div class="t m0 x45 h28 y1bf ff6 fs2 fc3 sc0 ls2 ws2">före<span class="_ _0"></span>tagsinformation online</div><div class="t m0 x42 h4 y1c0 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Rätt uppgift<span class="_ _0"></span>er på ö<span class="_ _0"></span>ver<span class="_ _0"></span> 30 </span></div><div class="t m0 x45 h28 y1c1 ff6 fs2 fc3 sc0 ls2 ws2">viktiga plattformar<span class="_ _0"></span> och </div><div class="t m0 x45 h28 y1ca ff6 fs2 fc3 sc0 ls2 ws2">sidor</div><div class="t m0 x42 h4 y1c3 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _10"></span><span class="ff6">Vi samlar dina omdömen </span></div><div class="t m0 x45 h28 y1cb ff6 fs2 fc3 sc0 ls2 ws2">från ﬂera viktiga sidor</div><div class="t m0 x46 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">9</div></div><div class="pi"></div></div><div id="pfa" class="pf w0 h0"><div class="pc pca w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x47 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2"><span class="fc2 sc0">10</span></div><div class="t m0 x48 h1f y12b ff1 fs14 fc1 sc0 ls38 ws33">Dynav<span class="_ _1"></span>a</div><div class="t m0 x48 h26 y1cc ff1 fs1e fc1 sc0 ls40 ws2">A<span class="_ _0"></span>ffärsomr<span class="_ _0"></span>ådet Dynav<span class="_ _2"></span>a omfattar<span class="_ _2"></span> contact cent<span class="_ _0"></span>er-v<span class="_ _0"></span>erksamhet och nummerupply<span class="_ _0"></span>sning<span class="_ _6"></span> </div><div class="t m0 x48 h26 y1cd ff1 fs1e fc1 sc0 ls40 ws2">via samtal och SMS. P<span class="_ _2"></span>å den svensk<span class="_ _2"></span>a marknaden för<span class="_ _2"></span> nummerupplysningar<span class="_ _0"></span> är<span class="_ _0"></span> Dynava </div><div class="t m0 x48 h26 y1ce ff1 fs1e fc1 sc0 ls40 ws2">nummer<span class="_ _0"></span> ett med sitt v<span class="_ _2"></span>arumärke 118118 och bland de st<span class="_ _2"></span>örsta på den finsk<span class="_ _2"></span>a contact<span class="_ _6"></span> </div><div class="t m0 x48 h26 y1cf ff1 fs1e fc1 sc0 ls40 ws2">center<span class="_ _0"></span>-marknaden med varumärk<span class="_ _2"></span>et 0100100.<span class="_ _6"></span> </div><div class="t m0 x48 h4 y1d0 ff2 fs2 fc1 sc0 ls41 ws63">Under<span class="_ _0"></span> år 2023 f<span class="_ _0"></span>ortsatte int<span class="_ _2"></span>egreringsprocessen av den år<span class="_ _2"></span> </div><div class="t m0 x48 h4 y1d1 ff2 fs2 fc1 sc0 ls41 ws64">2022 förvärv<span class="_ _0"></span>ade Samres <span class="_ _2"></span>AB i Sverige. Samres är<span class="_ _2"></span> stark på den </div><div class="t m0 x48 h4 y1d2 ff2 fs2 fc1 sc0 ls41 ws65">offen<span class="_ _0"></span>tliga sektorn, speciellt<span class="_ _0"></span> inom anropsstyr<span class="_ _2"></span>d trafik. Samr<span class="_ _0"></span>es </div><div class="t m0 x48 h4 y1d3 ff2 fs2 fc1 sc0 ls41 ws66">producer<span class="_ _2"></span>ar störst<span class="_ _0"></span>a delen av sina volymer<span class="_ _2"></span> i Senegal, Moldavien </div><div class="t m0 x48 h4 y1d4 ff2 fs2 fc1 sc0 ls41 ws67">och Estland där man utbildar<span class="_ _2"></span> lokala medarbet<span class="_ _0"></span>are i sv<span class="_ _0"></span>enska<span class="_ _0"></span> </div><div class="t m0 x48 h4 y1d5 ff2 fs2 fc1 sc0 ls41 ws68">språk<span class="_ _2"></span>et enligt<span class="_ _0"></span> det<span class="_ _0"></span> så kallade Best<span class="_ _2"></span>-shore k<span class="_ _2"></span>onceptet<span class="_ _0"></span>. <span class="_ _2"></span>T<span class="_ _1"></span>renden </div><div class="t m0 x48 h4 y1d6 ff2 fs2 fc1 sc0 ls41 ws69">att lägga kundtjänst<span class="_ _2"></span> på en extern aktör<span class="_ _2"></span> har först<span class="_ _0"></span>ärkts på </div><div class="t m0 x48 h4 y1d7 ff2 fs2 fc1 sc0 ls41 ws6a">senare år<span class="_ _2"></span> och drivs av faktor<span class="_ _2"></span>er som lägr<span class="_ _0"></span>e kostnader<span class="_ _2"></span> och högre </div><div class="t m0 x48 h4 y1d8 ff2 fs2 fc1 sc0 ls41 ws6b">ﬂexibilite<span class="_ _0"></span>t samt<span class="_ _2"></span> behov av digitalisering och aut<span class="_ _0"></span>omatisering. </div><div class="t m0 x48 h4 y1d9 ff2 fs2 fc1 sc0 ls41 ws6c">Mot<span class="_ _0"></span> bak<span class="_ _0"></span>grund av att många st<span class="_ _2"></span>ora bolag fortf<span class="_ _0"></span>arande bedriver<span class="_ _2"></span> </div><div class="t m0 x48 h4 y1da ff2 fs2 fc1 sc0 ls41 ws2">den internt<span class="_ _2"></span> är pot<span class="_ _0"></span>entialen stor<span class="_ _1"></span>.</div><div class="t m0 x48 h4 y1db ff2 fs2 fc1 sc0 ls41 ws6d"> Ambitionen är<span class="_ _2"></span> att väx<span class="_ _2"></span>a contact cent<span class="_ _2"></span>er -affär<span class="_ _2"></span>en genom ett </div><div class="t m0 x48 h4 y1dc ff2 fs2 fc1 sc0 ls41 ws6e">utök<span class="_ _2"></span>at samarbete och syner<span class="_ _2"></span>gier mellan den finsk<span class="_ _0"></span>a och svensk<span class="_ _0"></span>a </div><div class="t m0 x48 h4 y1dd ff2 fs2 fc1 sc0 ls41 ws6f">verksamhet<span class="_ _0"></span>en och genom att f<span class="_ _0"></span>okusera på omr<span class="_ _2"></span>åden där </div><div class="t m0 x48 h4 y1de ff2 fs2 fc1 sc0 ls41 ws52">positionen redan i dag är<span class="_ _2"></span> stark som ener<span class="_ _0"></span>gi, miljö och logistik. </div><div class="t m0 x48 h4 y1df ff2 fs2 fc1 sc0 ls41 ws70">Kunsk<span class="_ _2"></span>ap och erfarenhet<span class="_ _2"></span> som Samres har inom o<span class="_ _0"></span>ffentliga<span class="_ _0"></span> </div><div class="t m0 x48 h4 y1e0 ff2 fs2 fc1 sc0 ls41 ws71">sektorn i Sv<span class="_ _0"></span>erige kommer<span class="_ _2"></span> att utnyttjas även i Finland.<span class="_ _0"></span> </div><div class="t m0 x48 h4 y1e1 ff2 fs2 fc1 sc0 ls41 ws72">Produktionss<span class="_ _0"></span>ystemen har<span class="_ _2"></span> förnyats både i Sv<span class="_ _0"></span>erige och Finland </div><div class="t m0 x48 h4 y1e2 ff2 fs2 fc1 sc0 ls41 ws73">för<span class="_ _2"></span> att kunna öka digit<span class="_ _0"></span>aliseringen och automatiseringen av<span class="_ _0"></span> </div><div class="t m0 x48 h4 y1e3 ff2 fs2 fc1 sc0 ls41 ws30">vår<span class="_ _0"></span>a tjänster<span class="_ _2"></span>.</div><div class="t m0 x49 h4 y1e4 ff2 fs2 fc1 sc0 ls41 ws74">Förutom kundtjänst<span class="_ _2"></span> består con<span class="_ _0"></span>tact<span class="_ _0"></span> center<span class="_ _2"></span> -affären idag av<span class="_ _0"></span> </div><div class="t m0 x49 h4 y1e5 ff2 fs2 fc1 sc0 ls41 ws75">väx<span class="_ _0"></span>eltjänster<span class="_ _2"></span>, inte minst<span class="_ _0"></span> inom offen<span class="_ _0"></span>tlig sektor<span class="_ _2"></span>, help-desk f<span class="_ _0"></span>ör<span class="_ _0"></span> </div><div class="t m0 x49 h4 y1e6 ff2 fs2 fc1 sc0 ls41 ws76">teleoper<span class="_ _0"></span>atör<span class="_ _0"></span>er och <span class="_ _0"></span>taxif<span class="_ _0"></span>örmedling. <span class="_ _0"></span>Tjänst<span class="_ _0"></span>erna erbjuds i de </div><div class="t m0 x49 h4 y1e7 ff2 fs2 fc1 sc0 ls41 ws77">kanaler<span class="_ _2"></span> kunden väljer<span class="_ _2"></span>, prisstrukturen är<span class="_ _0"></span> allt fr<span class="_ _2"></span>ån fast <span class="_ _0"></span>till volym- </div><div class="t m0 x49 h4 y1e8 ff2 fs2 fc1 sc0 ls41 ws2">eller <span class="_ _0"></span>tidsbaserad och k<span class="_ _2"></span>ontrakten är<span class="_ _2"></span> ﬂeråriga. </div><div class="t m0 x49 h4 y1e9 ff2 fs2 fc1 sc0 ls32 ws78">Under<span class="_ _0"></span> 2023 ökade ne<span class="_ _0"></span>ttoomsättningen för<span class="_ _2"></span> Dynava med 13 </div><div class="t m0 x49 h4 y1ea ff2 fs2 fc1 sc0 ls32 ws79">procen<span class="_ _0"></span>t till 37<span class="_ _1"></span>6 MSEK, främst på grund av f<span class="_ _2"></span>örvärvet av<span class="_ _0"></span> Samres </div><div class="t m0 x49 h4 y1eb ff2 fs2 fc1 sc0 ls32 ws7a">AB. Organiskt<span class="_ _2"></span> minskade nett<span class="_ _0"></span>oomsättningen med 7 procent<span class="_ _2"></span>, </div><div class="t m0 x49 h4 y1ec ff2 fs2 fc1 sc0 ls32 ws7b">vilke<span class="_ _0"></span>t f<span class="_ _2"></span>örklaras av minsk<span class="_ _0"></span>ad volym inom nummerupplysning. </div><div class="t m0 x49 h4 y1ed ff2 fs2 fc1 sc0 ls32 ws7c">EBITDA<span class="_ _2"></span> har försämr<span class="_ _2"></span>ats främst<span class="_ _0"></span> mot<span class="_ _0"></span> bakgrund av<span class="_ _0"></span> volymt<span class="_ _0"></span>appet<span class="_ _0"></span> för<span class="_ _0"></span> </div><div class="t m0 x49 h4 y1ee ff2 fs2 fc1 sc0 ls32 ws7d">nummerupplysningstjänster<span class="_ _2"></span> som har en väsen<span class="_ _0"></span>tligt högr<span class="_ _2"></span>e marginal </div><div class="t m0 x49 h4 y1ef ff2 fs2 fc1 sc0 ls32 ws7e">än kundtjänst sam<span class="_ _0"></span>t engångsut<span class="_ _0"></span>gifter<span class="_ _0"></span> för<span class="_ _2"></span> integreringsåt<span class="_ _0"></span>gärder<span class="_ _2"></span> i<span class="_ _6"></span> </div><div class="t m0 x49 h4 y1f0 ff2 fs2 fc1 sc0 ls32 ws53">Sverige. Under<span class="_ _2"></span> 2023 försäkr<span class="_ _0"></span>ades också fortsättningen av <span class="_ _0"></span>två </div><div class="t m0 x49 h4 y1f1 ff2 fs2 fc1 sc0 ls32 ws7f">stor<span class="_ _0"></span>a offen<span class="_ _0"></span>tliga kon<span class="_ _0"></span>trakt<span class="_ _2"></span> i Sverige. “Efter<span class="_ _2"></span> Samres-f<span class="_ _2"></span>örvärvet har<span class="_ _2"></span> </div><div class="t m0 x49 h4 y1f2 ff2 fs2 fc1 sc0 ls32 ws3f">Dynava blivit<span class="_ _0"></span> en viktig spelar<span class="_ _0"></span>e även på den svensk<span class="_ _2"></span>a  contact </div><div class="t m0 x49 h4 y1f3 ff2 fs2 fc1 sc0 ls32 ws80">center<span class="_ _2"></span> -marknaden vilket<span class="_ _2"></span> i sin tur möjliggör<span class="_ _0"></span> en stark<span class="_ _0"></span> tillväxt<span class="_ _2"></span>.<span class="_ _6"></span> </div><div class="t m0 x49 h4 y1f4 ff2 fs2 fc1 sc0 ls32 ws5d">Syner<span class="_ _0"></span>gierna av förv<span class="_ _0"></span>ärvet<span class="_ _2"></span> kommer att<span class="_ _2"></span> ge full effekt<span class="_ _0"></span> under år<span class="_ _2"></span> 2024. </div><div class="t m0 x49 h4 y1f5 ff2 fs2 fc1 sc0 ls32 ws81">”Kundtjänstaff<span class="_ _2"></span>ären i båda länderna väx<span class="_ _0"></span>er<span class="_ _0"></span> och kompenser<span class="_ _2"></span>ar </div><div class="t m0 x49 h4 y1f6 ff2 fs2 fc1 sc0 ls32 ws82">delvis för<span class="_ _2"></span> nedgången för nummerupplysningstjänst<span class="_ _2"></span>erna.<span class="_ _1"></span>”<span class="_ _2"></span>, säger </div><div class="t m0 x49 h4 y1f7 ff2 fs2 fc1 sc0 ls32 ws2">Kaj Lindholm, CE<span class="_ _2"></span>O för Dynav<span class="_ _0"></span>a.</div><div class="t m0 x4a h11 y169 ff1 fs2 fc1 sc0 ls2 ws2">Aff<span class="_ _0"></span>ärsområde</div><div class="t m0 x4b h29 y1f8 ff1 fs20 fc9 sc0 ls42 ws83">+16<span class="_ _6"></span><span class="ls2 ws2"> <span class="_ _29"></span><span class="fs21 ls43 ws84">MSEK</span></span></div><div class="t m0 x11 he y1f9 ff6 fs9 fc9 sc0 ls2 ws2">Antal hant<span class="_ _0"></span>erade ärenden per<span class="_ _0"></span> år</div><div class="t m0 x4c h2a y1fa ff1 fs22 fc1 sc0 ls44 ws2">+100 år</div><div class="t m0 x4d he y1fb ff6 fs9 fc1 sc0 ls2 ws2">Erfarenhet<span class="_ _2"></span> inom kundtjänst</div><div class="t m0 x4e h2a y1fc ff1 fs22 fc1 sc0 ls44 ws2">ca 895</div><div class="t m0 x4f he y1fd ff6 fs9 fc1 sc0 ls2 ws2">Antal anställda</div><div class="t m0 x50 h4 y3 ff2 fs2 fc1 sc0 ls2 ws2">10</div></div><div class="pi"></div></div><div id="pfb" class="pf w0 h0"><div class="pc pcb w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x7 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">11</div><div class="t m0 x8 h2b y1fe ff2 fs6 fc3 sc0 ls2 ws2">En pålitlig partner<span class="_ _2"></span> som alltid </div><div class="t m0 x8 h2b y1ff ff2 fs6 fc3 sc0 ls2 ws2">är<span class="_ _2"></span> f<span class="_ _0"></span>örst<span class="_ _0"></span>ahandsv<span class="_ _0"></span>alet</div><div class="t m0 x8 h11 y200 ff1 fs2 fc3 sc0 ls2 ws2">Tillväxt</div><div class="t m0 x8 h4 y201 ff2 fs2 fc3 sc0 ls2 ws2">Vi satsar<span class="_ _0"></span> vidare på sekt<span class="_ _2"></span>orer där<span class="_ _2"></span> vi redan idag är<span class="_ _0"></span> stark<span class="_ _2"></span>a som </div><div class="t m0 x8 h4 y202 ff2 fs2 fc3 sc0 ls2 ws2">energi, miljö<span class="_ _0"></span>tjänster<span class="_ _0"></span> och logistik. En blandning av publik<span class="_ _0"></span>a och </div><div class="t m0 x8 h4 y203 ff2 fs2 fc3 sc0 ls2 ws2">privata kunder<span class="_ _2"></span> skapar<span class="_ _0"></span> stabilite<span class="_ _0"></span>t samtidigt<span class="_ _2"></span> som vi erbjuder ﬂer<span class="_ _2"></span>a </div><div class="t m0 x8 h4 y204 ff2 fs2 fc3 sc0 ls2 ws2">nya tjänst<span class="_ _2"></span>er, <span class="_ _0"></span>till ex<span class="_ _0"></span>empel nya spr<span class="_ _2"></span>åk. Försäljning och marknads-</div><div class="t m0 x8 h4 y205 ff2 fs2 fc3 sc0 ls32 ws2">föring f<span class="_ _0"></span>ortsätter<span class="_ _2"></span> framåt med <span class="_ _0"></span>tydliga mål och höga ambitioner<span class="_ _2"></span>.<span class="ls2 ws6a">  </span></div><div class="t m0 x8 h4 y206 ff2 fs2 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>år tillväxt<span class="_ _2"></span> väntas fr<span class="_ _2"></span>ämst ske or<span class="_ _2"></span>ganiskt men även genom </div><div class="t m0 x8 h4 y207 ff2 fs2 fc3 sc0 ls2 ws2">eventuella f<span class="_ _2"></span>örvärv. </div><div class="t m0 x8 h11 y208 ff1 fs2 fc3 sc0 ls2 ws2">T<span class="_ _3"></span>eknologi</div><div class="t m0 x8 h4 y209 ff2 fs2 fc3 sc0 ls2 ws2">Branschen är<span class="_ _2"></span> i snabb förändring både in<span class="_ _0"></span>ternt<span class="_ _0"></span> och extern<span class="_ _0"></span>t<span class="_ _0"></span>. Vi </div><div class="t m0 x8 h4 y20a ff2 fs2 fc3 sc0 ls2 ws2">satsar<span class="_ _0"></span> på det bäst<span class="_ _2"></span>a stödet både till <span class="_ _0"></span>vår<span class="_ _0"></span>a operat<span class="_ _0"></span>örer<span class="_ _2"></span> och kun-</div><div class="t m0 x8 h4 y20b ff2 fs2 fc3 sc0 ls2 ws2">der<span class="_ _2"></span>. Genom partners och egen utveckling så implementer<span class="_ _2"></span>ar vi </div><div class="t m0 x8 h4 y20c ff2 fs2 fc3 sc0 ls2 ws2">AI-analys av samt<span class="_ _0"></span>al med uppföljande coaching, n<span class="_ _0"></span>ya pr<span class="_ _0"></span>oduk<span class="_ _2"></span>-</div><div class="t m0 x8 h4 y20d ff2 fs2 fc3 sc0 ls2 ws2">tionssystem sam<span class="_ _0"></span>t ö<span class="_ _0"></span>versättningar<span class="_ _0"></span> i realtid. Dynav<span class="_ _0"></span>a är också </div><div class="t m0 x8 h4 y20e ff2 fs2 fc3 sc0 ls2 ws2">framst<span class="_ _0"></span>ående när de<span class="_ _0"></span>t k<span class="_ _2"></span>ommer till cybersecurity<span class="_ _1"></span>. </div><div class="t m0 xa h11 y20f ff1 fs2 fc3 sc0 ls2 ws2">En ko<span class="_ _0"></span>stnadsmedveten or<span class="_ _2"></span>ganisation med smarta processer</div><div class="t m0 xa h4 y210 ff2 fs2 fc3 sc0 ls2 ws2">Dynavas utlandsenhet<span class="_ _0"></span>er<span class="_ _2"></span>, varav<span class="_ _0"></span> Cypern öppnas tidigt<span class="_ _2"></span> 2024, </div><div class="t m0 xa h4 y211 ff2 fs2 fc3 sc0 ls2 ws2">tillsammans med utmärkta pr<span class="_ _0"></span>oduktionssystem och slimmad </div><div class="t m0 xa h4 y212 ff2 fs2 fc3 sc0 ls2 ws2">overhead gör<span class="_ _2"></span> att vi behåller<span class="_ _0"></span> kostnader<span class="_ _2"></span> på bra nivåer<span class="_ _2"></span> för att<span class="_ _2"></span> </div><div class="t m0 xa h4 y213 ff2 fs2 fc3 sc0 ls2 ws2">var<span class="_ _0"></span>a konkurr<span class="_ _2"></span>enskraftiga. Smarta pr<span class="_ _0"></span>ocesser<span class="_ _2"></span>, baserade på best<span class="_ _0"></span> </div><div class="t m0 xa h4 y214 ff2 fs2 fc3 sc0 ls2 ws2">practice i br<span class="_ _2"></span>anchen, utvecklas löpande för<span class="_ _0"></span> bästa möjliga tjänst<span class="_ _2"></span> </div><div class="t m0 xa h4 y215 ff2 fs2 fc3 sc0 ls2 ws2">och effektivit<span class="_ _0"></span>et<span class="_ _2"></span>.</div><div class="t m0 xa h11 y216 ff1 fs2 fc3 sc0 ls2 ws2">K<span class="_ _2"></span>valitet</div><div class="t m0 xa h4 y217 ff2 fs2 fc3 sc0 ls2 ws2">Alla vår<span class="_ _2"></span>a klienter drivs av<span class="_ _0"></span> en sak – de vill att<span class="_ _2"></span> deras kund blir<span class="_ _0"></span> </div><div class="t m0 xa h4 y218 ff2 fs2 fc3 sc0 ls2 ws2">omhändertagen. <span class="_ _0"></span>V<span class="_ _2"></span>åra kvalit<span class="_ _0"></span>etspr<span class="_ _0"></span>ocesser leder<span class="_ _2"></span> till en utmärkt </div><div class="t m0 xa h4 y219 ff2 fs2 fc3 sc0 ls2 ws2">kundupplevelse, pr<span class="_ _2"></span>äglad efter klient<span class="_ _0"></span>ens behov och mål, och </div><div class="t m0 xa h4 y21a ff2 fs2 fc3 sc0 ls2 ws2">dessa kommer<span class="_ _2"></span> utvecklas vidare under<span class="_ _2"></span> 2024. Genom en stan-</div><div class="t m0 xa h4 y21b ff2 fs2 fc3 sc0 ls2 ws2">dardiser<span class="_ _2"></span>ad grundprocess skapar<span class="_ _2"></span> vi förutsättningar<span class="_ _2"></span> för en unik<span class="_ _0"></span> </div><div class="t m0 xa h4 y21c ff2 fs2 fc3 sc0 ls2 ws2">omsorg om <span class="_ _0"></span>varje kund.</div><div class="t m0 x51 h11 y21d ff1 fs2 fc1 sc0 ls2 ws2">Dynava</div><div class="t m0 x8 h7 y21e ff1 fs4 fc3 sc0 ls8 ws2">M<span class="_ _2"></span>ål &amp; S<span class="_ _0"></span>tr<span class="_ _2"></span>at<span class="_ _2"></span>egi</div><div class="c x8 y21f w5 h2c"><div class="t m0 x52 h11 y220 ff1 fs2 fc1 sc0 ls2 ws2">Vision</div><div class="t m0 x53 h8 y221 ff2 fs5 fc3 sc0 ls2 ws2">The best<span class="_ _0"></span> contact<span class="_ _2"></span> center<span class="_ _2"></span> for<span class="_ _0"></span> the Nor<span class="_ _2"></span>dics</div><div class="t m0 x54 h11 y222 ff1 fs2 fc1 sc0 ls2 ws2">Mission</div><div class="t m0 x55 h2d y223 ff2 fs23 fc3 sc0 ls2 ws2">W<span class="_ _2"></span>e offer<span class="_ _2"></span> peace of mind t<span class="_ _2"></span>o our clients b<span class="_ _0"></span>y helping their<span class="_ _2"></span> Nordic customer<span class="_ _0"></span>s </div><div class="t m0 x56 h2d y224 ff2 fs23 fc3 sc0 ls2 ws2">in their<span class="_ _2"></span> everyday lives. Our<span class="_ _2"></span> service minded employees and modern </div><div class="t m0 x57 h2d y225 ff2 fs23 fc3 sc0 ls2 ws2">solutions creat<span class="_ _2"></span>e excellent<span class="_ _2"></span> customer<span class="_ _0"></span> experience t<span class="_ _0"></span>o them in a cost<span class="_ _2"></span>-efficient </div><div class="t m0 x50 h2d y226 ff2 fs23 fc3 sc0 ls45 ws85">w<span class="_ _6"></span>a<span class="_ _f"></span>y.</div></div></div><div class="pi"></div></div><div id="pfc" class="pf w0 h0"><div class="pc pcc w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x47 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">12</div><div class="t m0 x1 h7 y227 ff1 fs4 fc3 sc0 ls46 ws86">Aktien</div><div class="t m0 x1 h2b y228 ff2 fs6 fc3 sc0 ls2 ws2">Enir<span class="_ _2"></span>o har<span class="_ _2"></span> sedan februari 2023 endast<span class="_ _2"></span> ett<span class="_ _2"></span> aktieslag.</div><div class="t m0 x1 h4 ye ff2 fs2 fc3 sc0 ls2 ws2">I samband med beslut <span class="_ _0"></span>vid extr<span class="_ _0"></span>a bolagsstämma den 12 sep-</div><div class="t m0 x1 h4 y229 ff2 fs2 fc3 sc0 ls32 ws2">temb<span class="_ _6"></span>er 2022 påbörjades en pr<span class="_ _0"></span>ocess att f<span class="_ _0"></span>örenkla aktiestruktur<span class="_ _2"></span>en<span class="_ _6"></span> </div><div class="t m0 x1 h4 y22a ff2 fs2 fc3 sc0 ls32 ws2">till att enbart<span class="_ _2"></span> ha ett aktieslag, stamaktier<span class="_ _1"></span>. Förändringarna av </div><div class="t m0 x1 h4 y22b ff2 fs2 fc3 sc0 ls32 ws2">aktiestrukturen som beslut<span class="_ _0"></span>ades är fullt<span class="_ _2"></span> ut genomför<span class="_ _2"></span>da i början </div><div class="t m0 x1 h4 y22c ff2 fs2 fc3 sc0 ls32 ws2">av 2023. För<span class="_ _2"></span> mer inf<span class="_ _0"></span>ormation om förutvar<span class="_ _2"></span>ande aktiestruktur se </div><div class="t m0 x1 h4 y22d ff2 fs2 fc3 sc0 ls32 ws2">sidorna 15-<span class="_ _0"></span>19 i årsredo<span class="_ _0"></span>visningen för<span class="_ _2"></span> 2022.<span class="_ _6"></span> </div><div class="t m0 x1 h11 y22e ff1 fs2 fc3 sc0 ls2 ws2">AKTIESTRUKTUR</div><div class="t m0 x1 h4 y22f ff2 fs2 fc3 sc0 ls32 ws2">Stamaktien handlas under<span class="_ _2"></span> tickern ENRO<span class="_ _2"></span>. Vid periodens ut<span class="_ _0"></span>gång </div><div class="t m0 x1 h4 y230 ff2 fs2 fc3 sc0 ls32 ws2">uppgick det<span class="_ _2"></span> totala an<span class="_ _0"></span>talet<span class="_ _2"></span> aktier till 7<span class="_ _2"></span>46 182 472 var<span class="_ _2"></span>av 18 175 356 </div><div class="t m0 x1 h4 y231 ff2 fs2 fc3 sc0 ls32 ws2">ägs av Enir<span class="_ _0"></span>o Group <span class="_ _2"></span>AB. Inga andra aktieslag fanns <span class="_ _0"></span>vid perio<span class="ls2">-</span></div><div class="t m0 x1 h4 y232 ff2 fs2 fc3 sc0 ls32 ws2">dens utgång.</div><div class="t m0 x1 h11 y233 ff1 fs2 fc3 sc0 ls2 ws2">AKTIEÅ<span class="_ _2"></span>TERK<span class="_ _2"></span>ÖP</div><div class="t m0 x1 h4 y234 ff2 fs2 fc3 sc0 ls32 ws2">Den 14 juli 2023 beslutade styr<span class="_ _0"></span>elsen i Eniro att<span class="_ _2"></span>, med stöd av be<span class="ls2">-</span></div><div class="t m0 x1 h4 y235 ff2 fs2 fc3 sc0 ls32 ws2">myndigandet<span class="_ _2"></span> från årsstämman den 11 maj 2023, f<span class="_ _0"></span>örvärva egna </div><div class="t m0 x1 h4 y236 ff2 fs2 fc3 sc0 ls32 ws2">aktier på N<span class="_ _0"></span>asdaq Stockholm inom r<span class="_ _2"></span>amen för ett<span class="_ _2"></span> återköpspr<span class="_ _2"></span>o<span class="ls2">-</span></div><div class="t m0 x1 h4 y237 ff2 fs2 fc3 sc0 ls32 ws2">gram. Under<span class="_ _2"></span> perioden januari till december 2023 har<span class="_ _2"></span> 17 350 000<span class="_ _6"></span> </div><div class="t m0 x1 h4 y238 ff2 fs2 fc3 sc0 ls32 ws2">st aktier<span class="_ _2"></span> förvärvats <span class="_ _0"></span>till en genomsnittskurs på 0,5<span class="_ _0"></span>7 SEK. </div><div class="t m0 x1 h11 y239 ff1 fs2 fc3 sc0 ls2 ws2">KURSUTVECKLING </div><div class="t m0 x1 h4 y23a ff2 fs2 fc3 sc0 ls32 ws2">Bolagets börsv<span class="_ _0"></span>ärde uppgick<span class="_ _2"></span> vid utgången av 2023 till 392 MSEK </div><div class="t m0 x1 h4 y23b ff2 fs2 fc3 sc0 ls32 ws2">(519<span class="_ _0"></span>). Börsvär<span class="_ _2"></span>det minsk<span class="_ _2"></span>ade med 24 procent<span class="_ _0"></span> (<span class="_ _2"></span>4) jämfört<span class="_ _2"></span> med 31 </div><div class="t m0 x1 h4 y23c ff2 fs2 fc3 sc0 ls32 ws2">december 2022. </div><div class="t m0 x1 h4 y23d ff2 fs2 fc3 sc0 ls32 ws2">Högsta bet<span class="_ _0"></span>alkurs för<span class="_ _2"></span> stamaktier uppgick<span class="_ _2"></span> till 0,79 SEK<span class="_ _2"></span> den 3 </div><div class="t m0 x1 h4 y23e ff2 fs2 fc3 sc0 ls32 ws2">januari. Lägsta be<span class="_ _0"></span>talkurs uppgick<span class="_ _0"></span> till 0,4<span class="_ _0"></span>9 SEK den 11 okt<span class="_ _0"></span>ober<span class="_ _2"></span>. </div><div class="t m0 x1 h4 y23f ff2 fs2 fc3 sc0 ls32 ws2">Pref<span class="_ _2"></span>erensaktie serie A<span class="_ _2"></span> noter<span class="_ _0"></span>ade högsta bet<span class="_ _0"></span>alkurs 0,<span class="_ _2"></span>75 SEK </div><div class="t m0 x1 h4 y240 ff2 fs2 fc3 sc0 ls32 ws2">den 22 februari och lägst<span class="_ _0"></span>a betalkurs 0<span class="_ _2"></span>,62 SEK den 16 februari. </div><div class="t m0 x1 h4 y241 ff2 fs2 fc3 sc0 ls32 ws2">Högsta bet<span class="_ _0"></span>alkurs för<span class="_ _2"></span> pref<span class="_ _0"></span>erensaktie serie B v<span class="_ _0"></span>ar 150<span class="_ _2"></span>,00 SEK den 4 </div><div class="t m0 x1 h4 y242 ff2 fs2 fc3 sc0 ls32 ws2">januari och den lägsta bet<span class="_ _0"></span>alkursen var<span class="_ _2"></span> 121,00 SEK <span class="_ _0"></span>den 6 februari.</div><div class="t m0 x1 h4 y243 ff2 fs2 fc3 sc0 ls32 ws2">T<span class="_ _1"></span>otalt<span class="_ _2"></span> omsattes 217 989 565 (53 7<span class="_ _2"></span>43 804) stamaktier<span class="_ _2"></span>, med en </div><div class="t m0 x1 h4 y244 ff2 fs2 fc3 sc0 ls32 ws2">genomsnittlig omsättning per handelsdag om 868 484 (212 </div><div class="t m0 x1 h4 y245 ff2 fs2 fc3 sc0 ls32 ws2">426<span class="_ _2"></span>). <span class="_ _0"></span>T<span class="_ _1"></span>otalt<span class="_ _2"></span> omsattes 8 414 734 (177 459 77<span class="_ _0"></span>4) pr<span class="_ _0"></span>efer<span class="_ _2"></span>ensaktier av </div><div class="t m0 x1 h4 y246 ff2 fs2 fc3 sc0 ls32 ws2">serie A, med en genomsnittlig omsättning per<span class="_ _2"></span> handelsdag om </div><div class="t m0 x1 h4 y247 ff2 fs2 fc3 sc0 ls32 ws2">33 525 (701 422). <span class="_ _2"></span>T<span class="_ _1"></span>otalt<span class="_ _0"></span> omsattes 1 770 (<span class="_ _2"></span>417 406<span class="_ _2"></span>) antal pre<span class="_ _0"></span>fer<span class="_ _0"></span>ens<span class="ls2">-</span></div><div class="t m0 x1 h4 y248 ff2 fs2 fc3 sc0 ls32 ws2">aktier serie B<span class="_ _0"></span>, med en genomsnittlig omsättning per handelsdag </div><div class="t m0 x1 h4 y249 ff2 fs2 fc3 sc0 ls32 ws2">om 7 (1 650)<span class="_ _0"></span>.</div><div class="t m0 x24 h11 y24a ff1 fs2 fc3 sc0 ls2 ws2">ÄG<span class="_ _0"></span>ARSTRUKTUR</div><div class="t m0 x24 h4 y24b ff2 fs2 fc3 sc0 ls32 ws2">Andelen aktier med ägar<span class="_ _2"></span>e bosatta i Sverige uppgick<span class="_ _0"></span> vid slutet<span class="_ _2"></span> </div><div class="t m0 x24 h4 y24c ff2 fs2 fc3 sc0 ls32 ws2">av år<span class="_ _0"></span>et <span class="_ _0"></span>till 91 pr<span class="_ _0"></span>ocent (<span class="_ _0"></span>93) av<span class="_ _0"></span> hela aktiestock<span class="_ _0"></span>en, vilk<span class="_ _0"></span>et<span class="_ _0"></span> är en </div><div class="t m0 x24 h4 y24d ff2 fs2 fc3 sc0 ls32 ws2">minskning med 2 procen<span class="_ _0"></span>t jämf<span class="_ _2"></span>ört med utgången av 2022. </div><div class="t m0 x24 h4 y24e ff2 fs2 fc3 sc0 ls32 ws2">Innehav tillhör<span class="_ _2"></span>ande övriga ägare i Nor<span class="_ _0"></span>den uppgick till 1 pr<span class="_ _2"></span>ocent </div><div class="t m0 x24 h4 y24f ff2 fs2 fc3 sc0 ls32 ws2">(1), innehav tillhör<span class="_ _2"></span>ande ägare i övriga Eur<span class="_ _2"></span>opa (exkl S<span class="_ _0"></span>verige och </div><div class="t m0 x24 h4 y250 ff2 fs2 fc3 sc0 ls32 ws2">övriga Nor<span class="_ _0"></span>den) uppgick<span class="_ _2"></span> till 8 procent<span class="_ _0"></span> (<span class="_ _2"></span>6) och innehav<span class="_ _0"></span> tillhör<span class="_ _0"></span>ande </div><div class="t m0 x24 h4 y251 ff2 fs2 fc3 sc0 ls32 ws2">ägare i r<span class="_ _2"></span>esten av världen uppgick<span class="_ _0"></span> till 0 pr<span class="_ _0"></span>ocent (<span class="_ _2"></span>0).</div><div class="t m0 x24 h11 y252 ff1 fs2 fc3 sc0 ls2 ws2">UTDELNING OCH UTDELNINGSPOLICY</div><div class="t m0 x24 h4 y253 ff2 fs2 fc3 sc0 ls32 ws2">Styr<span class="_ _0"></span>elsen för<span class="_ _0"></span>eslår<span class="_ _0"></span> en ordinarie ut<span class="_ _0"></span>delning om 0,<span class="_ _0"></span>04 SEK (<span class="_ _2"></span>0,05 <span class="_ _0"></span>varav </div><div class="t m0 x24 h4 y254 ff2 fs2 fc3 sc0 ls32 ws2">0,<span class="_ _2"></span>01 var e<span class="_ _0"></span>xtraut<span class="_ _0"></span>delning) per st<span class="_ _0"></span>amaktie. Se sida 21 i förv<span class="_ _0"></span>altnings<span class="ls2">-</span></div><div class="t m0 x24 h4 y255 ff2 fs2 fc3 sc0 ls32 ws2">berätt<span class="_ _0"></span>elsen.  Bolaget<span class="_ _0"></span> är in<span class="_ _0"></span>te bundet<span class="_ _2"></span> av någon utdelningspolicy<span class="_ _2"></span>.<span class="_ _6"></span> </div><div class="t m0 x24 h4 y256 ff2 fs2 fc3 sc0 ls32 ws2">Bolagets styr<span class="_ _0"></span>else har att<span class="_ _2"></span> lämna förslag till utdelning in<span class="_ _0"></span>för<span class="_ _2"></span> varje </div><div class="t m0 x24 h4 y257 ff2 fs2 fc3 sc0 ls32 ws87">årsstämma. </div><div class="t m0 x24 h11 y258 ff1 fs2 fc3 sc0 ls2 ws2">AKTIEKAPIT<span class="_ _2"></span>AL</div><div class="t m0 x24 h4 y259 ff2 fs2 fc3 sc0 ls32 ws2">Bolagets aktiek<span class="_ _2"></span>apital uppgick per den 31 december<span class="_ _2"></span> 2023 till </div><div class="t m0 x24 h4 y25a ff2 fs2 fc3 sc0 ls32 ws2">298 472 989 SEK<span class="_ _0"></span> för<span class="_ _2"></span>delat på 7<span class="_ _2"></span>46 182 472 stamaktier<span class="_ _2"></span>. På en extr<span class="_ _0"></span>a </div><div class="t m0 x24 h4 y25b ff2 fs2 fc3 sc0 ls32 ws2">bolagsstämma den 12 sept<span class="_ _0"></span>ember 2022 beslut<span class="_ _2"></span>ades bland annat </div><div class="t m0 x24 h4 y25c ff2 fs2 fc3 sc0 ls32 ws2">om nyemission av st<span class="_ _2"></span>amaktier av serie <span class="_ _0"></span>A där<span class="_ _2"></span> aktiekapitale<span class="_ _0"></span>t ök<span class="_ _2"></span>ade<span class="_ _6"></span> </div><div class="t m0 x24 h4 y25d ff2 fs2 fc3 sc0 ls32 ws2">med 24 842 592 kr<span class="_ _1"></span>.  Det beslutades även att<span class="_ _2"></span> bolagets aktie<span class="ls2">-</span></div><div class="t m0 x24 h4 y25e ff2 fs2 fc3 sc0 ls32 ws2">kapit<span class="_ _2"></span>al ska minskas med 103 510<span class="_ _2"></span>,80 kronor genom inlösen av </div><div class="t m0 x24 h4 y25f ff2 fs2 fc3 sc0 ls32 ws2">samtliga 258 777 utestående pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> av serie B. Dessa </div><div class="t m0 x24 h4 y260 ff2 fs2 fc3 sc0 ls32 ws2">för<span class="_ _2"></span>ändringar registr<span class="_ _2"></span>erades på Bolagsverk<span class="_ _2"></span>et den 7 februari 2023 </div><div class="t m0 x24 h4 y261 ff2 fs2 fc3 sc0 ls32 ws2">och speglas i denna rapport<span class="_ _2"></span>. Det t<span class="_ _0"></span>otala an<span class="_ _0"></span>talet<span class="_ _2"></span> röster<span class="_ _0"></span> uppgick </div><div class="t m0 x24 h4 y262 ff2 fs2 fc3 sc0 ls32 ws2">till 728 007 116, var<span class="_ _2"></span>av samtliga är hänf<span class="_ _2"></span>örliga till stamaktier<span class="_ _2"></span>.</div><div class="t m0 x24 h11 y263 ff1 fs2 fc3 sc0 ls2 ws2">KLANDER A<span class="_ _1"></span>V EXTRA<span class="_ _0"></span> BOLAGSST<span class="_ _1"></span>ÄMMANS BESLUT</div><div class="t m0 x24 h4 y264 ff2 fs2 fc3 sc0 ls32 ws2">Den 1 december 2022 ingav<span class="_ _0"></span> Kapat<span class="_ _0"></span>ens Investment<span class="_ _2"></span> AB en </div><div class="t m0 x24 h4 y265 ff2 fs2 fc3 sc0 ls32 ws2">stämningsansök<span class="_ _2"></span>an till Solna tingsrätt<span class="_ _0"></span> avseende klander<span class="_ _0"></span> av </div><div class="t m0 x24 h4 y266 ff2 fs2 fc3 sc0 ls32 ws2">bolagsstämmans beslut<span class="_ _0"></span> den 12 september<span class="_ _2"></span> 2022 såvitt avser </div><div class="t m0 x24 h4 y267 ff2 fs2 fc3 sc0 ls32 ws2">beslutet<span class="_ _2"></span> om inlösen av pref<span class="_ _0"></span>erensaktier<span class="_ _2"></span> av serie B. Kapatens </div><div class="t m0 x24 h4 y268 ff2 fs2 fc3 sc0 ls32 ws2">Investment<span class="_ _2"></span> AB fr<span class="_ _0"></span>amställde inte <span class="_ _0"></span>yrkande om inhibition, dv<span class="_ _0"></span>s att </div><div class="t m0 x24 h4 y269 ff2 fs2 fc3 sc0 ls32 ws2">bolagsstämmans beslut<span class="_ _0"></span> inte skulle v<span class="_ _0"></span>erkställas. Beslute<span class="_ _0"></span>t<span class="_ _0"></span>, liksom </div><div class="t m0 x24 h4 y26a ff2 fs2 fc3 sc0 ls32 ws2">övriga sammanhängande bolagsstämmobeslut<span class="_ _2"></span> har därmed </div><div class="t m0 x24 h4 y26b ff2 fs2 fc3 sc0 ls32 ws2">registr<span class="_ _2"></span>erats hos Bolagsverk<span class="_ _2"></span>et, v<span class="_ _0"></span>ars r<span class="_ _0"></span>egistreringsbeslut<span class="_ _2"></span> vunnit </div><div class="t m0 x24 h4 y26c ff2 fs2 fc3 sc0 ls32 ws2">laga kraft<span class="_ _2"></span>. Samtliga beslut vid bolagsst<span class="_ _0"></span>ämman har <span class="_ _0"></span>verkställts. </div><div class="t m0 x24 h4 y26d ff2 fs2 fc3 sc0 ls32 ws31">Bolaget<span class="_ _0"></span> har numer<span class="_ _2"></span>a endast ett<span class="_ _0"></span> aktieslag, med lika r<span class="_ _2"></span>ätt till k<span class="_ _0"></span>apital, </div><div class="t m0 x24 h4 y26e ff2 fs2 fc3 sc0 ls32 ws2">utdelning och r<span class="_ _0"></span>öster<span class="_ _2"></span>. Bolagets styr<span class="_ _0"></span>else har med st<span class="_ _2"></span>öd av extern </div></div><div class="pi"></div></div><div id="pfd" class="pf w0 h0"><div class="pc pcd w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">13</div><div class="t m0 x8 h4 y26f ff2 fs2 fc3 sc0 ls32 ws2">juridisk r<span class="_ _2"></span>ådgivning bedömt att K<span class="_ _2"></span>apatens Investment<span class="_ _2"></span> ABs talan </div><div class="t m0 x8 h4 y270 ff2 fs2 fc3 sc0 ls32 ws2">inte k<span class="_ _2"></span>ommer att <span class="_ _0"></span>vinna bifall och v<span class="_ _0"></span>art f<span class="_ _2"></span>all inte innebära någon </div><div class="t m0 x8 h4 y271 ff2 fs2 fc3 sc0 ls32 ws2">för<span class="_ _2"></span>ändring av den nu föreliggande aktiestruktur<span class="_ _2"></span>en. Styrelsen </div><div class="t m0 x8 h4 y272 ff2 fs2 fc3 sc0 ls32 ws2">har på samma sätt<span class="_ _2"></span> med stöd av extern juridisk<span class="_ _2"></span> rådgivning gjort </div><div class="t m0 x8 h4 y273 ff2 fs2 fc3 sc0 ls32 ws2">den bedömningen att K<span class="_ _2"></span>apatens Investment<span class="_ _2"></span> ABs talan int<span class="_ _2"></span>e kan </div><div class="t m0 x8 h4 y274 ff2 fs2 fc3 sc0 ls32 ws2">komma att<span class="_ _2"></span> orsaka bolaget<span class="_ _2"></span> annan kostnad än r<span class="_ _0"></span>ättegångsk<span class="_ _0"></span>ost<span class="ls2">-</span></div><div class="t m0 x8 h4 y275 ff2 fs2 fc3 sc0 ls32 ws2">naderna. Kapat<span class="_ _0"></span>ens Investment<span class="_ _2"></span> AB har<span class="_ _0"></span> i juli 2023, i tillägg till sin </div><div class="t m0 x8 h4 y276 ff2 fs2 fc3 sc0 ls32 ws2">klandertalan av bolagsst<span class="_ _0"></span>ämmobeslutet<span class="_ _2"></span> avseende inlösen av </div><div class="t m0 x8 h4 y277 ff2 fs2 fc3 sc0 ls32 ws2">bolagets tidigar<span class="_ _2"></span>e utgivna pref<span class="_ _0"></span>erensaktier<span class="_ _2"></span> av serie B, framst<span class="_ _0"></span>ällt </div><div class="t m0 x8 h4 y278 ff2 fs2 fc3 sc0 ls32 ws2">ett<span class="_ _0"></span> krav om 43 2<span class="_ _0"></span>49 500 kr<span class="_ _0"></span>onor<span class="_ _2"></span>. Kravet<span class="_ _2"></span> har tillbak<span class="_ _2"></span>avisats som<span class="_ _6"></span> </div><div class="t m0 x8 h4 y279 ff2 fs2 fc3 sc0 ls32 ws2">grundlöst<span class="_ _0"></span>. Bolagsstämmobeslutet<span class="_ _2"></span> var f<span class="_ _2"></span>örenligt med <span class="_ _0"></span>tillämpliga </div><div class="t m0 x8 h4 y27a ff2 fs2 fc3 sc0 ls32 ws2">regler<span class="_ _1"></span>. Styrelsens bedömning är<span class="_ _0"></span> att de<span class="_ _0"></span>t fr<span class="_ _2"></span>amställda krave<span class="_ _0"></span>t int<span class="_ _0"></span>e </div><div class="t m0 x8 h4 y27b ff2 fs2 fc3 sc0 ls32 ws2">för<span class="_ _2"></span>anleder någon reserv<span class="_ _0"></span>ering i bolagets balansr<span class="_ _0"></span>äkning. </div><div class="t m0 x8 h4 y27c ff2 fs2 fc3 sc0 ls32 ws2">Tingsr<span class="_ _2"></span>ätten har pr<span class="_ _0"></span>eliminärt angivit<span class="_ _2"></span> att ett<span class="_ _0"></span> avgör<span class="_ _0"></span>ande kommer<span class="_ _2"></span> </div><div class="t m0 x8 h4 y27d ff2 fs2 fc3 sc0 ls32 ws2">under maj-juni 202<span class="_ _0"></span>4. </div><div class="t m0 x8 h11 y27e ff1 fs2 fc3 sc0 ls2 ws88">RESUL<span class="_ _3"></span>T<span class="_ _2"></span>A<span class="_ _2"></span>T PER AKTIE</div><div class="t m0 x8 h4 y27f ff2 fs2 fc3 sc0 ls32 ws2">T<span class="_ _1"></span>vå nyck<span class="_ _2"></span>eltal för r<span class="_ _2"></span>esultat per<span class="_ _2"></span> stamaktie redovisas i denna r<span class="_ _2"></span>ap<span class="ls2">-</span></div><div class="t m0 x8 h4 y280 ff2 fs2 fc3 sc0 ls32 ws2">port<span class="_ _0"></span>. Det f<span class="_ _2"></span>örsta måttet<span class="_ _2"></span> ”Resultat per<span class="_ _2"></span> aktie före och e<span class="_ _0"></span>fter<span class="_ _0"></span> utspäd<span class="ls2">-</span></div><div class="t m0 x8 h4 y281 ff2 fs2 fc3 sc0 ls32 ws2">ning, nuvar<span class="_ _0"></span>ande antal aktier” är<span class="_ _2"></span> ett finansiellt<span class="_ _0"></span> icke-IFRS mått<span class="_ _0"></span> </div><div class="t m0 x8 h4 y282 ff2 fs2 fc3 sc0 ls32 ws2">som visar<span class="_ _0"></span> periodens result<span class="_ _0"></span>at divider<span class="_ _2"></span>at med det<span class="_ _0"></span> antal st<span class="_ _0"></span>amaktier </div><div class="t m0 x8 h4 y283 ff2 fs2 fc3 sc0 ls32 ws2">som fanns vid periodens ut<span class="_ _0"></span>gång exklusive ege<span class="_ _0"></span>t innehav<span class="_ _2"></span>, vilk<span class="_ _0"></span>et </div><div class="t m0 x8 h4 y284 ff2 fs2 fc3 sc0 ls32 ws2">var<span class="_ _0"></span> 728 007 116 styck<span class="_ _2"></span>en.<span class="_ _6"></span> </div><div class="t m0 x8 h4 y285 ff2 fs2 fc3 sc0 ls32 ws2">Det<span class="_ _0"></span> andra mått<span class="_ _0"></span>et ”R<span class="_ _2"></span>esultat per<span class="_ _2"></span> aktie före och eft<span class="_ _0"></span>er utspädning<span class="_ _0"></span>” </div><div class="t m0 x8 h4 y286 ff2 fs2 fc3 sc0 ls32 ws2">är periodens r<span class="_ _2"></span>esultat minsk<span class="_ _2"></span>at med periodens för<span class="_ _2"></span>eträdesrätt<span class="_ _2"></span> till </div><div class="t m0 x8 h4 y287 ff2 fs2 fc3 sc0 ls32 ws2">utdelning avseende pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> dividerat med genomsnitt<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x8 h4 y288 ff2 fs2 fc3 sc0 ls32 ws2">ligt an<span class="_ _0"></span>tal utest<span class="_ _0"></span>ående stamaktier<span class="_ _2"></span>. Noter<span class="_ _2"></span>a dock att vid periodens </div><div class="t m0 x8 h4 y289 ff2 fs2 fc3 sc0 ls32 ws31">utgång f<span class="_ _0"></span>anns inga pref<span class="_ _2"></span>erensaktier då de k<span class="_ _2"></span>onverter<span class="_ _0"></span>ades respekti<span class="ls2 ws2">-</span></div><div class="t m0 x8 h4 y28a ff2 fs2 fc3 sc0 ls32 ws2">ve inlöstes i f<span class="_ _2"></span>ebruari 2023. Ingen företr<span class="_ _2"></span>ädesrätt har<span class="_ _2"></span> därför de </div><div class="t m0 x8 h4 y28b ff2 fs2 fc3 sc0 ls32 ws2">fact<span class="_ _0"></span>o alloker<span class="_ _2"></span>ats till någon av de tidigar<span class="_ _0"></span>e pref<span class="_ _2"></span>erensaktieserierna </div><div class="t m0 x8 h4 y28c ff2 fs2 fc3 sc0 ls32 ws2">även om det<span class="_ _2"></span> är beräknat<span class="_ _2"></span> så i detta måttet<span class="_ _2"></span>. I måttet har<span class="_ _2"></span> före<span class="ls2">-</span></div><div class="t m0 x8 h4 y28d ff2 fs2 fc3 sc0 ls32 ws2">trädesr<span class="_ _2"></span>ätt för<span class="_ _2"></span> tidsperioden fram tills k<span class="_ _2"></span>onvertering r<span class="_ _0"></span>espektive </div><div class="t m0 x8 h4 y28e ff2 fs2 fc3 sc0 ls32 ws2">inlösning räknats med. </div><div class="t m0 x8 h4 y28f ff2 fs2 fc3 sc0 ls32 ws2">Pref<span class="_ _2"></span>erensaktierna av serie <span class="_ _0"></span>A gav<span class="_ _0"></span> för<span class="_ _2"></span>eträdesrätt<span class="_ _2"></span> till utdelning med </div><div class="t m0 x8 h4 y290 ff2 fs2 fc3 sc0 ls32 ws2">0,<span class="_ _2"></span>10 SEK per<span class="_ _0"></span> år och aktie. F<span class="_ _2"></span>ör perioden januari till december </div><div class="t m0 x8 h4 y291 ff2 fs2 fc3 sc0 ls32 ws2">2023 gav pr<span class="_ _0"></span>efer<span class="_ _2"></span>ensaktierna företr<span class="_ _2"></span>ädesrätt <span class="_ _0"></span>till utdelning på 0<span class="_ _0"></span>,016 </div><div class="t m0 x8 h4 y292 ff2 fs2 fc3 sc0 ls32 ws2">SEK (<span class="_ _2"></span>0,<span class="_ _0"></span>1) per aktie där<span class="_ _2"></span> före<span class="_ _0"></span>trädesr<span class="_ _2"></span>ätten beräknats fr<span class="_ _2"></span>am till och<span class="_ _6"></span> </div><div class="t m0 x8 h4 y293 ff2 fs2 fc3 sc0 ls32 ws2">med 28 februari 2023 då pr<span class="_ _2"></span>eferensaktierna av serie <span class="_ _2"></span>A k<span class="_ _2"></span>onverte<span class="ls2">-</span></div><div class="t m0 x8 h4 y294 ff2 fs2 fc3 sc0 ls32 ws30">rades till stamaktier<span class="_ _1"></span>. </div><div class="t m0 x8 h4 y295 ff2 fs2 fc3 sc0 ls32 ws2">Pref<span class="_ _2"></span>erensaktierna av serie B gav i perioden januari till december<span class="_ _2"></span> </div><div class="t m0 x8 h4 y296 ff2 fs2 fc3 sc0 ls32 ws2">2023 för<span class="_ _2"></span>eträdesrätt<span class="_ _2"></span> till 9<span class="_ _2"></span>,4 SEK (70<span class="_ _0"></span>) per aktie där<span class="_ _2"></span> före<span class="_ _0"></span>trädes<span class="ls2">-</span></div><div class="t m0 x8 h4 y297 ff2 fs2 fc3 sc0 ls32 ws2">rätt<span class="_ _0"></span>en är ber<span class="_ _2"></span>äknad fram till och med 16 f<span class="_ _0"></span>ebruari som var<span class="_ _2"></span> sista </div><div class="t m0 x8 h4 y298 ff2 fs2 fc3 sc0 ls32 ws2">handelsdagen innan inlösen. Betr<span class="_ _0"></span>äffande pr<span class="_ _0"></span>efer<span class="_ _2"></span>ensaktier av </div><div class="t m0 x8 h4 y299 ff2 fs2 fc3 sc0 ls32 ws2">serie B ska <span class="_ _0"></span>tilläggas att f<span class="_ _2"></span>öreträdesr<span class="_ _2"></span>ätten till utdelning fr<span class="_ _2"></span>amför </div><div class="t m0 x8 h4 y29a ff2 fs2 fc3 sc0 ls32 ws2">stamaktier<span class="_ _0"></span> samtidigt<span class="_ _0"></span> var<span class="_ _2"></span> efterställd den t<span class="_ _0"></span>otala ackumuler<span class="_ _2"></span>ade<span class="_ _6"></span> </div><div class="t m0 x8 h4 y29b ff2 fs2 fc3 sc0 ls32 ws2">rätt<span class="_ _0"></span>en till utdelning som <span class="_ _0"></span>tillkom pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> av serie A<span class="_ _2"></span> från </div><div class="t m0 x8 h4 y29c ff2 fs2 fc3 sc0 ls32 ws2">det<span class="_ _0"></span> att dessa aktier<span class="_ _2"></span> emitterades. </div><div class="t m0 x8 h4 y29d ff2 fs2 fc3 sc0 ls2 ws2"> </div><div class="t m0 xa h4 y29e ff2 fs2 fc3 sc0 ls32 ws2">För<span class="_ _2"></span> perioden januari till december 2023 för<span class="_ _2"></span>delas periodens re<span class="ls2">-</span></div><div class="t m0 xa h4 y29f ff2 fs2 fc3 sc0 ls32 ws2">sultat<span class="_ _0"></span> om -4 MSEK (<span class="_ _1"></span>47) därmed i måttet<span class="_ _2"></span> ”Resultat per<span class="_ _2"></span> aktie före </div><div class="t m0 xa h4 y2a0 ff2 fs2 fc3 sc0 ls32 ws2">och efter<span class="_ _2"></span> utspädning” enligt f<span class="_ _0"></span>öljande. Resultat<span class="_ _2"></span>et för<span class="_ _2"></span> prefer<span class="_ _2"></span>ens<span class="ls2">-</span></div><div class="t m0 xa h4 y2a1 ff2 fs2 fc3 sc0 ls32 ws2">aktier av<span class="_ _0"></span> serie A<span class="_ _2"></span> är 10 MSEK<span class="_ _0"></span> (<span class="_ _2"></span>62) eller 0<span class="_ _0"></span>,016 SEK<span class="_ _2"></span> (0,<span class="_ _2"></span>1) per aktie, </div><div class="t m0 xa h4 y2a2 ff2 fs2 fc3 sc0 ls32 ws2">result<span class="_ _0"></span>atet<span class="_ _2"></span> för pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> av serie B är 2 MSEK<span class="_ _0"></span> (18) eller<span class="_ _2"></span> 9<span class="_ _2"></span>,4<span class="_ _6"></span> </div><div class="t m0 xa h4 y2a3 ff2 fs2 fc3 sc0 ls32 ws2">SEK (70<span class="_ _2"></span>) per aktie och kvarvar<span class="_ _2"></span>ande -16 MSEK<span class="_ _0"></span> (-32) är r<span class="_ _2"></span>esulta<span class="ls2">-</span></div><div class="t m0 xa h4 y2a4 ff2 fs2 fc3 sc0 ls32 ws2">tet<span class="_ _2"></span> för st<span class="_ _0"></span>amaktierna. Det genomsnittliga an<span class="_ _0"></span>talet<span class="_ _2"></span> utestående </div><div class="t m0 xa h4 y2a5 ff2 fs2 fc3 sc0 ls32 ws2">stamaktier<span class="_ _0"></span> i perioden januari till december<span class="_ _0"></span> 2023 är<span class="_ _0"></span> beräknat<span class="_ _2"></span> till </div><div class="t m0 xa h4 y2a6 ff2 fs2 fc3 sc0 ls32 ws2">629 788 442 styck<span class="_ _2"></span>en (<span class="_ _0"></span>66 556 37<span class="_ _2"></span>4). ”Result<span class="_ _0"></span>at per<span class="_ _2"></span> aktie före och </div><div class="t m0 xa h4 y2a7 ff2 fs2 fc3 sc0 ls32 ws2">efter<span class="_ _2"></span> utspädning” blir således -0<span class="_ _0"></span>,03 SEK<span class="_ _2"></span> (-0,48) per<span class="_ _2"></span> aktie för </div><div class="t m0 xa h4 y2a8 ff2 fs2 fc3 sc0 ls32 ws87">stamaktierna.</div><div class="t m0 xa h11 y2a9 ff1 fs2 fc3 sc0 ls2 ws2">INVESTERARRELA<span class="_ _1"></span>TIONER</div><div class="t m0 xa h4 y2aa ff2 fs2 fc3 sc0 ls2 ws2">Kommunik<span class="_ _2"></span>ationen till aktieägare är<span class="_ _2"></span> den rapportering </div><div class="t m0 xa h4 y2ab ff2 fs2 fc3 sc0 ls2 ws2">som sker<span class="_ _2"></span> genom delårsrapporter<span class="_ _1"></span>, årsredovisning och </div><div class="t m0 xa h4 y2ac ff2 fs2 fc3 sc0 ls2 ws2">pressmeddelanden.</div></div><div class="pi"></div></div><div id="pfe" class="pf w0 h0"><div class="pc pce w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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/><div class="t m0 x47 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">14</div><div class="t m0 x1 h11 y2ad ff1 fs2 fca sc0 ls47 ws30">ÄGAR<span class="_ _0"></span>FÖRTEC<span class="_ _0"></span>KNING 2023-12-<span class="_ _0"></span>31</div><div class="t m0 x18 h2e y2ae ff1 fs11 fc3 sc0 ls48 ws89">Namn<span class="_ _2a"> </span><span class="ls49 ws8a">Innehav<span class="_ _2b"> </span>Innehav (%<span class="_ _2"></span>)<span class="_ _2c"> </span><span class="ls4a ws8b">Röst<span class="_ _6"></span>er<span class="_ _2d"> </span><span class="ls4b ws8c">R<span class="_ _6"></span>ö<span class="_ _6"></span>s<span class="_ _6"></span>t<span class="_ _f"></span>e<span class="_ _6"></span>r<span class="_ _6"></span> (<span class="_ _f"></span>%)</span></span></span></div><div class="t m0 x18 h2f y2af ff5 fs24 fc3 sc0 ls4c ws8d">Spec<span class="_ _6"></span>trumone AB (publ)<span class="_ _2e"> </span><span class="ls2 ws2">201 862 26<span class="_ _6"></span>5<span class="_ _13"> </span><span class="ls4d ws8e">2<span class="_ _f"></span>7,<span class="_ _f"></span>0<span class="_ _10"></span>5<span class="_ _2f"> </span></span>201 862 26<span class="_ _6"></span>5<span class="_ _30"> </span><span class="ls4d ws8e">2<span class="_ _f"></span>7,<span class="_ _6"></span>7<span class="_ _10"></span>3</span></span></div><div class="t m0 x18 h2f y2b0 ff5 fs24 fc3 sc0 ls2 ws2">B.O. Int<span class="_ _6"></span>res<span class="_ _6"></span>sente<span class="_ _6"></span>r AB<span class="_ _31"> </span>15<span class="_ _6"></span>8 219 766<span class="_ _30"> </span><span class="ls4e ws8f">21,<span class="_ _6"></span>20<span class="_ _32"> </span></span>15<span class="_ _6"></span>8 219 766<span class="_ _1d"> </span><span class="ls4f ws90">21,73</span></div><div class="t m0 x18 h2f y2b1 ff5 fs24 fc3 sc0 ls2 ws2">SEB AB<span class="_ _6"></span>, LUXEMBOUR<span class="_ _6"></span>G BR<span class="_ _6"></span>A<span class="_ _6"></span>NCH<span class="_ _6"></span>, W8IM<span class="_ _6"></span>Y<span class="_ _33"> </span>38 25<span class="_ _6"></span>3 11<span class="_ _6"></span>8<span class="_ _34"> </span><span class="ls50 ws91">5<span class="_ _6"></span>,13<span class="_ _35"> </span></span>38 25<span class="_ _6"></span>3 11<span class="_ _6"></span>8<span class="_ _36"> </span><span class="ls4f ws90">5,<span class="_ _6"></span>25</span></div><div class="t m0 x18 h2f y2b2 ff5 fs24 fc3 sc0 ls4c ws8d">JEANSSON TEDDE OL<span class="_ _2"></span>OF JOHAN THEODOR<span class="_ _37"> </span><span class="ls2 ws2">30 67<span class="_ _6"></span>1 913<span class="_ _38"> </span><span class="ls50 ws91">4,1<span class="_ _6"></span>1<span class="_ _35"> </span></span>3<span class="_ _6"></span>0 6<span class="_ _0"></span>7<span class="_ _6"></span>1 91<span class="_ _6"></span>3<span class="_ _18"> </span><span class="ls51 ws92">4,21</span></span></div><div class="t m0 x18 h2f y2b3 ff5 fs24 fc3 sc0 ls4c ws8d">KRISHAN THOMAS<span class="_ _39"> </span><span class="ls2 ws2">24 97<span class="_ _0"></span>6 6<span class="_ _0"></span>79<span class="_ _36"> </span><span class="ls52 ws93">3,35<span class="_ _3a"> </span></span>24 97<span class="_ _0"></span>6 6<span class="_ _0"></span>79<span class="_ _36"> </span><span class="ls53 ws94">3,43</span></span></div><div class="t m0 x18 h2f y2b4 ff5 fs24 fc3 sc0 ls54 ws95">Försäkringsaktiebolaget Av<span class="_ _0"></span>anz<span class="_ _0"></span>a Pens<span class="_ _0"></span>ion<span class="_ _3b"> </span><span class="ls2 ws2">23 250 6<span class="_ _6"></span>8<span class="_ _6"></span>3<span class="_ _34"> </span><span class="ls50 ws91">3<span class="_ _6"></span>,12<span class="_ _3c"> </span></span>23 250 6<span class="_ _6"></span>8<span class="_ _6"></span>3<span class="_ _18"> </span><span class="ls50 ws91">3<span class="_ _6"></span>,19</span></span></div><div class="t m0 x18 h2f y2b5 ff5 fs24 fc3 sc0 ls54 ws95">Nordnet<span class="_ _2"></span> Pensionsförsäkring AB<span class="_ _3d"> </span><span class="ls2 ws2">22 4<span class="_ _6"></span>32 7<span class="_ _f"></span>14<span class="_ _18"> </span><span class="ls4f ws90">3,01<span class="_ _3e"> </span></span>22 4<span class="_ _6"></span>32 7<span class="_ _f"></span>14<span class="_ _15"> </span><span class="ls55 ws96">3,08</span></span></div><div class="t m0 x18 h2f y2b6 ff5 fs24 fc3 sc0 ls47 ws30">Crafoord Capital<span class="_ _0"></span> Part<span class="_ _6"></span>ners AB<span class="_ _3f"> </span><span class="ls2 ws2">19 3<span class="_ _6"></span>89 92<span class="_ _6"></span>7<span class="_ _15"> </span><span class="ls54 ws95">2,<span class="_ _6"></span>60<span class="_ _40"> </span></span>19 3<span class="_ _6"></span>89 92<span class="_ _6"></span>7<span class="_ _41"> </span><span class="ls54 ws95">2,66</span></span></div><div class="t m0 x18 h2f y2b7 ff5 fs24 fc3 sc0 ls4c ws8d">VIO LJUSF<span class="_ _2"></span>AB<span class="_ _6"></span>RIK AKTIEBOL<span class="_ _6"></span>AG<span class="_ _3d"> </span><span class="ls2 ws2">15 2<span class="_ _6"></span>01 50<span class="_ _6"></span>0<span class="_ _41"> </span><span class="ls54 ws95">2,04<span class="_ _42"> </span></span>15 201 5<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _15"> </span><span class="ls54 ws95">2,09</span></span></div><div class="t m0 x18 h2f y2b8 ff5 fs24 fc3 sc0 ls2 ws2">CACEIS BA<span class="_ _6"></span>NK<span class="_ _6"></span>, W-<span class="_ _6"></span>8IMY<span class="_ _43"> </span>10 0<span class="_ _6"></span>0<span class="_ _6"></span>0 4<span class="_ _6"></span>61<span class="_ _17"> </span><span class="ls25 ws24">1,<span class="_ _6"></span>34<span class="_ _40"> </span></span>10 0<span class="_ _6"></span>0<span class="_ _6"></span>0 461<span class="_ _34"> </span><span class="ls56 ws97">1<span class="_ _6"></span>,37</span></div><div class="t m0 x18 h30 y2b9 ff1 fs24 fc3 sc0 ls55 ws96">10 största ägarna<span class="_ _31"> </span><span class="ls2 ws2">54<span class="_ _6"></span>4 259 0<span class="_ _6"></span>26<span class="_ _44"> </span><span class="ls18 ws17">7<span class="_ _6"></span>2<span class="_ _f"></span>,9<span class="_ _6"></span>4<span class="_ _45"> </span></span>54<span class="_ _6"></span>4 2<span class="_ _6"></span>59 026<span class="_ _46"> </span><span class="ls18 ws17">74<span class="_ _6"></span>,<span class="_ _6"></span>7<span class="_ _6"></span>6</span></span></div><div class="t m0 x18 h30 y2ba ff1 fs24 fc3 sc0 ls55 ws96">Övriga ägare<span class="_ _47"> </span><span class="ls2 ws2">18<span class="_ _6"></span>3 748 090<span class="_ _12"> </span><span class="ls57 ws98">24<span class="_ _6"></span>,63<span class="_ _48"> </span></span>18<span class="_ _6"></span>3 748 090<span class="_ _12"> </span><span class="ls57 ws98">25,<span class="_ _6"></span>24</span></span></div><div class="t m0 x18 h30 y2bb ff1 fs24 fc3 sc0 ls24 ws2">Ant<span class="_ _6"></span>al a<span class="_ _6"></span>k<span class="_ _6"></span>tie<span class="_ _6"></span>r i eg<span class="_ _6"></span>et i<span class="_ _6"></span>nne<span class="_ _6"></span>ha<span class="_ _6"></span>v<span class="_ _49"> </span>18 175 3<span class="_ _6"></span>56<span class="_ _41"> </span><span class="ls3 ws3">2<span class="_ _6"></span>,44<span class="_ _4a"> </span></span><span class="ls2">-<span class="_ _4a"> </span>-</span></div><div class="t m0 x18 h30 y2bc ff1 fs24 fc3 sc0 ls58 ws9">T<span class="_ _2"></span>otalt<span class="_ _4b"> </span><span class="ls2 ws2">746 182 47<span class="_ _6"></span>2<span class="_ _4c"> </span><span class="ls59 ws99">100,<span class="_ _0"></span>00<span class="_ _2f"> </span><span class="ls2 ws2">7<span class="_ _6"></span>28 0<span class="_ _6"></span>07 1<span class="_ _6"></span>16<span class="_ _4c"> </span></span>100,<span class="_ _0"></span>00</span></span></div><div class="t m0 x1 h11 y2bd ff1 fs2 fca sc0 ls2 ws88">FÖRDELNING A<span class="_ _2"></span>V AKTIEINNEHA<span class="_ _1"></span>V</div><div class="t m0 x18 h2e y2be ff1 fs11 fc3 sc0 ls49 ws8a">Innehav<span class="_ _4d"> </span><span class="ls48 ws89">Antal aktieägare<span class="_ _4e"> </span></span> Innehav (%<span class="_ _2"></span>)</div><div class="t m0 x18 h2f y2bf ff5 fs24 fc3 sc0 ls2 ws2">1 - 50<span class="_ _6"></span>0<span class="_ _4f"> </span>9 117<span class="_ _50"> </span><span class="ls50 ws91">0,1<span class="_ _6"></span>1</span></div><div class="t m0 x18 h2f y2c0 ff5 fs24 fc3 sc0 ls2 ws2">501 - 1 0<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _51"> </span><span class="ls5a ws9a">1<span class="_ _6"></span> 0<span class="_ _6"></span>67<span class="_ _50"> </span><span class="ls50 ws91">0<span class="_ _6"></span>,1<span class="_ _6"></span>1</span></span></div><div class="t m0 x18 h2f y2c1 ff5 fs24 fc3 sc0 ls2 ws2">1 001 - 2 0<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _52"> </span><span class="ls5b ws9b">863<span class="_ _53"> </span><span class="ls50 ws91">0,1<span class="_ _6"></span>8</span></span></div><div class="t m0 x18 h2f y2c2 ff5 fs24 fc3 sc0 ls2 ws2">2 001 - 5 0<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _54"> </span><span class="ls6 ws6">884<span class="_ _55"> </span><span class="ls54 ws95">0,40</span></span></div><div class="t m0 x18 h2f y2c3 ff5 fs24 fc3 sc0 ls2 ws2">5 001 - 1<span class="_ _6"></span>0 0<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _56"> </span><span class="ls5a ws9a">5<span class="_ _6"></span>74<span class="_ _57"> </span><span class="ls12 ws12">0,<span class="_ _6"></span>59</span></span></div><div class="t m0 x18 h2f y2c4 ff5 fs24 fc3 sc0 ls2 ws2">10 0<span class="_ _6"></span>01 - 20 0<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _58"> </span><span class="ls56 ws97">397<span class="_ _59"> </span><span class="ls4f ws90">0,7<span class="_ _6"></span>7</span></span></div><div class="t m0 x18 h2f y2c5 ff5 fs24 fc3 sc0 ls2 ws2">20 0<span class="_ _6"></span>01 - 50 0<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _5a"> </span><span class="ls4e ws8f">332<span class="_ _50"> </span><span class="ls4f ws90">1,41</span></span></div><div class="t m0 x18 h2f y2c6 ff5 fs24 fc3 sc0 ls2 ws2">50 0<span class="_ _6"></span>01 - 1<span class="_ _6"></span>00 0<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _5b"> </span><span class="ls51 ws92">17<span class="_ _6"></span>7<span class="_ _5c"> </span><span class="ls4f ws90">1,78</span></span></div><div class="t m0 x18 h2f y2c7 ff5 fs24 fc3 sc0 ls5c ws9c">100<span class="_ _0"></span> 001<span class="_ _2"></span> - 500<span class="_ _2"></span> 000<span class="_ _5d"> </span><span class="ls5d ws9d">152<span class="_ _5e"> </span><span class="ls4f ws90">4,<span class="_ _6"></span>41</span></span></div><div class="t m0 x18 h2f y2c8 ff5 fs24 fc3 sc0 ls5c ws9c">500<span class="_ _0"></span> 001<span class="_ _2"></span> - 1<span class="_ _0"></span> 000 000<span class="_ _5f"> </span><span class="ls47 ws30">31<span class="_ _57"> </span><span class="ls54 ws95">2,88</span></span></div><div class="t m0 x18 h2f y2c9 ff5 fs24 fc3 sc0 ls5c ws9c">1 000<span class="_ _2"></span> 001<span class="_ _0"></span> - 5<span class="_ _2"></span> 000 000<span class="_ _60"> </span><span class="ls6 ws6">29<span class="_ _53"> </span><span class="ls50 ws91">8<span class="_ _6"></span>,19</span></span></div><div class="t m0 x18 h2f y2ca ff5 fs24 fc3 sc0 ls5c ws9c">5 000<span class="_ _2"></span> 001<span class="_ _0"></span> - 1<span class="_ _0"></span>0 000<span class="_ _2"></span> 000<span class="_ _60"> </span><span class="ls2 ws2">4<span class="_ _57"> </span><span class="ls4f ws90">3<span class="_ _6"></span>,7<span class="_ _6"></span>9</span></span></div><div class="t m0 x18 h2f y2cb ff5 fs24 fc3 sc0 ls2 ws2">10 0<span class="_ _6"></span>0<span class="_ _6"></span>0 0<span class="_ _6"></span>01 - <span class="_ _61"> </span><span class="ls55 ws96">11<span class="_ _62"> </span><span class="ls5e ws9e">75,<span class="_ _6"></span>37</span></span></div><div class="t m0 x18 h30 y2cc ff1 fs24 fc3 sc0 ls55 ws96">Summa 2023-1<span class="_ _0"></span>2-31<span class="_ _63"> </span><span class="ls2 ws2">13 6<span class="_ _6"></span>38<span class="_ _1c"> </span><span class="ls59 ws99">100,00<span class="_ _0"></span>%</span></span></div></div><div class="pi"></div></div><div id="pff" class="pf w0 h0"><div class="pc pcf w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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/><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">15</div><div class="t m0 x8 h11 y2cd ff1 fs2 fca sc0 ls2 ws2">AKTIEKAPIT<span class="_ _2"></span>ALETS UTVE<span class="_ _0"></span>CKLING</div><div class="t m0 x59 h2e y2ce ff1 fs11 fc3 sc0 ls2 ws2">År<span class="_ _64"> </span>T<span class="_ _1"></span>ransaktion</div><div class="t m0 x5a h2e y2cf ff1 fs11 fc3 sc0 ls2 ws2">Antal stamaktier<span class="_ _2"></span> av</div><div class="t m0 x5b h2e y2ce ff1 fs11 fc3 sc0 ls2 wsb">serie A<span class="_ _2"></span> efter transaktion</div><div class="t m0 x5c h2e y2cf ff1 fs11 fc3 sc0 ls15 ws2">Antal stamaktier<span class="_ _2"></span> av</div><div class="t m0 x5d h2e y2ce ff1 fs11 fc3 sc0 ls15 ws2">serie B efter<span class="_ _0"></span> transaktion</div><div class="t m0 xb h2e y2cf ff1 fs11 fc3 sc0 ls2 ws2">Antal pref<span class="_ _0"></span>erensaktier</div><div class="t m0 x5e h2e y2ce ff1 fs11 fc3 sc0 ls2 wsb">serie A<span class="_ _2"></span> efter transaktion</div><div class="t m0 x5f h2e y2cf ff1 fs11 fc3 sc0 ls15 ws9f">Antal <span class="_ _d"> </span>preferens aktier</div><div class="t m0 x60 h2e y2ce ff1 fs11 fc3 sc0 ls15 ws2">serie B efter<span class="_ _0"></span> transaktion<span class="_ _65"> </span><span class="ls2">Aktiekapital (SEK)</span></div><div class="t m0 x59 h2f y2d0 ff5 fs24 fc3 sc0 ls2 ws2">2017</div><div class="t m0 x61 h2f y2d1 ff5 fs24 fc3 sc0 ls2 ws2">Minskning av</div><div class="t m0 x61 h2f y2d0 ff5 fs24 fc3 sc0 ls2 ws2">aktiekapit<span class="_ _0"></span>alet</div><div class="t m0 x62 h31 y2d2 ff5 fs25 fc3 sc0 ls2 ws2">1)</div><div class="t m0 x63 h2f y2d0 ff5 fs24 fc3 sc0 ls2 ws2">530 087 050<span class="_ _66"> </span>-<span class="_ _66"> </span>-<span class="_ _15"> </span>1 000 000<span class="_ _2f"> </span>95 595 669</div><div class="t m0 x59 h2f y2d3 ff5 fs24 fc3 sc0 ls2 ws2">2017</div><div class="t m0 x61 h2f y2d4 ff5 fs24 fc3 sc0 ls2 ws2">Minskning av </div><div class="t m0 x61 h2f y2d3 ff5 fs24 fc3 sc0 ls2 ws2">aktiekapit<span class="_ _0"></span>alet</div><div class="t m0 x62 h31 y2d5 ff5 fs25 fc3 sc0 ls2 ws2">2)</div><div class="t m0 x63 h2f y2d6 ff5 fs24 fc3 sc0 ls2 ws2">530 087 050<span class="_ _66"> </span>-<span class="_ _66"> </span>-<span class="_ _67"> </span>258 777<span class="_ _68"> </span>95 462 248,86</div><div class="t m0 x59 h2f y2d7 ff5 fs24 fc3 sc0 ls2 ws2">2017<span class="_ _69"> </span>Nyemission<span class="_ _6a"> </span>1 486 503 575<span class="_ _66"> </span>-<span class="_ _66"> </span>-<span class="_ _67"> </span>258 777<span class="_ _6b"> </span>26<span class="_ _2"></span>7 617 223,36</div><div class="t m0 x59 h2f y2d8 ff5 fs24 fc3 sc0 ls2 ws2">2017<span class="_ _69"> </span>Nyemission<span class="_ _6c"> </span>2 160 046 160<span class="_ _66"> </span>-<span class="_ _66"> </span>-<span class="_ _67"> </span>258 777<span class="_ _6d"> </span>388 854 888,66</div><div class="t m0 x59 h2f y2d9 ff5 fs24 fc3 sc0 ls2 ws2">2017<span class="_ _69"> </span>K<span class="_ _0"></span>vittningsemission<span class="_ _6e"> </span>2 160 046 160<span class="_ _6f"> </span>483 870 966<span class="_ _66"> </span>-<span class="_ _1b"> </span>258 77<span class="_ _6"></span>7<span class="_ _70"> </span>475 951 662,54</div><div class="t m0 x59 h2f y2da ff5 fs24 fc3 sc0 ls2 ws2">2017<span class="_ _69"> </span>Nyemission<span class="_ _71"> </span>5 870 655 510<span class="_ _6f"> </span>483 870 966<span class="_ _66"> </span>-<span class="_ _1b"> </span>258 777<span class="_ _6d"> </span>1 143 86<span class="_ _0"></span>1 345,54</div><div class="t m0 x59 h2f y2db ff5 fs24 fc3 sc0 ls2 ws2">2017<span class="_ _69"> </span>K<span class="_ _0"></span>vittningsemission<span class="_ _6e"> </span>6 140 572 579<span class="_ _6f"> </span>483 870 966<span class="_ _66"> </span>-<span class="_ _1b"> </span>258 777<span class="_ _72"> </span>1 192 446 417<span class="_ _1"></span>,<span class="_ _2"></span>96</div><div class="t m0 x59 h2f y2dc ff5 fs24 fc3 sc0 ls2 ws2">2018<span class="_ _65"> </span>K<span class="_ _2"></span>vittningsemission<span class="_ _73"> </span>6 168 208 341<span class="_ _6f"> </span>483 870 966<span class="_ _66"> </span>-<span class="_ _1b"> </span>258 777<span class="_ _74"> </span>1 197 420 855,<span class="_ _2"></span>12</div><div class="t m0 x59 h2f y2dd ff5 fs24 fc3 sc0 ls2 ws2">2018<span class="_ _65"> </span>Sammanläggning<span class="_ _1e"> </span>61 682 083<span class="_ _73"> </span>4 838 709<span class="_ _66"> </span>-<span class="_ _67"> </span>258 777<span class="_ _75"> </span>1 197 511 262,<span class="_ _1"></span>96</div><div class="t m0 x59 h2f y2de ff5 fs24 fc3 sc0 ls2 ws2">2018<span class="_ _65"> </span>Nyemission<span class="_ _76"> </span>6<span class="_ _0"></span>1 687 125<span class="_ _73"> </span>4 838 709<span class="_ _66"> </span>-<span class="_ _67"> </span>258 7<span class="_ _6"></span>77<span class="_ _70"> </span>1 197 511 262,<span class="_ _1"></span>96</div><div class="t m0 x59 h2f y2df ff5 fs24 fc3 sc0 ls2 ws2">2018<span class="_ _65"> </span>Nyemission<span class="_ _76"> </span>61 734 701<span class="_ _73"> </span>4 838 709<span class="_ _66"> </span>-<span class="_ _67"> </span>258 777<span class="_ _69"> </span>1 198 364 345,66</div><div class="t m0 x59 h2f y2e0 ff5 fs24 fc3 sc0 ls2 ws2">2018</div><div class="t m0 x61 h2f y2e1 ff5 fs24 fc3 sc0 ls2 ws2">Omvandling av </div><div class="t m0 x61 h2f y2e2 ff5 fs24 fc3 sc0 ls2 ws2">stamaktier<span class="_ _0"></span> av serie </div><div class="t m0 x61 h2f y2e3 ff5 fs24 fc3 sc0 ls2 ws2">B till stamaktier<span class="_ _2"></span> av </div><div class="t m0 x61 h2f y2e0 ff5 fs24 fc3 sc0 ls2 wsa0">serie A<span class="_ _77"> </span><span class="ws2">66 573 410<span class="_ _66"> </span>-<span class="_ _66"> </span>-<span class="_ _1b"> </span>258 7<span class="_ _6"></span>77<span class="_ _69"> </span>1 198 364 345,66</span></div><div class="t m0 x59 h2f y2e4 ff5 fs24 fc3 sc0 ls2 ws2">2019<span class="_ _65"> </span>Minskning</div><div class="t m0 x64 h31 y2e5 ff5 fs25 fc3 sc0 ls5f wsa1">3)</div><div class="t m0 x65 h2f y2e6 ff5 fs24 fc3 sc0 ls2 ws2">66 573 410<span class="_ _66"> </span>-<span class="_ _66"> </span>-<span class="_ _1b"> </span>258 7<span class="_ _6"></span>77<span class="_ _64"> </span>53 465 749<span class="_ _1"></span>,60</div><div class="t m0 x59 h2f y2e7 ff5 fs24 fc3 sc0 ls2 ws2">2020<span class="_ _78"> </span>Nyemission<span class="_ _79"> </span>66 573 410<span class="_ _66"> </span>-<span class="_ _7a"> </span>6<span class="_ _0"></span>17 502 582<span class="_ _1b"> </span>258 7<span class="_ _6"></span>77<span class="_ _7b"> </span>547 46<span class="_ _2"></span>7 815,20</div><div class="t m0 x59 h2f y2e8 ff5 fs24 fc3 sc0 ls24 ws23">2022<span class="_ _7c"> </span>Minskning</div><div class="t m0 x66 h31 y2e9 ff5 fs25 fc3 sc0 ls60 wsa2">4)</div><div class="t m0 x65 h2f y2ea ff5 fs24 fc3 sc0 ls2 ws2">66 573 410<span class="_ _66"> </span>-<span class="_ _7a"> </span>6<span class="_ _0"></span>17 502 582<span class="_ _7d"> </span><span class="ls24">258 777<span class="_ _7e"> </span></span>273 733 907<span class="_ _1"></span>,60</div><div class="t m0 x59 h2f y2eb ff5 fs24 fc3 sc0 ls2 ws2">2023<span class="_ _5"> </span>Indr<span class="_ _2"></span>agning</div><div class="t m0 x67 h31 y2ec ff5 fs25 fc3 sc0 ls2 ws2">5)</div><div class="t m0 x65 h2f y2ed ff5 fs24 fc3 sc0 ls2 ws2">66 573 410<span class="_ _66"> </span>-<span class="_ _7a"> </span>6<span class="_ _0"></span>17 502 582<span class="_ _7f"> </span>-<span class="_ _80"> </span>273 630 396,80</div><div class="t m0 x59 h2f y2ee ff5 fs24 fc3 sc0 ls24 ws23">2023<span class="_ _7c"> </span>Nyemission</div><div class="t m0 x68 h31 y2ef ff5 fs25 fc3 sc0 ls61 wsa3">6)</div><div class="t m0 x69 h2f y2f0 ff5 fs24 fc3 sc0 ls2 ws2">7<span class="_ _2"></span>46 182 472<span class="_ _81"> </span>-<span class="_ _7f"> </span>-<span class="_ _80"> </span>298 472 988,80</div><div class="t m0 x8 h32 y2f1 ff5 fs11 fc3 sc0 ls2 ws2">1) Årsst<span class="_ _0"></span>ämman 2017 beslutade att<span class="_ _2"></span> genomföra en minskning av aktiek<span class="_ _2"></span>apitalet utan indr<span class="_ _2"></span>agning av aktier f<span class="_ _0"></span>ör avsättning <span class="_ _0"></span>till fritt eget<span class="_ _2"></span> kapital. Minskningen genomför<span class="_ _2"></span>des för </div><div class="t m0 x8 h32 y2f2 ff5 fs11 fc3 sc0 ls2 ws2">att kunna genomf<span class="_ _2"></span>öra 2017 år r<span class="_ _2"></span>efinansiering.</div><div class="t m0 x8 h32 y2f3 ff5 fs11 fc3 sc0 ls2 ws2">2) Årsst<span class="_ _0"></span>ämman 2017 beslutade att<span class="_ _2"></span> genomföra en minskning av Bolage<span class="_ _0"></span>ts aktiekapit<span class="_ _0"></span>al genom indragning av<span class="_ _0"></span> pref<span class="_ _2"></span>erensaktier f<span class="_ _0"></span>ör åt<span class="_ _0"></span>erbetalning till Bolage<span class="_ _0"></span>ts </div><div class="t m0 x8 h32 y2f4 ff5 fs11 fc3 sc0 ls2 ws2">pref<span class="_ _2"></span>erensaktieägare. Inlösenf<span class="_ _2"></span>ordran kunde utn<span class="_ _0"></span>yttjas för<span class="_ _0"></span> betalning av st<span class="_ _0"></span>amaktier av<span class="_ _0"></span> serie A<span class="_ _2"></span> inom ramen för<span class="_ _0"></span> pref<span class="_ _2"></span>erensaktieerbjudandet 20<span class="_ _0"></span>17<span class="_ _2"></span>.</div><div class="t m0 x8 h32 y2f5 ff5 fs11 fc3 sc0 ls2 ws2">3) <span class="_ _2"></span>Årsstämman 2019 beslutade att genomf<span class="_ _2"></span>öra en minskning av aktiek<span class="_ _0"></span>apitalet<span class="_ _0"></span> för<span class="_ _0"></span> dels täckning av<span class="_ _0"></span> förlust<span class="_ _0"></span> med 557 000 000 SEK och dels f<span class="_ _2"></span>ör avsättning till fritt<span class="_ _0"></span> eget </div><div class="t m0 x8 h32 y2f6 ff5 fs11 fc3 sc0 ls2 ws2">kapit<span class="_ _0"></span>al med ytterligar<span class="_ _2"></span>e 587 898 596 SEK. Registrer<span class="_ _2"></span>at hos bolagsverk<span class="_ _0"></span>et 20<span class="_ _0"></span>19-05-<span class="_ _0"></span>10 men avsättningen till fritt<span class="_ _0"></span> eget k<span class="_ _2"></span>apital genomfört<span class="_ _0"></span> efter<span class="_ _0"></span> tillstånd 2019<span class="_ _0"></span>-07<span class="_ _2"></span>-18.</div><div class="t m0 x8 h32 y2f7 ff5 fs11 fc3 sc0 ls2 ws2">4) Extr<span class="_ _0"></span>a bolagsstämma den 12 sept<span class="_ _0"></span>ember 2022 beslutade bland annat<span class="_ _2"></span> om en minskning av aktiekapitalet<span class="_ _2"></span> för avsättning <span class="_ _0"></span>till fritt eget<span class="_ _2"></span> kapital om 273 733 906,60 SEK. </div><div class="t m0 x8 h32 y2f8 ff5 fs11 fc3 sc0 ls2 ws2">Tillst<span class="_ _0"></span>ånd från bolags<span class="_ _0"></span>verke<span class="_ _0"></span>t erhölls 2022-<span class="_ _2"></span>12-19<span class="_ _1"></span>.</div><div class="t m0 x8 h32 y2f9 ff5 fs11 fc3 sc0 ls2 ws2">5) Extra bolagsst<span class="_ _0"></span>ämma den 12 september<span class="_ _2"></span> 2022 beslutade bland annat om en minskning av Bolagets aktiek<span class="_ _2"></span>apital med 103 510,80 kronor<span class="_ _2"></span> genom inlösen av samtliga </div><div class="t m0 x8 h32 y2fa ff5 fs11 fc3 sc0 ls2 ws2">258 777 utestående pr<span class="_ _0"></span>efer<span class="_ _2"></span>ensaktier av serie B. Registr<span class="_ _2"></span>ering hos Bolagsverket<span class="_ _0"></span> skedde 7 f<span class="_ _2"></span>ebruari 2023.</div><div class="t m0 x8 h32 y2fb ff5 fs11 fc3 sc0 ls2 ws2">6<span class="_ _0"></span>) Extra bolagsst<span class="_ _0"></span>ämma den 12 september<span class="_ _2"></span> 2022 beslutade bland annat om en ökning av Bolagets aktiek<span class="_ _2"></span>apital med 24 842 592 kr<span class="_ _0"></span>onor genom ny<span class="_ _0"></span>emission av stamaktier<span class="_ _0"></span> </div><div class="t m0 x8 h32 y2fc ff5 fs11 fc3 sc0 ls2 ws2">av Serie <span class="_ _0"></span>A om 62 106 480<span class="_ _2"></span>. Vidare omv<span class="_ _0"></span>andlades samtliga pre<span class="_ _0"></span>fer<span class="_ _0"></span>ensaktier av<span class="_ _0"></span> serie A<span class="_ _2"></span> till stamaktier av serie <span class="_ _2"></span>A. </div><div class="t m0 x8 h11 y2fd ff1 fs2 fca sc0 ls2 ws2">AKTIEDA<span class="_ _1"></span>T<span class="_ _2"></span>A, 31 DECEMBER 2023</div><div class="t m0 x59 h2e y2fe ff1 fs11 fc3 sc0 ls62 ws41">D<span class="_ _6"></span>ATA<span class="_ _82"> </span><span class="ls63 wsa4">2023<span class="_ _83"> </span>2022<span class="_ _2c"> </span><span class="ls64 wsa5">2021</span></span></div><div class="t m0 x59 h2f y2ff ff5 fs24 fc3 sc0 ls12 ws2">Resul<span class="_ _6"></span>tat p<span class="_ _6"></span>er ak<span class="_ _f"></span>ti<span class="_ _6"></span>e före oc<span class="_ _6"></span>h ef<span class="_ _6"></span>te<span class="_ _6"></span>r ut<span class="_ _6"></span>sp<span class="_ _6"></span>ädni<span class="_ _6"></span>ng<span class="_ _6"></span>, nuv<span class="_ _6"></span>arand<span class="_ _6"></span>e antal a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er*<span class="_ _84"> </span><span class="ls65 wsa6">-0,01<span class="_ _2c"> </span>0,06<span class="_ _83"> </span></span><span class="ls2">-0,14</span></div><div class="t m0 x59 h2f y300 ff5 fs24 fc3 sc0 ls12 ws2">Resul<span class="_ _6"></span>tat p<span class="_ _6"></span>er ak<span class="_ _f"></span>ti<span class="_ _6"></span>e före oc<span class="_ _6"></span>h ef<span class="_ _6"></span>te<span class="_ _6"></span>r ut<span class="_ _6"></span>sp<span class="_ _6"></span>ädni<span class="_ _6"></span>ng**<span class="_ _85"> </span><span class="ls65 wsa6">-0,0<span class="_ _6"></span>3<span class="_ _86"> </span><span class="ls24 ws23">-0,49<span class="_ _86"> </span></span></span><span class="ls2">-<span class="_ _0"></span>2,79</span></div><div class="t m0 x59 h2f y301 ff5 fs24 fc3 sc0 ls2 ws2">Bö<span class="_ _6"></span>rsk<span class="_ _6"></span>ur<span class="_ _6"></span>s vi<span class="_ _6"></span>d årets s<span class="_ _6"></span>lu<span class="_ _6"></span>t sta<span class="_ _6"></span>mak<span class="_ _f"></span>ti<span class="_ _6"></span>e, SEK<span class="_ _87"> </span><span class="ls5b ws9b">0.53<span class="_ _2c"> </span><span class="ls66 wsa7">0<span class="_ _6"></span>,<span class="_ _6"></span>76<span class="_ _44"> </span><span class="ls47 ws30">1<span class="_ _6"></span>,02</span></span></span></div><div class="t m0 x59 h2f y302 ff5 fs24 fc3 sc0 ls2 ws2">Bö<span class="_ _6"></span>rsk<span class="_ _6"></span>ur<span class="_ _6"></span>s vi<span class="_ _6"></span>d årets s<span class="_ _6"></span>lu<span class="_ _6"></span>t prefe<span class="_ _6"></span>rens<span class="_ _6"></span>ak<span class="_ _6"></span>t<span class="_ _6"></span>ie se<span class="_ _6"></span>rie A<span class="_ _f"></span>, SEK<span class="_ _88"> </span>-<span class="_ _89"> </span><span class="ls4f ws90">0,70<span class="_ _2c"> </span><span class="ls5a ws9a">0<span class="_ _6"></span>,<span class="_ _f"></span>67</span></span></div><div class="t m0 x59 h2f y303 ff5 fs24 fc3 sc0 ls2 ws2">Bö<span class="_ _6"></span>rsk<span class="_ _6"></span>ur<span class="_ _6"></span>s vi<span class="_ _6"></span>d årets s<span class="_ _6"></span>lu<span class="_ _6"></span>t prefe<span class="_ _6"></span>rens<span class="_ _6"></span>ak<span class="_ _6"></span>t<span class="_ _6"></span>ie se<span class="_ _6"></span>rie B<span class="_ _6"></span>, SEK<span class="_ _8a"> </span>-<span class="_ _8b"> </span><span class="ls11 ws11">140,0<span class="_ _6"></span>0<span class="_ _73"> </span><span class="ls67 wsa8">6<span class="_ _6"></span>9,<span class="_ _6"></span>0<span class="_ _f"></span>0</span></span></div><div class="t m0 x59 h2f y304 ff5 fs24 fc3 sc0 ls68 ws30">Geno<span class="_ _6"></span>msnit<span class="_ _6"></span>tligt antal stamak<span class="_ _6"></span>tier ef<span class="_ _6"></span>ter avdrag eget innehav, tusent<span class="_ _0"></span>al<span class="_ _8c"> </span><span class="ls6 ws6">629<span class="_ _2"></span> 788<span class="_ _8d"> </span><span class="ls2 ws2">66 5<span class="_ _6"></span>5<span class="_ _6"></span>6<span class="_ _8d"> </span>6<span class="_ _6"></span>6 55<span class="_ _6"></span>6</span></span></div><div class="t m0 x59 h2f y305 ff5 fs24 fc3 sc0 ls2 ws2">Antal s<span class="_ _6"></span>ta<span class="_ _6"></span>mak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>r vid p<span class="_ _6"></span>er<span class="_ _6"></span>io<span class="_ _6"></span>den<span class="_ _6"></span>s slu<span class="_ _6"></span>t ef<span class="_ _6"></span>te<span class="_ _6"></span>r avd<span class="_ _6"></span>rag eg<span class="_ _6"></span>et in<span class="_ _6"></span>neh<span class="_ _6"></span>av, tus<span class="_ _6"></span>ental<span class="_ _8e"> </span>728 0<span class="_ _6"></span>07<span class="_ _8d"> </span>6<span class="_ _6"></span>6 5<span class="_ _6"></span>56<span class="_ _8f"> </span>66 5<span class="_ _6"></span>5<span class="_ _6"></span>6</div><div class="t m0 x59 h2f y306 ff5 fs24 fc3 sc0 ls2 ws2">Antal p<span class="_ _6"></span>refere<span class="_ _6"></span>nsa<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er, seri<span class="_ _6"></span>e A<span class="_ _6"></span>, v<span class="_ _6"></span>id året<span class="_ _6"></span>s slu<span class="_ _6"></span>t, tus<span class="_ _6"></span>ental<span class="_ _90"> </span>-<span class="_ _91"> </span><span class="ls69 wsa9">61<span class="_ _6"></span>7 5<span class="_ _6"></span>0<span class="_ _6"></span>3<span class="_ _7a"> </span>617<span class="_ _6"></span> 5<span class="_ _6"></span>0<span class="_ _6"></span>3</span></div><div class="t m0 x59 h2f y307 ff5 fs24 fc3 sc0 ls2 ws2">Antal p<span class="_ _6"></span>refere<span class="_ _6"></span>nsa<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er, seri<span class="_ _6"></span>e B, v<span class="_ _6"></span>id åre<span class="_ _6"></span>ts sl<span class="_ _6"></span>ut, t<span class="_ _6"></span>usenta<span class="_ _6"></span>l<span class="_ _90"> </span>-<span class="_ _92"> </span>259<span class="_ _92"> </span>259</div><div class="t m0 x59 h2f y308 ff5 fs24 fc3 sc0 ls47 ws30">Antal stamak<span class="_ _6"></span>tieäg<span class="_ _6"></span>are, vid år<span class="_ _0"></span>ets slut<span class="_ _4b"> </span><span class="ls2 ws2">13 6<span class="_ _6"></span>3<span class="_ _6"></span>8<span class="_ _93"> </span>12 982<span class="_ _94"> </span>13 8<span class="_ _6"></span>03</span></div><div class="t m0 x59 h2f y309 ff5 fs24 fc3 sc0 ls2 ws2">Antal p<span class="_ _6"></span>refere<span class="_ _6"></span>nsa<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>eä<span class="_ _6"></span>gare<span class="_ _6"></span>, ser<span class="_ _6"></span>ie A<span class="_ _f"></span>, vid å<span class="_ _6"></span>rets s<span class="_ _6"></span>lu<span class="_ _6"></span>t<span class="_ _95"> </span>-<span class="_ _4c"> </span>1 6<span class="_ _6"></span>4<span class="_ _6"></span>4<span class="_ _4c"> </span>1 900</div><div class="t m0 x59 h2f y30a ff5 fs24 fc3 sc0 ls2 ws2">Antal p<span class="_ _6"></span>refere<span class="_ _6"></span>nsa<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>eä<span class="_ _6"></span>gare<span class="_ _6"></span>, ser<span class="_ _6"></span>ie B<span class="_ _6"></span>, vi<span class="_ _6"></span>d året<span class="_ _6"></span>s slu<span class="_ _6"></span>t<span class="_ _96"> </span>-<span class="_ _1f"> </span><span class="ls5c ws9c">663<span class="_ _12"> </span><span class="ls57 ws98">609</span></span></div><div class="t m0 x8 h32 y30b ff5 fs11 fc3 sc0 ls2 ws2">*  Måttet<span class="_ _0"></span> är ett<span class="_ _2"></span> finansiellt icke-IFRS mått<span class="_ _2"></span> som baseras på antalet<span class="_ _0"></span> stamaktier<span class="_ _0"></span> vid periodens utgång exklusiv<span class="_ _0"></span>e eget innehav<span class="_ _0"></span> (728 007 116 st)</div><div class="t m0 x8 h32 y30c ff5 fs11 fc3 sc0 ls2 ws2">** Resultat<span class="_ _2"></span> per stamaktie efter<span class="_ _2"></span> allokering till pr<span class="_ _0"></span>efer<span class="_ _2"></span>ensaktiernas utdelningsrätt (<span class="_ _2"></span>dock är pr<span class="_ _2"></span>eferensaktierna k<span class="_ _2"></span>onverterade r<span class="_ _2"></span>espektive inlösta i februari 2023)<span class="_ _0"></span>.</div></div><div class="pi"></div></div><div id="pf10" class="pf w0 h0"><div class="pc pc10 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x47 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">16</div><div class="t m0 x6a h33 y30d fff fs26 fc3 sc0 ls2 ws2">0</div><div class="t m0 x6a h33 y30e fff fs26 fc3 sc0 ls2 ws2">10 000 000</div><div class="t m0 x6a h33 y30f fff fs26 fc3 sc0 ls2 ws2">20 000 000</div><div class="t m0 x6a h33 y310 fff fs26 fc3 sc0 ls2 ws2">30 000 000</div><div class="t m0 x6a h33 y311 fff fs26 fc3 sc0 ls2 ws2">40 000 000</div><div class="t m0 x6a h33 y312 fff fs26 fc3 sc0 ls2 ws2">50 000 000</div><div class="t m0 x6a h33 y313 fff fs26 fc3 sc0 ls2 ws2">60 000 000</div><div class="t m0 x6a h33 y314 fff fs26 fc3 sc0 ls2 ws2">70 000 000</div><div class="t m0 x6a h33 y315 fff fs26 fc3 sc0 ls2 ws2">80 000 000</div><div class="t m0 x6b h34 y316 fff fs27 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>olym </div><div class="t m0 x6c h35 y317 ff10 fs28 fc3 sc0 ls2 ws2">December<span class="_ _97"></span>November<span class="_ _98"></span>Oktober<span class="_ _99"></span>September<span class="_ _9a"></span>Augusti<span class="_ _9b"></span>Juli<span class="_ _9c"></span>Juni<span class="_ _9d"></span>Maj<span class="_ _9e"></span>April<span class="_ _9f"></span>Mars<span class="_ _a0"></span>Februari<span class="_ _a1"></span>Januari</div><div class="t m0 x6d h33 y318 ff11 fs26 fc3 sc0 ls2 ws2">Pris, SEK<span class="_ _a2"> </span>V<span class="_ _2"></span>olym</div><div class="c x6e y319 w6 h36"><div class="t m0 x0 h34 y31a ff12 fs27 fc3 sc0 ls2 ws2"><span class="fc2 sc0">Closing </span><span class="fc2 sc0">price</span></div></div><div class="t m0 x6d h37 y31b ff13 fs29 fc3 sc0 ls6a wsaa">0,0</div><div class="t m0 x6d h37 y31c ff13 fs29 fc3 sc0 ls6a wsaa">0,2</div><div class="t m0 x6d h37 y31d ff13 fs29 fc3 sc0 ls6b wsab">0,4</div><div class="t m0 x6d h37 y31e ff13 fs29 fc3 sc0 ls6a wsaa">0,6</div><div class="t m0 x6d h37 y31f ff13 fs29 fc3 sc0 ls6a wsaa">0,8</div><div class="t m0 x6f h37 y320 ff13 fs29 fc3 sc0 ls6a wsaa">1,0</div><div class="t m0 x6f h37 y321 ff13 fs29 fc3 sc0 ls2 ws2">1,2</div><div class="t m0 x6f h37 y322 ff13 fs29 fc3 sc0 ls6b wsab">1,4</div><div class="c x1 y323 w7 h38"><div class="t m0 x0 h34 y324 fff fs27 fc3 sc0 ls2 ws2"><span class="fc2 sc0">S</span><span class="fc2 sc0">t</span><span class="fc2 sc0">amaktier</span></div></div><div class="t m0 x6a h33 y325 ff14 fs26 fc3 sc0 ls2 ws2">2 000 000</div><div class="t m0 x6a h33 y326 ff14 fs26 fc3 sc0 ls2 ws2">3 000 000</div><div class="t m0 x6a h33 y327 ff14 fs26 fc3 sc0 ls2 ws2">4 000 000</div><div class="t m0 x6a h33 y328 ff14 fs26 fc3 sc0 ls2 ws2">5 000 000</div><div class="t m0 x6a h33 y329 ff14 fs26 fc3 sc0 ls2 ws2">6 000 000</div><div class="t m0 x6b h34 y32a ff14 fs27 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>olym </div><div class="t m0 x70 h35 y32b ff15 fs28 fc3 sc0 ls2 ws2">December<span class="_ _97"></span>November<span class="_ _98"></span>Oktober<span class="_ _99"></span>September<span class="_ _9a"></span>Augusti<span class="_ _9b"></span>Juli<span class="_ _9c"></span>Juni<span class="_ _9d"></span>Maj<span class="_ _9e"></span>April<span class="_ _9f"></span>Mars<span class="_ _a0"></span>Februari<span class="_ _a1"></span>Januari</div><div class="t m0 x6d h33 y32c ff16 fs26 fc3 sc0 ls2 ws2">Pris, SEK<span class="_ _a2"> </span>V<span class="_ _2"></span>olym</div><div class="c x6e y32d w6 h39"><div class="t m0 x0 h34 y32e ff17 fs27 fc3 sc0 ls2 ws2"><span class="fc2 sc0">Closing </span><span class="fc2 sc0">price</span></div></div><div class="c x1 y32f w8 h38"><div class="t m0 x3b h34 y324 ff14 fs27 fc3 sc0 ls6c wsac"><span class="fc2 sc0">P</span><span class="fc2 sc0">r</span><span class="_ _6"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">f</span><span class="fc2 sc0"> </span><span class="fc2 sc0">A</span></div></div><div class="t m0 x6d h37 y330 ff18 fs29 fc3 sc0 ls6a wsaa">0,0</div><div class="t m0 x6f h37 y331 ff18 fs29 fc3 sc0 ls6d wsad">0,1</div><div class="t m0 x6d h37 y332 ff18 fs29 fc3 sc0 ls6a wsaa">0,2</div><div class="t m0 x6d h37 y333 ff18 fs29 fc3 sc0 ls6a wsaa">0,3</div><div class="t m0 x6d h37 y334 ff18 fs29 fc3 sc0 ls6b wsab">0,4</div><div class="t m0 x6d h37 y335 ff18 fs29 fc3 sc0 ls6a wsaa">0,5</div><div class="t m0 x6d h37 y336 ff18 fs29 fc3 sc0 ls6a wsaa">0,6</div><div class="t m0 x6d h37 y337 ff18 fs29 fc3 sc0 ls6d wsad">0,7</div><div class="t m0 x6d h37 y338 ff18 fs29 fc3 sc0 ls6a wsaa">0,8</div><div class="t m0 x6a h33 y339 ff19 fs26 fc3 sc0 ls2 ws2">300</div><div class="t m0 x6a h33 y33a ff19 fs26 fc3 sc0 ls2 ws2">600</div><div class="t m0 x6a h33 y33b ff19 fs26 fc3 sc0 ls2 ws2">900</div><div class="t m0 x6a h33 y33c ff19 fs26 fc3 sc0 ls2 ws2">1 200</div><div class="t m0 x6a h33 y33d ff19 fs26 fc3 sc0 ls2 ws2">1 500</div><div class="t m0 x6b h34 y33e ff19 fs27 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>olym </div><div class="t m0 x70 h35 y33f ff1a fs28 fc3 sc0 ls2 ws2">December<span class="_ _97"></span>November<span class="_ _98"></span>Oktober<span class="_ _99"></span>September<span class="_ _9a"></span>Augusti<span class="_ _9b"></span>Juli<span class="_ _9c"></span>Juni<span class="_ _9d"></span>Maj<span class="_ _9e"></span>April<span class="_ _9f"></span>Mars<span class="_ _a0"></span>Februari<span class="_ _a1"></span>Januari</div><div class="t m0 x6d h33 y340 ff1b fs26 fc3 sc0 ls2 ws2">Pris, SEK<span class="_ _a2"> </span>V<span class="_ _2"></span>olym</div><div class="c x6e y341 w6 h3a"><div class="t m0 x0 h34 y342 ff1c fs27 fc3 sc0 ls2 ws2"><span class="fc2 sc0">Closing </span><span class="fc2 sc0">price</span></div></div><div class="c x1 y343 w9 h38"><div class="t m0 x0 h34 y324 ff19 fs27 fc3 sc0 ls2 ws2"><span class="fc2 sc0">Pr</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">f</span><span class="fc2 sc0"> </span><span class="fc2 sc0">B</span></div></div><div class="t m0 x40 h37 y344 ff1d fs29 fc3 sc0 ls2 ws2">0</div><div class="t m0 x6f h37 y345 ff1d fs29 fc3 sc0 ls6e wsae">20</div><div class="t m0 x71 h37 y346 ff1d fs29 fc3 sc0 ls2 ws2">40</div><div class="t m0 x71 h37 y347 ff1d fs29 fc3 sc0 ls2 ws2">60</div><div class="t m0 x71 h37 y348 ff1d fs29 fc3 sc0 ls2 ws2">80</div><div class="t m0 x72 h37 y349 ff1d fs29 fc3 sc0 ls2 ws2">100</div><div class="t m0 x73 h37 y34a ff1d fs29 fc3 sc0 ls6e wsae">120</div><div class="t m0 x72 h37 y34b ff1d fs29 fc3 sc0 ls2 ws2">140</div><div class="t m0 x72 h37 y34c ff1d fs29 fc3 sc0 ls2 ws2">160</div><div class="t m0 x72 h37 y34d ff1d fs29 fc3 sc0 ls2 ws2">180</div><div class="t m0 x1 h25 y34e ff1 fs1d fc3 sc0 ls5 ws2">K<span class="_ _1"></span>ursutv<span class="_ _0"></span>eckling 2023</div><div class="t m0 x1 h11 y34f ff1 fs2 fc3 sc0 ls2 ws2">Stamaktier</div><div class="t m0 x1 h11 y350 ff1 fs2 fc3 sc0 ls2 ws88">Pref<span class="_ _0"></span>erensaktier<span class="_ _0"></span> <span class="_ _6"></span>serie A</div><div class="t m0 x1 h11 y351 ff1 fs2 fc3 sc0 ls2 ws2">Pref<span class="_ _0"></span>erensaktier<span class="_ _0"></span> serie B</div></div><div class="pi"></div></div><div id="pf11" class="pf w0 h0"><div class="pc pc11 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">17</div><div class="t m0 x8 h3b y1f ff1 fs2a fc3 sc0 ls6f wsaf">Styr<span class="_ _1"></span>else</div><div class="t m0 x18 h3c y352 ff2 fs2b fc3 sc0 ls2 ws2">Aktieinnehav innefatt<span class="_ _0"></span>ar även närst<span class="_ _0"></span>åendes innehav.</div><div class="t m0 x59 h30 y353 ff1 fs24 fc3 sc0 ls4c ws8d">URBAN HILDING</div><div class="t m0 x59 h3d y354 ff1e fs11 fc3 sc0 ls54 ws95">Styrelseledamot<span class="_ _0"></span> sedan 201<span class="_ _0"></span>9</div><div class="t m0 x3d h30 y353 ff1 fs24 fc3 sc0 ls11 ws11">MA<span class="_ _2"></span>TS GABRIEL<span class="_ _6"></span>SSON</div><div class="t m0 x3d h3d y354 ff1e fs11 fc3 sc0 ls54 ws95">Styrelseledamot<span class="_ _0"></span> sedan 2022</div><div class="t m0 x74 h30 y353 ff1 fs24 fc3 sc0 ls51 ws92">MA<span class="_ _2"></span>T<span class="_ _6"></span>TIAS MAGNUSSON</div><div class="t m0 x74 h3d y354 ff1e fs11 fc3 sc0 ls54 ws95">Arbetstagarrepresentan<span class="_ _2"></span>t sedan 2022</div><div class="t m0 x59 h3e y355 ff6 fs2b fc3 sc0 ls70 wsb0">FÖDD:</div><div class="t m0 x75 h3c y356 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x76 h3c y355 ff2 fs2b fc3 sc0 lse wse">196<span class="_ _6"></span>4<span class="_ _a3"> </span><span class="ff6 ls70 wsb0">FÖDD:</span></div><div class="t m0 x5d h3c y356 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x11 h3c y355 ff2 fs2b fc3 sc0 ls71 wsb1">1950<span class="_ _a3"> </span><span class="ff6 ls70 wsb0">FÖDD:</span></div><div class="t m0 x77 h3c y356 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x60 h3c y355 ff2 fs2b fc3 sc0 ls72 ws54">1<span class="_ _6"></span>9<span class="_ _6"></span>74</div><div class="t m0 x59 h3c y357 ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls70 wsb0"> Marknadskommunikation, RMI-Berghs, </span></div><div class="t m0 x59 h3c y358 ff2 fs2b fc3 sc0 ls55 ws96">Stockholms Universitet samt<span class="_ _0"></span> IHM Master</div><div class="t m0 x3d h3c y357 ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls74 wsb2"> Civilekonom<span class="_ _0"></span> från S<span class="_ _0"></span>tockholms Handelshög<span class="ls2 ws2">-</span></span></div><div class="t m0 x3d h3c y358 ff2 fs2b fc3 sc0 ls75 wsb3">sko<span class="_ _6"></span>la</div><div class="t m0 x74 h3c y357 ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls74 wsb2"> Marknadsföring/Ek<span class="_ _2"></span>onomi IHM</span></div><div class="t m0 x59 h3c y359 ff6 fs2b fc3 sc0 ls70 wsb4">ÖVRIGA<span class="_ _0"></span> <span class="_ _d"> </span>ST<span class="_ _6"></span>YRELSE UPPDRAG:<span class="ff2 ls29 ws2"> Sty<span class="_ _6"></span>rel<span class="_ _6"></span>se<span class="_ _6"></span>le<span class="_ _6"></span>d<span class="_ _6"></span>am<span class="_ _6"></span>ot i H G<span class="_ _6"></span>rou<span class="_ _6"></span>p </span></div><div class="t m0 x59 h3c y35a ff2 fs2b fc3 sc0 ls29 ws2">AB<span class="_ _6"></span>, Eri<span class="_ _6"></span>k<span class="_ _6"></span>s of Sw<span class="_ _6"></span>ed<span class="_ _6"></span>en A<span class="_ _6"></span>B oc<span class="_ _6"></span>h Cl<span class="_ _6"></span>ub Er<span class="_ _6"></span>ik<span class="_ _6"></span>s A<span class="_ _6"></span>B.</div><div class="t m0 x3d h3c y359 ff6 fs2b fc3 sc0 ls70 wsb4">ÖVRIGA<span class="_ _0"></span> <span class="_ _d"> </span>ST<span class="_ _6"></span>YRELSE UPPDRAG:<span class="ff2 ls76 wsb5"> S<span class="_ _0"></span>t<span class="_ _6"></span>yrelse<span class="_ _6"></span>ordföra<span class="_ _6"></span>nde i Gab<span class="_ _6"></span><span class="ls2 ws2">-</span></span></div><div class="t m0 x3d h3c y35a ff2 fs2b fc3 sc0 ls29 ws2">ri<span class="_ _6"></span>el<span class="_ _6"></span>ss<span class="_ _6"></span>on In<span class="_ _6"></span>ves<span class="_ _6"></span>t A<span class="_ _6"></span>B oc<span class="_ _6"></span>h i T<span class="_ _0"></span>ren<span class="_ _6"></span>ti<span class="_ _6"></span>on A<span class="_ _6"></span>B. S<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>ls<span class="_ _6"></span>e<span class="_ _6"></span>le<span class="_ _6"></span>da<span class="_ _6"></span>mot i </div><div class="t m0 x3d h3c y35b ff2 fs2b fc3 sc0 ls29 ws2">Rap<span class="_ _6"></span>id S<span class="_ _6"></span>äke<span class="_ _6"></span>rh<span class="_ _6"></span>et A<span class="_ _6"></span>B oc<span class="_ _6"></span>h i Bo<span class="_ _6"></span>fas<span class="_ _6"></span>t A<span class="_ _6"></span>B.</div><div class="t m0 x74 h3c y35c ff6 fs2b fc3 sc0 ls73 ws48">BEFA<span class="_ _1"></span>T<span class="_ _6"></span>TNING<span class="_ _6"></span>:<span class="ff2 lsb wsb"> Mediabyråansvaring/KAM.</span></div><div class="t m0 x74 h3c y35d ff6 fs2b fc3 sc0 ls70 wsb4">ÖVRIGA<span class="_ _0"></span> <span class="_ _d"> </span>ST<span class="_ _6"></span>YRELSE UPPDRAG:<span class="ff2 ls2 ws2"> -</span></div><div class="t m0 x59 h3e y35e ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x78 h3c y35f ff2 fs2b fc3 sc0 ls2 ws2"> <span class="ls1e">CEO o<span class="_ _6"></span>ch s<span class="_ _6"></span>eni<span class="_ _6"></span>or p<span class="_ _6"></span>a<span class="_ _6"></span>r<span class="_ _6"></span>tn<span class="_ _6"></span>er H<span class="_ _6"></span>ea<span class="_ _6"></span>r </span></div><div class="t m0 x59 h3c y360 ff2 fs2b fc3 sc0 ls5d wsb">Mediabyrå AB, tidigare<span class="_ _2"></span> VD i Interpublic Groups<span class="_ _0"></span> (IPG), annons<span class="ls2 ws2">-</span></div><div class="t m0 x59 h3c y361 ff2 fs2b fc3 sc0 ls1e ws2">dir<span class="_ _6"></span>ek<span class="_ _6"></span>t<span class="_ _6"></span>ör o<span class="_ _6"></span>ch V<span class="_ _6"></span>D i DN A<span class="_ _6"></span>nn<span class="_ _6"></span>on<span class="_ _6"></span>sfö<span class="_ _6"></span>r<span class="_ _6"></span>sä<span class="_ _6"></span>ljn<span class="_ _6"></span>in<span class="_ _6"></span>g AB<span class="_ _6"></span>.</div><div class="t m0 x3d h3e y362 ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x79 h3c y363 ff2 fs2b fc3 sc0 ls2 ws2"> <span class="ls77 wsb5">Entrepre<span class="_ _6"></span>nör och eg<span class="_ _6"></span>en företaga<span class="_ _6"></span>re.</span></div><div class="t m0 x74 h3e y362 ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x7a h3c y363 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x7b h3c y362 ff2 fs2b fc3 sc0 ls55 ws96">Olika befattningar inom Eniro.</div><div class="t m0 x59 h3c y364 ff6 fs2b fc3 sc0 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span><span class="ff2 ls2 ws2"> -<span class="_ _a4"> </span><span class="ff6 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span><span class="ff2 ls2 ws2"> <span class="ls29">158 2<span class="_ _6"></span>19 76<span class="_ _6"></span>6 vi<span class="_ _6"></span>a B<span class="_ _6"></span>.O. Int<span class="_ _6"></span>re<span class="_ _6"></span>ss<span class="_ _6"></span>en<span class="_ _6"></span>ter </span></span></span></span></div><div class="t m0 x3d h3c y365 ff2 fs2b fc3 sc0 ls2 ws2">AB<span class="_ _6"></span>. </div><div class="t m0 x74 h3c y364 ff6 fs2b fc3 sc0 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span><span class="ff2 ls2 ws2"> -</span></div><div class="t m0 x59 h3e y366 ff6 fs2b fc3 sc0 ls2 ws2">OB<span class="_ _6"></span>ERO<span class="_ _6"></span>END<span class="_ _6"></span>E GE<span class="_ _6"></span>NT<span class="_ _6"></span>EMOT B<span class="_ _6"></span>OL<span class="_ _f"></span>AGE<span class="_ _6"></span>T O<span class="_ _6"></span>CH S<span class="_ _6"></span>TÖRR<span class="_ _6"></span>E AK<span class="_ _6"></span>T<span class="_ _6"></span>IE-</div><div class="t m0 x59 h3e y367 ff6 fs2b fc3 sc0 ls79 wsb6">ÄGA<span class="_ _6"></span>RE:</div><div class="t m0 x7c h3c y368 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x2 h3c y367 ff2 fs2b fc3 sc0 ls70 wsb0">Ja/<span class="_ _1"></span>Ja</div><div class="t m0 x3d h3e y366 ff6 fs2b fc3 sc0 ls2 ws2">OB<span class="_ _6"></span>ERO<span class="_ _6"></span>END<span class="_ _6"></span>E GE<span class="_ _6"></span>NT<span class="_ _6"></span>EMOT B<span class="_ _6"></span>OL<span class="_ _f"></span>AGE<span class="_ _6"></span>T O<span class="_ _6"></span>CH S<span class="_ _6"></span>TÖRR<span class="_ _6"></span>E AK<span class="_ _6"></span>T<span class="_ _6"></span>IE-</div><div class="t m0 x3d h3e y367 ff6 fs2b fc3 sc0 ls79 wsb6">ÄGA<span class="_ _6"></span>RE:</div><div class="t m0 x7d h3c y368 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x7e h3c y367 ff2 fs2b fc3 sc0 ls7a wsb7">Ja/N<span class="_ _6"></span>ej</div><div class="t m0 x74 h3e y366 ff6 fs2b fc3 sc0 ls2 ws2">OB<span class="_ _6"></span>ERO<span class="_ _6"></span>END<span class="_ _6"></span>E GE<span class="_ _6"></span>NT<span class="_ _6"></span>EMOT B<span class="_ _6"></span>OL<span class="_ _f"></span>AGE<span class="_ _6"></span>T O<span class="_ _6"></span>CH S<span class="_ _6"></span>TÖRR<span class="_ _6"></span>E AK<span class="_ _6"></span>T<span class="_ _6"></span>IE-</div><div class="t m0 x74 h3e y367 ff6 fs2b fc3 sc0 ls79 wsb6">ÄGA<span class="_ _6"></span>RE:</div><div class="t m0 x60 h3c y368 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x7f h3c y367 ff2 fs2b fc3 sc0 ls70 wsb0">Ja/<span class="_ _1"></span>Ja</div><div class="t m0 x59 h30 y369 ff1 fs24 fc3 sc0 ls51 ws92">FREDRIC<span class="_ _0"></span> FORSMAN</div><div class="t m0 x59 h3d y36a ff1e fs11 fc3 sc0 ls54 ws95">Styrelseledamot<span class="_ _0"></span> och ordföran<span class="_ _0"></span>de sedan 2<span class="_ _0"></span>022</div><div class="t m0 x3d h30 y369 ff1 fs24 fc3 sc0 ls47 ws30">MIA BA<span class="_ _2"></span>TL<span class="_ _6"></span>JAN</div><div class="t m0 x3d h3d y36a ff1e fs11 fc3 sc0 ls54 ws95">Styrelseledamot<span class="_ _0"></span> sedan 2021</div><div class="t m0 x74 h30 y369 ff1 fs24 fc3 sc0 ls4c ws8d">FREDRIK CRAFOORD</div><div class="t m0 x74 h3d y36a ff1e fs11 fc3 sc0 ls54 ws95">Styrelseledamot<span class="_ _0"></span> sedan 2022</div><div class="t m0 x59 h3e y36b ff6 fs2b fc3 sc0 ls70 wsb0">FÖDD:</div><div class="t m0 x75 h3f y36c ff1 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x76 h3c y36b ff2 fs2b fc3 sc0 lse wse">196<span class="_ _6"></span>5<span class="_ _a3"> </span><span class="ff6 ls70 wsb0">FÖDD: </span><span class="lsb wsb">1992<span class="_ _a3"> </span><span class="ff6 ls70 wsb0">FÖDD: </span></span>1969</div><div class="t m0 x59 h3c y36d ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 lsb wsb"> Jurist kandidatexamen<span class="_ _0"></span> från Lunds univ<span class="_ _0"></span>ersitet<span class="_ _a5"> </span><span class="ff6 ls73 ws48">UTBILDNING:</span><span class="ls7b"> Magisterexamen i Finans, K<span class="_ _0"></span>andidatexamen i </span></span></div><div class="t m0 x3d h3c y36e ff2 fs2b fc3 sc0 ls63 wsb2">Företag<span class="_ _0"></span>sekonomi<span class="_ _0"></span> och IT</div><div class="t m0 x74 h3c y36d ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls63 wsb2"> Ekonomistudier vi<span class="_ _0"></span>d St<span class="_ _0"></span>ockholms Universit<span class="_ _0"></span>et</span></div><div class="t m0 x59 h3c y36f ff6 fs2b fc3 sc0 ls70 wsb4">ÖVRIGA<span class="_ _0"></span> <span class="_ _d"> </span>ST<span class="_ _6"></span>YRELSE UPPDRAG:<span class="ff2 ls7c wsb5"> Styrel<span class="_ _6"></span>seordfö<span class="_ _6"></span>rande i </span></div><div class="t m0 x59 h3c y370 ff2 fs2b fc3 sc0 ls7d ws2">Sp<span class="_ _6"></span>ec<span class="_ _6"></span>t<span class="_ _6"></span>ru<span class="_ _6"></span>mO<span class="_ _6"></span>ne A<span class="_ _6"></span>B (p<span class="_ _6"></span>ub<span class="_ _6"></span>l<span class="_ _6"></span>) oc<span class="_ _6"></span>h Ob<span class="_ _6"></span>se<span class="_ _6"></span>r<span class="_ _6"></span>vi<span class="_ _6"></span>t AB<span class="_ _6"></span>. St<span class="_ _6"></span>y<span class="_ _6"></span>re<span class="_ _6"></span>lse<span class="_ _6"></span>le<span class="_ _6"></span>d<span class="_ _6"></span>am<span class="_ _6"></span>ot i </div><div class="t m0 x59 h3c y371 ff2 fs2b fc3 sc0 ls7d ws2">Fre<span class="_ _6"></span>dri<span class="_ _6"></span>c Fo<span class="_ _6"></span>rs<span class="_ _6"></span>ma<span class="_ _6"></span>n Co<span class="_ _6"></span>nsu<span class="_ _6"></span>lt<span class="_ _6"></span>in<span class="_ _6"></span>g AB<span class="_ _6"></span>, B<span class="_ _6"></span>ac<span class="_ _6"></span>kas<span class="_ _6"></span>ol In<span class="_ _6"></span>ves<span class="_ _6"></span>t A<span class="_ _6"></span>B oc<span class="_ _6"></span>h </div><div class="t m0 x59 h3c y372 ff2 fs2b fc3 sc0 ls47 wsb0">Korvkultur AB</div><div class="t m0 x3d h3c y373 ff6 fs2b fc3 sc0 ls47 wsb8">ÖVRIGA<span class="_ _0"></span> <span class="_ _d"> </span>STYREL<span class="_ _6"></span>SE UPPDRAG:<span class="ff2 ls9 ws2"> Ilij<span class="_ _6"></span>a Ba<span class="_ _6"></span>tl<span class="_ _6"></span>ja<span class="_ _6"></span>n Inve<span class="_ _6"></span>s<span class="_ _6"></span>t AB (<span class="_ _6"></span>pu<span class="_ _6"></span>bl<span class="_ _6"></span>), </span></div><div class="t m0 x3d h3c y374 ff2 fs2b fc3 sc0 ls9 ws2">Me<span class="_ _6"></span>st<span class="_ _6"></span>ro A<span class="_ _6"></span>b (p<span class="_ _6"></span>ub<span class="_ _6"></span>l)<span class="_ _6"></span>, HE<span class="_ _6"></span>XI<span class="_ _6"></span>CON A<span class="_ _6"></span>B (p<span class="_ _6"></span>ub<span class="_ _6"></span>l)<span class="_ _6"></span>, Mi<span class="_ _6"></span>ssi<span class="_ _6"></span>ng i<span class="_ _6"></span>n Ac<span class="_ _6"></span>t<span class="_ _6"></span>ion A<span class="_ _6"></span>B<span class="_ _6"></span>, </div><div class="t m0 x3d h3c y375 ff2 fs2b fc3 sc0 ls9 ws2">DF U<span class="_ _6"></span>t<span class="_ _6"></span>ve<span class="_ _6"></span>ck<span class="_ _6"></span>li<span class="_ _6"></span>ng 2 AB<span class="_ _6"></span>.</div><div class="t m0 x74 h3c y376 ff6 fs2b fc3 sc0 ls47 wsb8">ÖVRIGA<span class="_ _0"></span> <span class="_ _d"> </span>STYREL<span class="_ _6"></span>SE UPPDRAG:<span class="ff2 ls7e wsb5"> Styrels<span class="_ _6"></span>eordfö<span class="_ _6"></span>rande i Crafoord<span class="_ _6"></span> </span></div><div class="t m0 x74 h3c y377 ff2 fs2b fc3 sc0 ls9 ws2">Cap<span class="_ _6"></span>it<span class="_ _6"></span>al Pa<span class="_ _6"></span>r<span class="_ _6"></span>tn<span class="_ _6"></span>e<span class="_ _6"></span>rs A<span class="_ _6"></span>B, C<span class="_ _6"></span>raf<span class="_ _6"></span>oo<span class="_ _6"></span>rd A<span class="_ _6"></span>s<span class="_ _6"></span>set M<span class="_ _6"></span>an<span class="_ _6"></span>ag<span class="_ _6"></span>e<span class="_ _6"></span>me<span class="_ _6"></span>nt AB<span class="_ _6"></span>, Cr<span class="_ _6"></span>a<span class="ls2">-</span></div><div class="t m0 x74 h3c y378 ff2 fs2b fc3 sc0 ls9 ws2">foo<span class="_ _6"></span>rd Re<span class="_ _6"></span>a<span class="_ _6"></span>l Es<span class="_ _6"></span>ta<span class="_ _6"></span>te AB<span class="_ _6"></span>, C<span class="_ _6"></span>raf<span class="_ _6"></span>oo<span class="_ _6"></span>rd Re<span class="_ _6"></span>al E<span class="_ _6"></span>s<span class="_ _6"></span>tat<span class="_ _6"></span>e I AB<span class="_ _6"></span>, Cr<span class="_ _6"></span>afo<span class="_ _6"></span>or<span class="_ _6"></span>d Rea<span class="_ _6"></span>l </div><div class="t m0 x74 h3c y379 ff2 fs2b fc3 sc0 ls9 ws2">Es<span class="_ _6"></span>ta<span class="_ _6"></span>te II A<span class="_ _6"></span>B sa<span class="_ _6"></span>mt St<span class="_ _6"></span>y<span class="_ _6"></span>re<span class="_ _6"></span>ls<span class="_ _6"></span>eo<span class="_ _6"></span>rd<span class="_ _6"></span>för<span class="_ _6"></span>an<span class="_ _6"></span>de i C<span class="_ _6"></span>rafo<span class="_ _6"></span>o<span class="_ _6"></span>rd Re<span class="_ _6"></span>al E<span class="_ _6"></span>st<span class="_ _6"></span>at<span class="_ _6"></span>e III<span class="_ _6"></span> </div><div class="t m0 x74 h3c y37a ff2 fs2b fc3 sc0 ls9 ws2">AB<span class="_ _6"></span>. St<span class="_ _6"></span>y<span class="_ _6"></span>rel<span class="_ _6"></span>se<span class="_ _6"></span>le<span class="_ _6"></span>d<span class="_ _6"></span>am<span class="_ _6"></span>ot i Fre<span class="_ _6"></span>dr<span class="_ _6"></span>ik C<span class="_ _6"></span>rafo<span class="_ _6"></span>o<span class="_ _6"></span>rd AB s<span class="_ _6"></span>am<span class="_ _6"></span>t Emp<span class="_ _6"></span>ir G<span class="_ _6"></span>ro<span class="_ _6"></span>up<span class="_ _6"></span> </div><div class="t m0 x74 h3c y37b ff2 fs2b fc3 sc0 ls7f wsb9">AB.</div><div class="t m0 x59 h3e y37c ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x78 h3f y37d ff1 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x57 h3c y37c ff2 fs2b fc3 sc0 ls2 ws2">Fram t<span class="_ _6"></span>il<span class="_ _6"></span>l de<span class="_ _6"></span>ce<span class="_ _6"></span>mb<span class="_ _6"></span>er 2<span class="_ _6"></span>01<span class="_ _6"></span>6 me<span class="_ _6"></span>d-</div><div class="t m0 x59 h3c y37e ff2 fs2b fc3 sc0 ls2 ws2">le<span class="_ _6"></span>m i Sve<span class="_ _6"></span>ri<span class="_ _6"></span>ges A<span class="_ _6"></span>dv<span class="_ _6"></span>oka<span class="_ _6"></span>ts<span class="_ _6"></span>am<span class="_ _6"></span>fu<span class="_ _6"></span>nd o<span class="_ _6"></span>ch d<span class="_ _6"></span>äre<span class="_ _6"></span>f<span class="_ _6"></span>te<span class="_ _6"></span>r eg<span class="_ _6"></span>en ko<span class="_ _6"></span>ns<span class="_ _6"></span>ul<span class="_ _6"></span>t-</div><div class="t m0 x59 h3c y37f ff2 fs2b fc3 sc0 ls2 ws2">ver<span class="_ _6"></span>k<span class="_ _6"></span>sa<span class="_ _6"></span>mh<span class="_ _6"></span>et. U<span class="_ _6"></span>nd<span class="_ _6"></span>er å<span class="_ _6"></span>ren 1<span class="_ _6"></span>9<span class="_ _6"></span>97 t<span class="_ _6"></span>ill 2<span class="_ _6"></span>0<span class="_ _6"></span>08 M<span class="_ _6"></span>an<span class="_ _6"></span>ag<span class="_ _6"></span>in<span class="_ _6"></span>g Par<span class="_ _6"></span>t<span class="_ _6"></span>ne<span class="_ _6"></span>r p<span class="_ _6"></span>å </div><div class="t m0 x59 h3c y380 ff2 fs2b fc3 sc0 ls55 ws96">Advokatfirman Glimstedt i Baltikum.</div><div class="t m0 x3d h3e y381 ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x79 h3f y382 ff1 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x3c h3c y381 ff2 fs2b fc3 sc0 ls7f wsb">Finansanalyt<span class="_ _6"></span>iker på<span class="_ _0"></span> Samhälls<span class="ls2 ws2">-</span></div><div class="t m0 x3d h3c y383 ff2 fs2b fc3 sc0 ls80 wsba">byggnads<span class="_ _0"></span>bolaget,<span class="_ _0"></span> tidigare<span class="_ _0"></span> erfarenhet fr<span class="_ _0"></span>ån f<span class="_ _0"></span>örmögenhetsför<span class="ls2 ws2">-</span></div><div class="t m0 x3d h3c y384 ff2 fs2b fc3 sc0 ls7c wsbb">valtning<span class="_ _0"></span> och aktiemäkleri från Barclays<span class="_ _2"></span> B<span class="_ _6"></span>ank och<span class="_ _0"></span> Nordea.</div><div class="t m0 x74 h3e y385 ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x7a h3f y386 ff1 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 xd h3c y385 ff2 fs2b fc3 sc0 ls7f wsb">Grundare Crafoord<span class="_ _0"></span> Capital Part<span class="ls2 ws2">-</span></div><div class="t m0 x74 h3c y387 ff2 fs2b fc3 sc0 ls7f wsb">ners AB. Tidigare befattningar hos Carlsquare<span class="_ _2"></span> AB<span class="_ _6"></span>, corporate </div><div class="t m0 x74 h3c y388 ff2 fs2b fc3 sc0 ls9 ws2">fin<span class="_ _6"></span>an<span class="_ _6"></span>ce, H<span class="_ _6"></span>Q AB<span class="_ _6"></span>, in<span class="_ _6"></span>ves<span class="_ _6"></span>tm<span class="_ _6"></span>e<span class="_ _6"></span>nt ba<span class="_ _6"></span>nk<span class="_ _6"></span>in<span class="_ _6"></span>g sa<span class="_ _6"></span>mt S<span class="_ _6"></span>un<span class="_ _6"></span>da<span class="_ _6"></span>l Co<span class="_ _6"></span>lli<span class="_ _6"></span>er, tr<span class="_ _6"></span>a<span class="ls2">-</span></div><div class="t m0 x74 h3c y389 ff2 fs2b fc3 sc0 ls81 wsbc">dingchef<span class="_ _0"></span>.</div><div class="t m0 x59 h3c y38a ff6 fs2b fc3 sc0 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span> <span class="ff2 ls9 ws2"> 4 11<span class="_ _6"></span>5 696 s<span class="_ _6"></span>ta<span class="_ _6"></span>ma<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er v<span class="_ _6"></span>ia n<span class="_ _6"></span>är<span class="_ _6"></span>s<span class="_ _6"></span>tåe<span class="_ _6"></span>nd<span class="_ _6"></span>e </span></div><div class="t m0 x59 h3c y38b ff2 fs2b fc3 sc0 lse wsbd">(SpectrumOne A<span class="_ _0"></span>B)</div><div class="t m0 x3d h3c y38a ff6 fs2b fc3 sc0 ls82 ws48">AK<span class="_ _6"></span>TIEINNEHAV<span class="_ _2"></span> I ENIRO:<span class="ff2 ls83 wsbb"> 342 458 stamaktier privat<span class="_ _2"></span> o<span class="_ _6"></span>ch </span></div><div class="t m0 x3d h3c y38b ff2 fs2b fc3 sc0 ls29 ws2">y<span class="_ _6"></span>t<span class="_ _6"></span>te<span class="_ _6"></span>rl<span class="_ _6"></span>ig<span class="_ _6"></span>are 6 2<span class="_ _6"></span>57 1<span class="_ _6"></span>07 s<span class="_ _6"></span>ta<span class="_ _6"></span>ma<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er v<span class="_ _6"></span>ia n<span class="_ _6"></span>är<span class="_ _6"></span>st<span class="_ _6"></span>åe<span class="_ _6"></span>nd<span class="_ _6"></span>e (I<span class="_ _6"></span>lij<span class="_ _6"></span>a B<span class="_ _6"></span>at<span class="_ _6"></span>l<span class="ls2">-</span></div><div class="t m0 x3d h3c y38c ff2 fs2b fc3 sc0 ls29 ws2">ja<span class="_ _6"></span>n Inve<span class="_ _6"></span>s<span class="_ _6"></span>t AB<span class="_ _6"></span>, He<span class="_ _6"></span>al<span class="_ _6"></span>th Ru<span class="_ _6"></span>nn<span class="_ _6"></span>er A<span class="_ _6"></span>B oc<span class="_ _6"></span>h Il<span class="_ _6"></span>ij<span class="_ _6"></span>a Ba<span class="_ _6"></span>tl<span class="_ _6"></span>ja<span class="_ _6"></span>n). </div><div class="t m0 x74 h3c y38d ff6 fs2b fc3 sc0 ls82 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span> <span class="ff2 ls84 wsb">19 389 927 stamaktier via när<span class="_ _0"></span><span class="ls2 ws2">-</span></span></div><div class="t m0 x74 h3c y38e ff2 fs2b fc3 sc0 ls29 ws2">st<span class="_ _6"></span>åe<span class="_ _6"></span>nd<span class="_ _6"></span>e (Craf<span class="_ _6"></span>oo<span class="_ _6"></span>rd Ca<span class="_ _6"></span>pi<span class="_ _6"></span>ta<span class="_ _6"></span>l Par<span class="_ _6"></span>t<span class="_ _6"></span>ne<span class="_ _6"></span>r<span class="_ _6"></span>s AB). </div><div class="t m0 x59 h3e y38f ff6 fs2b fc3 sc0 ls2 ws2">OB<span class="_ _6"></span>ERO<span class="_ _6"></span>END<span class="_ _6"></span>E GE<span class="_ _6"></span>NT<span class="_ _6"></span>EMOT B<span class="_ _6"></span>OL<span class="_ _f"></span>AGE<span class="_ _6"></span>T O<span class="_ _6"></span>CH S<span class="_ _6"></span>TÖRR<span class="_ _6"></span>E AK<span class="_ _6"></span>T<span class="_ _6"></span>IE-</div><div class="t m0 x59 h3e y390 ff6 fs2b fc3 sc0 ls79 wsb6">ÄGA<span class="_ _6"></span>RE:</div><div class="t m0 x7c h3f y391 ff1 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x2 h3c y390 ff2 fs2b fc3 sc0 ls7a wsb7">Ja/N<span class="_ _6"></span>ej</div><div class="t m0 x3d h3e y38f ff6 fs2b fc3 sc0 ls2 ws2">OB<span class="_ _6"></span>ERO<span class="_ _6"></span>END<span class="_ _6"></span>E GE<span class="_ _6"></span>NT<span class="_ _6"></span>EMOT B<span class="_ _6"></span>OL<span class="_ _f"></span>AGE<span class="_ _6"></span>T O<span class="_ _6"></span>CH S<span class="_ _6"></span>TÖRR<span class="_ _6"></span>E AK<span class="_ _6"></span>T<span class="_ _6"></span>IE-</div><div class="t m0 x3d h3e y390 ff6 fs2b fc3 sc0 ls79 wsb6">ÄGA<span class="_ _6"></span>RE:</div><div class="t m0 x7d h3f y391 ff1 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x7e h3c y390 ff2 fs2b fc3 sc0 ls70 wsb0">Ja/<span class="_ _1"></span>Ja</div><div class="t m0 x74 h3e y38f ff6 fs2b fc3 sc0 ls2 ws2">OB<span class="_ _6"></span>ERO<span class="_ _6"></span>END<span class="_ _6"></span>E GE<span class="_ _6"></span>NT<span class="_ _6"></span>EMOT B<span class="_ _6"></span>OL<span class="_ _f"></span>AGE<span class="_ _6"></span>T O<span class="_ _6"></span>CH S<span class="_ _6"></span>TÖRR<span class="_ _6"></span>E AK<span class="_ _6"></span>T<span class="_ _6"></span>IE-</div><div class="t m0 x74 h3e y390 ff6 fs2b fc3 sc0 ls79 wsb6">ÄGA<span class="_ _6"></span>RE:</div><div class="t m0 x60 h3f y391 ff1 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x7f h3c y390 ff2 fs2b fc3 sc0 ls70 wsb0">Ja/<span class="_ _1"></span>Ja</div></div><div class="pi"></div></div><div id="pf12" class="pf w0 h0"><div class="pc pc12 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x47 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">18</div><div class="t m0 x18 h3c y392 ff2 fs2b fc3 sc0 ls2 ws2">Aktieinnehav innefatt<span class="_ _0"></span>ar även närst<span class="_ _0"></span>åendes innehav.</div><div class="t m0 x1 h3b y1f ff1 fs2a fc3 sc0 ls6f wsaf">K<span class="_ _3"></span>oncernledning</div><div class="t m0 x18 h30 y393 ff1 fs24 fc3 sc0 ls85 wsbe">CH<span class="_ _6"></span>ARLOT<span class="_ _f"></span>TE F<span class="_ _6"></span>ROM</div><div class="t m0 x18 h3d y394 ff1e fs11 fc3 sc0 lsd wsd">Vice President People &amp; Culture</div><div class="t m0 x18 h3d y395 ff1e fs11 fc3 sc0 ls2 ws2">Med<span class="_ _6"></span>le<span class="_ _6"></span>m av kon<span class="_ _6"></span>cer<span class="_ _6"></span>nle<span class="_ _6"></span>dn<span class="_ _6"></span>inge<span class="_ _6"></span>n se<span class="_ _6"></span>dan 2<span class="_ _6"></span>022<span class="_ _6"></span>, ans<span class="_ _6"></span>täl<span class="_ _6"></span>ld </div><div class="t m0 x18 h3d y396 ff1e fs11 fc3 sc0 ls7a wsb7">1993</div><div class="t m0 x18 h3c y397 ff6 fs2b fc3 sc0 ls70 wsb0">FÖDD:<span class="ff2 ls2 ws2"> <span class="ls63 wsa4">1975</span></span></div><div class="t m0 x18 h3c y398 ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls74 wsb2"> Handelsexamen<span class="_ _0"></span> Ishøj Handelssk<span class="_ _2"></span>o<span class="_ _6"></span>le (<span class="_ _2"></span>samt </span></div><div class="t m0 x18 h3c y399 ff2 fs2b fc3 sc0 ls2 ws2">NLP m<span class="_ _6"></span>äs<span class="_ _6"></span>ta<span class="_ _6"></span>re &amp; D<span class="_ _6"></span>ip<span class="_ _6"></span>lo<span class="_ _6"></span>ml<span class="_ _6"></span>ed<span class="_ _6"></span>ar<span class="_ _6"></span>e)</div><div class="t m0 x18 h3e y39a ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x80 h3c y39b ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x64 h3c y39a ff2 fs2b fc3 sc0 ls2 ws2">HR M<span class="_ _6"></span>ana<span class="_ _6"></span>g<span class="_ _6"></span>er K<span class="_ _6"></span>ra<span class="_ _6"></span>k<span class="_ _6"></span>, Sa<span class="_ _6"></span>les M<span class="_ _6"></span>an<span class="_ _6"></span>a-</div><div class="t m0 x18 h3c y39c ff2 fs2b fc3 sc0 ls2 ws2">ge<span class="_ _6"></span>r Kr<span class="_ _6"></span>ak<span class="_ _6"></span>, H<span class="_ _6"></span>ea<span class="_ _6"></span>d of N<span class="_ _6"></span>ord<span class="_ _6"></span>ic M<span class="_ _6"></span>ed<span class="_ _6"></span>ia P<span class="_ _6"></span>ro<span class="_ _6"></span>du<span class="_ _6"></span>ct<span class="_ _6"></span>io<span class="_ _6"></span>n Eni<span class="_ _6"></span>ro A<span class="_ _6"></span>B, O<span class="_ _6"></span>pe<span class="_ _6"></span>-</div><div class="t m0 x18 h3c y39d ff2 fs2b fc3 sc0 ls2 ws2">rat<span class="_ _6"></span>io<span class="_ _6"></span>n Ma<span class="_ _6"></span>na<span class="_ _6"></span>ge<span class="_ _6"></span>r En<span class="_ _6"></span>iro D<span class="_ _6"></span>en<span class="_ _6"></span>ma<span class="_ _6"></span>rk<span class="_ _6"></span>.</div><div class="t m0 x18 h3c y39e ff6 fs2b fc3 sc0 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span><span class="ff2 ls2 ws96"> -</span></div><div class="t m0 x18 h30 y369 ff1 fs24 fc3 sc0 ls4c ws8d">HOSNI TEQUE<span class="_ _0"></span>-OMEIR<span class="_ _6"></span>A<span class="_ _2"></span>T</div><div class="t m0 x18 h3d y36a ff1e fs11 fc3 sc0 ls86 wsbf">VD och k<span class="_ _0"></span>oncernchef</div><div class="t m0 x18 h3d y39f ff1e fs11 fc3 sc0 ls2 ws2">Med<span class="_ _6"></span>le<span class="_ _6"></span>m av kon<span class="_ _6"></span>cer<span class="_ _6"></span>nle<span class="_ _6"></span>dn<span class="_ _6"></span>inge<span class="_ _6"></span>n se<span class="_ _6"></span>dan 2<span class="_ _6"></span>022</div><div class="t m0 x81 h30 y369 ff1 fs24 fc3 sc0 ls51 ws92">JOEL ODLAND</div><div class="t m0 x81 h3d y36a ff1e fs11 fc3 sc0 ls87 wsc0">CFO</div><div class="t m0 x81 h3d y39f ff1e fs11 fc3 sc0 ls2 ws2">Med<span class="_ _6"></span>le<span class="_ _6"></span>m av kon<span class="_ _6"></span>cer<span class="_ _6"></span>nle<span class="_ _6"></span>dn<span class="_ _6"></span>inge<span class="_ _6"></span>n se<span class="_ _6"></span>dan 2<span class="_ _6"></span>022 (<span class="_ _6"></span>Föräl<span class="_ _6"></span>d-</div><div class="t m0 x81 h3d y3a0 ff1e fs11 fc3 sc0 ls2 ws2">rar<span class="_ _6"></span>led<span class="_ _6"></span>ig oc<span class="_ _6"></span>h er<span class="_ _6"></span>sa<span class="_ _6"></span>t<span class="_ _6"></span>t av Int<span class="_ _6"></span>eri<span class="_ _6"></span>m CFO Jo<span class="_ _6"></span>han<span class="_ _6"></span>na Eng<span class="_ _6"></span>el-</div><div class="t m0 x81 h3d y3a1 ff1e fs11 fc3 sc0 ls2 ws2">bre<span class="_ _6"></span>k<span class="_ _6"></span>t t.om Aug<span class="_ _6"></span>us<span class="_ _6"></span>ti 2024). </div><div class="t m0 x82 h30 y369 ff1 fs24 fc3 sc0 ls47 ws30">MIK<span class="_ _6"></span>AEL LINDSTRÖ<span class="_ _6"></span>M</div><div class="t m0 x82 h3d y36a ff1e fs11 fc3 sc0 ls88 wsc1">Vice President Marketing<span class="_ _0"></span> Par<span class="_ _6"></span>tner</div><div class="t m0 x82 h3d y39f ff1e fs11 fc3 sc0 ls2 ws2">Med<span class="_ _6"></span>le<span class="_ _6"></span>m av kon<span class="_ _6"></span>cer<span class="_ _6"></span>nle<span class="_ _6"></span>dn<span class="_ _6"></span>inge<span class="_ _6"></span>n se<span class="_ _6"></span>dan 2<span class="_ _6"></span>022</div><div class="t m0 x18 h3c y3a2 ff6 fs2b fc3 sc0 ls70 wsb0">FÖDD:<span class="ff2 ls2 ws2"> <span class="ls73 ws48">1981<span class="_ _a6"> </span></span></span>FÖDD:<span class="ff2 ls2 ws2"> <span class="ls73 ws48">1986<span class="_ _a3"> </span></span></span>F<span class="_ _0"></span>ÖDD:<span class="ff2 ls2 ws2"> <span class="lse wse">1963</span></span></div><div class="t m0 x18 h3c y3a3 ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls74 wsb2"> Magisterexamen<span class="_ _0"></span> från Ha<span class="_ _0"></span>ndelshögskolan<span class="_ _0"></span> i </span></div><div class="t m0 x18 h3c y3a4 ff2 fs2b fc3 sc0 ls89 wsb5">Örebro</div><div class="t m0 x81 h3c y3a3 ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls63 wsb2"> Civilingenjör i<span class="_ _0"></span> Industriell E<span class="_ _0"></span>konomi<span class="_ _0"></span> från L<span class="_ _0"></span>unds </span></div><div class="t m0 x81 h3c y3a4 ff2 fs2b fc3 sc0 ls47 wsb0">T<span class="_ _2"></span>ek<span class="_ _6"></span>niska<span class="_ _0"></span> Högskola</div><div class="t m0 x82 h3c y3a3 ff6 fs2b fc3 sc0 ls73 ws48">UTBILDNING:<span class="ff2 ls81 wsb2"> Civilekonom från<span class="_ _2"></span> Lunds Universitet</span></div><div class="t m0 x18 h3e y3a5 ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x80 h3c y3a6 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x64 h3c y3a5 ff2 fs2b fc3 sc0 ls7d ws2">VD S<span class="_ _6"></span>pe<span class="_ _6"></span>c<span class="_ _6"></span>tr<span class="_ _6"></span>um<span class="_ _6"></span>On<span class="_ _6"></span>e AB (<span class="_ _6"></span>pu<span class="_ _6"></span>bl<span class="_ _6"></span>), </div><div class="t m0 x18 h3c y3a7 ff2 fs2b fc3 sc0 ls29 ws96">tidigare Affärsut<span class="_ _6"></span>vecklingschef E.ON Sv<span class="_ _0"></span>erige, Business Deve<span class="ls2 ws2">-</span></div><div class="t m0 x18 h3c y3a8 ff2 fs2b fc3 sc0 ls7d ws2">lo<span class="_ _6"></span>pm<span class="_ _6"></span>en<span class="_ _6"></span>t Man<span class="_ _6"></span>a<span class="_ _6"></span>ge<span class="_ _6"></span>r Sc<span class="_ _6"></span>hn<span class="_ _6"></span>ei<span class="_ _6"></span>de<span class="_ _6"></span>r Ele<span class="_ _6"></span>c<span class="_ _6"></span>tr<span class="_ _6"></span>ic B<span class="_ _6"></span>us<span class="_ _6"></span>in<span class="_ _6"></span>es<span class="_ _6"></span>s, G<span class="_ _6"></span>ro<span class="_ _6"></span>up B<span class="_ _6"></span>us<span class="_ _6"></span>i<span class="ls2">-</span></div><div class="t m0 x18 h3c y3a9 ff2 fs2b fc3 sc0 ls7d ws2">ne<span class="_ _6"></span>ss C<span class="_ _6"></span>ont<span class="_ _6"></span>ro<span class="_ _6"></span>ll<span class="_ _6"></span>er S<span class="_ _6"></span>ha<span class="_ _6"></span>rp El<span class="_ _6"></span>ec<span class="_ _6"></span>t<span class="_ _6"></span>ron<span class="_ _6"></span>ic<span class="_ _6"></span>s G<span class="_ _6"></span>rou<span class="_ _6"></span>p sa<span class="_ _6"></span>mt S<span class="_ _6"></span>en<span class="_ _6"></span>io<span class="_ _6"></span>r Au<span class="_ _6"></span>dit<span class="_ _6"></span>or </div><div class="t m0 x18 h3c y3aa ff2 fs2b fc3 sc0 ls7d ws2">Ern<span class="_ _6"></span>st &amp; Youn<span class="_ _6"></span>g.<span class="_ _6"></span><span class="ls2"> </span></div><div class="t m0 x18 h3c y3ab ff6 fs2b fc3 sc0 ls47 wsb0">ÖVRIGA<span class="_ _0"></span>  <span class="_ _28"></span>EX<span class="_ _6"></span>TERNA UPPDRAG:<span class="_ _0"></span><span class="ff2 ls5d wsbd"> Styrelseledamot SpectrumOne </span></div><div class="t m0 x18 h3c y3ac ff2 fs2b fc3 sc0 ls30 ws2">AB (<span class="_ _6"></span>pu<span class="_ _6"></span>bl<span class="_ _6"></span>), O<span class="_ _6"></span>bse<span class="_ _6"></span>r<span class="_ _6"></span>v<span class="_ _6"></span>it AB (<span class="_ _6"></span>p<span class="_ _6"></span>ub<span class="_ _6"></span>l), Q<span class="_ _6"></span>b<span class="_ _6"></span>im AB<span class="_ _6"></span>, B<span class="_ _6"></span>izWe<span class="_ _6"></span>ll Sw<span class="_ _6"></span>ed<span class="_ _6"></span>en A<span class="_ _6"></span>B,<span class="_ _6"></span> </div><div class="t m0 x18 h3c y3ad ff2 fs2b fc3 sc0 ls30 ws2">Sk<span class="_ _6"></span>ip<span class="_ _6"></span>po A<span class="_ _6"></span>B oc<span class="_ _6"></span>h My<span class="_ _6"></span>so<span class="_ _6"></span>urc<span class="_ _6"></span>in<span class="_ _6"></span>g AB<span class="_ _6"></span>.</div><div class="t m0 x81 h3e y3ae ff6 fs2b fc3 sc0 ls73 ws48">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x83 h3c y3af ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x84 h3c y3ae ff2 fs2b fc3 sc0 ls7d ws2">Gr<span class="_ _6"></span>ou<span class="_ _6"></span>p CFO J<span class="_ _6"></span>.L<span class="_ _6"></span>in<span class="_ _6"></span>de<span class="_ _6"></span>be<span class="_ _6"></span>rg i St<span class="_ _6"></span>oc<span class="_ _6"></span>k<span class="ls2">-</span></div><div class="t m0 x81 h3c y3b0 ff2 fs2b fc3 sc0 ls63 wsb2">holm, Finance<span class="_ _2"></span> Director North Europe<span class="_ _0"></span> hos Safilo<span class="_ _0"></span> i London,<span class="_ _0"></span> </div><div class="t m0 x81 h3c y3b1 ff2 fs2b fc3 sc0 ls7d ws2">Fi<span class="_ _6"></span>na<span class="_ _6"></span>nce M<span class="_ _6"></span>an<span class="_ _6"></span>ag<span class="_ _6"></span>er i ﬂ<span class="_ _6"></span>e<span class="_ _6"></span>r<span class="_ _6"></span>tal<span class="_ _6"></span>et p<span class="_ _6"></span>os<span class="_ _6"></span>it<span class="_ _6"></span>io<span class="_ _6"></span>ne<span class="_ _6"></span>r ho<span class="_ _6"></span>s Pro<span class="_ _6"></span>c<span class="_ _6"></span>ter &amp; G<span class="_ _6"></span>a<span class="_ _6"></span>mb<span class="_ _6"></span>le </div><div class="t m0 x81 h3c y3b2 ff2 fs2b fc3 sc0 ls7d ws2">i No<span class="_ _6"></span>rde<span class="_ _6"></span>n<span class="_ _6"></span>.</div><div class="t m0 x82 h3e y3b3 ff6 fs2b fc3 sc0 ls77 wsc2">ARBETSLIVSERFARENHET<span class="_ _0"></span>:</div><div class="t m0 x1e h3c y3b4 ff2 fs2b fc3 sc0 ls2 ws2"> </div><div class="t m0 x85 h3c y3b3 ff2 fs2b fc3 sc0 ls30 ws2">Chi<span class="_ _6"></span>ef M<span class="_ _6"></span>ar<span class="_ _6"></span>ket<span class="_ _6"></span>in<span class="_ _6"></span>g Of<span class="_ _6"></span>fi<span class="_ _6"></span>ce<span class="_ _6"></span>r BD<span class="_ _6"></span>O<span class="_ _6"></span> </div><div class="t m0 x82 h3c y3b5 ff2 fs2b fc3 sc0 ls7d ws96">Sweden, Marknads och Försäljningsdirektör Eniro. Grundare </div><div class="t m0 x82 h3c y3b6 ff2 fs2b fc3 sc0 ls30 ws2">oc<span class="_ _6"></span>h kon<span class="_ _6"></span>sul<span class="_ _6"></span>t in<span class="_ _6"></span>om m<span class="_ _6"></span>an<span class="_ _6"></span>ag<span class="_ _6"></span>em<span class="_ _6"></span>e<span class="_ _6"></span>nt, le<span class="_ _6"></span>ad<span class="_ _6"></span>e<span class="_ _6"></span>rs<span class="_ _6"></span>hi<span class="_ _6"></span>p, sa<span class="_ _6"></span>le<span class="_ _6"></span>s an<span class="_ _6"></span>d ma<span class="_ _6"></span>rke<span class="_ _6"></span>tin<span class="_ _6"></span>g<span class="_ _6"></span> </div><div class="t m0 x82 h3c y3b7 ff2 fs2b fc3 sc0 ls30 ws2">Hu<span class="_ _6"></span>ma<span class="_ _6"></span>gi<span class="_ _6"></span>c Gr<span class="_ _6"></span>oup A<span class="_ _6"></span>B , Ma<span class="_ _6"></span>rk<span class="_ _6"></span>n<span class="_ _6"></span>ad<span class="_ _6"></span>s oc<span class="_ _6"></span>h säl<span class="_ _6"></span>jc<span class="_ _6"></span>he<span class="_ _6"></span>f Pre<span class="_ _6"></span>vi<span class="_ _6"></span>a AB<span class="_ _6"></span>, Co<span class="_ _6"></span>unt<span class="_ _6"></span>r<span class="_ _6"></span>y<span class="_ _6"></span> </div><div class="t m0 x82 h3c y3b8 ff2 fs2b fc3 sc0 ls30 ws2">Ma<span class="_ _6"></span>na<span class="_ _6"></span>ge<span class="_ _6"></span>r Se<span class="_ _6"></span>gm<span class="_ _6"></span>en<span class="_ _6"></span>tor A<span class="_ _6"></span>S<span class="_ _6"></span>, G<span class="_ _6"></span>ru<span class="_ _6"></span>nd<span class="_ _6"></span>ar<span class="_ _6"></span>e Ac<span class="_ _6"></span>cep<span class="_ _6"></span>t Sä<span class="_ _6"></span>lj<span class="_ _6"></span>ut<span class="_ _6"></span>ve<span class="_ _6"></span>c<span class="_ _6"></span>kl<span class="_ _6"></span>in<span class="_ _6"></span>g AB</div><div class="t m0 x18 h3c y3b9 ff6 fs2b fc3 sc0 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span><span class="ff2 ls18 ws2"> 20<span class="_ _6"></span>1 86<span class="_ _6"></span>2 26<span class="_ _6"></span>5 st<span class="_ _6"></span>am<span class="_ _6"></span>ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>r vi<span class="_ _6"></span>a Sp<span class="_ _6"></span>ec<span class="_ _6"></span>t<span class="_ _6"></span>ru<span class="_ _6"></span>m-<span class="_ _6"></span><span class="ls2"> </span></span></div><div class="t m0 x18 h3c y3ba ff2 fs2b fc3 sc0 ls30 ws2">One AB (<span class="_ _6"></span>pu<span class="_ _6"></span>bl<span class="_ _6"></span>) &amp; 2 84<span class="_ _6"></span>6 8<span class="_ _6"></span>14 pr<span class="_ _6"></span>iv<span class="_ _6"></span>at.</div><div class="t m0 x81 h3c y3b9 ff6 fs2b fc3 sc0 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span><span class="ff2 ls2 ws2"> -<span class="_ _a4"> </span><span class="ff6 ls78 ws48">AK<span class="_ _6"></span>TIEINNEHA<span class="_ _0"></span>V I ENIRO:<span class="_ _0"></span><span class="ff2 ls2 ws2"> -</span></span></span></div></div><div class="pi"></div></div><div id="pf13" class="pf w0 h0"><div class="pc pc13 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">19</div><div class="t m0 x8 h7 y3bb ff1 fs4 fc3 sc0 ls46 ws86">F<span class="_ _28"></span>örv<span class="_ _2"></span>altningsber<span class="_ _2"></span>ättelse</div><div class="t m0 x8 h11 y3bc ff1 fs2 fc3 sc0 ls2 ws2">VERKSAMHET</div><div class="t m0 x8 h4 y3bd ff2 fs2 fc3 sc0 ls8a ws2">Koncernens <span class="_ _0"></span>verksamhet<span class="_ _2"></span> består av tv<span class="_ _0"></span>å affärsomr<span class="_ _2"></span>åden. <span class="ls2"> </span></div><div class="t m0 x8 h4 y12 ff2 fs2 fc3 sc0 ls8a ws2">Affär<span class="_ _0"></span>sområde Mark<span class="_ _2"></span>eting Partner<span class="_ _2"></span>, som står<span class="_ _0"></span> för<span class="_ _2"></span> 61 pr<span class="_ _0"></span>ocent av<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3be ff2 fs2 fc3 sc0 ls8a ws2">omsättningen, erbjuder mikr<span class="_ _2"></span>o, små och medelstor<span class="_ _0"></span>a för<span class="_ _0"></span>etag<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3bf ff2 fs2 fc3 sc0 ls8a ws2">ett<span class="_ _0"></span> helhetserbjudande av digit<span class="_ _0"></span>ala marknadsföringstjänster<span class="_ _1"></span> </div><div class="t m0 x8 h4 y3c0 ff2 fs2 fc3 sc0 ls8a ws2">med hjälp av såväl e<span class="_ _0"></span>xterna partnersk<span class="_ _2"></span>ap som egna sökmo<span class="ls2">-</span></div><div class="t m0 x8 h4 y3c1 ff2 fs2 fc3 sc0 ls8a ws2">tor<span class="_ _0"></span>er<span class="_ _2"></span>. Inom Marketing P<span class="_ _2"></span>artner minskar<span class="_ _2"></span> nettoomsättningen </div><div class="t m0 x8 h4 y3c2 ff2 fs2 fc3 sc0 ls8a ws2">på grund av avyttringen Enir<span class="_ _0"></span>o På Sjön 2022. Or<span class="_ _0"></span>ganiskt är<span class="_ _1"></span> </div><div class="t m0 x8 h4 y3c3 ff2 fs2 fc3 sc0 ls8a ws2">nettoomsättningen o<span class="_ _0"></span>för<span class="_ _0"></span>ändrad mo<span class="_ _0"></span>t f<span class="_ _2"></span>öregående år<span class="_ _2"></span>.</div><div class="t m0 x8 h4 y3c4 ff2 fs2 fc3 sc0 ls8a ws2">Affär<span class="_ _0"></span>sområde Dynav<span class="_ _0"></span>a erbjuder kundtjänst<span class="_ _2"></span> och svarsservice </div><div class="t m0 x8 h4 y3c5 ff2 fs2 fc3 sc0 ls8a ws2">för<span class="_ _2"></span> större bolag i Nor<span class="_ _0"></span>den samt<span class="_ _0"></span> nummerupplysningstjänster<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3c6 ff2 fs2 fc3 sc0 ls8a ws2">och svar<span class="_ _0"></span>ar<span class="_ _0"></span> för<span class="_ _2"></span> 39 procent av<span class="_ _0"></span> omsättningen. Koncernens<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3c7 ff2 fs2 fc3 sc0 ls8a ws2">intäkt<span class="_ _0"></span>er ök<span class="_ _2"></span>ade mot f<span class="_ _0"></span>öregående år<span class="_ _1"></span>. Ökningen drivs av en </div><div class="t m0 x8 h4 y3c8 ff2 fs2 fc3 sc0 ls8a ws2">tillväxt<span class="_ _0"></span> inom affärsomr<span class="_ _2"></span>ådet Dynava, vilk<span class="_ _2"></span>et primärt<span class="_ _2"></span> förklaras<span class="_ _0"></span> </div><div class="t m0 x8 h4 y3c9 ff2 fs2 fc3 sc0 ls8a ws2">av förv<span class="_ _0"></span>ärvet<span class="_ _2"></span> av Samres <span class="_ _0"></span>AB under f<span class="_ _2"></span>öregående år<span class="_ _2"></span>. Organiskt<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3ca ff2 fs2 fc3 sc0 ls8a ws2">inom Dynava minsk<span class="_ _0"></span>ade nettoomsättningen med 7 pr<span class="_ _2"></span>ocent.<span class="_ _0"></span> </div><div class="t m0 x8 h11 y3cb ff1 fs2 fc3 sc0 ls2 ws2">INT<span class="_ _2"></span>ÄKTER OCH RESUL<span class="_ _3"></span>T<span class="_ _2"></span>A<span class="_ _2"></span>T</div><div class="t m0 x8 h4 y3cc ff2 fs2 fc3 sc0 ls8a ws2">Nettoomsättningen uppgick<span class="_ _2"></span> till 960 MSEK (<span class="_ _0"></span>930)<span class="_ _0"></span>, en ök<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x8 h4 y3cd ff2 fs2 fc3 sc0 ls8a ws2">ning med 3 procen<span class="_ _0"></span>t. <span class="_ _2"></span>V<span class="_ _0"></span>alutaomr<span class="_ _0"></span>äkningseffekt<span class="_ _0"></span>er påv<span class="_ _0"></span>erkade<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3ce ff2 fs2 fc3 sc0 ls8a ws2">nettoomsättningen positivt<span class="_ _2"></span> med 22 MSEK (24)<span class="_ _0"></span>. Nettoom<span class="ls2">-</span></div><div class="t m0 x8 h4 y3cf ff2 fs2 fc3 sc0 ls8a ws2">sättningen för<span class="_ _2"></span> affärsområde<span class="_ _0"></span>t Mark<span class="_ _2"></span>eting Partner<span class="_ _0"></span> uppgick till<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3d0 ff2 fs2 fc3 sc0 ls8a ws2">583 MSEK (<span class="_ _0"></span>596<span class="_ _2"></span>), en minskning med 2 procen<span class="_ _0"></span>t. N<span class="_ _0"></span>ettoomsätt<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x8 h4 y3d1 ff2 fs2 fc3 sc0 ls8a ws2">ningen från Dynav<span class="_ _0"></span>a uppgick till 37<span class="_ _2"></span>6 MSEK (<span class="_ _0"></span>334), en ökning<span class="_ _2"></span> </div><div class="t m0 x8 h4 y3d2 ff2 fs2 fc3 sc0 ls8a ws2">med 13 procen<span class="_ _0"></span>t primärt<span class="_ _2"></span> förklarat<span class="_ _0"></span> av förv<span class="_ _0"></span>ärvet<span class="_ _2"></span> av Samres. </div><div class="t m0 x8 h4 y3d3 ff2 fs2 fc3 sc0 ls8a ws2">Geografiskt<span class="_ _2"></span> var ne<span class="_ _0"></span>ttoomsättningens för<span class="_ _2"></span>delning; Sverige 473<span class="_ _0"></span> </div><div class="t m0 x8 h4 y3d4 ff2 fs2 fc3 sc0 ls8a ws2">MSEK (<span class="_ _1"></span>424), Nor<span class="_ _2"></span>ge 115 MSEK (132), Danmark 150 MSEK<span class="_ _2"></span> (154) </div><div class="t m0 x8 h4 y3d5 ff2 fs2 fc3 sc0 ls8a ws2">och Finland 221 MSEK (219<span class="_ _2"></span>).</div><div class="t m0 xa h4 y3d6 ff2 fs2 fc3 sc0 ls41 ws2">Koncernens r<span class="_ _2"></span>örelsek<span class="_ _0"></span>ostnader e<span class="_ _0"></span>xklusive av- och nedskrivningar<span class="_ _2"></span> </div><div class="t m0 xa h4 y3d7 ff2 fs2 fc3 sc0 ls41 ws2">uppgick till -885 MSEK<span class="_ _2"></span> (-826<span class="_ _0"></span>). K<span class="_ _0"></span>ostnadsökningarna är fr<span class="_ _2"></span>ämst </div><div class="t m0 xa h4 y3d8 ff2 fs2 fc3 sc0 ls41 ws2">relat<span class="_ _0"></span>erade <span class="_ _0"></span>till förvärv<span class="_ _0"></span>et<span class="_ _0"></span> av Samres <span class="_ _2"></span>AB men kostnaderna ök<span class="_ _2"></span>ar </div><div class="t m0 xa h4 y3d9 ff2 fs2 fc3 sc0 ls41 ws2">även på grund av en f<span class="_ _0"></span>örändr<span class="_ _2"></span>ad produktmix, ökad säljstyrk<span class="_ _2"></span>a </div><div class="t m0 xa h4 y3da ff2 fs2 fc3 sc0 ls41 ws30">samt<span class="_ _0"></span> valutaomr<span class="_ _2"></span>äkningseffekter<span class="_ _2"></span>.  </div><div class="t m0 xa h4 y3db ff2 fs2 fc3 sc0 ls2 ws2">Efter<span class="_ _2"></span> av- och nedskrivningar om -83 MSEK<span class="_ _0"></span> (-84) uppgick </div><div class="t m0 xa h4 y3dc ff2 fs2 fc3 sc0 ls2 ws2">koncernens r<span class="_ _2"></span>örelseresult<span class="_ _2"></span>at till 4 MSEK (<span class="_ _1"></span>65). Koncernens t<span class="_ _0"></span>otala </div><div class="t m0 xa h4 y3dd ff2 fs2 fc3 sc0 ls2 ws2">av- och nedskrivningar f<span class="_ _2"></span>ördelas mellan materiella anlägg-</div><div class="t m0 xa h4 y3de ff2 fs2 fc3 sc0 ls2 ws2">ningstillgångar <span class="_ _0"></span>till -36 MSEK (-33<span class="_ _2"></span>) och immateriella anlägg-</div><div class="t m0 xa h4 y3df ff2 fs2 fc3 sc0 ls2 ws2">ningstillgångar <span class="_ _0"></span>till -47 (-51). R<span class="_ _0"></span>örelser<span class="_ _2"></span>esultatet<span class="_ _0"></span> påverk<span class="_ _2"></span>ades ne-</div><div class="t m0 xa h4 y3e0 ff2 fs2 fc3 sc0 ls2 ws2">gativt under<span class="_ _2"></span> året<span class="_ _0"></span> med -<span class="_ _0"></span>10 MSEK (+<span class="_ _2"></span>18) i engångsposter<span class="_ _2"></span> främst </div><div class="t m0 xa h4 y3e1 ff2 fs2 fc3 sc0 ls2 ws2">bestående av omstruktur<span class="_ _2"></span>eringskostnader<span class="_ _2"></span>. </div><div class="t m0 xa h4 y3e2 ff2 fs2 fc3 sc0 ls41 ws2">Koncernens EBITD<span class="_ _2"></span>A uppgick till 8<span class="_ _0"></span>7 MSEK (148<span class="_ _0"></span>), vilk<span class="_ _2"></span>et mot<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 xa h4 y3e3 ff2 fs2 fc3 sc0 ls41 ws2">svar<span class="_ _0"></span>ar<span class="_ _0"></span> en EBITDA<span class="_ _0"></span>-marginal om 9<span class="_ _1"></span>,1 pr<span class="_ _0"></span>ocent<span class="_ _0"></span> (15,<span class="_ _2"></span>9). EBITD<span class="_ _0"></span>A<span class="_ _0"></span> </div><div class="t m0 xa h4 y3e4 ff2 fs2 fc3 sc0 ls41 ws2">hade följande f<span class="_ _0"></span>ördelning; Mark<span class="_ _2"></span>eting Partner<span class="_ _0"></span> 87 MSEK<span class="_ _0"></span> (136<span class="_ _0"></span>), </div><div class="t m0 xa h4 y3e5 ff2 fs2 fc3 sc0 ls41 ws2">Dynava 9 MSEK<span class="_ _0"></span> (22) samt Övrigt<span class="_ _2"></span> -9 MSEK (-9<span class="_ _2"></span>). Övrigt avser<span class="_ _2"></span> </div><div class="t m0 xa h4 y3e6 ff2 fs2 fc3 sc0 ls41 ws2">intäkt<span class="_ _0"></span>er och k<span class="_ _2"></span>ostnader i Enir<span class="_ _0"></span>o Group <span class="_ _2"></span>AB som ej allokerat<span class="_ _0"></span>s till </div><div class="t m0 xa h4 y3e7 ff2 fs2 fc3 sc0 ls41 ws6a">affärsomr<span class="_ _2"></span>ådena.</div><div class="t m0 xa h4 y3e8 ff2 fs2 fc3 sc0 ls2 ws2">Finansnetto<span class="_ _0"></span>t uppgick<span class="_ _0"></span> till -4 MSEK<span class="_ _0"></span> (-21) och f<span class="_ _2"></span>ördelar sig på </div><div class="t m0 xa h4 y3e9 ff2 fs2 fc3 sc0 ls2 ws57">Ränt<span class="_ _2"></span>or på pensionsskuld -9 MSEK<span class="_ _0"></span> (-8) samt<span class="_ _2"></span> valutakursdiff<span class="_ _0"></span>eren<span class="ws2">-</span></div><div class="t m0 xa h4 y3ea ff2 fs2 fc3 sc0 ls2 ws2">ser på k<span class="_ _2"></span>oncerninterna lån om 4 MSEK<span class="_ _0"></span> (-9)<span class="_ _0"></span>. Result<span class="_ _0"></span>at f<span class="_ _2"></span>öre skatt<span class="_ _2"></span> </div><div class="t m0 xa h4 y3eb ff2 fs2 fc3 sc0 ls2 ws2">uppgick till -<span class="_ _2"></span>10 MSEK (<span class="_ _1"></span>44). Redovisad sk<span class="_ _2"></span>attekostnad uppgick<span class="_ _2"></span> till </div><div class="t m0 xa h4 y3ec ff2 fs2 fc3 sc0 ls2 ws2">6 MSEK (<span class="_ _1"></span>4). <span class="_ _0"></span>Året<span class="_ _0"></span>s result<span class="_ _0"></span>at uppgick<span class="_ _0"></span> till -4 MSEK<span class="_ _0"></span> (<span class="_ _2"></span>47).</div><div class="t m0 xa h11 y3ed ff1 fs2 fc3 sc0 ls2 ws2">FEMÅRSÖVERSIKT</div><div class="t m0 x86 h30 y3ee ff1 fs24 fc3 sc0 ls2 ws2">MSEK<span class="_ _a7"> </span>2023<span class="_ _6d"> </span>2022<span class="_ _a8"> </span>2021<span class="_ _a9"> </span>2020<span class="_ _a8"> </span>2019</div><div class="t m0 x86 h2f y3ef ff5 fs24 fc3 sc0 ls2 ws2">Omsättning<span class="_ _15"> </span><span class="ls8b wsc3">96<span class="_ _6"></span>0<span class="_ _6b"> </span></span>930<span class="_ _68"> </span>828<span class="_ _68"> </span>882<span class="_ _a9"> </span>1 060 </div><div class="t m0 x86 h2f y3f0 ff5 fs24 fc3 sc0 ls2 ws2">Rör<span class="_ _2"></span>elseresultat<span class="_ _14"> </span>4<span class="_ _aa"> </span>65<span class="_ _ab"> </span><span class="ls8b wsc3">-97<span class="_ _a8"> </span></span>-595<span class="_ _a8"> </span>-396</div><div class="t m0 x86 h2f y3f1 ff5 fs24 fc3 sc0 ls2 ws92">T<span class="_ _1"></span>otala tillgångar<span class="_ _ac"> </span><span class="ls77 wsc2">975<span class="_ _ad"> </span></span><span class="ws2">1 081<span class="_ _ad"> </span>1 015<span class="_ _ae"> </span>1 191<span class="_ _6d"> </span>2 105</span></div><div class="t m0 x86 h2f y3f2 ff5 fs24 fc3 sc0 ls2 ws2">Medeltal anställda<span class="_ _40"> </span><span class="ls50 ws91">91<span class="_ _6"></span>5<span class="_ _af"> </span></span>775<span class="_ _b0"> </span><span class="ls8c wsc4">61<span class="_ _6"></span>6<span class="_ _b0"> </span></span>7<span class="_ _6"></span>10<span class="_ _68"> </span>838</div><div class="t m0 x86 h2f y3f3 ff5 fs24 fc3 sc0 ls2 ws2">Soliditet<span class="_ _2"></span> %<span class="_ _7d"> </span>28<span class="_ _b1"> </span>28<span class="_ _b2"> </span>9<span class="_ _45"> </span>17<span class="_ _6b"> </span>neg</div><div class="t m0 x8 h6 y3f4 ff2 fs3 fc3 sc0 ls8d ws2">Styr<span class="_ _2"></span>elsen och verkst<span class="_ _2"></span>ällande direkt<span class="_ _0"></span>ör<span class="_ _2"></span>en för<span class="_ _2"></span> Eniro Gr<span class="_ _2"></span>oup <span class="_ _2"></span>AB avger<span class="_ _3"></span> </div><div class="t m0 x8 h6 y3f5 ff2 fs3 fc3 sc0 ls8d ws2">härmed årsr<span class="_ _2"></span>edovisning och k<span class="_ _2"></span>oncernredo<span class="_ _0"></span>visning f<span class="_ _0"></span>ör<span class="_ _2"></span> räk<span class="_ _2"></span>ensk<span class="_ _2"></span>apsåre<span class="_ _0"></span>t<span class="_ _3"></span> </div><div class="t m0 x8 h6 y3f6 ff2 fs3 fc3 sc0 ls2a ws2">1 januari till 31 december<span class="_ _2"></span> 2023. Enir<span class="_ _0"></span>o Gr<span class="_ _2"></span>oup AB, med sät<span class="_ _2"></span>e i Stockholm,<span class="_ _2"></span> </div><div class="t m0 x8 h6 y3f7 ff2 fs3 fc3 sc0 ls2a ws2">är<span class="_ _2"></span> ett<span class="_ _0"></span> publikt<span class="_ _2"></span> aktiebolag med organisationsnummer<span class="_ _2"></span> 556588-0936.</div></div><div class="pi"></div></div><div id="pf14" class="pf w0 h0"><div class="pc pc14 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzXqQ0AIBAAQZ4QyAn6bxGHwdPHZaaEdVvfPQUAAICM+lgzdhMCAAAgN+MHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAABg/CQAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8JAAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAAAYPwkAAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAABg/CQAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAGD8JAAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAMH4AAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAAGD8AAAAjB8AAADGDwAAAOMHAACA8QMAAMD4AQAAYPwAAAAwfgAAAMYPAAAA4wcAAIDxAwAAwPgBAABg/AAAADB+AAAAGD8AAADjBwAAgPEDAADA+AEAAGD8AAAAMH4AAAAYPwAAAIwfAAAAxg8AAMD4AQAAYPwAAAAwfgAAABg/AAAAjB8AAADGDwAAAOMHAABg/AAAADB+AAAAGD8AAACMHwAAAMYPAAAA4wcAAIDxAwAAwPgBAAAYPwAAAIwfAAAAxg8AAADjBwAAgPEDAADA+AEAwG+/jm0TiMEwDH/+iagokBB0VClSMAEVFRtQMw4DMALKJKmYIQ3KCiwABSflJAQdonme5k6WbdnuXkD4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfp4AAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDw8wQAAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAGMTkuIAAACRSURBVAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAAAAAA8AI1/kiSXN7s/OAMh7qNb1qyaf9zjkn2Lfnp1q0rWbZkVMmkkq+63++zkt8nd911a74rOVWyqGTe22fYkr+WrLqx7eD2nQ2SdW/etPd/BV+4CeB9yJmPAAAAAElFTkSuQmCC" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">20</div><div class="t m0 x1 h11 y3f8 ff1 fs2 fc3 sc0 ls2 ws2">LIKVIDITET<span class="_ _1"></span>, FINANSIELL S<span class="_ _0"></span>T<span class="_ _2"></span>ÄLLNING OCH </div><div class="t m0 x1 h11 y3f9 ff1 fs2 fc3 sc0 ls2 ws2">NETT<span class="_ _0"></span>OLÅNESKULD</div><div class="t m0 x1 h4 y3fa ff2 fs2 fc3 sc0 ls2 ws2">Koncernens likvida medel uppgick<span class="_ _2"></span> till 164 MSEK (223)<span class="_ _0"></span>. Den </div><div class="t m0 x1 h4 y3fb ff2 fs2 fc3 sc0 ls2 ws2">främst<span class="_ _0"></span>a förklaringen till lägr<span class="_ _2"></span>e likviditet jäm<span class="_ _0"></span>fört<span class="_ _0"></span> mot<span class="_ _0"></span> för<span class="_ _2"></span>egående </div><div class="t m0 x1 h4 y3fc ff2 fs2 fc3 sc0 ls2 ws2">år är<span class="_ _2"></span> utdelningen på 38 MSEK, återk<span class="_ _0"></span>öp av egna aktier<span class="_ _0"></span> 10 MSEK </div><div class="t m0 x1 h4 y3fd ff2 fs2 fc3 sc0 ls2 ws2">och amortering av pensionsskuld 10 MSEK. R<span class="_ _2"></span>äntebärande </div><div class="t m0 x1 h4 y3fe ff2 fs2 fc3 sc0 ls2 ws2">nettolåneskuld uppgick<span class="_ _0"></span> den 31 december<span class="_ _0"></span> 2023 till 142 MSEK<span class="_ _0"></span> </div><div class="t m0 x1 h4 y3ff ff2 fs2 fc3 sc0 ls2 ws2">(116<span class="_ _2"></span>).  Koncernens egna k<span class="_ _0"></span>apital uppgick<span class="_ _0"></span> per 31 december<span class="_ _2"></span> till </div><div class="t m0 x1 h4 y400 ff2 fs2 fc3 sc0 ls2 ws2">270 MSEK (<span class="_ _0"></span>306<span class="_ _2"></span>). Soliditeten uppgick<span class="_ _2"></span> till 27<span class="_ _2"></span>,7 pr<span class="_ _0"></span>ocent<span class="_ _0"></span> (28,3).</div><div class="t m0 x1 h11 y401 ff1 fs2 fc3 sc0 ls2 ws2">GOODWILL<span class="_ _2"></span> OCH ÖVRIGA<span class="_ _0"></span> IMMA<span class="_ _2"></span>TERIELLA <span class="_ _2"></span>TILL<span class="_ _0"></span>GÅNGAR</div><div class="t m0 x1 h4 y402 ff2 fs2 fc3 sc0 ls2 ws2">Immateriella anläggningstillgångar<span class="_ _2"></span> uppgick till 537 MSEK </div><div class="t m0 x1 h4 y403 ff2 fs2 fc3 sc0 ls2 ws2">(573<span class="_ _0"></span>), var<span class="_ _2"></span>av goodwill avsåg 470 MSEK<span class="_ _0"></span> (<span class="_ _2"></span>470)<span class="_ _0"></span>. Nedskrivning av </div><div class="t m0 x1 h4 y404 ff2 fs2 fc3 sc0 ls2 ws2">goodwill genomför<span class="_ _2"></span>des ej under åre<span class="_ _0"></span>t<span class="_ _0"></span>, 0 MSEK (<span class="_ _2"></span>0).</div><div class="t m0 x1 h11 y405 ff1 fs2 fc3 sc0 ls2 ws2">INVESTERINGAR OCH UTVE<span class="_ _0"></span>CKLING</div><div class="t m0 x1 h4 y406 ff2 fs2 fc3 sc0 ls30 ws2">Enirok<span class="_ _2"></span>oncernen invester<span class="_ _0"></span>ar löpande r<span class="_ _2"></span>esurser i utveckling av<span class="_ _0"></span> nya </div><div class="t m0 x1 h4 y407 ff2 fs2 fc3 sc0 ls30 ws2">och befintliga applik<span class="_ _2"></span>ationer och plattformar<span class="_ _1"></span>. Under åre<span class="_ _0"></span>t har<span class="_ _2"></span> totalt </div><div class="t m0 x1 h4 y408 ff2 fs2 fc3 sc0 ls30 ws2">11 MSEK (14<span class="_ _0"></span>) invester<span class="_ _2"></span>ats i utvecklingskostnader<span class="_ _1"></span>.<span class="_ _6"></span> </div><div class="t m0 x1 h11 y409 ff1 fs2 fc3 sc0 ls2 ws2">PENSIONSSKULD</div><div class="t m0 x1 h4 y40a ff2 fs2 fc3 sc0 ls2 ws2">Koncernens pensionsf<span class="_ _2"></span>örpliktelse uppgick per<span class="_ _0"></span> 31 december </div><div class="t m0 x1 h4 y40b ff2 fs2 fc3 sc0 ls2 ws2">2023 till 268 MSEK<span class="_ _0"></span> (300<span class="_ _0"></span>). Minskningen ber<span class="_ _0"></span>or <span class="_ _0"></span>till störst<span class="_ _0"></span>a del av </div><div class="t m0 x1 h4 y40c ff2 fs2 fc3 sc0 ls2 ws2">för<span class="_ _2"></span>ändrade aktuariella antaganden, se not<span class="_ _2"></span> 24. Under 2023 </div><div class="t m0 x1 h4 y40d ff2 fs2 fc3 sc0 ls2 ws2">amorter<span class="_ _0"></span>ades PRI-skulden med 10 MSEK<span class="_ _0"></span> (5). Kr<span class="_ _0"></span>editförsäkringen </div><div class="t m0 x1 h4 y40e ff2 fs2 fc3 sc0 ls2 ws2">för<span class="_ _2"></span> säkerställande av<span class="_ _0"></span> Eniro S<span class="_ _0"></span>verige <span class="_ _0"></span>AB:s pensionsförpliktelse </div><div class="t m0 x1 h4 y40f ff2 fs2 fc3 sc0 ls2 ws2">har f<span class="_ _2"></span>örnyats med kreditf<span class="_ _2"></span>örsäkringsbolaget PRI och löper<span class="_ _0"></span> t<span class="_ _2"></span>.o.m. </div><div class="t m0 x1 h4 y410 ff2 fs2 fc3 sc0 ls2 ws2">den 31 december 202<span class="_ _0"></span>4.</div><div class="t m0 x1 h11 y411 ff1 fs2 fc3 sc0 ls2 ws2">MEDARBET<span class="_ _1"></span>ARE</div><div class="t m0 x1 h4 y412 ff2 fs2 fc3 sc0 ls2 ws2">Medelantale<span class="_ _0"></span>t heltidsanst<span class="_ _0"></span>ällda i koncernen uppgick<span class="_ _2"></span> under </div><div class="t m0 x1 h4 y413 ff2 fs2 fc3 sc0 ls2 ws2">2023 till 915 (775). Ökningen är<span class="_ _2"></span> främst hänf<span class="_ _2"></span>örligt till förv<span class="_ _0"></span>ärvet<span class="_ _2"></span> </div><div class="t m0 x1 h4 y414 ff2 fs2 fc3 sc0 ls2 ws2">av Samr<span class="_ _0"></span>es AB andr<span class="_ _2"></span>a kvartalet<span class="_ _0"></span> 2022. Vid år<span class="_ _2"></span>ets utgång uppgick </div><div class="t m0 x1 h4 y415 ff2 fs2 fc3 sc0 ls2 ws2">antalet<span class="_ _2"></span> heltidsanställda till 875 (<span class="_ _0"></span>880)<span class="_ _0"></span>. </div><div class="t m0 x1 h11 y416 ff1 fs2 fc3 sc0 ls2 ws2">MODERBOLAGET</div><div class="t m0 x1 h4 y417 ff2 fs2 fc3 sc0 ls31 ws2">Moderbolagets v<span class="_ _0"></span>erksamhet<span class="_ _0"></span> består<span class="_ _0"></span> av k<span class="_ _0"></span>oncerngemensamma<span class="_ _6"></span> </div><div class="t m0 x1 h4 y418 ff2 fs2 fc3 sc0 ls31 ws2">funktioner f<span class="_ _2"></span>ör bland annat ek<span class="_ _2"></span>onomisk rapport<span class="_ _0"></span>ering och uppf<span class="_ _0"></span>ölj<span class="ls2">-</span></div><div class="t m0 x1 h4 y419 ff2 fs2 fc3 sc0 ls31 ws2">ning, kommunik<span class="_ _2"></span>ation och invester<span class="_ _2"></span>arkontakt<span class="_ _0"></span>er<span class="_ _2"></span>. Nettoomsättningen </div><div class="t m0 x1 h4 y41a ff2 fs2 fc3 sc0 ls31 ws2">uppgick till 20 MSEK<span class="_ _2"></span> (23) och avser<span class="_ _0"></span> faktur<span class="_ _2"></span>ering av tjänster<span class="_ _0"></span> inom<span class="_ _6"></span> </div><div class="t m0 x1 h4 y41b ff2 fs2 fc3 sc0 ls31 ws2">koncernen. <span class="_ _2"></span>Årets r<span class="_ _2"></span>esultat uppgick<span class="_ _0"></span> till -3 MSEK (-8<span class="_ _2"></span>). Per<span class="_ _0"></span> den sista </div><div class="t m0 x1 h4 y41c ff2 fs2 fc3 sc0 ls31 ws2">december uppgick<span class="_ _2"></span> moderbolagets eget k<span class="_ _2"></span>apital till 379 MSEK (<span class="_ _1"></span>430), </div><div class="t m0 x1 h4 y41d ff2 fs2 fc3 sc0 ls31 ws2">var<span class="_ _0"></span>av fritt ege<span class="_ _0"></span>t k<span class="_ _2"></span>apital uppgick till 81 MSEK<span class="_ _2"></span> (156)<span class="_ _0"></span>.</div><div class="t m0 x1 h11 y41e ff1 fs2 fc3 sc0 ls2 ws2">AKTIER OCH INNEHA<span class="_ _2"></span>V <span class="_ _0"></span>A<span class="_ _2"></span>V E<span class="_ _0"></span>GNA <span class="_ _2"></span>AKTIER</div><div class="t m0 x1 h4 y41f ff2 fs2 fc3 sc0 ls32 ws2">Per<span class="_ _2"></span> den 31 december 2023 uppgick det<span class="_ _2"></span> totala an<span class="_ _0"></span>talet<span class="_ _2"></span> aktier till </div><div class="t m0 x1 h4 y420 ff2 fs2 fc3 sc0 ls32 ws2">7<span class="_ _2"></span>46 182 472. Sedan först<span class="_ _0"></span>a kvartalet<span class="_ _2"></span> 2023 har aktiestrukturen </div><div class="t m0 x1 h4 y421 ff2 fs2 fc3 sc0 ls32 ws2">för<span class="_ _2"></span>ändrats och består<span class="_ _0"></span> enbart av<span class="_ _0"></span> stamaktien serie <span class="_ _0"></span>A. <span class="_ _2"></span>Tidigare </div><div class="t m0 x1 h4 y422 ff2 fs2 fc3 sc0 ls32 ws2">pref<span class="_ _2"></span>erensaktieserier k<span class="_ _2"></span>onverter<span class="_ _2"></span>ades respektive inlöstes i f<span class="_ _0"></span>ebruari </div><div class="t m0 x1 h4 y423 ff2 fs2 fc3 sc0 ls32 ws2">2023.  Eniro Gr<span class="_ _2"></span>oup AB hade per<span class="_ _0"></span> den 31 december e<span class="_ _0"></span>tt eget<span class="_ _2"></span> inne<span class="ls2">-</span></div><div class="t m0 x1 h4 y424 ff2 fs2 fc3 sc0 ls32 ws2">hav om 18 175 356 aktier<span class="_ _2"></span>. Under år<span class="_ _2"></span>et 2023 förv<span class="_ _0"></span>ärvades t<span class="_ _0"></span>otalt<span class="_ _2"></span> 17<span class="_ _6"></span> </div><div class="t m0 x1 h4 y425 ff2 fs2 fc3 sc0 ls32 ws2">350 000 aktier <span class="_ _0"></span>till en genomsnittskurs på 0<span class="_ _0"></span>,57 SEK.</div><div class="t m0 x24 h4 y426 ff2 fs2 fc3 sc0 ls32 ws2">Den extr<span class="_ _0"></span>a bolagsstämman den 12 sept<span class="_ _0"></span>ember 2022 f<span class="_ _2"></span>attade </div><div class="t m0 x24 h4 y427 ff2 fs2 fc3 sc0 ls32 ws2">ett<span class="_ _0"></span> antal sammanhängande beslut<span class="_ _2"></span> i syfte att bolaget<span class="_ _2"></span> ska ha </div><div class="t m0 x24 h4 y428 ff2 fs2 fc3 sc0 ls32 ws2">endast en aktieserie, däribland beslut<span class="_ _2"></span> om inlösen av samtliga </div><div class="t m0 x24 h4 y429 ff2 fs2 fc3 sc0 ls32 ws2">pref<span class="_ _2"></span>erensaktier av<span class="_ _0"></span> serie B. Förslagen <span class="_ _0"></span>till beslut fr<span class="_ _2"></span>amställdes av </div><div class="t m0 x24 h4 y42a ff2 fs2 fc3 sc0 ls32 ws2">aktieägaren Spectrumone <span class="_ _2"></span>AB (publ). Styr<span class="_ _2"></span>elsen har med stöd </div><div class="t m0 x24 h4 y42b ff2 fs2 fc3 sc0 ls32 ws2">av ext<span class="_ _0"></span>ern juridisk r<span class="_ _2"></span>ådgivning kunnat konst<span class="_ _0"></span>ater<span class="_ _0"></span>a att beslut<span class="_ _0"></span>et<span class="_ _0"></span> om </div><div class="t m0 x24 h4 y42c ff2 fs2 fc3 sc0 ls32 ws2">inlösen av pr<span class="_ _0"></span>efer<span class="_ _2"></span>ensaktier av serie B var<span class="_ _2"></span> förenlig med aktiebo<span class="ls2">-</span></div><div class="t m0 x24 h4 y42d ff2 fs2 fc3 sc0 ls32 ws2">lagslagens regler<span class="_ _2"></span> och att inte heller<span class="_ _2"></span> bolagsordningens regler<span class="_ _2"></span> </div><div class="t m0 x24 h4 y42e ff2 fs2 fc3 sc0 ls32 ws2">medför<span class="_ _2"></span>de hinder mot<span class="_ _0"></span> ett<span class="_ _0"></span> sådant beslut<span class="_ _2"></span>.  Den 1 december 2022 </div><div class="t m0 x24 h4 y42f ff2 fs2 fc3 sc0 ls32 ws2">ingav K<span class="_ _0"></span>apatens Inv<span class="_ _0"></span>estment <span class="_ _2"></span>AB en stämningsansökan <span class="_ _0"></span>till Solna </div><div class="t m0 x24 h4 y430 ff2 fs2 fc3 sc0 ls32 ws2">tingsrätt<span class="_ _2"></span> avseende klander av bolagsst<span class="_ _0"></span>ämmans beslut den </div><div class="t m0 x24 h4 y431 ff2 fs2 fc3 sc0 ls32 ws2">12 september<span class="_ _2"></span> 2022 såvitt avser<span class="_ _0"></span> beslutet<span class="_ _2"></span> om inlösen av pref<span class="_ _0"></span>e<span class="ls2">-</span></div><div class="t m0 x24 h4 y432 ff2 fs2 fc3 sc0 ls32 ws2">rensaktier<span class="_ _2"></span> av serie B. Kapat<span class="_ _0"></span>ens Investment<span class="_ _2"></span> AB framst<span class="_ _2"></span>ällde inte </div><div class="t m0 x24 h4 y433 ff2 fs2 fc3 sc0 ls32 ws2">yrkande om inhibition, dv<span class="_ _0"></span>s att bolagsst<span class="_ _0"></span>ämmans beslut in<span class="_ _0"></span>te </div><div class="t m0 x24 h4 y434 ff2 fs2 fc3 sc0 ls32 ws2">skulle verkst<span class="_ _0"></span>ällas. Beslutet<span class="_ _2"></span>, liksom övriga sammanhängande </div><div class="t m0 x24 h4 y435 ff2 fs2 fc3 sc0 ls32 ws2">bolagsstämmobeslut<span class="_ _0"></span> har därmed r<span class="_ _2"></span>egistrerat<span class="_ _0"></span>s hos Bolagsverk<span class="_ _2"></span>et, </div><div class="t m0 x24 h4 y436 ff2 fs2 fc3 sc0 ls32 ws2">vars r<span class="_ _0"></span>egistreringsbeslut<span class="_ _2"></span> vunnit laga kr<span class="_ _0"></span>aft<span class="_ _0"></span>. Samtliga beslut <span class="_ _0"></span>vid </div><div class="t m0 x24 h4 y437 ff2 fs2 fc3 sc0 ls32 ws2">bolagsstämman har<span class="_ _0"></span> verkst<span class="_ _0"></span>ällts. Bolaget<span class="_ _0"></span> har numer<span class="_ _2"></span>a endast ett </div><div class="t m0 x24 h4 y438 ff2 fs2 fc3 sc0 ls32 ws2">aktieslag, med lika r<span class="_ _2"></span>ätt till k<span class="_ _2"></span>apital, utdelning och röst<span class="_ _0"></span>er<span class="_ _2"></span>. Bolagets </div><div class="t m0 x24 h4 y439 ff2 fs2 fc3 sc0 ls32 ws2">styrelse har<span class="_ _2"></span> med stöd av extern juridisk<span class="_ _2"></span> rådgivning bedömt<span class="_ _0"></span> att </div><div class="t m0 x24 h4 y43a ff2 fs2 fc3 sc0 ls32 ws2">Kapat<span class="_ _0"></span>ens Investment<span class="_ _2"></span> ABs t<span class="_ _0"></span>alan inte k<span class="_ _2"></span>ommer att <span class="_ _0"></span>vinna bifall </div><div class="t m0 x24 h4 y43b ff2 fs2 fc3 sc0 ls32 ws2">och vart<span class="_ _2"></span> fall inte innebär<span class="_ _0"></span>a någon för<span class="_ _2"></span>ändring av den nu före<span class="ls2">-</span></div><div class="t m0 x24 h4 y43c ff2 fs2 fc3 sc0 ls32 ws2">liggande aktiestrukturen. <span class="_ _2"></span>V<span class="_ _0"></span>arje domstolspr<span class="_ _0"></span>ocess, oavsett<span class="_ _0"></span> slag, </div><div class="t m0 x24 h4 y43d ff2 fs2 fc3 sc0 ls32 ws2">innehåller alltid en ”<span class="_ _0"></span>processrisk<span class="_ _1"></span>”<span class="_ _1"></span>. Detta gäller därf<span class="_ _2"></span>ör i någon mån </div><div class="t m0 x24 h4 y43e ff2 fs2 fc3 sc0 ls32 ws2">även klandertvisten. S<span class="_ _0"></span>tyrelsen har<span class="_ _2"></span> på samma sätt med stöd av </div><div class="t m0 x24 h4 y43f ff2 fs2 fc3 sc0 ls32 ws2">extern juridisk<span class="_ _2"></span> rådgivning gjort den bedömningen att<span class="_ _2"></span> Kapatens </div><div class="t m0 x24 h4 y440 ff2 fs2 fc3 sc0 ls32 ws2">Investment<span class="_ _2"></span> ABs talan in<span class="_ _0"></span>te k<span class="_ _2"></span>an komma att orsak<span class="_ _2"></span>a bolaget annan </div><div class="t m0 x24 h4 y441 ff2 fs2 fc3 sc0 ls32 ws2">kostnad än r<span class="_ _2"></span>ättegångskostnaderna. </div><div class="t m0 x24 h4 y442 ff2 fs2 fc3 sc0 ls32 ws2">Tingsr<span class="_ _2"></span>ätten har pr<span class="_ _0"></span>eliminärt angivit<span class="_ _2"></span> att ett<span class="_ _0"></span> avgör<span class="_ _0"></span>ande kommer<span class="_ _2"></span> </div><div class="t m0 x24 h4 y443 ff2 fs2 fc3 sc0 ls32 ws2">under maj-juni 202<span class="_ _0"></span>4. <span class="_ _2"></span>Ytterligar<span class="_ _2"></span>e information om aktien och </div><div class="t m0 x24 h4 y444 ff2 fs2 fc3 sc0 ls32 ws2">ägandet<span class="_ _0"></span> finns på sidorna 12-<span class="_ _2"></span>16.</div><div class="t m0 x24 h11 y445 ff1 fs2 fc3 sc0 ls2 ws2">MILJÖP<span class="_ _2"></span>Å<span class="_ _0"></span>VERKAN </div><div class="t m0 x24 h4 y446 ff2 fs2 fc3 sc0 ls2 ws2">Koncernen bedriv<span class="_ _0"></span>er ingen <span class="_ _0"></span>tillståndspliktig v<span class="_ _0"></span>erksamhet enligt<span class="_ _2"></span> </div><div class="t m0 x24 h4 y447 ff2 fs2 fc3 sc0 ls2 ws2">gällande miljöbestämmelser<span class="_ _2"></span>. På www<span class="_ _2"></span>.enir<span class="_ _0"></span>ogroup<span class="_ _2"></span>.com finns </div><div class="t m0 x24 h4 y448 ff2 fs2 fc3 sc0 ls2 ws2">mer in<span class="_ _0"></span>formation om Enir<span class="_ _0"></span>os miljöarbete.</div><div class="t m0 x24 h11 y449 ff1 fs2 fc3 sc0 ls2 ws2">HÅLLBARHETSRAPPOR<span class="_ _0"></span>T</div><div class="t m0 x24 h4 y44a ff2 fs2 fc3 sc0 ls2 ws2">Koncernens hållbarhe<span class="_ _0"></span>tsrapport<span class="_ _2"></span> för 2023, som åt<span class="_ _0"></span>erfinns på </div><div class="t m0 x24 h4 y44b ff2 fs2 fc3 sc0 ls2 ws2">sidorna 23-29 i denna år<span class="_ _0"></span>sredovisning, är<span class="_ _2"></span> upprättad av<span class="_ _0"></span> Eniro </div><div class="t m0 x24 h4 y44c ff2 fs2 fc3 sc0 ls2 ws2">Group <span class="_ _2"></span>AB (publ), or<span class="_ _0"></span>g nr 556588-0936, med sät<span class="_ _0"></span>e i Stockholm.</div><div class="t m0 x24 h11 y44d ff1 fs2 fc3 sc0 ls2 ws2">ERSÄ<span class="_ _1"></span>TTNINGAR </div><div class="t m0 x24 h4 y44e ff2 fs2 fc3 sc0 ls32 ws2">Ersättningarna till styr<span class="_ _0"></span>elsens ledamöter<span class="_ _2"></span> och till koncernledningen </div><div class="t m0 x24 h4 y44f ff2 fs2 fc3 sc0 ls32 ws2">samt<span class="_ _0"></span> de riktlinjer f<span class="_ _2"></span>ör ersättning till ledande bef<span class="_ _0"></span>attningshavar<span class="_ _0"></span>e </div><div class="t m0 x24 h4 y450 ff2 fs2 fc3 sc0 ls32 ws2">som fastst<span class="_ _0"></span>älldes av årsstämman 2023 finns beskrivna i no<span class="_ _0"></span>t 10<span class="_ _2"></span>.</div></div><div class="pi"></div></div><div id="pf15" class="pf w0 h0"><div class="pc pc15 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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CD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAJVyP1kAAAKKSURBVAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+HkCAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAAAAAN5KjT+SJJcXOz84w6Fu45uWbNr/nGOSfUt+unXrSpYtGVUyqeSr7vf7rOT3yV133ZrvSk6VLCqZ9/YZtuSvJatubDu4fWeDZN2bN+39XwHIQL+jWLTFywAAAABJRU5ErkJggg==" /><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">21</div><div class="t m0 x8 h11 y451 ff1 fs2 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>ÄSENTLIGA HÄNDELSER UNDER 2023</div><div class="t m0 x8 h4 y452 ff2 fs2 fc3 sc0 ls32 ws87">• <span class="_ _a5"> </span><span class="ws2">Enir<span class="_ _2"></span>o har sedan februari 2023 enbart<span class="_ _2"></span> ett aktieslag eft<span class="_ _0"></span>er att<span class="_ _0"></span> </span></div><div class="t m0 x38 h4 y453 ff2 fs2 fc3 sc0 ls32 ws2">pref<span class="_ _2"></span>erensaktier av<span class="_ _0"></span> serie A<span class="_ _2"></span> och pref<span class="_ _0"></span>erensaktier<span class="_ _2"></span> av serie B kon<span class="ls2">-</span></div><div class="t m0 x38 h4 y454 ff2 fs2 fc3 sc0 ls32 ws2">verter<span class="_ _2"></span>ades respektive inlöstes. I samband med de<span class="_ _0"></span>tta sk<span class="_ _0"></span>edde </div><div class="t m0 x38 h4 y455 ff2 fs2 fc3 sc0 ls32 ws2">en nyemission som ök<span class="_ _2"></span>ade aktiekapitalet<span class="_ _2"></span> med 25 MSEK.</div><div class="t m0 x8 h4 y456 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Eniro meddelade den 4 maj 2023 att<span class="_ _2"></span> ett eff<span class="_ _0"></span>ektiviseringspro-</div><div class="t m0 x38 h4 y457 ff2 fs2 fc3 sc0 ls2 ws2">gram initier<span class="_ _2"></span>ats med mål att stärk<span class="_ _2"></span>a kundnyttan och skapa </div><div class="t m0 x38 h4 y458 ff2 fs2 fc3 sc0 ls2 ws2">60-80 miljoner kr<span class="_ _2"></span>onor i årliga eff<span class="_ _0"></span>ektivitetsvinst<span class="_ _2"></span>er.</div><div class="t m0 x8 h4 y459 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Den 14 juli 2023 beslutade styr<span class="_ _0"></span>elsen i Eniro att<span class="_ _2"></span>, med stöd av </div><div class="t m0 x38 h4 y45a ff2 fs2 fc3 sc0 ls2 ws2">bemyndigandet<span class="_ _2"></span> från årsstämman den 11 maj 2023, f<span class="_ _0"></span>örvär<span class="_ _2"></span>-</div><div class="t m0 x38 h4 y45b ff2 fs2 fc3 sc0 ls2 ws2">va egna aktier<span class="_ _0"></span> på Nasdaq Stockholm inom r<span class="_ _2"></span>amen för e<span class="_ _0"></span>tt </div><div class="t m0 x38 h4 y45c ff2 fs2 fc3 sc0 ls2 ws2">återk<span class="_ _2"></span>öpsprogram. Under<span class="_ _2"></span> perioden har 17 350 000 st aktier<span class="_ _2"></span> </div><div class="t m0 x38 h4 y45d ff2 fs2 fc3 sc0 ls2 ws2">förvärv<span class="_ _0"></span>ats till en genomsnittskurs på 0<span class="_ _2"></span>,57 SEK. </div><div class="t m0 x8 h4 y45e ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Eniro meddelade den 6 no<span class="_ _0"></span>vember<span class="_ _0"></span> 2023 att aff<span class="_ _2"></span>ärsområdet<span class="_ _0"></span> </div><div class="t m0 x38 h4 y45f ff2 fs2 fc3 sc0 ls2 ws2">Dynava säkr<span class="_ _0"></span>at ett<span class="_ _2"></span> avtal värt<span class="_ _0"></span> 30 MSEK per<span class="_ _2"></span> år med R<span class="_ _0"></span>egion </div><div class="t m0 x38 h4 y460 ff2 fs2 fc3 sc0 ls2 ws2">Stockholm. </div><div class="t m0 x8 h4 y461 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Eniro meddelade den 9 no<span class="_ _0"></span>vember<span class="_ _0"></span> 2023 genom pressmed-</div><div class="t m0 x38 h4 y462 ff2 fs2 fc3 sc0 ls2 ws2">delande att bolage<span class="_ _0"></span>t inleder<span class="_ _2"></span> en strategisk<span class="_ _0"></span> översyn av<span class="_ _0"></span> sitt </div><div class="t m0 x38 h4 y463 ff2 fs2 fc3 sc0 ls2 ws2">affärsomr<span class="_ _2"></span>åde Dynava.</div><div class="t m0 x8 h4 y464 ff2 fs2 fc3 sc0 ls32 ws87">• <span class="_ _b3"> </span><span class="ws2">Eniro Gr<span class="_ _0"></span>oup ABs (<span class="_ _2"></span>publ) CFO J<span class="_ _0"></span>oel Odland är f<span class="_ _2"></span>öräldraledig </span></div><div class="t m0 x38 h4 y465 ff2 fs2 fc3 sc0 ls32 ws2">under perioden januari <span class="_ _0"></span>till augusti 2024. Under<span class="_ _2"></span> den perioden<span class="_ _6"></span> </div><div class="t m0 x38 h4 y466 ff2 fs2 fc3 sc0 ls32 ws2">har bolage<span class="_ _0"></span>t utse<span class="_ _0"></span>tt <span class="_ _2"></span>Johanna Engelbrekt<span class="_ _2"></span> som interim CFO<span class="_ _2"></span>. </div><div class="t m0 x8 h11 y467 ff1 fs2 fc3 sc0 ls2 ws2">FÖRV<span class="_ _1"></span>ÄNT<span class="_ _2"></span>AD FRAMTIDA<span class="_ _0"></span> UTVECKLING</div><div class="t m0 x8 h4 y468 ff2 fs2 fc3 sc0 ls31 ws2">Den digitala marknadsf<span class="_ _0"></span>öringsbranschen befinner<span class="_ _2"></span> sig just nu under </div><div class="t m0 x8 h4 y469 ff2 fs2 fc3 sc0 ls31 ws2">en period av avmattning som k<span class="_ _0"></span>ortsiktigt är<span class="_ _2"></span> svår att<span class="_ _2"></span> förutsäga </div><div class="t m0 x8 h4 y46a ff2 fs2 fc3 sc0 ls31 ws2">effekt<span class="_ _0"></span>erna av<span class="_ _2"></span>. En situation vilket<span class="_ _2"></span> kommer<span class="_ _0"></span> ställa kr<span class="_ _0"></span>av på affärsom<span class="ls2">-</span></div><div class="t m0 x8 h4 y46b ff2 fs2 fc3 sc0 ls31 ws2">råde<span class="_ _0"></span>ts Mark<span class="_ _0"></span>eting Partners r<span class="_ _2"></span>esiliens. De långsiktiga trenderna f<span class="_ _0"></span>ör </div><div class="t m0 x8 h4 y46c ff2 fs2 fc3 sc0 ls31 ws2">branschsegmen<span class="_ _0"></span>tet<span class="_ _2"></span> förblir dock<span class="_ _0"></span> stark. I k<span class="_ _0"></span>ombination med pågående </div><div class="t m0 x8 h4 y46d ff2 fs2 fc3 sc0 ls31 ws2">transf<span class="_ _2"></span>ormationsresa och strat<span class="_ _0"></span>egiska agenda sk<span class="_ _2"></span>apar affär<span class="_ _0"></span>sområ<span class="ls2">-</span></div><div class="t m0 x8 h4 y46e ff2 fs2 fc3 sc0 ls31 ws2">det<span class="_ _0"></span> bättre f<span class="_ _0"></span>örutsättningar<span class="_ _0"></span> att snabb<span class="_ _0"></span>t anpassa sig till k<span class="_ _2"></span>ommande<span class="_ _6"></span> </div><div class="t m0 x8 h4 y46f ff2 fs2 fc3 sc0 ls31 ws2">marknadstrender<span class="_ _1"></span>.  Aff<span class="_ _0"></span>ärsområde<span class="_ _0"></span>t Dynav<span class="_ _0"></span>a har under<span class="_ _2"></span> året<span class="_ _0"></span> genom<span class="ls2">-</span></div><div class="t m0 x8 h4 y470 ff2 fs2 fc3 sc0 ls31 ws2">fört<span class="_ _2"></span> viktiga investeringar<span class="_ _0"></span> i t<span class="_ _0"></span> ex nedläggning av k<span class="_ _2"></span>ontor och ﬂytt<span class="_ _2"></span> av<span class="_ _6"></span> </div><div class="t m0 x8 h4 y471 ff2 fs2 fc3 sc0 ls31 ws2">produktionen o<span class="_ _0"></span>ff<span class="_ _0"></span>-shore, <span class="_ _0"></span>viktiga besparingar som f<span class="_ _2"></span>örväntas räknas </div><div class="t m0 x8 h4 y472 ff2 fs2 fc3 sc0 ls31 ws2">hem under k<span class="_ _2"></span>ommande år<span class="_ _2"></span>.  En strategisk<span class="_ _0"></span>a övers<span class="_ _0"></span>ynen av affärsom<span class="ls2">-</span></div><div class="t m0 x8 h4 y473 ff2 fs2 fc3 sc0 ls31 ws2">råde<span class="_ _0"></span>t pågår<span class="_ _2"></span> och bolaget planer<span class="_ _0"></span>ar att<span class="_ _2"></span> dela framtidsvisionerna inom </div><div class="t m0 x8 h4 y474 ff2 fs2 fc3 sc0 ls31 ws2">en snar fr<span class="_ _2"></span>amtid.</div><div class="t m0 xa h11 y475 ff1 fs2 fc3 sc0 ls2 ws2">RISKER OCH OSÄKERHETSF<span class="_ _1"></span>AKTORER</div><div class="t m0 xa h4 y476 ff2 fs2 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>äsentliga risker<span class="_ _2"></span> och osäkerhetsf<span class="_ _0"></span>aktor<span class="_ _0"></span>er finns beskrivna på </div><div class="t m0 xa h4 y477 ff2 fs2 fc3 sc0 ls2 ws2">sidan 35 och i not<span class="_ _0"></span> 25 på sidan 56. För<span class="_ _2"></span> att motverk<span class="_ _2"></span>a denna </div><div class="t m0 xa h4 y29e ff2 fs2 fc3 sc0 ls2 ws2">period av avmattning i br<span class="_ _0"></span>anschen fortsätt<span class="_ _0"></span>er arbe<span class="_ _0"></span>tet<span class="_ _2"></span> med åt-</div><div class="t m0 xa h4 y29f ff2 fs2 fc3 sc0 ls2 ws2">gärder<span class="_ _2"></span> som syftar <span class="_ _0"></span>till att anpassa <span class="_ _0"></span>verksamheten e<span class="_ _0"></span>fter<span class="_ _0"></span> rådande </div><div class="t m0 xa h4 y2a0 ff2 fs2 fc3 sc0 ls2 ws2">situation. Å<span class="_ _2"></span>tgärdsplaner<span class="_ _0"></span> uppdater<span class="_ _0"></span>as kon<span class="_ _0"></span>tinuerligt f<span class="_ _2"></span>ör att säk<span class="_ _2"></span>er-</div><div class="t m0 xa h4 y2a1 ff2 fs2 fc3 sc0 ls2 ws2">ställa den oper<span class="_ _0"></span>ationella och finansiella ﬂexibilite<span class="_ _0"></span>ten.</div><div class="t m0 xa h11 y478 ff1 fs2 fc3 sc0 ls2 ws2">HÄNDELSER EFTER BALANSD<span class="_ _0"></span>AGEN</div><div class="t m0 xa h4 y479 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Inga väsentliga händelser<span class="_ _2"></span> har not<span class="_ _0"></span>erats e<span class="_ _0"></span>fter<span class="_ _0"></span> periodens </div><div class="t m0 x87 h4 y47a ff2 fs2 fc3 sc0 ls2 ws2">utgång.</div><div class="t m0 x88 h11 y47b ff1 fs2 fc3 sc0 ls2 wsc5">FÖRSLA<span class="_ _0"></span>G TILL<span class="_ _0"></span> VINSTDISPOSITION</div><div class="t m0 x87 h4 y47c ff2 fs2 fc3 sc0 ls2 ws2">Följande medel står<span class="_ _2"></span> till moderbolagets förf<span class="_ _2"></span>ogande, tusen </div><div class="t m0 x87 h4 y47d ff2 fs2 fc3 sc0 ls2 ws2">kronor:</div><div class="t m0 x89 h4 y47e ff2 fs2 fc3 sc0 ls2 ws2">Fritt<span class="_ _2"></span> kapital<span class="_ _b4"> </span>84 227</div><div class="t m0 x89 h4 y47f ff2 fs2 fc3 sc0 ls2 ws2">Åre<span class="_ _0"></span>ts result<span class="_ _0"></span>at<span class="_ _b5"> </span>-3 215</div><div class="t m0 x89 h11 y480 ff1 fs2 fc3 sc0 ls2 ws2">Summa:<span class="_ _b6"> </span>81 012</div><div class="t m0 x88 h4 y481 ff2 fs2 fc3 sc0 ls2 ws2">Styr<span class="_ _0"></span>elsen för<span class="_ _0"></span>eslår<span class="_ _0"></span> en ordinarie ut<span class="_ _0"></span>delning om 0,<span class="_ _0"></span>04 SEK (<span class="_ _2"></span>0,05) </div><div class="t m0 x88 h4 y482 ff2 fs2 fc3 sc0 ls2 ws2">per aktie.</div><div class="t m0 x8a h4 y483 ff2 fs2 fc3 sc0 ls2 ws30">Utdelning till ägare<span class="_ _b7"> </span><span class="ws2">29 120</span></div><div class="t m0 x8a h4 y484 ff2 fs2 fc3 sc0 ls2 ws2">I ny r<span class="_ _2"></span>äkning överför<span class="_ _0"></span>es<span class="_ _b8"> </span>51 893</div><div class="t m0 x8a h11 y485 ff1 fs2 fc3 sc0 ls2 ws2">Summa:<span class="_ _b9"> </span>81 012</div></div><div class="pi"></div></div><div id="pf16" class="pf w0 h0"><div class="pc pc16 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">22</div><div class="t m0 x1 h9 y486 ff1 fs6 fc3 sc0 ls8e ws2">Styr<span class="_ _2"></span>elsens för<span class="_ _2"></span> Eniro Gr<span class="_ _0"></span>oup <span class="_ _2"></span>AB yttrande enligt 18 k<span class="_ _1"></span>ap. 4 §<span class="_ _6"></span> </div><div class="t m0 x1 h9 y487 ff1 fs6 fc3 sc0 ls2 ws2">a<span class="_ _2"></span>kt<span class="_ _1"></span>ie<span class="_ _2"></span>b<span class="_ _2"></span>ol<span class="_ _2"></span>a<span class="_ _2"></span>gs<span class="_ _1"></span>la<span class="_ _2"></span>g<span class="_ _2"></span>en<span class="_ _1"></span> avseende för<span class="_ _0"></span>slaget till år<span class="_ _0"></span>sst<span class="_ _0"></span>ämman </div><div class="t m0 x1 h9 y488 ff1 fs6 fc3 sc0 ls2 ws2">2024 om vinstut<span class="_ _0"></span>delning för<span class="_ _1"></span> räk<span class="_ _2"></span>ensk<span class="_ _2"></span>apsåret<span class="_ _2"></span> 2023.</div><div class="t m0 x1 h4 y489 ff2 fs2 fc3 sc0 ls2 ws2">Styr<span class="_ _0"></span>elsen för<span class="_ _2"></span> Eniro Group <span class="_ _2"></span>AB har för<span class="_ _2"></span>eslagit att de <span class="_ _0"></span>till stämmans </div><div class="t m0 x1 h4 y48a ff2 fs2 fc3 sc0 ls2 ws2">förf<span class="_ _0"></span>ogande stående vinstmedlen i moderbolage<span class="_ _0"></span>t, balanser<span class="_ _2"></span>at </div><div class="t m0 x1 h4 y48b ff2 fs2 fc3 sc0 ls2 ws2">result<span class="_ _0"></span>at om 84 226 951 kr<span class="_ _2"></span> samt år<span class="_ _2"></span>ets resultat<span class="_ _2"></span> om -3 215 045 kr<span class="_ _0"></span>, </div><div class="t m0 x1 h4 y48c ff2 fs2 fc3 sc0 ls2 ws2">tot<span class="_ _0"></span>alt 81 0<span class="_ _0"></span>11 906 kr<span class="_ _2"></span>, disponeras så att<span class="_ _0"></span> tot<span class="_ _2"></span>alt 0,<span class="_ _0"></span>04 kr per<span class="_ _2"></span> aktie, </div><div class="t m0 x1 h4 y48d ff2 fs2 fc3 sc0 ls2 ws2">motsv<span class="_ _0"></span>arande sammanlagt<span class="_ _2"></span> 29 120 285 kr, ut<span class="_ _2"></span>delas till aktieägar-</div><div class="t m0 x1 h4 y48e ff2 fs2 fc3 sc0 ls2 ws2">na och att åt<span class="_ _0"></span>erstående belopp 51 891 6<span class="_ _0"></span>22 kr balanser<span class="_ _2"></span>as i ny </div><div class="t m0 x1 h4 y48f ff2 fs2 fc3 sc0 ls2 ws2">räkning. </div><div class="t m0 x1 h4 y490 ff2 fs2 fc3 sc0 ls2 ws2">I enlighet<span class="_ _0"></span> med 18 kap<span class="_ _2"></span>. 4 § aktiebolagslagen avger styr<span class="_ _0"></span>elsen </div><div class="t m0 x1 h4 y491 ff2 fs2 fc3 sc0 ls2 ws2">härmed följande motiv<span class="_ _0"></span>erade <span class="_ _0"></span>yttrande. </div><div class="t m0 x1 h4 y492 ff2 fs2 fc3 sc0 ls2 ws2">Moderbolagets egna k<span class="_ _2"></span>apital har ber<span class="_ _0"></span>äknats i enlighet<span class="_ _0"></span> med </div><div class="t m0 x1 h4 y493 ff2 fs2 fc3 sc0 ls2 ws2">svensk<span class="_ _0"></span> lag och med tillämpning av r<span class="_ _0"></span>edovisningsr<span class="_ _0"></span>ekommenda-</div><div class="t m0 x1 h4 y494 ff2 fs2 fc3 sc0 ls2 ws2">tionen RFR 2 (Redo<span class="_ _0"></span>visning för<span class="_ _0"></span> juridisk<span class="_ _0"></span>a personer)<span class="_ _0"></span>, utgiven av<span class="_ _0"></span> </div><div class="t m0 x1 h4 y495 ff2 fs2 fc3 sc0 ls2 ws2">Rådet<span class="_ _2"></span> för finansiell r<span class="_ _2"></span>apportering. </div><div class="t m0 x1 h11 y496 ff1 fs2 fc3 sc0 ls2 ws2">YTTRANDE</div><div class="t m0 x1 h4 y497 ff2 fs2 fc3 sc0 ls2 ws2">Styr<span class="_ _0"></span>elsen finner att<span class="_ _2"></span> full täckning finns för<span class="_ _2"></span> bolagets bundna </div><div class="t m0 x1 h4 y498 ff2 fs2 fc3 sc0 ls2 ws2">egna kapit<span class="_ _2"></span>al efter den f<span class="_ _0"></span>öreslagna <span class="_ _0"></span>vinstutdelningen. Det<span class="_ _2"></span> är </div><div class="t m0 x1 h4 y499 ff2 fs2 fc3 sc0 ls2 ws2">vidare styr<span class="_ _2"></span>elsens bedömning att den för<span class="_ _2"></span>eslagna vinstutdel-</div><div class="t m0 x1 h4 y49a ff2 fs2 fc3 sc0 ls2 ws2">ningen är f<span class="_ _2"></span>örsvarlig med hänsyn till de kr<span class="_ _0"></span>av som verksamhe<span class="_ _0"></span>t<span class="_ _0"></span>-</div><div class="t m0 x1 h4 y49b ff2 fs2 fc3 sc0 ls2 ws2">ens art<span class="_ _0"></span>, omfattning och risk<span class="_ _2"></span>er ställer<span class="_ _2"></span> på storleken av bolage<span class="_ _0"></span>ts </div><div class="t m0 x1 h4 y49c ff2 fs2 fc3 sc0 ls2 ws2">och koncernens egna k<span class="_ _2"></span>apital samt<span class="_ _0"></span> bolagets och k<span class="_ _0"></span>oncernens </div><div class="t m0 x1 h4 y49d ff2 fs2 fc3 sc0 ls2 ws2">konsolideringsbeho<span class="_ _0"></span>v<span class="_ _2"></span>, likviditet och st<span class="_ _0"></span>ällning i övrigt<span class="_ _2"></span>. </div><div class="t m0 x1 h11 y49e ff1 fs2 fc3 sc0 ls2 ws2">VERKSAMHETENS <span class="_ _0"></span>ART<span class="_ _1"></span>, OMF<span class="_ _2"></span>A<span class="_ _2"></span>TTNING OCH RISKER </div><div class="t m0 x1 h4 y49f ff2 fs2 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>erksamhetens art och om<span class="_ _0"></span>fattning fr<span class="_ _2"></span>amgår av bolagsor<span class="_ _0"></span>d-</div><div class="t m0 x1 h4 y4a0 ff2 fs2 fc3 sc0 ls2 ws2">ningen och avgivna årsr<span class="_ _0"></span>edovisningar<span class="_ _2"></span>. Den verksamhet<span class="_ _2"></span> som </div><div class="t m0 x1 h4 y4a1 ff2 fs2 fc3 sc0 ls2 ws2">bedrivs i bolaget<span class="_ _0"></span> och k<span class="_ _0"></span>oncernen medför<span class="_ _2"></span> inte risker<span class="_ _2"></span> utöver<span class="_ _0"></span> vad </div><div class="t m0 x1 h4 y4a2 ff2 fs2 fc3 sc0 ls2 ws2">som för<span class="_ _2"></span>ekommer eller<span class="_ _2"></span> kan ant<span class="_ _0"></span>as för<span class="_ _0"></span>ek<span class="_ _0"></span>omma i branschen eller<span class="_ _2"></span> </div><div class="t m0 x1 h4 y4a3 ff2 fs2 fc3 sc0 ls2 ws2">de risker<span class="_ _2"></span> som i allmänhet är<span class="_ _2"></span> förenade med bedrivande av<span class="_ _0"></span> </div><div class="t m0 x1 h4 y4a4 ff2 fs2 fc3 sc0 ls2 ws2">näringsverksamhet<span class="_ _2"></span>. </div><div class="t m0 x1 h4 y4a5 ff2 fs2 fc3 sc0 ls32 ws2">Styr<span class="_ _0"></span>elsen bedömer att<span class="_ _2"></span> bolagets och koncernens egna k<span class="_ _2"></span>apital </div><div class="t m0 x1 h4 y4a6 ff2 fs2 fc3 sc0 ls32 ws2">efter<span class="_ _2"></span> antagande av ovannämnda beslutsf<span class="_ _2"></span>örslag, kommer<span class="_ _0"></span> att </div><div class="t m0 x1 h4 y4a7 ff2 fs2 fc3 sc0 ls32 ws2">var<span class="_ _0"></span>a tillräckligt<span class="_ _2"></span> stort i r<span class="_ _2"></span>elation till de krav som ställs med häns<span class="_ _0"></span>yn </div><div class="t m0 x1 h4 y4a8 ff2 fs2 fc3 sc0 ls32 ws2">till bolags- och k<span class="_ _0"></span>oncernverksamhet<span class="_ _2"></span>ens art, omfattning och risk<span class="_ _2"></span>er<span class="_ _2"></span>.<span class="_ _6"></span> </div><div class="t m0 x1 h4 y4a9 ff2 fs2 fc3 sc0 ls32 ws2">Styr<span class="_ _0"></span>elsen har i sammanhange<span class="_ _0"></span>t bland annat<span class="_ _2"></span> beaktat bolagets </div><div class="t m0 x1 h4 y4aa ff2 fs2 fc3 sc0 ls32 ws2">och koncernens hist<span class="_ _2"></span>oriska utveckling, fast<span class="_ _0"></span>ställd affär<span class="_ _0"></span>splan, bud<span class="ls2">-</span></div><div class="t m0 x1 h4 y4ab ff2 fs2 fc3 sc0 ls32 ws2">geter<span class="_ _2"></span>ad utveckling, omvärldssituationen samt<span class="_ _0"></span> konjunkturläge<span class="_ _0"></span>t<span class="_ _0"></span>. </div><div class="t m0 x1 h11 y4ac ff1 fs2 fc3 sc0 ls2 ws2">BOLAGET<span class="_ _0"></span>S K<span class="_ _2"></span>ONSOLIDERINGSBEHOV<span class="_ _1"></span>, LIKVIDITET OCH </div><div class="t m0 x1 h4 y4ad ff1 fs2 fc3 sc0 ls2 ws2">ST<span class="_ _1"></span>ÄLLNING I ÖVRIGT<span class="ff2"> </span></div><div class="t m0 x1 h4 y4ae ff2 fs2 fc3 sc0 ls2 ws2">Styr<span class="_ _0"></span>elsen har gjort<span class="_ _2"></span> en allsidig bedömning av bolagets och </div><div class="t m0 x1 h4 y4af ff2 fs2 fc3 sc0 ls2 ws2">koncernens ek<span class="_ _2"></span>onomiska ställning och dess möjlighe<span class="_ _0"></span>ter<span class="_ _0"></span> att på </div><div class="t m0 x1 h4 y4b0 ff2 fs2 fc3 sc0 ls2 ws2">sikt in<span class="_ _0"></span>fria sina åtaganden. Den för<span class="_ _2"></span>eslagna vinstutdelningen </div><div class="t m0 x1 h4 y4b1 ff2 fs2 fc3 sc0 ls2 ws2">utgör<span class="_ _0"></span> cirk<span class="_ _0"></span>a 8 procent<span class="_ _2"></span> av bolagets to<span class="_ _0"></span>tala egna k<span class="_ _2"></span>apital och cirka </div><div class="t m0 x1 h4 y4b2 ff2 fs2 fc3 sc0 ls2 ws2">11 procen<span class="_ _0"></span>t av k<span class="_ _2"></span>oncernens tot<span class="_ _0"></span>ala egna kapit<span class="_ _0"></span>al. </div><div class="t m0 x1 h4 y4b3 ff2 fs2 fc3 sc0 ls2 ws2">Styr<span class="_ _0"></span>elsen bedömer att<span class="_ _2"></span> bolagets och koncernens solidit<span class="_ _0"></span>et är<span class="_ _2"></span> </div><div class="t m0 x1 h4 y4b4 ff2 fs2 fc3 sc0 ls2 ws2">god med beaktande av såv<span class="_ _0"></span>äl de förhållanden som r<span class="_ _0"></span>åder inom </div><div class="t m0 x1 h4 y4b5 ff2 fs2 fc3 sc0 ls2 ws2">den bransch som bolage<span class="_ _0"></span>t och k<span class="_ _2"></span>oncernen verkar<span class="_ _2"></span> i som bolagets </div><div class="t m0 x1 h4 y4b6 ff2 fs2 fc3 sc0 ls2 ws2">och koncernens st<span class="_ _2"></span>orlek och relev<span class="_ _0"></span>anta f<span class="_ _0"></span>örhållanden i övrigt<span class="_ _0"></span>. Mot<span class="_ _2"></span> </div><div class="t m0 x1 h4 y4b7 ff2 fs2 fc3 sc0 ls2 ws2">denna bakgrund anser<span class="_ _2"></span> styrelsen att<span class="_ _0"></span> bolaget och k<span class="_ _2"></span>oncernen </div><div class="t m0 x24 h4 y4b8 ff2 fs2 fc3 sc0 ls2 ws2">har goda f<span class="_ _2"></span>örutsättningar att<span class="_ _0"></span> hanter<span class="_ _0"></span>a fram<span class="_ _0"></span>tida affärsrisk<span class="_ _2"></span>er och </div><div class="t m0 x24 h4 y4b9 ff2 fs2 fc3 sc0 ls2 ws2">även att<span class="_ _0"></span> hanter<span class="_ _2"></span>a de förändringar<span class="_ _2"></span> som förkommer<span class="_ _2"></span> i verksam-</div><div class="t m0 x24 h4 y4ba ff2 fs2 fc3 sc0 ls2 ws2">heten. Planer<span class="_ _2"></span>ade investeringar<span class="_ _2"></span>, liksom avkastningen på de<span class="_ _0"></span>t </div><div class="t m0 x24 h4 y4bb ff2 fs2 fc3 sc0 ls2 ws2">egna kapit<span class="_ _2"></span>alet och result<span class="_ _0"></span>atprognoser<span class="_ _2"></span> har beaktats. S<span class="_ _0"></span>tyrelsen </div><div class="t m0 x24 h4 y4bc ff2 fs2 fc3 sc0 ls2 ws2">bedömer att<span class="_ _2"></span> antagande av styr<span class="_ _0"></span>elsens ovannämnda beslutsf<span class="_ _0"></span>ör<span class="_ _2"></span>-</div><div class="t m0 x24 h4 y4bd ff2 fs2 fc3 sc0 ls2 ws2">slag inte skulle ändr<span class="_ _2"></span>a detta.</div><div class="t m0 x24 h4 y4be ff2 fs2 fc3 sc0 ls2 ws2">Antagande av beslut<span class="_ _0"></span>sförslagen skulle in<span class="_ _0"></span>te negativt<span class="_ _0"></span> påverk<span class="_ _0"></span>a </div><div class="t m0 x24 h4 y4bf ff2 fs2 fc3 sc0 ls2 ws2">bolagets och k<span class="_ _2"></span>oncernens förmåga att gör<span class="_ _0"></span>a ytterligar<span class="_ _2"></span>e affärs-</div><div class="t m0 x24 h4 y4c0 ff2 fs2 fc3 sc0 ls2 ws2">mässigt mo<span class="_ _0"></span>tiver<span class="_ _0"></span>ade investeringar<span class="_ _2"></span> enligt antagna planer<span class="_ _1"></span>. </div><div class="t m0 x24 h4 y4c1 ff2 fs2 fc3 sc0 ls2 ws2">Antagande av beslut<span class="_ _0"></span>sförslagen bedöms ej påv<span class="_ _0"></span>erka bolage<span class="_ _0"></span>ts </div><div class="t m0 x24 h4 y4c2 ff2 fs2 fc3 sc0 ls2 ws2">eller k<span class="_ _2"></span>oncernens förmåga att i r<span class="_ _2"></span>ätt tid infria sina bet<span class="_ _2"></span>alningsför<span class="_ _0"></span>-</div><div class="t m0 x24 h4 y4c3 ff2 fs2 fc3 sc0 ls2 ws2">pliktelser<span class="_ _0"></span> på var<span class="_ _2"></span>e sig kort eller<span class="_ _2"></span> Iång sikt. </div><div class="t m0 x24 h4 y4c4 ff2 fs2 fc3 sc0 ls2 ws2">Vid avgivandet<span class="_ _2"></span> av detta yttr<span class="_ _2"></span>ande har styrelsen ägnat<span class="_ _2"></span> sär-</div><div class="t m0 x24 h4 y4c5 ff2 fs2 fc3 sc0 ls2 ws2">skild uppmärksamhet<span class="_ _0"></span> åt om<span class="_ _0"></span>världssituationen avseende den </div><div class="t m0 x24 h4 y4c6 ff2 fs2 fc3 sc0 ls2 ws2">makroek<span class="_ _2"></span>onomiska situationen i Nor<span class="_ _0"></span>den och dess tänkbar<span class="_ _2"></span>a </div><div class="t m0 x24 h4 y4c7 ff2 fs2 fc3 sc0 ls2 ws2">effekt<span class="_ _0"></span>er på br<span class="_ _2"></span>anschen i allmänhet och bolaget<span class="_ _2"></span> och koncernen </div><div class="t m0 x24 h4 y4c8 ff2 fs2 fc3 sc0 ls2 ws2">i synnerhet<span class="_ _2"></span>. Styrelsen bedömer<span class="_ _0"></span> att k<span class="_ _2"></span>oncernens verksamhet<span class="_ _0"></span> är </div><div class="t m0 x24 h4 y4c9 ff2 fs2 fc3 sc0 ls2 ws2">mer mo<span class="_ _0"></span>tståndskr<span class="_ _2"></span>aftig mot nedgångar<span class="_ _0"></span> än många andra <span class="_ _0"></span>typer </div><div class="t m0 x24 h4 y4ca ff2 fs2 fc3 sc0 ls2 ws30">av verksamhet<span class="_ _0"></span>er<span class="_ _2"></span>. </div><div class="t m0 x24 h4 y4cb ff2 fs2 fc3 sc0 ls2 ws2">I tillägg till ov<span class="_ _0"></span>an redo<span class="_ _0"></span>visade överväganden har<span class="_ _2"></span> styrelsen tagit<span class="_ _2"></span> </div><div class="t m0 x24 h4 y4cc ff2 fs2 fc3 sc0 ls2 ws2">hänsyn till alla övriga k<span class="_ _2"></span>ända förhållanden som kan ha be<span class="_ _0"></span>ty-</div><div class="t m0 x24 h4 y4cd ff2 fs2 fc3 sc0 ls2 ws2">delse för<span class="_ _2"></span> bolagets och koncernens ek<span class="_ _2"></span>onomiska ställning och </div><div class="t m0 x24 h4 y4ce ff2 fs2 fc3 sc0 ls2 ws2">som inte beakt<span class="_ _0"></span>ats inom ramen f<span class="_ _2"></span>ör det<span class="_ _0"></span> ovan anf<span class="_ _2"></span>örda, inklusi-</div><div class="t m0 x24 h4 y4cf ff2 fs2 fc3 sc0 ls2 ws2">ve väsen<span class="_ _0"></span>tliga händelser som har<span class="_ _2"></span> inträff<span class="_ _0"></span>at eft<span class="_ _0"></span>er<span class="_ _0"></span> utgången av </div><div class="t m0 x24 h4 y4d0 ff2 fs2 fc3 sc0 ls2 ws2">räk<span class="_ _2"></span>enskapsår<span class="_ _0"></span>et 2023. De<span class="_ _0"></span>tta har<span class="_ _2"></span> inkluderat en bedömning av </div><div class="t m0 x24 h4 y4d1 ff2 fs2 fc3 sc0 ls2 ws2">utfallet<span class="_ _2"></span> av den pågående klandertvisten avseende beslut<span class="_ _0"></span> vid </div><div class="t m0 x24 h4 y4d2 ff2 fs2 fc3 sc0 ls2 ws2">den extr<span class="_ _0"></span>a bolagsstämman den 12 sept<span class="_ _0"></span>ember 2022 av<span class="_ _0"></span>seende </div><div class="t m0 x24 h4 y4d3 ff2 fs2 fc3 sc0 ls2 ws2">inlösen av bolagets pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> av serie B. Styrelsen har<span class="_ _2"></span> </div><div class="t m0 x24 h4 y4d4 ff2 fs2 fc3 sc0 ls2 ws2">med stöd av e<span class="_ _0"></span>xtern juridisk<span class="_ _0"></span> rådgivning gjor<span class="_ _2"></span>d den bedömningen </div><div class="t m0 x24 h4 y4d5 ff2 fs2 fc3 sc0 ls2 ws2">att K<span class="_ _2"></span>apatens Investment<span class="_ _2"></span> ABs talan saknar<span class="_ _2"></span> stöd i tillämpliga </div><div class="t m0 x24 h4 y4d6 ff2 fs2 fc3 sc0 ls2 ws2">aktiebolagsrättsliga r<span class="_ _2"></span>egler<span class="_ _0"></span>. Kapat<span class="_ _2"></span>ens Investment har<span class="_ _2"></span> inte </div><div class="t m0 x24 h4 y4d7 ff2 fs2 fc3 sc0 ls2 ws2">yrkat<span class="_ _2"></span> verkställighetsf<span class="_ _2"></span>örbud. Besluten har därmed r<span class="_ _0"></span>egistrer<span class="_ _2"></span>ats </div><div class="t m0 x24 h4 y4d8 ff2 fs2 fc3 sc0 ls2 ws2">och verkst<span class="_ _0"></span>ällts. Bolagsverk<span class="_ _2"></span>ets registr<span class="_ _0"></span>eringsbeslut har<span class="_ _2"></span> vunnit </div><div class="t m0 x24 h4 y4d9 ff2 fs2 fc3 sc0 ls2 ws2">laga kraft<span class="_ _2"></span>. Styrelsen gör<span class="_ _2"></span> den bedömningen att klandertalan </div><div class="t m0 x24 h4 y4da ff2 fs2 fc3 sc0 ls2 ws2">därför<span class="_ _2"></span> inte kan r<span class="_ _2"></span>esultera i en f<span class="_ _0"></span>örändring av den nu gällande </div><div class="t m0 x24 h4 y4db ff2 fs2 fc3 sc0 ls2 ws2">aktiestrukturen. S<span class="_ _0"></span>tyrelsens bedömning är<span class="_ _2"></span> därför också att<span class="_ _2"></span> </div><div class="t m0 x24 h4 y4dc ff2 fs2 fc3 sc0 ls2 ws2">bolagets k<span class="_ _2"></span>ostnader i anledning av klandertalan endast<span class="_ _2"></span> kan </div><div class="t m0 x24 h4 y4dd ff2 fs2 fc3 sc0 ls2 ws2">komma att<span class="_ _2"></span> avse rättegångsk<span class="_ _2"></span>ostnaderna. Y<span class="_ _2"></span>tterligar<span class="_ _0"></span>e informa-</div><div class="t m0 x24 h4 y4de ff2 fs2 fc3 sc0 ls2 ws2">tion rör<span class="_ _2"></span>ande klandertvisten framgår<span class="_ _2"></span> av årsredovisningen på </div><div class="t m0 x24 h4 y4df ff2 fs2 fc3 sc0 ls2 ws2">sidorna 13, 20, 31. Ingen omst<span class="_ _0"></span>ändighet<span class="_ _0"></span> har fr<span class="_ _2"></span>amkommit som </div><div class="t m0 x24 h4 y4e0 ff2 fs2 fc3 sc0 ls2 ws2">gör att<span class="_ _2"></span> beslutsförslagen int<span class="_ _0"></span>e framst<span class="_ _0"></span>år som f<span class="_ _2"></span>örsvarliga. </div><div class="t m0 x24 h4 y4e1 ff2 fs2 fc3 sc0 ls2 ws2">______________________</div><div class="t m0 x24 h40 y4e2 ff1e fs2 fc3 sc0 ls2 ws2">Stockholm i april 202<span class="_ _0"></span>4 </div><div class="t m0 x24 h11 y4e3 ff1 fs2 fc3 sc0 ls2 ws2">Styrelsen för<span class="_ _2"></span> Eniro Group <span class="_ _0"></span>AB (publ)</div><div class="t m0 x24 h4 y4e4 ff2 fs2 fc3 sc0 ls2 ws2">Org. nr<span class="_ _1"></span>. 556588-0936</div></div><div class="pi"></div></div><div id="pf17" class="pf w0 h0"><div class="pc pc17 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">23</div><div class="t m0 x8 h7 y4e5 ff1 fs4 fc3 sc0 ls46 ws86">H<span class="_ _2"></span>ållbarhet<span class="_ _2"></span>sr<span class="_ _2"></span>apport</div><div class="t m0 x8 h11 y4e6 ff1 fs2 fc3 sc0 ls2 ws2">FÖRET<span class="_ _1"></span>AGETS <span class="_ _2"></span>AFFÄRSMODELL<span class="_ _2"></span> UR ETT </div><div class="t m0 x8 h11 y4e7 ff1 fs2 fc3 sc0 ls2 ws2">HÅLLBARHETSPERSPEKTIV</div><div class="t m0 x8 h4 y4e8 ff2 fs2 fc3 sc0 ls32 ws2">Eniro erbjuder<span class="_ _2"></span> sina kunder digitala och tillgängliga marknadsf<span class="_ _2"></span>ö<span class="ls2">-</span></div><div class="t m0 x8 h4 y4e9 ff2 fs2 fc3 sc0 ls32 ws2">ringslösningar och upply<span class="_ _0"></span>sningstjänster<span class="_ _0"></span> som bidrar<span class="_ _2"></span> till att by<span class="_ _0"></span>gga </div><div class="t m0 x8 h4 y4ea ff2 fs2 fc3 sc0 ls32 ws2">relationer<span class="_ _1"></span>. Genom hela vår hist<span class="_ _0"></span>oria, från de gamla k<span class="_ _2"></span>atalogerna </div><div class="t m0 x8 h4 y4eb ff2 fs2 fc3 sc0 ls32 ws2">fram <span class="_ _0"></span>till idag har Enir<span class="_ _2"></span>o hjälpt människ<span class="_ _0"></span>or<span class="_ _0"></span> att hitt<span class="_ _0"></span>a för<span class="_ _0"></span>etag och </div><div class="t m0 x8 h4 y4ec ff2 fs2 fc3 sc0 ls32 ws2">därmed hjälpt<span class="_ _0"></span> mikro<span class="_ _0"></span>, små och medelstor<span class="_ _0"></span>a lok<span class="_ _0"></span>ala för<span class="_ _0"></span>etag att<span class="_ _0"></span> </div><div class="t m0 x8 h4 y4ed ff2 fs2 fc3 sc0 ls32 ws2">blomstra. Ut<span class="_ _0"></span>an livskr<span class="_ _0"></span>aften i de lok<span class="_ _0"></span>ala för<span class="_ _2"></span>etagen skulle mindre </div><div class="t m0 x8 h4 y4ee ff2 fs2 fc3 sc0 ls32 ws2">kommuner<span class="_ _1"></span>, städer och bost<span class="_ _0"></span>adsområden ut<span class="_ _0"></span>armas och förlor<span class="_ _2"></span>a<span class="_ _6"></span> </div><div class="t m0 x8 h4 y4ef ff2 fs2 fc3 sc0 ls32 ws2">sina invånar<span class="_ _2"></span>e. V<span class="_ _2"></span>årt syfte är<span class="_ _2"></span> att hjälpa dessa för<span class="_ _2"></span>etag att nå ut<span class="_ _2"></span> i<span class="_ _6"></span> </div><div class="t m0 x8 h4 y4f0 ff2 fs2 fc3 sc0 ls32 ws2">en digitaliser<span class="_ _0"></span>ad och urbaniserad <span class="_ _0"></span>värld och i förlängningen hålla </div><div class="t m0 x8 h4 y4f1 ff2 fs2 fc3 sc0 ls32 ws2">näromr<span class="_ _2"></span>åden levande och tillgängliga för<span class="_ _2"></span> våra an<span class="_ _0"></span>vändare att<span class="_ _2"></span> </div><div class="t m0 x8 h4 y4f2 ff2 fs2 fc3 sc0 ls30 ws2">upptäck<span class="_ _2"></span>a. T<span class="_ _0"></span>illgång till inf<span class="_ _0"></span>ormation lägger grunden <span class="_ _0"></span>till fungerande </div><div class="t m0 x8 h4 y4f3 ff2 fs2 fc3 sc0 ls32 ws6a">och inkluderande samhällen. Enir<span class="_ _2"></span>o ser<span class="_ _2"></span> det<span class="_ _2"></span> som en<span class="_ _0"></span> r<span class="_ _0"></span>ätt<span class="_ _0"></span>ighe<span class="_ _2"></span>t f<span class="_ _2"></span>ör </div><div class="t m0 x8 h4 y4f4 ff2 fs2 fc3 sc0 ls30 ws2">alla och arbetar<span class="_ _2"></span> därför aktivt<span class="_ _2"></span> med tillgänglighet till in<span class="_ _0"></span>formation, </div><div class="t m0 x8 h4 y4f5 ff2 fs2 fc3 sc0 ls30 ws2">bland annat genom <span class="_ _0"></span>transkribering f<span class="_ _0"></span>ör dö<span class="_ _0"></span>va, t<span class="_ _0"></span>exttelef<span class="_ _2"></span>oni för e<span class="_ _0"></span>xtra </div><div class="t m0 x8 h4 y4f6 ff2 fs2 fc3 sc0 ls30 ws2">utsatta människ<span class="_ _2"></span>or och nummerupplysning för<span class="_ _2"></span> människor<span class="_ _0"></span> med </div><div class="t m0 x8 h4 y4f7 ff2 fs2 fc3 sc0 ls30 ws2">särskilda behov<span class="_ _2"></span>. Såväl vår<span class="_ _2"></span>a kunder som användar<span class="_ _2"></span>e ska uppleva </div><div class="t m0 x8 h4 y4f8 ff2 fs2 fc3 sc0 ls30 ws2">oss som en engagerad, pålitlig och hjälpsam samarbe<span class="_ _0"></span>tspartner </div><div class="t m0 x8 h4 y4f9 ff2 fs2 fc3 sc0 ls30 ws2">och källa f<span class="_ _2"></span>ör information. Enir<span class="_ _2"></span>o är fast<span class="_ _2"></span> beslutat om att<span class="_ _2"></span> bidra till </div><div class="t m0 x8 h4 y4fa ff2 fs2 fc3 sc0 ls30 ws2">minskad klimatpåv<span class="_ _0"></span>erkan i linje med parisavt<span class="_ _2"></span>alet och bidra <span class="_ _0"></span>till de </div><div class="t m0 x8 h4 y4fb ff2 fs2 fc3 sc0 ls30 ws2">globala målen med särskilt<span class="_ _0"></span> fokus på mål 5, 8, 10 och 13. </div><div class="t m0 x8 h11 y4fc ff1 fs2 fc3 sc0 ls2 ws2">ANSV<span class="_ _2"></span>ARSFULL MARKNAD<span class="_ _0"></span>SFÖRING OCH <span class="_ _2"></span>ANVÄND<span class="_ _2"></span>ARDA<span class="_ _2"></span>T<span class="_ _2"></span>A</div><div class="t m0 x8 h4 y4fd ff2 fs2 fc3 sc0 ls32 ws2">I sina söktjänster<span class="_ _0"></span> tillåter<span class="_ _2"></span> Eniro bara r<span class="_ _2"></span>eklam som följer lagar<span class="_ _1"></span>, regler </div><div class="t m0 x8 h4 y4fe ff2 fs2 fc3 sc0 ls2 ws2">och är i ö<span class="_ _0"></span>ver<span class="_ _0"></span>ensstämmelse med Enir<span class="_ _0"></span>os egna etisk<span class="_ _0"></span>a riktlinjer<span class="_ _2"></span>. </div><div class="t m0 x8 h4 y4ff ff2 fs2 fc3 sc0 ls2 ws2">Reklamen f<span class="_ _0"></span>år in<span class="_ _0"></span>te heller<span class="_ _2"></span> upplevas som stötande. I ö<span class="_ _0"></span>vrigt har<span class="_ _2"></span> </div><div class="t m0 x8 h4 y500 ff2 fs2 fc3 sc0 ls2 ws2">Eniro också en r<span class="_ _2"></span>estriktiv inställning till r<span class="_ _0"></span>eklam för<span class="_ _2"></span> alkohol och </div><div class="t m0 x8 h4 y501 ff2 fs2 fc3 sc0 ls2 ws2">Eniro <span class="_ _0"></span>tillåter<span class="_ _0"></span> ingen reklam f<span class="_ _2"></span>ör spritdryck<span class="_ _2"></span>er eller<span class="_ _0"></span> recep<span class="_ _0"></span>tbelagda </div><div class="t m0 x8 h4 y502 ff2 fs2 fc3 sc0 ls2 ws2">läkemedel. R<span class="_ _2"></span>eklampristävlingar är<span class="_ _2"></span> utformade i enlighet med </div><div class="t m0 x8 h4 y503 ff2 fs2 fc3 sc0 ls2 ws2">rele<span class="_ _0"></span>vant<span class="_ _0"></span> lagstiftning, kommer<span class="_ _0"></span>siella reklamlo<span class="_ _0"></span>tterier<span class="_ _0"></span> godk<span class="_ _0"></span>änns </div><div class="t m0 x8 h4 y504 ff2 fs2 fc3 sc0 ls2 ws2">inte. Enir<span class="_ _2"></span>os policy för ans<span class="_ _0"></span>varsfull marknadsf<span class="_ _0"></span>öring hindrar<span class="_ _2"></span> också </div><div class="t m0 x8 h4 y505 ff2 fs2 fc3 sc0 ls2 ws2">reklam som upp<span class="_ _0"></span>fattas som diskriminer<span class="_ _2"></span>ande eller som på </div><div class="t m0 x8 h4 y506 ff2 fs2 fc3 sc0 ls2 ws2">annat sätt<span class="_ _2"></span> undergräv<span class="_ _0"></span>er mänskliga r<span class="_ _2"></span>ättigheter<span class="_ _2"></span>. En gemensam </div><div class="t m0 x8 h4 y507 ff2 fs2 fc3 sc0 ls2 ws2">bransch<span class="_ _0"></span>fråga är<span class="_ _2"></span> hanteringen av användar<span class="_ _2"></span>data och person-</div><div class="t m0 x8 h4 y508 ff2 fs2 fc3 sc0 ls2 ws2">uppgifter<span class="_ _2"></span>. Det<span class="_ _0"></span> handlar om att<span class="_ _2"></span> skydda användarnas integrit<span class="_ _0"></span>et<span class="_ _2"></span>, </div><div class="t m0 x8 h4 y509 ff2 fs2 fc3 sc0 ls2 ws2">samtidigt<span class="_ _0"></span> som det finns e<span class="_ _0"></span>tt <span class="_ _0"></span>växande in<span class="_ _0"></span>tresse f<span class="_ _2"></span>ör att bättr<span class="_ _2"></span>e </div><div class="t m0 xa h4 y50a ff2 fs2 fc3 sc0 ls2 ws2">kunna kartlägga sökmönst<span class="_ _2"></span>er och erbjuda mer rikt<span class="_ _0"></span>ade tjänster<span class="_ _1"></span>. </div><div class="t m0 xa h4 y50b ff2 fs2 fc3 sc0 ls2 ws2">Eniro behandlar<span class="_ _2"></span> personuppgifter och <span class="_ _0"></span>värnar<span class="_ _0"></span> om tr<span class="_ _0"></span>ansparens. </div><div class="t m0 xa h4 y50c ff2 fs2 fc3 sc0 ls2 ws2">Eniros policy<span class="_ _0"></span>er<span class="_ _2"></span>, bland annat integrit<span class="_ _2"></span>etspolicy och cookiepolicy<span class="_ _2"></span>, </div><div class="t m0 xa h4 y50d ff2 fs2 fc3 sc0 ls2 ws2">publiceras på Enir<span class="_ _2"></span>os hemsidor<span class="_ _0"></span>. Där finns äv<span class="_ _0"></span>en verktyg f<span class="_ _2"></span>ör den </div><div class="t m0 xa h4 y50e ff2 fs2 fc3 sc0 ls2 ws2">enskilda individen som önskar<span class="_ _2"></span> utnyttja sina rättighet<span class="_ _2"></span>er enligt </div><div class="t m0 xa h4 y50f ff2 fs2 fc3 sc0 ls2 ws2">EU:s dataskyddsf<span class="_ _2"></span>örordning.</div><div class="t m0 xa h11 y510 ff1 fs2 fc3 sc0 ls2 ws2">PERSONAL, SOCIALA<span class="_ _0"></span> FÖRHÅLLANDEN SAMT<span class="_ _2"></span> MÄNSKLIGA </div><div class="t m0 xa h11 y511 ff1 fs2 fc3 sc0 ls2 ws2">RÄ<span class="_ _2"></span>TTIGHETER</div><div class="t m0 xa h4 y512 ff2 fs2 fc3 sc0 ls32 ws2">Eniro <span class="_ _0"></span>värnar<span class="_ _0"></span> om för<span class="_ _0"></span>eningsfriheten och bolage<span class="_ _0"></span>t har<span class="_ _2"></span> kollektivavtal </div><div class="t m0 xa h4 y513 ff2 fs2 fc3 sc0 ls2 ws2">i Sverige, Nor<span class="_ _2"></span>ge, Danmark och Finland. Gällande nationell ar<span class="_ _2"></span>-</div><div class="t m0 xa h4 y514 ff2 fs2 fc3 sc0 ls2 ws2">betslagstiftning f<span class="_ _0"></span>öljs i samtliga länder<span class="_ _0"></span> som koncernen har<span class="_ _2"></span> an-</div><div class="t m0 xa h4 y515 ff2 fs2 fc3 sc0 ls2 ws2">ställda, bekr<span class="_ _0"></span>äftelse har<span class="_ _2"></span> inhämtats från ledningen f<span class="_ _0"></span>ör r<span class="_ _2"></span>espektive </div><div class="t m0 xa h4 y516 ff2 fs2 fc3 sc0 ls2 ws2">bolag i koncernen. Enir<span class="_ _2"></span>o är överty<span class="_ _0"></span>gat om att<span class="_ _2"></span> en bred mångfald </div><div class="t m0 xa h4 y517 ff2 fs2 fc3 sc0 ls2 ws2">bland medarbetarna ger<span class="_ _2"></span> den bästa dynamiken i or<span class="_ _2"></span>ganisatio-</div><div class="t m0 xa h4 y518 ff2 fs2 fc3 sc0 ls2 ws2">nen. Bolaget<span class="_ _0"></span> har en jämn f<span class="_ _2"></span>ördelning av män och kvinnor<span class="_ _0"></span> i olika </div><div class="t m0 xa h4 y519 ff2 fs2 fc3 sc0 ls2 ws2">åldrar<span class="_ _2"></span> och med olika etnisk<span class="_ _0"></span> bakgrund. <span class="_ _2"></span>Att beakt<span class="_ _0"></span>a mångfald </div><div class="t m0 xa h4 y51a ff2 fs2 fc3 sc0 ls2 ws2">och jämställdhet<span class="_ _2"></span> är en självklarhet<span class="_ _0"></span> vid såväl r<span class="_ _2"></span>ekrytering som i </div><div class="t m0 xa h4 y51b ff2 fs2 fc3 sc0 ls2 ws2">karriär<span class="_ _1"></span>- och successionsplanering.</div><div class="t m0 x8b h2e y51c ff1 fs11 fc3 sc0 ls2 ws2">Antal (st)<span class="_ _78"> </span>Andel, %<span class="_ _b3"> </span>20 – 29 år<span class="_ _ba"> </span>30 – 49 år<span class="_ _6d"> </span>50 – år</div><div class="t m0 x86 h2e y51d ff1 fs11 fc3 sc0 ls2 ws2">Alla anställda<span class="_ _3a"> </span>1 175<span class="_ _67"> </span>397<span class="_ _45"> </span><span class="ls8f wsc6">596<span class="_ _bb"> </span></span>182</div><div class="t m0 x86 h2e y51e ff1 fs11 fc3 sc0 ls2 ws2">Andel, %</div><div class="t m0 x88 h32 y51f ff5 fs11 fc3 sc0 ls2 ws2">Kvinnor<span class="_ _46"> </span><span class="ls90 ws5f">777<span class="_ _aa"> </span></span>66%<span class="_ _bc"> </span>233<span class="_ _bb"> </span><span class="ls91 wsc7">410<span class="_ _48"> </span></span>134</div><div class="t m0 x88 h32 y520 ff5 fs11 fc3 sc0 ls92 wsc8">Män<span class="_ _bd"> </span><span class="ls2 ws2">398<span class="_ _aa"> </span>34%<span class="_ _48"> </span>164<span class="_ _bb"> </span>186<span class="_ _be"> </span>48</span></div><div class="t m0 x86 h2e y521 ff1 fs11 fc3 sc0 ls2 ws2">Chefer<span class="_ _16"> </span>101<span class="_ _a7"> </span>5<span class="_ _be"> </span>72<span class="_ _2f"> </span>24</div><div class="t m0 x86 h2e y522 ff1 fs11 fc3 sc0 ls2 ws2">Andel, %</div><div class="t m0 x88 h32 y523 ff5 fs11 fc3 sc0 ls2 ws2">Kvinnor<span class="_ _bf"> </span>63<span class="_ _b1"> </span><span class="ls15 ws14">62%<span class="_ _3e"> </span></span>3<span class="_ _2f"> </span>46<span class="_ _3c"> </span>14</div><div class="t m0 x88 h32 y524 ff5 fs11 fc3 sc0 ls92 wsc8">Män<span class="_ _1b"> </span><span class="ls2 ws2">38<span class="_ _aa"> </span>38%<span class="_ _3e"> </span>2<span class="_ _be"> </span><span class="ls91 wsc7">26<span class="_ _3c"> </span></span>10</span></div><div class="t m0 x86 h2e y525 ff1 fs11 fc3 sc0 ls2 ws2">Land<span class="_ _8a"> </span>Antal (st)</div><div class="t m0 x86 h32 y526 ff5 fs11 fc3 sc0 ls2 ws2">Sverige<span class="_ _c0"> </span>359</div><div class="t m0 x86 h32 y527 ff5 fs11 fc3 sc0 ls2 ws2">Norge<span class="_ _c1"> </span>59</div><div class="t m0 x86 h32 y528 ff5 fs11 fc3 sc0 ls93 wsc9">Finland<span class="_ _c2"> </span>409</div><div class="t m0 x86 h32 y529 ff5 fs11 fc3 sc0 ls93 wsc9">Danmark<span class="_ _c3"> </span><span class="ls94 wsca">67</span></div><div class="t m0 x86 h32 y52a ff5 fs11 fc3 sc0 ls93 wsc9">Moldavien<span class="_ _c4"> </span><span class="ls95 wscb">94</span></div><div class="t m0 x86 h32 y52b ff5 fs11 fc3 sc0 ls93 wsc9">Estland<span class="_ _c5"> </span>37</div><div class="t m0 x86 h32 y52c ff5 fs11 fc3 sc0 ls93 wsc9">Rumänien<span class="_ _c6"> </span><span class="ls2 ws2">5</span></div><div class="t m0 x86 h32 y52d ff5 fs11 fc3 sc0 ls93 wsc9">Senegal<span class="_ _c2"> </span>145</div><div class="t m0 x8 h2d y52e ff2 fs23 fc3 sc0 ls2 wscc">Hållbarhet<span class="_ _2"></span> börjar med ett<span class="_ _2"></span> före<span class="_ _0"></span>tags v<span class="_ _2"></span>ärdesyst<span class="_ _0"></span>em och </div><div class="t m0 x8 h2d y52f ff2 fs23 fc3 sc0 ls2 wscd">en principiell inställning till att<span class="_ _2"></span> göra aff<span class="_ _0"></span>är<span class="_ _0"></span>er<span class="_ _2"></span>. Eniro </div><div class="t m0 x8 h2d y530 ff2 fs23 fc3 sc0 ls2 wsce">har<span class="_ _0"></span> antagit<span class="_ _2"></span> FN:s Global Compact som grund f<span class="_ _0"></span>ör </div><div class="t m0 x8 h2d y531 ff2 fs23 fc3 sc0 ls2 wscf">sin hållbarhetspolicy<span class="_ _1"></span>. Detta innebär<span class="_ _0"></span> att Enir<span class="_ _2"></span>o arbe<span class="ws2">-</span></div><div class="t m0 x8 h2d y532 ff2 fs23 fc3 sc0 ls2 wsd0">tar<span class="_ _2"></span> på ett sätt<span class="_ _2"></span> som uppfyller grundläggande ans<span class="_ _0"></span>var<span class="_ _2"></span> </div><div class="t m0 x8 h2d y533 ff2 fs23 fc3 sc0 ls2 wsd1">inom områdena mänskliga r<span class="_ _2"></span>ättigheter<span class="_ _1"></span>, sociala för<span class="_ _2"></span><span class="ws2">-</span></div><div class="t m0 x8 h2d y534 ff2 fs23 fc3 sc0 ls2 wscf">hållanden, personal, miljö och antik<span class="_ _2"></span>orruption. Inom </div><div class="t m0 x8 h2d y535 ff2 fs23 fc3 sc0 ls2 wsd2">Eniro gäller<span class="_ _2"></span> samma vär<span class="_ _2"></span>deringar och principer<span class="_ _0"></span> över<span class="_ _1"></span><span class="ws2">-</span></div><div class="t m0 x8 h2d y536 ff2 fs23 fc3 sc0 ls2 wsd3">allt där<span class="_ _2"></span> Eniro har<span class="_ _2"></span> en närvaro<span class="_ _2"></span>. God praxis inom ett<span class="_ _2"></span> </div><div class="t m0 x8 h2d y537 ff2 fs23 fc3 sc0 ls2 ws2">område k<span class="_ _2"></span>ompenserar<span class="_ _2"></span> inte sk<span class="_ _2"></span>ada i ett annat<span class="_ _2"></span>. Genom </div><div class="t m0 xa h2d y538 ff2 fs23 fc3 sc0 ls2 wsd4">att in<span class="_ _0"></span>förliv<span class="_ _0"></span>a Global Compact’<span class="_ _2"></span>s principer i Enir<span class="_ _2"></span>os </div><div class="t m0 xa h2d y539 ff2 fs23 fc3 sc0 ls2 wsa9">strat<span class="_ _2"></span>egier<span class="_ _2"></span>, riktlinjer och rutiner<span class="_ _1"></span>, och inrättande av en </div><div class="t m0 xa h2d y53a ff2 fs23 fc3 sc0 ls2 wsd5">kultur<span class="_ _0"></span> av int<span class="_ _0"></span>egritet<span class="_ _2"></span>, upprätthåller<span class="_ _2"></span> Eniro int<span class="_ _0"></span>e bar<span class="_ _0"></span>a sitt </div><div class="t m0 xa h2d y53b ff2 fs23 fc3 sc0 ls2 wsd6">grundläggande ansvar<span class="_ _2"></span> för<span class="_ _0"></span> människ<span class="_ _0"></span>or<span class="_ _0"></span> och planeten, </div><div class="t m0 xa h2d y53c ff2 fs23 fc3 sc0 ls2 wsd7">utan lägger<span class="_ _2"></span> även grunden för<span class="_ _2"></span> långsiktig framgång. </div><div class="t m0 xa h2d y53d ff2 fs23 fc3 sc0 ls2 wsd8">Eniros ambition är<span class="_ _2"></span> att <span class="_ _0"></span>ta socialt<span class="_ _0"></span> ansvar<span class="_ _2"></span> och agera </div><div class="t m0 xa h2d y53e ff2 fs23 fc3 sc0 ls2 wsd9">proaktivt<span class="_ _2"></span> i relation till sam<span class="_ _0"></span>tliga intr<span class="_ _0"></span>essenter; kunder<span class="_ _1"></span>, </div><div class="t m0 xa h2d y53f ff2 fs23 fc3 sc0 ls2 wsda">användar<span class="_ _2"></span>e, medarbetar<span class="_ _0"></span>e, aktieägar<span class="_ _0"></span>e och lever<span class="_ _2"></span>an<span class="ws2">-</span></div><div class="t m0 xa h2d y540 ff2 fs23 fc3 sc0 ls2 wsdb">tör<span class="_ _2"></span>er<span class="_ _2"></span>. Det innebär<span class="_ _2"></span> ansvarstagande såv<span class="_ _0"></span>äl etiskt<span class="_ _0"></span> och </div><div class="t m0 xa h2d y541 ff2 fs23 fc3 sc0 ls2 ws2">socialt som miljömässigt<span class="_ _2"></span>.</div></div><div class="pi"></div></div><div id="pf18" class="pf w0 h0"><div class="pc pc18 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls32 ws87">24</div><div class="t m0 x1 h11 y542 ff1 fs2 fc3 sc0 ls2 ws2">ANTI-K<span class="_ _2"></span>ORRUPTION</div><div class="t m0 x1 h4 y543 ff2 fs2 fc3 sc0 ls8a ws2">God affärse<span class="_ _0"></span>tik är<span class="_ _2"></span> självklart för<span class="_ _2"></span> Eniro. Enir<span class="_ _0"></span>o toler<span class="_ _2"></span>erar ingen<span class="_ _2"></span> </div><div class="t m0 x1 h4 y544 ff2 fs2 fc3 sc0 ls8a ws2">form av mut<span class="_ _0"></span>or<span class="_ _0"></span> eller k<span class="_ _2"></span>orruption, detta fr<span class="_ _0"></span>amgår i bolage<span class="_ _0"></span>ts </div><div class="t m0 x1 h4 y545 ff2 fs2 fc3 sc0 ls8a ws2">uppför<span class="_ _2"></span>andekod samt<span class="_ _2"></span> uppförandek<span class="_ _2"></span>od för le<span class="_ _0"></span>ver<span class="_ _0"></span>antör<span class="_ _0"></span>er<span class="_ _2"></span>. </div><div class="t m0 x1 h4 y546 ff2 fs2 fc3 sc0 ls8a ws2">Samtliga säljar<span class="_ _0"></span>e utbildas i hur de sk<span class="_ _2"></span>a agera i kundrelationer<span class="_ _1"></span> </div><div class="t m0 x1 h4 y547 ff2 fs2 fc3 sc0 ls8a ws2">vilke<span class="_ _0"></span>t äv<span class="_ _0"></span>en omfatt<span class="_ _0"></span>ar gåv<span class="_ _0"></span>or och r<span class="_ _2"></span>epresentation. Enir<span class="_ _2"></span>o har en </div><div class="t m0 x1 h4 y548 ff2 fs2 fc3 sc0 ls8a ws2">koncerngemensam <span class="_ _0"></span>visselblåsarfunktion, där enskilda med<span class="ls2">-</span></div><div class="t m0 x1 h4 y549 ff2 fs2 fc3 sc0 ls8a ws2">arbetar<span class="_ _2"></span>e kan rapport<span class="_ _0"></span>era om man <span class="_ _0"></span>tyck<span class="_ _0"></span>er att<span class="_ _2"></span> något avvik<span class="_ _2"></span>er </div><div class="t m0 x1 h4 y54a ff2 fs2 fc3 sc0 ls8a ws2">från gällande rutiner<span class="_ _1"></span>, policy eller r<span class="_ _0"></span>egler<span class="_ _2"></span>. Visselblåsarfunk<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x1 h4 y54b ff2 fs2 fc3 sc0 ls8a ws2">tionen möjliggör r<span class="_ _2"></span>apportering av missförhållanden inom<span class="_ _2"></span> </div><div class="t m0 x1 h4 y54c ff2 fs2 fc3 sc0 ls8a ws2">olika omr<span class="_ _2"></span>åden, ett av dessa är<span class="_ _2"></span> korruption. Inga v<span class="_ _0"></span>äsentliga </div><div class="t m0 x24 h4 y54d ff2 fs2 fc3 sc0 ls8a ws2">risker<span class="_ _2"></span> har identifier<span class="_ _2"></span>ats, bolagets ledning arbetar<span class="_ _0"></span> aktivt f<span class="_ _2"></span>ör att<span class="_ _2"></span> </div><div class="t m0 x24 h4 y54e ff2 fs2 fc3 sc0 ls8a ws2">eventuella risk<span class="_ _2"></span>er och incident<span class="_ _0"></span>er sk<span class="_ _2"></span>a uppdagas, ett led i dett<span class="_ _0"></span>a </div><div class="t m0 x24 h4 y54f ff2 fs2 fc3 sc0 ls8a ws2">är in<span class="_ _0"></span>för<span class="_ _0"></span>andet<span class="_ _0"></span> av en visselblåsarfunktion. Inga k<span class="_ _2"></span>ända fall av </div><div class="t m0 x24 h4 y550 ff2 fs2 fc3 sc0 ls8a ws2">mutor<span class="_ _0"></span> eller<span class="_ _0"></span> korrup<span class="_ _0"></span>tion har påtr<span class="_ _2"></span>äffats under år<span class="_ _2"></span>et, ledningen<span class="_ _2"></span> </div><div class="t m0 x24 h4 y551 ff2 fs2 fc3 sc0 ls8a ws2">för<span class="_ _2"></span> respektive bolag inom k<span class="_ _0"></span>oncernen har <span class="_ _0"></span>tillfrågats. U<span class="_ _0"></span>n<span class="ls2">-</span></div><div class="t m0 x24 h4 y552 ff2 fs2 fc3 sc0 ls8a ws2">der 2023 har<span class="_ _2"></span> sex ärenden ink<span class="_ _2"></span>ommit inom ramen f<span class="_ _2"></span>ör Eniro<span class="_ _2"></span> </div><div class="t m0 x24 h4 y553 ff2 fs2 fc3 sc0 ls8a ws2">Groups <span class="_ _0"></span>visselblåsarfunktion. Samtliga anmälningar<span class="_ _0"></span> inkom<span class="_ _2"></span> </div><div class="t m0 x24 h4 y554 ff2 fs2 fc3 sc0 ls8a ws2">anonymt<span class="_ _2"></span> genom Eniro Groups w<span class="_ _0"></span>ebbportal för<span class="_ _2"></span> visselblåsar<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x24 h4 y555 ff2 fs2 fc3 sc0 ls8a ws2">ärenden. Inge<span class="_ _0"></span>t av är<span class="_ _2"></span>endena var att<span class="_ _2"></span> kategoriser<span class="_ _2"></span>a som ett<span class="_ _0"></span> </div><div class="t m0 x24 h4 y556 ff2 fs2 fc3 sc0 ls8a ws2">regelr<span class="_ _2"></span>ätt visselblåsar<span class="_ _0"></span>ärende, samtliga anmälningar<span class="_ _2"></span> avsåg </div><div class="t m0 x24 h4 y557 ff2 fs2 fc3 sc0 ls8a wsdc">personalär<span class="_ _0"></span>enden.</div><div class="t m0 x8c h2e y558 ff1 fs11 fc3 sc0 ls2 ws2">Energianvändning i kWh</div><div class="t m0 x18 h2e y559 ff1 fs11 fc3 sc0 ls2 ws2">Energi k<span class="_ _0"></span>öpt av Eniro<span class="_ _c7"> </span>2023<span class="_ _89"> </span><span class="ls93 wsc9">2022<span class="_ _b1"> </span><span class="ws2">F<span class="_ _0"></span>örändring, %</span></span></div><div class="t m0 x18 h2f y55a ff5 fs24 fc3 sc0 ls2 ws2">Serverhallar<span class="_ _c8"> </span>351 000<span class="_ _c9"> </span><span class="ls24">428 100<span class="_ _15"> </span><span class="ls96 wsdd">-1<span class="_ _6"></span>8</span></span></div><div class="t m0 x18 h2f y55b ff5 fs24 fc3 sc0 ls2 ws2">Elanvändning i k<span class="_ _2"></span>ontor<span class="_ _ca"> </span>522 500<span class="_ _cb"> </span><span class="ls24">640 900<span class="_ _15"> </span><span class="ls96 wsdd">-1<span class="_ _6"></span>8</span></span></div><div class="t m0 x18 h2f y55c ff5 fs24 fc3 sc0 ls2 ws2">Indirekt<span class="_ _2"></span> energianvändning (<span class="_ _2"></span>uppskattning)</div><div class="t m0 x18 h2f y55d ff5 fs24 fc3 sc0 ls2 ws2">Köpt<span class="_ _2"></span>a IT<span class="_ _0"></span>-tjänst<span class="_ _0"></span>er<span class="_ _cc"> </span>230 300<span class="_ _8b"> </span><span class="ls24">211 300<span class="_ _16"> </span></span>9</div><div class="t m0 x18 h2f y55e ff5 fs24 fc3 sc0 ls24 ws2">Indirekt<span class="_ _2"></span> energianvändning k<span class="_ _2"></span>ontor (h<span class="_ _0"></span>yresv<span class="_ _0"></span>ärdens ener<span class="_ _2"></span>gi)<span class="_ _cd"> </span>1 434 100<span class="_ _35"> </span>1 76<span class="_ _0"></span>2 700<span class="_ _15"> </span><span class="ls96 wsdd">-1<span class="_ _6"></span>9</span></div><div class="t m0 x27 h2e y55f ff1 fs11 fc3 sc0 ls2 ws2">Koldio<span class="_ _2"></span>xidutsläpp i ton CO2e</div><div class="t m0 x25 h2e y560 ff1 fs11 fc3 sc0 ls2 ws2">2023<span class="_ _89"> </span><span class="ls93 wsc9">2022<span class="_ _b1"> </span><span class="ws2">F<span class="_ _0"></span>örändring, %</span></span></div><div class="t m0 x18 h30 y561 ff1 fs24 fc3 sc0 ls2 ws2">Scope 1</div><div class="t m0 x48 h2f y562 ff5 fs24 fc3 sc0 ls2 ws2">T<span class="_ _0"></span>jänstebilar<span class="_ _ce"> </span>26,2<span class="_ _4e"> </span><span class="ls24 ws23">16,2<span class="_ _cf"> </span><span class="ls8e wsde">62</span></span></div><div class="t m0 x18 h30 y563 ff1 fs24 fc3 sc0 ls2 ws2">Scope 2</div><div class="t m0 x48 h2f y564 ff5 fs24 fc3 sc0 ls2 ws2">Elanvändning (Mark<span class="_ _2"></span>et based)<span class="_ _d0"> </span>98,5<span class="_ _12"> </span><span class="ls24 ws23">151,0<span class="_ _30"> </span>-35</span></div><div class="t m0 x48 h2f y565 ff5 fs24 fc3 sc0 ls2 ws2">Elanvändning (Location based)<span class="_ _d1"> </span>102,4<span class="_ _83"> </span><span class="ls24 ws23">155,0<span class="_ _30"> </span>-34</span></div><div class="t m0 x18 h30 y566 ff1 fs24 fc3 sc0 ls24 ws2">Scope 3</div><div class="t m0 x48 h2f y567 ff5 fs24 fc3 sc0 ls24 ws2">Köpt<span class="_ _2"></span>a IT<span class="_ _0"></span>-tjänst<span class="_ _0"></span>er<span class="_ _d2"> </span><span class="ls97 wsdf">7,<span class="_ _f"></span>3<span class="_ _36"> </span><span class="ls98 wse0">4<span class="_ _f"></span>,9<span class="_ _17"> </span></span></span><span class="ws23">48</span></div><div class="t m0 x48 h2f y568 ff5 fs24 fc3 sc0 ls24 ws2">Uppströms h<span class="_ _0"></span>yrda <span class="_ _2"></span>tillgångar (kon<span class="_ _0"></span>tor)<span class="_ _d3"> </span><span class="ls99 wse1">4<span class="_ _6"></span>9,<span class="_ _f"></span>6<span class="_ _46"> </span></span><span class="ws23">64,7<span class="_ _1a"> </span><span class="ls9a wse2">-23</span></span></div><div class="t m0 x48 h2f y569 ff5 fs24 fc3 sc0 ls24 ws23">Flygr<span class="_ _0"></span>esor<span class="_ _d4"> </span>110,<span class="_ _2"></span>1<span class="_ _92"> </span>24,2<span class="_ _13"> </span>355</div><div class="t m0 x48 h2f y56a ff5 fs24 fc3 sc0 ls24 ws23">T<span class="_ _1"></span>ågresor<span class="_ _d5"> </span><span class="ls9b wse3">0,0<span class="_ _14"> </span>0,0<span class="_ _1c"> </span><span class="ls2 ws2">-</span></span></div><div class="t m0 x48 h2f y56b ff5 fs24 fc3 sc0 ls24 ws2">T<span class="_ _0"></span>jänster<span class="_ _0"></span>esor med priv<span class="_ _0"></span>at bil<span class="_ _d6"> </span><span class="ws23">14,7<span class="_ _4e"> </span>15,6<span class="_ _d7"> </span>-6</span></div><div class="t m0 x18 h30 y56c ff1 fs24 fc3 sc0 ls24 ws2">T<span class="_ _3"></span>otal Scope 1<span class="_ _63"> </span><span class="ws23">26,2<span class="_ _46"> </span>16,2<span class="_ _cf"> </span>55</span></div><div class="t m0 x18 h30 y56d ff1 fs24 fc3 sc0 ls24 ws2">T<span class="_ _3"></span>otal Scope 1-2 (mark<span class="_ _2"></span>et based)<span class="_ _d8"> </span><span class="ws23">124,7<span class="_ _d9"> </span>16<span class="_ _0"></span>7<span class="_ _2"></span>,2<span class="_ _30"> </span><span class="ls4d ws8e">-2<span class="_ _6"></span>5</span></span></div><div class="t m0 x18 h30 y56e ff1 fs24 fc3 sc0 ls24 ws2">T<span class="_ _3"></span>otal Scope 1-2 (location based)<span class="_ _da"> </span><span class="ws23">128,6<span class="_ _2c"> </span>171,2<span class="_ _30"> </span><span class="ls4d ws8e">-2<span class="_ _6"></span>5</span></span></div><div class="t m0 x18 h30 y56f ff1 fs24 fc3 sc0 ls24 ws2">T<span class="_ _3"></span>otal Scope 1-3 (mark<span class="_ _0"></span>et based)<span class="_ _db"> </span><span class="ws23">306,4<span class="_ _dc"> </span>27<span class="_ _0"></span>6,6<span class="_ _dd"> </span>11</span></div><div class="t m0 x18 h30 y570 ff1 fs24 fc3 sc0 ls24 ws2">T<span class="_ _3"></span>otal Scope 1-3 (location based)<span class="_ _da"> </span><span class="ws23">310,2<span class="_ _4c"> </span>280,6<span class="_ _bd"> </span>11</span></div><div class="t m0 x1 h41 y571 ff2 fs24 fc3 sc0 ls2 ws2">*Resedata saknas f<span class="_ _2"></span>ör Dynava år<span class="_ _0"></span> 2022, det inkluder<span class="_ _2"></span>as i 2023 års siffror<span class="_ _2"></span>.</div><div class="t m0 x1 h11 y572 ff1 fs2 fc3 sc0 ls2 ws2">MILJÖ</div><div class="t m0 x1 h4 y573 ff2 fs2 fc3 sc0 ls41 ws2">Under<span class="_ _0"></span> 2022 kartlades Enir<span class="_ _2"></span>os miljöpåverkan och ny<span class="_ _0"></span>a miljömål </div><div class="t m0 x1 h4 y574 ff2 fs2 fc3 sc0 ls41 ws2">sattes av ledningen. Måle<span class="_ _0"></span>t är<span class="_ _2"></span> att minsk<span class="_ _0"></span>a energianv<span class="_ _0"></span>ändningen </div><div class="t m0 x1 h4 y575 ff2 fs2 fc3 sc0 ls41 ws2">med 3 % per år<span class="_ _2"></span> och utsläppen med 5 % per år<span class="_ _2"></span>. Målen har<span class="_ _2"></span> </div><div class="t m0 x1 h4 y576 ff2 fs2 fc3 sc0 ls2 ws2">kommunicer<span class="_ _2"></span>ats till berör<span class="_ _2"></span>da avdelningar<span class="_ _0"></span>. Under<span class="_ _0"></span> året<span class="_ _2"></span> har särskilt<span class="_ _0"></span> </div><div class="t m0 x1 h4 y577 ff2 fs2 fc3 sc0 ls41 ws2">fokus lagts på att<span class="_ _2"></span> minska miljöpåverk<span class="_ _2"></span>an från den digitala </div><div class="t m0 x1 h4 y578 ff2 fs2 fc3 sc0 ls41 ws2">verksamhet<span class="_ _0"></span>en. Det gör<span class="_ _2"></span> vi bland annat genom att<span class="_ _2"></span> arbeta med </div><div class="t m0 x1 h4 y579 ff2 fs2 fc3 sc0 ls41 ws2">konsolidering och <span class="_ _0"></span>virtualisering av servr<span class="_ _0"></span>ar<span class="_ _2"></span>. Arbet<span class="_ _0"></span>et har<span class="_ _2"></span> pågått </div><div class="t m0 x1 h4 y57a ff2 fs2 fc3 sc0 ls41 ws2">under 2022 och 2023 och började <span class="_ _0"></span>visa result<span class="_ _0"></span>at under<span class="_ _2"></span> det </div><div class="t m0 x1 h4 y57b ff2 fs2 fc3 sc0 ls41 ws2">fjärde kv<span class="_ _0"></span>artalet<span class="_ _2"></span> 2022 då energianvändningen minsk<span class="_ _2"></span>ade med </div><div class="t m0 x1 h4 y57c ff2 fs2 fc3 sc0 ls41 ws2">cirka 22 pr<span class="_ _2"></span>ocent jämf<span class="_ _0"></span>ört med e<span class="_ _0"></span>tt genomsnittligt<span class="_ _2"></span> kvartal sam<span class="ls2">-</span></div><div class="t m0 x1 h4 y57d ff2 fs2 fc3 sc0 ls41 ws2">tidigt som eff<span class="_ _2"></span>ektbehovet minsk<span class="_ _2"></span>ade. Under det<span class="_ _2"></span> fjärde kvar<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x1 h4 y57e ff2 fs2 fc3 sc0 ls41 ws2">talet<span class="_ _2"></span> 2023 minskade energian<span class="_ _0"></span>vändningen med ytt<span class="_ _0"></span>erligare<span class="_ _0"></span> </div><div class="t m0 x24 h4 y57f ff2 fs2 fc3 sc0 ls41 ws2">14 % jämfört<span class="_ _2"></span> med ett genomsnittligt<span class="_ _0"></span> kvartal. I Enir<span class="_ _2"></span>os dagliga </div><div class="t m0 x24 h4 y580 ff2 fs2 fc3 sc0 ls41 ws2">verksamhet<span class="_ _2"></span> är miljöarbetet<span class="_ _2"></span> fokuserat<span class="_ _2"></span> på insatser som spar<span class="_ _0"></span> tid </div><div class="t m0 x24 h4 y581 ff2 fs2 fc3 sc0 ls41 ws2">och kostnader<span class="_ _2"></span> samt minsk<span class="_ _2"></span>ar miljöpåverk<span class="_ _0"></span>an. Exempelvis sk<span class="_ _2"></span>a </div><div class="t m0 x24 h4 y582 ff2 fs2 fc3 sc0 ls41 ws2">ﬂer r<span class="_ _2"></span>esor ersättas med <span class="_ _0"></span>telef<span class="_ _0"></span>on- och videok<span class="_ _0"></span>onfer<span class="_ _2"></span>enser<span class="_ _0"></span>, bolaget<span class="_ _2"></span> </div><div class="t m0 x24 h4 y583 ff2 fs2 fc3 sc0 ls41 ws2">sträv<span class="_ _0"></span>ar eft<span class="_ _2"></span>er att minsk<span class="_ _2"></span>a antalet<span class="_ _0"></span> ﬂygr<span class="_ _0"></span>esor<span class="_ _2"></span>. Vid upphandlingar<span class="_ _2"></span> </div><div class="t m0 x24 h4 y584 ff2 fs2 fc3 sc0 ls41 ws2">ställer<span class="_ _0"></span> vi kr<span class="_ _0"></span>av på att<span class="_ _0"></span> lever<span class="_ _0"></span>antör<span class="_ _2"></span>er sk<span class="_ _0"></span>a ha en dokumenter<span class="_ _0"></span>ad </div><div class="t m0 x24 h4 y585 ff2 fs2 fc3 sc0 ls41 ws2">policy för<span class="_ _2"></span> etik och miljö och vissa miljöaspekt<span class="_ _0"></span>er <span class="_ _0"></span>vägs in i vale<span class="_ _0"></span>t<span class="_ _0"></span> </div><div class="t m0 x24 h4 y586 ff2 fs2 fc3 sc0 ls41 ws2">av lever<span class="_ _2"></span>antör<span class="_ _2"></span>. De största ink<span class="_ _2"></span>öpen sker<span class="_ _0"></span> inom digital pr<span class="_ _0"></span>oduktion<span class="_ _0"></span> </div><div class="t m0 x24 h4 y587 ff2 fs2 fc3 sc0 ls32 ws2">och<span class="_ _6"></span> kontor<span class="_ _0"></span>. Där vi k<span class="_ _0"></span>an påverk<span class="_ _0"></span>a enligt gällande h<span class="_ _0"></span>yresavt<span class="_ _0"></span>al ställer<span class="_ _0"></span> </div><div class="t m0 x24 h4 y588 ff2 fs2 fc3 sc0 ls41 ws2">vi även kr<span class="_ _0"></span>av på grön el. Samman<span class="_ _0"></span>taget<span class="_ _2"></span> har Eniro uppnått<span class="_ _2"></span> sina </div><div class="t m0 x24 h4 y589 ff2 fs2 fc3 sc0 ls41 ws2">mål gällande egen verksamhet<span class="_ _2"></span>, där ener<span class="_ _0"></span>gianvändningen har<span class="_ _2"></span> </div><div class="t m0 x24 h4 y58a ff2 fs2 fc3 sc0 ls41 ws2">minskat<span class="_ _2"></span> med 18 procent<span class="_ _0"></span> och utsläppen har<span class="_ _0"></span> minskat<span class="_ _2"></span> med 25 </div><div class="t m0 x24 h4 y58b ff2 fs2 fc3 sc0 ls41 ws2">procen<span class="_ _0"></span>t (Scope 1-<span class="_ _2"></span>2 market<span class="_ _2"></span> based).</div></div><div class="pi"></div></div><div id="pf19" class="pf w0 h0"><div class="pc pc19 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">25</div><div class="t m0 x8 h11 y572 ff1 fs2 fc3 sc0 ls2 ws2">ENIROS POLICYER</div><div class="t m0 x8 h4 y573 ff2 fs2 fc3 sc0 ls2 ws2">Eniro har<span class="_ _2"></span> en koncerngemensam hållbarhetspolicy<span class="_ _0"></span> och uppfö-</div><div class="t m0 x8 h4 y574 ff2 fs2 fc3 sc0 ls2 ws2">randek<span class="_ _2"></span>od. Dessa policyer finns tillgängliga på Enir<span class="_ _2"></span>os hemsida. </div><div class="t m0 x8 h4 y575 ff2 fs2 fc3 sc0 ls2 ws2">I Styr<span class="_ _0"></span>elsen ansvar<span class="_ _0"></span>ar f<span class="_ _2"></span>ör att uppr<span class="_ _2"></span>ätta och anta k<span class="_ _2"></span>oncerngemen-</div><div class="t m0 x8 h4 y576 ff2 fs2 fc3 sc0 ls2 ws2">samma policyer<span class="_ _2"></span>, de är äv<span class="_ _0"></span>en ytterst<span class="_ _2"></span> ansvariga för<span class="_ _0"></span> att säk<span class="_ _2"></span>erställa </div><div class="t m0 x8 h4 y577 ff2 fs2 fc3 sc0 ls2 ws2">att dessa eft<span class="_ _2"></span>erlevs. Det oper<span class="_ _2"></span>ativa ansvare<span class="_ _0"></span>t f<span class="_ _0"></span>ör e<span class="_ _0"></span>fterlevnaden </div><div class="t m0 x8 h4 y578 ff2 fs2 fc3 sc0 ls2 ws2">av k<span class="_ _0"></span>oncernens policyer<span class="_ _0"></span> läggs på VD och bolage<span class="_ _0"></span>ts ledning.  </div><div class="t m0 x8 h4 y579 ff2 fs2 fc3 sc0 ls2 ws2">Ledningen har<span class="_ _0"></span>  k<span class="_ _0"></span>ommunicerat<span class="_ _2"></span> gällande policyer till ber<span class="_ _2"></span>örda </div><div class="t m0 x8 h4 y57a ff2 fs2 fc3 sc0 ls2 ws2">avdelningar<span class="_ _0"></span> inom koncernens sam<span class="_ _0"></span>tliga bolag. Alla medarbe-</div><div class="t m0 x8 h4 y57b ff2 fs2 fc3 sc0 ls2 ws2">tar<span class="_ _0"></span>e förvän<span class="_ _0"></span>tas f<span class="_ _0"></span>ölja dessa och målsättningen är att<span class="_ _2"></span> alla nya </div><div class="t m0 x8 h4 y57c ff2 fs2 fc3 sc0 ls2 ws2">medarbetar<span class="_ _2"></span>e utbildas i dess innehåll och innebörd.</div><div class="t m0 x8 h4 y58c ff2 fs2 fc3 sc0 ls2 ws2">Eniros hållbarhe<span class="_ _0"></span>tspolicy sätter<span class="_ _2"></span> ramarna för<span class="_ _2"></span> Eniron hållbarhets-</div><div class="t m0 x8 h4 y58d ff2 fs2 fc3 sc0 ls2 ws2">arbete och syft<span class="_ _2"></span>ar till att<span class="_ _0"></span> säkerst<span class="_ _2"></span>älla att bolaget arbe<span class="_ _0"></span>tar<span class="_ _2"></span> på ett </div><div class="t m0 x8 h4 y58e ff2 fs2 fc3 sc0 ls2 ws2">sätt som minst<span class="_ _2"></span> uppfyller grundläggande ansv<span class="_ _0"></span>ar inom omr<span class="_ _2"></span>åde-</div><div class="t m0 x8 h4 y58f ff2 fs2 fc3 sc0 ls2 ws2">na mänskliga rättighe<span class="_ _0"></span>ter<span class="_ _2"></span>, sociala förhållanden, personal, miljö </div><div class="t m0 x8 h4 y590 ff2 fs2 fc3 sc0 ls2 ws2">och antik<span class="_ _0"></span>orruption. Där<span class="_ _0"></span> framgår<span class="_ _2"></span> att Eniro sk<span class="_ _2"></span>a verk<span class="_ _0"></span>a i enlighet<span class="_ _0"></span> </div><div class="t m0 x8 h4 y591 ff2 fs2 fc3 sc0 ls2 ws2">med Global Compacts principer<span class="_ _0"></span> samt mät<span class="_ _0"></span>a, följa upp och </div><div class="t m0 x8 h4 y592 ff2 fs2 fc3 sc0 ls2 ws2">ständigt<span class="_ _0"></span> förbättr<span class="_ _2"></span>a bolagets och dotterbolagens hållbarhets<span class="_ _0"></span>-</div><div class="t m0 x8 h4 y593 ff2 fs2 fc3 sc0 ls2 ws2">arbete samt<span class="_ _2"></span> redovisa dett<span class="_ _0"></span>a arbete årligen i en hållbarhe<span class="_ _0"></span>ts-</div><div class="t m0 x8 h4 y594 ff2 fs2 fc3 sc0 ls2 ws2">rapport<span class="_ _2"></span>. Eniros ansvar<span class="_ _2"></span> omfattar<span class="_ _2"></span> både den egna verksamheten </div><div class="t m0 x8 h4 y595 ff2 fs2 fc3 sc0 ls2 ws2">men även lever<span class="_ _2"></span>antörer<span class="_ _0"></span>s verksamhet<span class="_ _2"></span> i samband med inköp av </div><div class="t m0 x8 h4 y596 ff2 fs2 fc3 sc0 ls2 ws2">var<span class="_ _0"></span>or och <span class="_ _0"></span>tjänster<span class="_ _2"></span>. God affärsetik<span class="_ _2"></span> är självklart f<span class="_ _2"></span>ör Eniro<span class="_ _2"></span>. Samt-</div><div class="t m0 x8 h4 y597 ff2 fs2 fc3 sc0 ls2 ws2">liga medarbetar<span class="_ _2"></span>e med kundrelationer eller<span class="_ _2"></span> externa affär<span class="_ _0"></span>skon-</div><div class="t m0 x8 h4 y598 ff2 fs2 fc3 sc0 ls2 ws2">takter<span class="_ _2"></span> utbildas i hur de sk<span class="_ _0"></span>a agera i dessa sammanhang <span class="_ _0"></span>vilke<span class="_ _0"></span>t </div><div class="t m0 x8 h4 y599 ff2 fs2 fc3 sc0 ls2 ws2">även omf<span class="_ _0"></span>attar<span class="_ _0"></span> gåvor<span class="_ _0"></span> och repr<span class="_ _2"></span>esentation. Detta beskriv<span class="_ _0"></span>s i störr<span class="_ _0"></span>e </div><div class="t m0 x8 h4 y59a ff2 fs2 fc3 sc0 ls2 ws2">detalj i Enir<span class="_ _2"></span>os uppförandek<span class="_ _2"></span>od. Eniro värnar<span class="_ _2"></span> om föreningsfrihe-</div><div class="t m0 x8 h4 y59b ff2 fs2 fc3 sc0 ls2 ws2">ten och Enir<span class="_ _0"></span>o har k<span class="_ _2"></span>ollektivavtal i Sv<span class="_ _0"></span>erige, Norge, Danmark<span class="_ _2"></span> och </div><div class="t m0 x8 h4 y59c ff2 fs2 fc3 sc0 ls2 ws2">Finland. Eniro anser<span class="_ _2"></span> att en bred mångf<span class="_ _2"></span>ald bland medarbe-</div><div class="t m0 x8 h4 y59d ff2 fs2 fc3 sc0 ls2 ws2">tarna samt<span class="_ _2"></span> rättvisa arbetsvillk<span class="_ _2"></span>or<span class="_ _0"></span>, rimliga arbetstider<span class="_ _0"></span> och säkra </div><div class="t m0 x8 h4 y59e ff2 fs2 fc3 sc0 ls2 ws2">arbetsplatser<span class="_ _2"></span> ger den bästa dynamik<span class="_ _2"></span>en i organisationen. Eniro </div><div class="t m0 x8 h4 y59f ff2 fs2 fc3 sc0 ls2 ws2">efterstr<span class="_ _2"></span>ävar en jämn k<span class="_ _2"></span>önsfördelning och medarbet<span class="_ _0"></span>are med </div><div class="t m0 x8 h4 y5a0 ff2 fs2 fc3 sc0 ls2 ws2">olika e<span class="_ _0"></span>tnisk bak<span class="_ _2"></span>grund. Att<span class="_ _2"></span> beakta mångfald och jämställdhet<span class="_ _2"></span> </div><div class="t m0 x8 h4 y5a1 ff2 fs2 fc3 sc0 ls2 ws2">är en självklarhe<span class="_ _0"></span>t <span class="_ _0"></span>vid såväl rekryt<span class="_ _2"></span>ering som i karriärs- och suc<span class="_ _0"></span>-</div><div class="t m0 x8 h4 y5a2 ff2 fs2 fc3 sc0 ls2 ws2">cessionsplanering. Eniro mät<span class="_ _0"></span>er<span class="_ _2"></span>, följer<span class="_ _0"></span> upp och strävar<span class="_ _2"></span> ständigt </div><div class="t m0 x8 h4 y5a3 ff2 fs2 fc3 sc0 ls2 ws2">efter<span class="_ _2"></span> att minska <span class="_ _0"></span>väsentlig negativ miljöpåv<span class="_ _0"></span>erkan som k<span class="_ _2"></span>oncern-</div><div class="t m0 x8 h4 y5a4 ff2 fs2 fc3 sc0 ls2 ws2">bolagen, direkt<span class="_ _2"></span> eller indirekt<span class="_ _2"></span>, orsakar<span class="_ _1"></span>. Ett led i dett<span class="_ _0"></span>a är att<span class="_ _2"></span> Eniro </div><div class="t m0 x8 h4 y5a5 ff2 fs2 fc3 sc0 ls2 ws2">sprider in<span class="_ _0"></span>formation och kunsk<span class="_ _2"></span>ap bland medarbetare och f<span class="_ _0"></span>ör </div><div class="t m0 x8 h4 y5a6 ff2 fs2 fc3 sc0 ls2 ws2">dialog om miljö med sina intr<span class="_ _0"></span>essenter<span class="_ _1"></span>.</div><div class="t m0 x8 h4 y5a7 ff2 fs2 fc3 sc0 ls2 ws2">Eniros Upp<span class="_ _0"></span>för<span class="_ _2"></span>andekod definier<span class="_ _0"></span>ar en aff<span class="_ _0"></span>ärsetisk<span class="_ _0"></span> kompass som </div><div class="t m0 x8 h4 y5a8 ff2 fs2 fc3 sc0 ls2 ws2">gäller f<span class="_ _2"></span>ör hela k<span class="_ _0"></span>oncernen. Koden gäller<span class="_ _2"></span> för alla Enir<span class="_ _2"></span>os anställda </div><div class="t m0 x8 h4 y5a9 ff2 fs2 fc3 sc0 ls2 ws2">och konsult<span class="_ _2"></span>er som arbetar<span class="_ _2"></span> för Enir<span class="_ _2"></span>o. Eniro r<span class="_ _0"></span>espekter<span class="_ _0"></span>ar<span class="_ _0"></span> mänsk<span class="_ _2"></span>-</div><div class="t m0 x8 h4 y5aa ff2 fs2 fc3 sc0 ls2 ws2">liga rättighe<span class="_ _0"></span>ter<span class="_ _2"></span>, anställdas privatliv<span class="_ _2"></span>, integrite<span class="_ _0"></span>t och hälsa i alla </div><div class="t m0 x8 h4 y5ab ff2 fs2 fc3 sc0 ls2 ws2">situationer r<span class="_ _2"></span>elaterade till Enir<span class="_ _2"></span>os verksamhet<span class="_ _0"></span>. Eniros anst<span class="_ _0"></span>ällda </div><div class="t m0 x8 h4 y5ac ff2 fs2 fc3 sc0 ls2 ws2">ska utf<span class="_ _2"></span>öra sina arbetsuppgifter<span class="_ _2"></span> på ett pr<span class="_ _0"></span>of<span class="_ _0"></span>essionellt, ans<span class="_ _0"></span>vars-</div><div class="t m0 x8 h4 y5ad ff2 fs2 fc3 sc0 ls2 ws2">fullt<span class="_ _0"></span>, respektfullt<span class="_ _2"></span>, samvetsgr<span class="_ _0"></span>ant<span class="_ _0"></span> och etiskt sätt<span class="_ _2"></span> samt ager<span class="_ _0"></span>a i </div><div class="t m0 x8 h4 y5ae ff2 fs2 fc3 sc0 ls2 ws2">för<span class="_ _2"></span>etagets bästa intr<span class="_ _2"></span>esse. Krav ställs på att<span class="_ _2"></span> leverant<span class="_ _2"></span>örer sk<span class="_ _2"></span>a ha </div><div class="t m0 x8 h4 y5af ff2 fs2 fc3 sc0 ls2 ws2">miljövänliga rutiner<span class="_ _2"></span> och efterleva de aff<span class="_ _0"></span>ärsetisk<span class="_ _0"></span>a riktlinjer som </div><div class="t m0 x8 h4 y5b0 ff2 fs2 fc3 sc0 ls2 ws2">definieras i k<span class="_ _2"></span>oden. I koden beskrivs e<span class="_ _0"></span>tt ant<span class="_ _0"></span>al principer<span class="_ _0"></span> som ska </div><div class="t m0 x8 h4 y5b1 ff2 fs2 fc3 sc0 ls2 ws2">efterf<span class="_ _0"></span>öljas inom Eniros <span class="_ _0"></span>verksamheter<span class="_ _1"></span>, däribland:</div><div class="t m0 x8 h4 y5b2 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span><span class="ws30">Arbetsplatsen sk<span class="_ _0"></span>a var<span class="_ _0"></span>a väl upplyst<span class="_ _0"></span>, väl ventiler<span class="_ _2"></span>ad, korrekt<span class="_ _2"></span> </span></div><div class="t m0 x38 h4 y5b3 ff2 fs2 fc3 sc0 ls2 ws2">temper<span class="_ _0"></span>erad, lämpligt<span class="_ _2"></span> utrustad och möblerad.</div><div class="t m0 x8 h4 y5b4 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Ingen får<span class="_ _2"></span> vara påverk<span class="_ _2"></span>ad av alkohol eller<span class="_ _2"></span> droger i samband </div><div class="t m0 x38 h4 y5b5 ff2 fs2 fc3 sc0 ls2 ws2">med att arbe<span class="_ _0"></span>te utför<span class="_ _0"></span>s för<span class="_ _2"></span> Eniro.</div><div class="t m0 x8 h4 y5b6 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Eniro accep<span class="_ _0"></span>ter<span class="_ _0"></span>ar in<span class="_ _0"></span>te någon form av<span class="_ _0"></span> respektlöst<span class="_ _2"></span> beteende, </div><div class="t m0 x38 h4 y5b7 ff2 fs2 fc3 sc0 ls2 ws2">mobbning, diskriminering, isolering, tr<span class="_ _0"></span>akasserier<span class="_ _1"></span>.</div><div class="t m0 x8 h4 y5b8 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Eniro <span class="_ _0"></span>tillämpar sy<span class="_ _0"></span>stematisk<span class="_ _2"></span>a hälso- och säkerhetsåtgär<span class="_ _2"></span>der<span class="_ _0"></span>. </div><div class="t m0 x38 h4 y5b9 ff2 fs2 fc3 sc0 ls2 ws2">Detta inkluder<span class="_ _2"></span>ar bedömning av risk, genomf<span class="_ _0"></span>örande av<span class="_ _0"></span> </div><div class="t m0 x87 h4 y5ba ff2 fs2 fc3 sc0 ls2 ws2">för<span class="_ _2"></span>ebyggande åtgärder<span class="_ _1"></span>, rapportering av <span class="_ _0"></span>tillbud och olyck<span class="_ _0"></span>or</div><div class="t m0 xa h4 y5bb ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>All rekryt<span class="_ _0"></span>ering ska baser<span class="_ _2"></span>as på kompet<span class="_ _0"></span>ens, diskriminering </div><div class="t m0 x87 h4 y5bc ff2 fs2 fc3 sc0 ls2 ws2">toler<span class="_ _0"></span>eras aldrig.</div><div class="t m0 xa h4 y5bd ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Anställda sk<span class="_ _2"></span>a erhålla likvärdig lön för<span class="_ _2"></span> likvärdigt<span class="_ _0"></span> arbete.</div><div class="t m0 xa h4 y5be ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Eniro <span class="_ _0"></span>toler<span class="_ _0"></span>erar<span class="_ _2"></span> inte någon form av <span class="_ _0"></span>tvångsarbete och </div><div class="t m0 x87 h4 y5bf ff2 fs2 fc3 sc0 ls2 ws2">stöder<span class="_ _0"></span> IL<span class="_ _2"></span>O:s deklaration om grundläggande principer<span class="_ _0"></span> och </div><div class="t m0 x87 h4 y5c0 ff2 fs2 fc3 sc0 ls2 ws2">rättighe<span class="_ _0"></span>ter<span class="_ _0"></span> i arbete<span class="_ _0"></span>t.</div><div class="t m0 xa h4 y5c1 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Eniro st<span class="_ _0"></span>öder av<span class="_ _0"></span>skaff<span class="_ _2"></span>andet av exploat<span class="_ _2"></span>erande barnarbete.</div><div class="t m0 xa h4 y5c2 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>För<span class="_ _0"></span>etage<span class="_ _0"></span>ts IT<span class="_ _1"></span>-resurser<span class="_ _0"></span> får<span class="_ _2"></span> inte användas f<span class="_ _0"></span>ör att<span class="_ _2"></span> sprida, </div><div class="t m0 x87 h4 y5c3 ff2 fs2 fc3 sc0 ls2 ws2">lagra eller<span class="_ _2"></span> överför<span class="_ _2"></span>a information som bryter<span class="_ _0"></span> mot<span class="_ _0"></span> gällande </div><div class="t m0 x87 h4 y5c4 ff2 fs2 fc3 sc0 ls2 ws2">lagar eller<span class="_ _2"></span> föror<span class="_ _2"></span>dningar såsom: upphovsr<span class="_ _2"></span>ätt, tr<span class="_ _2"></span>akasserier<span class="_ _2"></span>, </div><div class="t m0 x87 h4 y5c5 ff2 fs2 fc3 sc0 ls2 ws2">diskriminering.</div><div class="t m0 xa h4 y5c6 ff2 fs2 fc3 sc0 ls2 ws2">Eniro <span class="_ _0"></span>tillämpar nollt<span class="_ _0"></span>olerans mo<span class="_ _0"></span>t mut<span class="_ _0"></span>or och be<span class="_ _0"></span>teenden som syf<span class="_ _2"></span>-</div><div class="t m0 xa h4 y5c7 ff2 fs2 fc3 sc0 ls2 ws2">tar<span class="_ _0"></span> till att<span class="_ _0"></span> skapa aff<span class="_ _2"></span>ärsfördelar<span class="_ _2"></span> genom att tillhandahålla gåvor<span class="_ _1"></span>, </div><div class="t m0 xa h4 y5c8 ff2 fs2 fc3 sc0 ls2 ws2">underhållning eller f<span class="_ _2"></span>örmåner<span class="_ _0"></span>. V<span class="_ _1"></span>arje misstanke eller<span class="_ _2"></span> upptäckt f<span class="_ _0"></span>all </div><div class="t m0 xa h4 y5c9 ff2 fs2 fc3 sc0 ls2 ws2">av mutor<span class="_ _2"></span> ska utr<span class="_ _0"></span>edas i enlighet med de<span class="_ _0"></span>tta och vid bekr<span class="_ _2"></span>äftade </div><div class="t m0 xa h4 y5ca ff2 fs2 fc3 sc0 ls2 ws2">fall r<span class="_ _2"></span>esultera i pr<span class="_ _0"></span>oportionerliga åtgär<span class="_ _0"></span>der såsom polisanmälan </div><div class="t m0 xa h4 y5cb ff2 fs2 fc3 sc0 ls2 ws2">och/<span class="_ _2"></span>eller avbryt<span class="_ _0"></span>ande av partnersk<span class="_ _0"></span>ap. I k<span class="_ _2"></span>oden ges ett antal </div><div class="t m0 xa h4 y5cc ff2 fs2 fc3 sc0 ls2 ws2">ex<span class="_ _0"></span>empel på såväl accept<span class="_ _0"></span>abla som oacceptabla gåvor<span class="_ _2"></span> för<span class="_ _0"></span> att </div><div class="t m0 xa h4 y5cd ff2 fs2 fc3 sc0 ls2 ws2">vägleda läsar<span class="_ _0"></span>en. I koden fr<span class="_ _2"></span>amgår även riktlinjer<span class="_ _2"></span> för r<span class="_ _2"></span>apporte-</div><div class="t m0 xa h4 y5ce ff2 fs2 fc3 sc0 ls2 ws2">ring av br<span class="_ _0"></span>ott<span class="_ _0"></span> mot k<span class="_ _2"></span>oden. Beroende på situationen och svårig-</div><div class="t m0 xa h4 y5cf ff2 fs2 fc3 sc0 ls2 ws2">hetsgr<span class="_ _0"></span>aden av det<span class="_ _2"></span> misstänkta över<span class="_ _2"></span>greppet k<span class="_ _2"></span>an en lämplig part </div><div class="t m0 xa h4 y5d0 ff2 fs2 fc3 sc0 ls2 ws2">var<span class="_ _0"></span>a närmaste chef<span class="_ _2"></span>, chefs chef<span class="_ _0"></span>, HR<span class="_ _0"></span>-chef<span class="_ _2"></span>, visselblåsartjänst, <span class="_ _2"></span>VD </div><div class="t m0 xa h4 y5d1 ff2 fs2 fc3 sc0 ls2 ws2">eller styr<span class="_ _2"></span>elseordför<span class="_ _2"></span>ande.</div><div class="t m0 xa h4 y5d2 ff2 fs2 fc3 sc0 ls2 ws2">Utöv<span class="_ _0"></span>er Enir<span class="_ _2"></span>os hållbarhetspolicy och uppför<span class="_ _2"></span>andekod har<span class="_ _0"></span> Eniro </div><div class="t m0 xa h4 y5d3 ff2 fs2 fc3 sc0 ls2 ws2">också ytterligar<span class="_ _2"></span>e ett antal riktlinjer<span class="_ _2"></span> för<span class="_ _0"></span> Eniros uppf<span class="_ _2"></span>örande, t<span class="_ _0"></span> </div><div class="t m0 xa h4 y5d4 ff2 fs2 fc3 sc0 ls2 ws2">ex miljöpolicy<span class="_ _2"></span>, inköpspolicy sam<span class="_ _0"></span>t policy<span class="_ _0"></span> för<span class="_ _2"></span> reklam och diskri-</div><div class="t m0 xa h4 y5d5 ff2 fs2 fc3 sc0 ls2 ws2">minering. I samband med avtals ingående uppr<span class="_ _0"></span>ättar<span class="_ _2"></span> Eniro </div><div class="t m0 xa h4 y5d6 ff2 fs2 fc3 sc0 ls2 ws2">en avtalssammanf<span class="_ _0"></span>attning utvisande huruvida policyer<span class="_ _0"></span> följts. </div><div class="t m0 xa h4 y5d7 ff2 fs2 fc3 sc0 ls2 ws2">Härutöv<span class="_ _0"></span>er gör<span class="_ _0"></span>s ingen särskild regelbunden gr<span class="_ _2"></span>anskning.</div><div class="t m0 xa h11 y5d8 ff1 fs2 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>ÄSENTLIGA RISKER S<span class="_ _0"></span>AMT HANTERING <span class="_ _2"></span>A<span class="_ _2"></span>V RISK</div><div class="t m0 xa h4 y5d9 ff2 fs2 fc3 sc0 ls2 ws2">Bedömning av hållbarhetsr<span class="_ _2"></span>elaterade risk<span class="_ _0"></span>er<span class="_ _0"></span> är en int<span class="_ _2"></span>egrerad </div><div class="t m0 xa h4 y5da ff2 fs2 fc3 sc0 ls2 ws2">del av bolagets or<span class="_ _2"></span>dinarie riskhantering och skö<span class="_ _0"></span>ts av bolagets </div><div class="t m0 xa h4 y5db ff2 fs2 fc3 sc0 ls2 ws2">ledning. De mest <span class="_ _0"></span>väsentliga risk<span class="_ _2"></span>erna som har identifier<span class="_ _0"></span>ats är:</div><div class="t m0 xa h4 y5dc ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Energian<span class="_ _0"></span>vändning</div><div class="t m0 xa h4 y5dd ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>IT<span class="_ _1"></span>-säkerhet</div><div class="t m0 xa h4 y5de ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>Sociala förhållanden och mänskliga r<span class="_ _2"></span>ättigheter</div><div class="t m0 xa h4 y5df ff2 fs2 fc3 sc0 ls30 ws2">Energian<span class="_ _0"></span>vändning är<span class="_ _0"></span> en fråga av<span class="_ _0"></span> väx<span class="_ _0"></span>ande strat<span class="_ _0"></span>egisk vikt<span class="_ _2"></span>. Frågan </div><div class="t m0 xa h4 y5e0 ff2 fs2 fc3 sc0 ls41 ws2">är av<span class="_ _0"></span>görande f<span class="_ _2"></span>ör möjligheten att<span class="_ _2"></span> nå våra globala klimatmål </div><div class="t m0 xa h4 y5e1 ff2 fs2 fc3 sc0 ls41 ws2">men har äv<span class="_ _0"></span>en seglat upp som en säk<span class="_ _2"></span>erhetspolitisk fr<span class="_ _0"></span>åga. Låg </div><div class="t m0 xa h4 y5e2 ff2 fs2 fc3 sc0 ls41 ws2">energian<span class="_ _0"></span>vändning och hållbar<span class="_ _0"></span>a energik<span class="_ _2"></span>ällor k<span class="_ _0"></span>ommer att<span class="_ _2"></span> vara </div><div class="t m0 xa h4 y5e3 ff2 fs2 fc3 sc0 ls41 ws2">av ytt<span class="_ _0"></span>ersta vikt<span class="_ _2"></span> för långsiktiga akt<span class="_ _0"></span>örer<span class="_ _1"></span>. Bolaget har<span class="_ _0"></span> därför<span class="_ _2"></span> </div><div class="t m0 xa h4 y5e4 ff2 fs2 fc3 sc0 ls41 ws2">invent<span class="_ _0"></span>erat<span class="_ _2"></span> sin energianvändning och utf<span class="_ _2"></span>ormat målsättningar<span class="_ _0"></span> </div><div class="t m0 xa h4 y5e5 ff2 fs2 fc3 sc0 ls41 ws2">för<span class="_ _2"></span> att minska sitt<span class="_ _2"></span> avtryck. Sekret<span class="_ _0"></span>ess och säkerhe<span class="_ _0"></span>t gällande<span class="_ _0"></span> </div><div class="t m0 xa h4 y5e6 ff2 fs2 fc3 sc0 ls41 ws2">användar<span class="_ _2"></span>data tillhör bolage<span class="_ _0"></span>ts kärn<span class="_ _0"></span>verksamhet<span class="_ _2"></span>. Misslyckande </div><div class="t m0 xa h4 y5e7 ff2 fs2 fc3 sc0 ls41 ws2">att säk<span class="_ _2"></span>erställa säker<span class="_ _2"></span> hantering av data k<span class="_ _2"></span>an ha stora k<span class="_ _2"></span>on<span class="ls2">-</span></div><div class="t m0 xa h4 y5e8 ff2 fs2 fc3 sc0 ls41 ws2">sekvenser<span class="_ _0"></span> för<span class="_ _2"></span> bolagets rykte och direkt<span class="_ _0"></span>a finansiella effekt<span class="_ _0"></span>er<span class="_ _2"></span> </div><div class="t m0 xa h4 y5e9 ff2 fs2 fc3 sc0 ls41 ws2">i form av sanktionsav<span class="_ _0"></span>gifter<span class="_ _2"></span>. Bolagets IT<span class="_ _1"></span>-säkerhe<span class="_ _0"></span>t är<span class="_ _2"></span> därför<span class="_ _0"></span> </div><div class="t m0 xa h4 y5ea ff2 fs2 fc3 sc0 ls41 ws2">en strat<span class="_ _0"></span>egisk viktigt<span class="_ _2"></span> fråga för<span class="_ _2"></span> bolaget som hant<span class="_ _0"></span>eras genom<span class="_ _0"></span> </div><div class="t m0 xa h4 y5eb ff2 fs2 fc3 sc0 ls41 ws2">löpande genomgång av pr<span class="_ _0"></span>ocesser<span class="_ _2"></span>, system och IT<span class="_ _1"></span>-säkerhet<span class="_ _0"></span>s<span class="ls2">-</span></div><div class="t m0 xa h4 y5ec ff2 fs2 fc3 sc0 ls41 ws2">strat<span class="_ _0"></span>egi. Sociala förhållanden och mänskliga r<span class="_ _2"></span>ättigheter i<span class="_ _0"></span> </div><div class="t m0 xa h4 y5ed ff2 fs2 fc3 sc0 ls41 ws2">bolagets v<span class="_ _0"></span>erksamhet och le<span class="_ _0"></span>ver<span class="_ _0"></span>antörsled är<span class="_ _2"></span> av ytterst<span class="_ _0"></span>a vikt<span class="_ _0"></span>. </div><div class="t m0 xa h4 y5ee ff2 fs2 fc3 sc0 ls41 wse">Missförhållanden k<span class="_ _2"></span>an ha förödande k<span class="_ _2"></span>onsekvenser f<span class="_ _0"></span>ör bolage<span class="_ _0"></span>t.<span class="_ _0"></span> </div><div class="t m0 xa h4 y5ef ff2 fs2 fc3 sc0 ls41 ws2">Bolaget<span class="_ _0"></span> har <span class="_ _0"></span>verksamhet<span class="_ _0"></span> och lever<span class="_ _2"></span>antörer<span class="_ _2"></span> i ﬂera marknader<span class="_ _2"></span>, </div><div class="t m0 xa h4 y5f0 ff2 fs2 fc3 sc0 ls41 ws2">därför<span class="_ _2"></span> är det<span class="_ _0"></span> strat<span class="_ _0"></span>egiskt <span class="_ _0"></span>viktigt att<span class="_ _2"></span> system och rutiner finns på<span class="_ _0"></span> </div></div><div class="pi"></div></div><div id="pf1a" class="pf w0 h0"><div class="pc pc1a w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls9c wse4">26</div><div class="t m0 x1 h4 y5f1 ff2 fs2 fc3 sc0 ls41 ws2">plats för<span class="_ _2"></span> att kunna upptäck<span class="_ _2"></span>a och åtgärda missf<span class="_ _0"></span>örhållanden </div><div class="t m0 x1 h4 y5f2 ff2 fs2 fc3 sc0 ls41 ws2">i alla delar av<span class="_ _0"></span> bolagets v<span class="_ _0"></span>erksamhet och <span class="_ _0"></span>vär<span class="_ _0"></span>dekedja. F<span class="_ _2"></span>ör att<span class="_ _0"></span> </div><div class="t m0 x1 h4 y5f3 ff2 fs2 fc3 sc0 ls41 ws2">säker<span class="_ _0"></span>ställa att<span class="_ _0"></span> bolagets v<span class="_ _0"></span>erksamhet bedriv<span class="_ _0"></span>s på ett<span class="_ _0"></span> korr<span class="_ _2"></span>ekt </div><div class="t m0 x24 h4 y5f4 ff2 fs2 fc3 sc0 ls41 ws2">sätt har<span class="_ _2"></span> en koncerngemensam visselblåsarfunktion lanser<span class="_ _2"></span>ats, </div><div class="t m0 x24 h4 y5f5 ff2 fs2 fc3 sc0 ls41 ws2">där enskilda medarbe<span class="_ _0"></span>tar<span class="_ _0"></span>e kan r<span class="_ _2"></span>apportera om man ty<span class="_ _0"></span>cker<span class="_ _2"></span> att </div><div class="t m0 x24 h4 y5f6 ff2 fs2 fc3 sc0 ls41 ws2">något<span class="_ _0"></span> avviker<span class="_ _2"></span> från gällande rutiner<span class="_ _2"></span>, policy eller r<span class="_ _2"></span>egler<span class="_ _0"></span>.</div><div class="t m0 x8d h30 y5f7 ff1 fs24 fc3 sc0 ls2 ws2">ANDEL<span class="_ _0"></span> A<span class="_ _2"></span>V OMSÄ<span class="_ _1"></span>TTNINGEN / T<span class="_ _2"></span>OT<span class="_ _2"></span>AL<span class="_ _0"></span> OMSÄ<span class="_ _2"></span>TTNING </div><div class="t m0 x53 h30 y5f8 ff1 fs24 fc3 sc0 ls2 ws2">T<span class="_ _3"></span>axonomiförenlighet per<span class="_ _2"></span> mål <span class="_ _de"> </span>Mål som omfatt<span class="_ _0"></span>as av taxonomi </div><div class="t m0 x8d h41 y5f9 ff2 fs24 fc3 sc0 ls9d wse5">CCM<span class="_ _df"> </span><span class="ls2 ws2">-<span class="_ _e0"> </span>-</span></div><div class="t m0 x8d h41 y5fa ff2 fs24 fc3 sc0 ls9d wse5">CCA<span class="_ _b5"> </span><span class="ls2 ws2">-<span class="_ _e0"> </span>-</span></div><div class="t m0 x8d h41 y5fb ff2 fs24 fc3 sc0 ls2 ws2">WTR<span class="_ _e1"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y5fc ff2 fs24 fc3 sc0 ls2 ws2">CE<span class="_ _e2"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y5fd ff2 fs24 fc3 sc0 ls2 ws2">PPC<span class="_ _e3"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y5fe ff2 fs24 fc3 sc0 ls2 ws2">BIO<span class="_ _e4"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h30 y5ff ff1 fs24 fc3 sc0 ls2 ws2">ANDEL<span class="_ _0"></span> A<span class="_ _2"></span>V KAPIT<span class="_ _1"></span>ALUT<span class="_ _0"></span>GIFTER / <span class="_ _0"></span>TO<span class="_ _2"></span>T<span class="_ _2"></span>ALA KAPIT<span class="_ _2"></span>ALUT<span class="_ _2"></span>GIFTER </div><div class="t m0 x53 h30 y600 ff1 fs24 fc3 sc0 ls2 ws2">T<span class="_ _3"></span>axonomiförenlighet per<span class="_ _2"></span> mål <span class="_ _de"> </span>Mål som omfatt<span class="_ _0"></span>as av taxonomi </div><div class="t m0 x8d h41 y601 ff2 fs24 fc3 sc0 ls9d wse5">CCM<span class="_ _df"> </span><span class="ls2 ws2">-<span class="_ _e0"> </span>-</span></div><div class="t m0 x8d h41 y602 ff2 fs24 fc3 sc0 ls9d wse5">CCA<span class="_ _b5"> </span><span class="ls2 ws2">-<span class="_ _e0"> </span>-</span></div><div class="t m0 x8d h41 y603 ff2 fs24 fc3 sc0 ls2 ws2">WTR<span class="_ _e1"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y604 ff2 fs24 fc3 sc0 ls2 ws2">CE<span class="_ _e2"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y605 ff2 fs24 fc3 sc0 ls2 ws2">PPC<span class="_ _e3"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y606 ff2 fs24 fc3 sc0 ls2 ws2">BIO<span class="_ _e4"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h30 y607 ff1 fs24 fc3 sc0 ls2 ws2">ANDEL<span class="_ _0"></span> A<span class="_ _2"></span>V DRIFTSUT<span class="_ _2"></span>GIFTER / T<span class="_ _2"></span>OT<span class="_ _2"></span>ALA DRIFT<span class="_ _0"></span>SUT<span class="_ _0"></span>GIFTER </div><div class="t m0 x53 h30 y608 ff1 fs24 fc3 sc0 ls2 ws2">T<span class="_ _3"></span>axonomiförenlighet per<span class="_ _2"></span> mål <span class="_ _de"> </span>Mål som omfatt<span class="_ _0"></span>as av taxonomi </div><div class="t m0 x8d h41 y609 ff2 fs24 fc3 sc0 ls9d wse5">CCM<span class="_ _df"> </span><span class="ls2 ws2">-<span class="_ _e0"> </span>-</span></div><div class="t m0 x8d h41 y60a ff2 fs24 fc3 sc0 ls9d wse5">CCA<span class="_ _b5"> </span><span class="ls2 ws2">-<span class="_ _e0"> </span>-</span></div><div class="t m0 x8d h41 y60b ff2 fs24 fc3 sc0 ls2 ws2">WTR<span class="_ _e1"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y60c ff2 fs24 fc3 sc0 ls2 ws2">CE<span class="_ _e2"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y60d ff2 fs24 fc3 sc0 ls2 ws2">PPC<span class="_ _e3"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8d h41 y60e ff2 fs24 fc3 sc0 ls2 ws2">BIO<span class="_ _e4"> </span>-<span class="_ _e0"> </span>-</div><div class="t m0 x8e h4 y60f ff1e fs2 fc3 sc0 ls2 ws2">Koderna är<span class="_ _2"></span> förkortningar<span class="_ _2"></span> av miljömålen:<span class="ff2"> </span></div><div class="t m0 x8e h4 y610 ff1 fs2 fc3 sc0 ls2 ws2">CCM:<span class="ff2"> Begr<span class="_ _2"></span>änsning av klimatförändringar</span></div><div class="t m0 x8e h4 y611 ff1 fs2 fc3 sc0 ls2 ws2">CCA:<span class="ff2 wse6"> Anpassning till klimatförändringar</span></div><div class="t m0 x8e h4 y612 ff1 fs2 fc3 sc0 ls2 ws2">WTR:<span class="ff2 wse7"> V<span class="_ _2"></span>attenresurser</span></div><div class="t m0 x8e h4 y613 ff1 fs2 fc3 sc0 ls2 ws2">CE:<span class="ff2"> Den cirkulära ek<span class="_ _2"></span>onomin</span></div><div class="t m0 x8e h4 y614 ff1 fs2 fc3 sc0 ls2 ws2">PPC: <span class="ff2">För<span class="_ _0"></span>ebyggande och begr<span class="_ _2"></span>änsning av föror<span class="_ _2"></span>eningar</span></div><div class="t m0 x8e h4 y615 ff1 fs2 fc3 sc0 ls2 ws2">BIO:<span class="ff2"> Biologisk mångf<span class="_ _0"></span>ald</span></div><div class="t m0 x1 h11 y616 ff1 fs2 fc3 sc0 ls2 wsc5">EU T<span class="_ _3"></span>axonomi</div><div class="t m0 x1 h4 y617 ff2 fs2 fc3 sc0 ls2 ws2">EU <span class="_ _0"></span>T<span class="_ _1"></span>axonomin är<span class="_ _2"></span> ett r<span class="_ _0"></span>amverk<span class="_ _0"></span> som definier<span class="_ _0"></span>ar vilk<span class="_ _2"></span>a ekonomisk<span class="_ _2"></span>a </div><div class="t m0 x1 h4 y618 ff2 fs2 fc3 sc0 ls2 ws2">aktivitet<span class="_ _0"></span>er som är<span class="_ _2"></span> miljömässigt hållbar<span class="_ _0"></span>a. <span class="_ _0"></span>T<span class="_ _1"></span>axonomin omf<span class="_ _2"></span>attar </div><div class="t m0 x1 h4 y619 ff2 fs2 fc3 sc0 ls2 ws2">ekonomisk<span class="_ _2"></span>a aktiviteter<span class="_ _2"></span> inom en rad branscher<span class="_ _1"></span>. Eniro har<span class="_ _0"></span> utvär<span class="_ _2"></span>-</div><div class="t m0 x1 h4 y61a ff2 fs2 fc3 sc0 ls2 ws2">derat<span class="_ _2"></span> taxonomin i r<span class="_ _2"></span>elation till dess ekonomisk<span class="_ _0"></span>a aktivitet<span class="_ _0"></span>er och </div><div class="t m0 x1 h4 y61b ff2 fs2 fc3 sc0 ls2 ws2">invest<span class="_ _0"></span>eringar och funnit<span class="_ _2"></span> att tax<span class="_ _2"></span>onomin för närvar<span class="_ _2"></span>ande inte är </div><div class="t m0 x24 h4 y61c ff2 fs2 fc3 sc0 ls32 ws2">tillämpbar f<span class="_ _2"></span>ör Eniros <span class="_ _0"></span>verksamhet<span class="_ _2"></span> eller investeringar<span class="_ _1"></span>. Därmed är </div><div class="t m0 x24 h4 y61d ff2 fs2 fc3 sc0 ls32 ws2">Eniros andel av<span class="_ _0"></span> omsättning (<span class="_ _2"></span>OpEx) som omfattas av t<span class="_ _0"></span>axonomin </div><div class="t m0 x24 h4 y61e ff2 fs2 fc3 sc0 ls2 ws2">0 procen<span class="_ _0"></span>t. <span class="_ _2"></span>Andel av investeringar<span class="_ _2"></span> och anläggningskostnader<span class="_ _0"></span> </div><div class="t m0 x24 h4 y61f ff2 fs2 fc3 sc0 ls30 ws2">(<span class="_ _2"></span>CapEx) som faller inom r<span class="_ _2"></span>amen för t<span class="_ _0"></span>axonomin 0 pr<span class="_ _2"></span>ocent. Dett<span class="_ _0"></span>a </div><div class="t m0 x24 h4 y620 ff2 fs2 fc3 sc0 ls30 ws2">kan k<span class="_ _2"></span>omma att ändr<span class="_ _0"></span>as under k<span class="_ _2"></span>ommande år<span class="_ _0"></span>, t<span class="_ _0"></span> ex genom utökning </div><div class="t m0 x24 h4 y621 ff2 fs2 fc3 sc0 ls2 ws2">av t<span class="_ _0"></span>axonomin, Enir<span class="_ _0"></span>o bevak<span class="_ _2"></span>ar utvecklingen.</div></div><div class="pi"></div></div><div id="pf1b" class="pf w0 h0"><div class="pc pc1b w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">27</div><div class="t m5 x8f h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>äkensk<span class="_ _2"></span>apsår 2023<span class="_ _e5"> </span>Kriterier<span class="_ _0"></span> för v<span class="_ _0"></span>äsentligt bidrag<span class="_ _8"> </span>Krit<span class="_ _0"></span>erier avseende att<span class="_ _0"></span> inte orsak<span class="_ _2"></span>a</div><div class="t m5 x38 h30 y623 ff1 fs24 fc3 sc0 ls2 ws2">betydande sk<span class="_ _2"></span>ada</div><div class="t m5 x4d h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Ekonomisk<span class="_ _2"></span>a verksamheter<span class="_ _e6"> </span><span class="ls4b ws8c">Kod<span class="_ _e7"> </span></span>Omsättning<span class="_ _e8"> </span><span class="ls3d">Andel av</span></div><div class="t m5 x90 h2e y624 ff1 fs11 fc3 sc0 ls3d ws61">omsättningen</div><div class="t m0 x2 h2e y625 ff1 fs11 fc3 sc0 ls2 wse8">Begränsning av klimatförändringar</div><div class="t m0 x2 h2e y626 ff1 fs11 fc3 sc0 ls2 wsb">Anpassning till klimatförändringar</div><div class="t m0 x2 h2e y627 ff1 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>atten</div><div class="t m0 x2 h2e y628 ff1 fs11 fc3 sc0 ls2 ws2">För<span class="_ _0"></span>oreningar</div><div class="t m0 x2 h2e y629 ff1 fs11 fc3 sc0 ls2 ws2">Cikulär ek<span class="_ _2"></span>onomi</div><div class="t m0 x2 h2e y62a ff1 fs11 fc3 sc0 ls2 ws2">Biologisk mångfald</div><div class="t m0 x2 h2e y62b ff1 fs11 fc3 sc0 ls2 wse8">Begränsning av klimatförändringar</div><div class="t m0 x2 h2e y62c ff1 fs11 fc3 sc0 ls2 ws2">Anpassning till klimatförändringar</div><div class="t m0 x2 h2e y62d ff1 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>atten</div><div class="t m0 x2 h2e y62e ff1 fs11 fc3 sc0 ls2 ws2">För<span class="_ _0"></span>oreningar</div><div class="t m0 x2 h2e y62f ff1 fs11 fc3 sc0 ls2 ws2">Cirkulär ek<span class="_ _2"></span>onomi</div><div class="t m0 x2 h2e y630 ff1 fs11 fc3 sc0 ls2 ws2">Biologisk mångfald</div><div class="t m0 x2 h2e y631 ff1 fs11 fc3 sc0 ls2 ws2">Minimskyddsåtgärder</div><div class="t m5 x4d h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">Andel </div><div class="t m5 x90 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">förenliga med </div><div class="t m5 x36 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">taxonomikr<span class="_ _0"></span>av </div><div class="t m5 x91 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">en (A.1.) eller<span class="_ _0"></span> </div><div class="t m5 x80 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">som omfattas </div><div class="t m5 x92 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">av taxono<span class="ls2">-</span></div><div class="t m5 x93 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">mikraven </div><div class="t m5 x94 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">(A.2.) kapi<span class="ls2">-</span></div><div class="t m5 x95 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">talutgifter<span class="_ _2"></span>, år </div><div class="t m5 x96 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">2022</div><div class="t m5 x4d h2e y633 ff1 fs11 fc3 sc0 lsd ws2">Kat<span class="_ _0"></span>egori mö<span class="ls2">-</span></div><div class="t m5 x90 h2e y633 ff1 fs11 fc3 sc0 lsd wsd">jliggörande </div><div class="t m5 x36 h2e y633 ff1 fs11 fc3 sc0 lsd wsd">verksamhet</div><div class="t m5 x4d h2e y634 ff1 fs11 fc3 sc0 ls2 ws2">Kat<span class="_ _0"></span>egori </div><div class="t m5 x90 h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">omställn<span class="ls2 ws2">-</span></div><div class="t m5 x36 h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">ingsverksam<span class="ls2 ws2">-</span></div><div class="t m5 x91 h2e y634 ff1 fs11 fc3 sc0 ls86 wsbf">het</div><div class="t m5 x97 h42 y635 ff2 fs11 fc3 sc0 ls2 ws2">mSEK<span class="_ _7a"> </span>%</div><div class="t m5 x53 h42 y636 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y637 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y638 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y639 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y63a ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y63b ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y63c ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y63d ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y63e ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y63f ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y640 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y641 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x97 h42 y642 ff2 fs11 fc3 sc0 ls2 ws2">J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _e9"> </span>%<span class="_ _ea"> </span>E<span class="_ _86"> </span>T</div><div class="t m5 x99 h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">A. VERKS<span class="_ _0"></span>AMHETER SOM OMF<span class="_ _2"></span>A<span class="_ _0"></span>TT<span class="_ _2"></span>AS A<span class="_ _2"></span>V <span class="_ _2"></span>T<span class="_ _2"></span>AXONOMIN</div><div class="t m5 x5c h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">A.1 Miljömässigt hållbar<span class="_ _0"></span>a (taxonomif<span class="_ _0"></span>örenliga) v<span class="_ _0"></span>erksamheter</div><div class="t m5 x9a h42 y622 ff2 fs11 fc3 sc0 ls9e wse9">N<span class="_ _6"></span>/A<span class="_ _eb"> </span><span class="ls2 ws2">N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _75"> </span>-<span class="_ _ed"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _cb"> </span>-<span class="_ _83"> </span>-<span class="_ _83"> </span>-</span></div><div class="t m5 x9b h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">De miljömässigt hållbara</div><div class="t m5 x46 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">(taxonomif<span class="_ _0"></span>örenliga) v<span class="_ _0"></span>erksamheternas </div><div class="t m5 xa h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">omsättning (A.1) </div><div class="t m5 x46 h42 y643 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%</div><div class="t m5 x9c h42 y622 ff2 fs11 fc3 sc0 ls2 ws97">V<span class="_ _2"></span>arav möjliggörande verksamhet<span class="_ _0"></span>er<span class="_ _f0"> </span><span class="ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%<span class="_ _73"> </span>E</span></div><div class="t m5 x9d h42 y622 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>arav omställningsverksamhet<span class="_ _0"></span>er<span class="_ _a"> </span>0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _f1"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%<span class="_ _f2"> </span>T</div><div class="t m5 x9e h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">A.2. V<span class="_ _1"></span>erksamheter som omfattas av t<span class="_ _0"></span>axonomin men som inte är<span class="_ _2"></span> miljömässigt hållbara (ej tax<span class="_ _2"></span>onomiförenliga)</div><div class="t m5 x25 h42 y644 ff2 fs11 fc3 sc0 ls2 ws2">EL;</div><div class="t m5 x9f h42 y645 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y646 ff2 fs11 fc3 sc0 ls2 ws2">EL;</div><div class="t m5 x9f h42 y647 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y648 ff2 fs11 fc3 sc0 ls2 ws2">EL;</div><div class="t m5 x9f h42 y649 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y64a ff2 fs11 fc3 sc0 ls2 ws2">EL;</div><div class="t m5 x9f h42 y64b ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y64c ff2 fs11 fc3 sc0 ls2 ws2">EL;</div><div class="t m5 x9f h42 y64d ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y64e ff2 fs11 fc3 sc0 ls2 ws2">EL;</div><div class="t m5 x9f h42 y64f ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xa0 h42 y622 ff2 fs11 fc3 sc0 ls9e wse9">N<span class="_ _6"></span>/A<span class="_ _eb"> </span><span class="ls2 ws2">N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL</span></div><div class="t m5 x1f h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Omsättningen hos de verksamheter<span class="_ _2"></span> </div><div class="t m5 xa1 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">som omfattas av tax<span class="_ _2"></span>onomin men som </div><div class="t m5 xa2 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">inte är<span class="_ _0"></span> miljömässigt hållbara</div><div class="t m5 x7a h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">(<span class="_ _0"></span>ej taxonomiför<span class="_ _0"></span>enliga) (A.2)</div><div class="t m5 xa3 h42 y643 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _f3"> </span>0%<span class="_ _ab"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _f4"> </span>0%</div><div class="t m5 x20 h2e y650 ff1 fs11 fc3 sc0 ls2 ws2">A. Omsättning för<span class="_ _0"></span> verksamheter<span class="_ _0"></span> som </div><div class="t m5 xa4 h2e y650 ff1 fs11 fc3 sc0 ls2 ws2">omfattas av tax<span class="_ _2"></span>onomin (A.1+A.2)</div><div class="t m5 xa5 h42 y651 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _f5"> </span>0%</div><div class="t m5 xa6 h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">B. VERKS<span class="_ _0"></span>AMHETER SOM INTE OMF<span class="_ _2"></span>A<span class="_ _0"></span>TT<span class="_ _2"></span>AS A<span class="_ _2"></span>V <span class="_ _2"></span>T<span class="_ _2"></span>AXONOMIN </div><div class="t m5 xa7 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">J<span class="ff2"> – J<span class="_ _0"></span>a, verksamheten om<span class="_ _0"></span>fattas av och är<span class="_ _2"></span> förenlig med tax<span class="_ _2"></span>onomin för det<span class="_ _0"></span> relev<span class="_ _0"></span>anta miljömålet</span></div><div class="t m5 xa8 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">N<span class="ff2"> – Nej, verksamhet<span class="_ _0"></span>en omfattas av<span class="_ _0"></span> men är int<span class="_ _0"></span>e för<span class="_ _0"></span>enlig med taxonomin f<span class="_ _2"></span>ör det r<span class="_ _0"></span>elevant<span class="_ _0"></span>a miljömålet </span></div><div class="t m5 xa9 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">N/EL<span class="ff2"> – V<span class="_ _2"></span>erksamheten omfatt<span class="_ _0"></span>as inte av <span class="_ _0"></span>taxonomin f<span class="_ _0"></span>ör det<span class="_ _2"></span> relevanta miljömåle<span class="_ _0"></span>t </span></div><div class="t m5 xaa h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">EL<span class="ff2"> – V<span class="_ _2"></span>erksamhet som omf<span class="_ _0"></span>attas av t<span class="_ _0"></span>axonomin för<span class="_ _2"></span> det relev<span class="_ _0"></span>anta målet<span class="_ _2"></span>.</span></div><div class="t m5 xa7 h2e y653 ff1 fs11 fc3 sc0 ls2 ws2">Omsättningen hos verksamheter<span class="_ _2"></span> som </div><div class="t m5 xab h2e y653 ff1 fs11 fc3 sc0 ls2 ws2">inte omfatt<span class="_ _0"></span>as av taxonomin </div><div class="t m5 xac h42 y654 ff2 fs11 fc3 sc0 ls8f wsc6">960<span class="_ _cb"> </span><span class="ls2 ws2">100%</span></div><div class="t m5 xad h42 y653 ff1 fs11 fc3 sc0 ls9f wsea">T<span class="_ _6"></span>O<span class="_ _f"></span>T<span class="_ _6"></span>A<span class="_ _f"></span>LT<span class="_ _f6"> </span><span class="ff2 ls8f wsc6">960<span class="_ _cb"> </span><span class="ls2 ws2">100%</span></span></div></div><div class="pi"></div></div><div id="pf1c" class="pf w0 h0"><div class="pc pc1c w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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0WmxVG7XraY18sUVjKvl94Twkc9AQAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAOCfyi7OVy1a7mg8dc6AiFjMJinckVJYhnsjPbncnAhcL39pXi/fvP+Qwm5UZZHCSqqyODs+6vNYDnb2dvcPhi6nZp9GCS4PutE2XgGVcK+Owp8V2vICYFoctetle4ImUsLeE8JHPQEAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwA3nyGo4AAAUbSURBVAAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAISfLQAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAQE9lF+erFi13NJ46ZwAAcJ2njw6/fF9ZyZWqLM6Oj/o8EoOdvd39g5aFHwAAADcNPx/1BAAA6DjhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIP1sAAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAAAAAQKvl94YREfHzP/txzRre5pdfP80iTrPf3/MpImZZxMf1z53kES+yiLt5xP084ln+5+97kkd83nKsr9c/8y6P+JpHPM8jHm/8njtZxLcs4uX6a68Gl/8+HEScbHzfg43//wJXDv1VJyrIJgAAAABJRU5ErkJggg==" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">28</div><div class="t m5 x72 h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>äkensk<span class="_ _2"></span>apsår 2023<span class="_ _e5"> </span>Kriterier<span class="_ _0"></span> för v<span class="_ _0"></span>äsentligt bidrag<span class="_ _8"> </span>Krit<span class="_ _0"></span>erier avseende att<span class="_ _0"></span> inte orsak<span class="_ _2"></span>a</div><div class="t m5 xae h30 y623 ff1 fs24 fc3 sc0 ls2 ws2">betydande sk<span class="_ _2"></span>ada</div><div class="t m5 x9 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Ekonomisk<span class="_ _2"></span>a verksamheter<span class="_ _e6"> </span><span class="ls4b ws8c">Kod<span class="_ _e7"> </span><span class="ls7e wseb">Ka<span class="_ _0"></span>pitalutgifter<span class="_ _f7"> </span><span class="lsd ws2">Andel av kap<span class="ls2">-</span></span></span></span></div><div class="t m5 x2 h2e y624 ff1 fs11 fc3 sc0 lsd wsd">italutgifterna<span class="_ _0"></span> </div><div class="t m5 xaf h2e y624 ff1 fs11 fc3 sc0 lsd ws2">år 2023</div><div class="t m0 x38 h2e y625 ff1 fs11 fc3 sc0 ls2 wsec">Begränsning av klimatförändringar</div><div class="t m0 x38 h2e y626 ff1 fs11 fc3 sc0 ls2 ws2">Anpassning till klimatförändringar</div><div class="t m0 x38 h2e y627 ff1 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>atten</div><div class="t m0 x38 h2e y628 ff1 fs11 fc3 sc0 ls2 ws2">För<span class="_ _0"></span>oreningar</div><div class="t m0 x38 h2e y629 ff1 fs11 fc3 sc0 ls2 ws2">Cikulär ek<span class="_ _2"></span>onomi</div><div class="t m0 x38 h2e y62a ff1 fs11 fc3 sc0 ls2 ws2">Biologisk mångfald</div><div class="t m0 x38 h2e y62b ff1 fs11 fc3 sc0 ls2 wsec">Begränsning av klimatförändringar</div><div class="t m0 x38 h2e y62c ff1 fs11 fc3 sc0 ls2 ws2">Anpassning till klimatförändringar</div><div class="t m0 x38 h2e y62d ff1 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>atten</div><div class="t m0 x38 h2e y62e ff1 fs11 fc3 sc0 ls2 ws2">För<span class="_ _0"></span>oreningar</div><div class="t m0 x38 h2e y62f ff1 fs11 fc3 sc0 ls2 ws2">Cirkulär ek<span class="_ _2"></span>onomi</div><div class="t m0 x38 h2e y630 ff1 fs11 fc3 sc0 ls2 ws2">Biologisk mångfald</div><div class="t m0 x38 h2e y631 ff1 fs11 fc3 sc0 ls2 ws2">Minimskyddsåtgärder</div><div class="t m5 x9 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">Andel </div><div class="t m5 x2 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">förenliga med </div><div class="t m5 xaf h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">taxonomikr<span class="_ _0"></span>av </div><div class="t m5 xb0 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">en (A.1.) eller<span class="_ _0"></span> </div><div class="t m5 xb1 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">som omfattas </div><div class="t m5 xb2 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">av taxono<span class="ls2">-</span></div><div class="t m5 x64 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">mikraven </div><div class="t m5 xb3 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">(A.2.) kapi<span class="ls2">-</span></div><div class="t m5 xb4 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">talutgifter<span class="_ _2"></span>, år </div><div class="t m5 xb5 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">2022</div><div class="t m5 x9 h2e y633 ff1 fs11 fc3 sc0 lsd ws2">Kat<span class="_ _0"></span>egori mö<span class="ls2">-</span></div><div class="t m5 x2 h2e y633 ff1 fs11 fc3 sc0 lsd wsd">jliggörande </div><div class="t m5 xaf h2e y633 ff1 fs11 fc3 sc0 lsd wsd">verksamhet</div><div class="t m5 x9 h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">Kat<span class="_ _0"></span>egori </div><div class="t m5 x2 h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">omställn<span class="ls2 ws2">-</span></div><div class="t m5 xaf h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">ingsverksam<span class="ls2 ws2">-</span></div><div class="t m5 xb0 h2e y634 ff1 fs11 fc3 sc0 ls86 wsbf">het</div><div class="t m5 x63 h42 y635 ff2 fs11 fc3 sc0 ls2 ws2">mSEK<span class="_ _7a"> </span>%</div><div class="t m5 x14 h42 y636 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x69 h42 y637 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x14 h42 y638 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x69 h42 y639 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x14 h42 y63a ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x69 h42 y63b ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x14 h42 y63c ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x69 h42 y63d ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x14 h42 y63e ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x69 h42 y63f ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x14 h42 y640 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x69 h42 y641 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x63 h42 y642 ff2 fs11 fc3 sc0 ls2 ws2">J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _e9"> </span>%<span class="_ _ea"> </span>E<span class="_ _86"> </span>T</div><div class="t m5 xb6 h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">A. VERKS<span class="_ _0"></span>AMHETER SOM OMF<span class="_ _2"></span>A<span class="_ _0"></span>TT<span class="_ _2"></span>AS A<span class="_ _2"></span>V <span class="_ _2"></span>T<span class="_ _2"></span>AXONOMIN</div><div class="t m5 xb7 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">A.1 Miljömässigt hållbar<span class="_ _0"></span>a (taxonomif<span class="_ _0"></span>örenliga) v<span class="_ _0"></span>erksamheter</div><div class="t m5 xb8 h42 y622 ff2 fs11 fc3 sc0 ls9e wse9">N<span class="_ _6"></span>/A<span class="_ _eb"> </span><span class="ls2 ws2">N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _75"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _cb"> </span>-<span class="_ _83"> </span>-<span class="_ _83"> </span>-</span></div><div class="t m5 xb9 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Kapit<span class="_ _0"></span>alutgifter<span class="_ _0"></span> för de miljömässigt<span class="_ _0"></span> </div><div class="t m5 xba h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">hållbara (tax<span class="_ _0"></span>onomiförenliga<span class="_ _0"></span>) verk<span class="_ _2"></span>-</div><div class="t m5 x24 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">samheterna (A.<span class="_ _2"></span>1)</div><div class="t m5 xba h42 y643 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%</div><div class="t m5 xbb h42 y622 ff2 fs11 fc3 sc0 ls2 ws97">V<span class="_ _2"></span>arav möjliggörande verksamhet<span class="_ _0"></span>er<span class="_ _f0"> </span><span class="ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%<span class="_ _73"> </span>E</span></div><div class="t m5 xbc h42 y622 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>arav omställningsverksamhet<span class="_ _0"></span>er<span class="_ _a"> </span>0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _f1"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%<span class="_ _f2"> </span>T</div><div class="t m5 xbd h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">A.2. V<span class="_ _1"></span>erksamheter som omfattas av t<span class="_ _0"></span>axonomin men som inte är<span class="_ _2"></span> miljömässigt hållbara (ej tax<span class="_ _2"></span>onomiförenliga)</div><div class="t m5 xbe h42 y644 ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x2b h42 y645 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xbe h42 y646 ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x2b h42 y647 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xbe h42 y648 ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x2b h42 y649 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xbe h42 y64a ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x2b h42 y64b ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xbe h42 y64c ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x2b h42 y64d ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xbe h42 y64e ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x2b h42 y64f ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xbf h42 y622 ff2 fs11 fc3 sc0 ls9e wse9">N<span class="_ _6"></span>/A<span class="_ _eb"> </span><span class="ls2 ws2">N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL</span></div><div class="t m5 xc0 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Kapit<span class="_ _0"></span>alutgifter<span class="_ _0"></span> för v<span class="_ _0"></span>erksamheter<span class="_ _0"></span> </div><div class="t m5 xc1 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">som omfattas av tax<span class="_ _2"></span>onomin men </div><div class="t m5 xc2 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">som inte är<span class="_ _0"></span> miljömässigt hållbara (<span class="_ _0"></span>ej </div><div class="t m5 xc3 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">taxonomif<span class="_ _0"></span>örenliga) (A.2)</div><div class="t m5 x4f h42 y643 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _f3"> </span>0%<span class="_ _ab"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _f4"> </span>0%</div><div class="t m5 xc4 h2e y650 ff1 fs11 fc3 sc0 ls2 ws2">A. Kapit<span class="_ _0"></span>alutgifter<span class="_ _0"></span> för v<span class="_ _0"></span>erksamheter<span class="_ _0"></span> </div><div class="t m5 xc5 h2e y650 ff1 fs11 fc3 sc0 ls2 wsed">som omfattas av tax<span class="_ _2"></span>onomin (A.1 + A.2)</div><div class="t m5 xc6 h42 y651 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _f5"> </span>0%</div><div class="t m5 x6a h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">B. VERKS<span class="_ _0"></span>AMHETER SOM INTE OMF<span class="_ _2"></span>A<span class="_ _0"></span>TT<span class="_ _2"></span>AS A<span class="_ _2"></span>V <span class="_ _2"></span>T<span class="_ _2"></span>AXONOMIN </div><div class="t m5 xc7 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">J<span class="ff2"> – J<span class="_ _0"></span>a, verksamheten om<span class="_ _0"></span>fattas av och är<span class="_ _2"></span> förenlig med tax<span class="_ _2"></span>onomin för det<span class="_ _0"></span> relev<span class="_ _0"></span>anta miljömålet</span></div><div class="t m5 xc8 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">N<span class="ff2"> – Nej, verksamhet<span class="_ _0"></span>en omfattas av<span class="_ _0"></span> men är int<span class="_ _0"></span>e för<span class="_ _0"></span>enlig med taxonomin f<span class="_ _2"></span>ör det r<span class="_ _0"></span>elevant<span class="_ _0"></span>a miljömålet </span></div><div class="t m5 xab h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">N/EL<span class="ff2"> – V<span class="_ _2"></span>erksamheten omfatt<span class="_ _0"></span>as inte av <span class="_ _0"></span>taxonomin f<span class="_ _0"></span>ör det<span class="_ _2"></span> relevanta miljömåle<span class="_ _0"></span>t </span></div><div class="t m5 xc9 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">EL<span class="ff2"> – V<span class="_ _2"></span>erksamhet som omf<span class="_ _0"></span>attas av t<span class="_ _0"></span>axonomin för<span class="_ _2"></span> det relev<span class="_ _0"></span>anta målet<span class="_ _2"></span>.</span></div><div class="t m5 xc7 h2e y653 ff1 fs11 fc3 sc0 ls2 ws2">Kapit<span class="_ _0"></span>alutgifterna hos verksamhe<span class="_ _0"></span>ter </div><div class="t m5 xca h2e y653 ff1 fs11 fc3 sc0 ls2 ws2">som inte omfatt<span class="_ _0"></span>as av taxonomin </div><div class="t m5 xcb h42 y655 ff2 fs11 fc3 sc0 ls2 ws2">17<span class="_ _c9"> </span>100%</div><div class="t m5 xcc h42 y653 ff1 fs11 fc3 sc0 ls9f wsea">T<span class="_ _6"></span>O<span class="_ _f"></span>T<span class="_ _6"></span>A<span class="_ _f"></span>LT<span class="_ _f8"> </span><span class="ff2 ls2 ws2">17<span class="_ _c9"> </span>100%</span></div></div><div class="pi"></div></div><div id="pf1d" class="pf w0 h0"><div class="pc pc1d w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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3Na2r2KkJU4bgC351NPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAACgnNEW5Jvm1SZgqun2NtWYlpyrcPoAhB+h9m2xCRTLicCp9ms48+GTOS3tXkXIShw3gNvzqScAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAaMtoC4ZhmObV8sBUk3mbakxLzlU4fQDCr1/7tiT/RAhcHnxwvMMPHTkPn8xpafQqXs6Xw/FksPN/AISsqsbp83qCK596AgAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAA5Yy2IN80rzYBU023t6nGtJh596XFVXU4t44qwo/PtG+LTaDYazVwqr3sMx8+mdPS6FW8nC+H48lgh79hc2a+xunzeoIrn3oCAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAgLaMtiDfNK82AVNNt7epxrSYefelxVV1OLeOKsKPz7Rvi02g2Gs1cKq97DMfPpnT0uhVvJwvh+PJYIe/YXNmvsbp83qCK596AgAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAA5Yy2IN80rzYBU023t6nGtJh596XFVXU4t44qwo/PtG+LTaDYazVwqr3sMx8+mdPS6FW8nC+H48lgh79hc2a+xunzeoIrn3oCAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADljLYg3zSvNgFTTbe3qca0mHn3pcVVdTi3jirCj8+0b4tNoNhrNXCqvewzHz6Z09LoVbycL4fjyWCHv2FzZr7G6fN6giufegIAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAACAtoy2IN80rzYBU023t6nGtJh596XFVXU4t44qwo/PtG+LTaDYazVwqr3sMx8+mdPS7lWErCTnuGU+i0yLS/Z64v/gU08AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAKCcu/e31863YJpXcwAMw7BvS8hDKWElno2UP26GHPjXvv7289dff2pltfcPj1+enke3LefX3j+9jQKXBwXCxk/AVn6aF3gG5lyFvxWa+AFgWlxy5qr++POv33/50TKuy2huwn3qCQAAUJzwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEH8He7dszaVBQGYPi7N6ktRYog1kUnBQehuxAQGrpn6Nqu2QL5E66BbK7GH9A/YAbJ4JxRBBFcshWhsw4JGLANCIV89+R5FqW05ZyT796btwQAAOEHAACA8AMAAED4AQAACD9HAAAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAASKjtCPLrDEYOAVPNzr5MZUxLnl24+vKfhmmxZeezQb/XTbIM4cf9m42HDoHCHhsJp9rDPufNJ+e0NHcXSVaS53LLeS8yLbac9vGU4Xwm03mSZTRuwn3UEwAAoHDCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfo4AAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAACQUNsR5NcZjBwCppqdfZnKmJY8u3D15T8N02LLzmeDfq+bZBnCj/s3Gw8dAoU9NhJOtYd9zptPzmlp7i6SrCTP5ZbzXmRabDnt4ynD+Uym8yTLaNyE+6gnAABA4YQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAADYrurmerHjR9AZjMwBEBGz8TDJTSnDStwbKf5yM+S4Xv7LZDp/f/Vp68vo97pJlnFxetKUEWrtHewfHrVdS3kup7ueRgmXBwWEjbeATXlrXsA9MM8u/FmhEW8ATIstp308ZTifyXSeZBmNm3Af9QQAACic8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhJ8jAAAAEH4AAAAIPwAAAIQfAAAAwvCEQzwAAAWESURBVA8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAC4XXVzvdjxI+gMRuYAAAA2ePns6befC8tY6ve6F6cnTXntWnsH+4dHwg8AAKBYy/DzUU8AAIDCCT8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPg5AgAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAAAAAAAarX7UjoiI31v26441fKiXXz+vIs6rv9/zJSLGVcTn1c+d1RFvqoiHdcTjOuJV/e/ve1FHfN2w13ern/lYR3yvI17XEc/Xfs+DKuJHFfF29bXL1vLf41bE2dr3PVn7/x/3/Q9kQNhPAgAAAABJRU5ErkJggg==" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">29</div><div class="t m5 x8f h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>äkensk<span class="_ _2"></span>apsår 2023<span class="_ _e5"> </span>Kriterier<span class="_ _0"></span> för v<span class="_ _0"></span>äsentligt bidrag<span class="_ _8"> </span>Krit<span class="_ _0"></span>erier avseende att<span class="_ _0"></span> inte orsak<span class="_ _2"></span>a betydande </div><div class="t m5 x38 h30 y623 ff1 fs24 fc3 sc0 ls2 ws2">skada</div><div class="t m5 x4d h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Ekonomisk<span class="_ _2"></span>a verksamheter<span class="_ _e6"> </span><span class="ls4b ws8c">Kod<span class="_ _e7"> </span></span>Driftsutgifter<span class="_ _5"> </span><span class="ls3d">Andel av Drift</span>-</div><div class="t m5 x90 h2e y624 ff1 fs11 fc3 sc0 ls3d ws2">sutgifterna år </div><div class="t m5 x36 h2e y624 ff1 fs11 fc3 sc0 ls3d ws61">2023</div><div class="t m0 x2 h2e y625 ff1 fs11 fc3 sc0 ls2 wse8">Begränsning av klimatförändringar</div><div class="t m0 x2 h2e y626 ff1 fs11 fc3 sc0 ls2 ws2">Anpassning till klimatförändringar</div><div class="t m0 x2 h2e y627 ff1 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>atten</div><div class="t m0 x2 h2e y628 ff1 fs11 fc3 sc0 ls2 ws2">För<span class="_ _0"></span>oreningar</div><div class="t m0 x2 h2e y629 ff1 fs11 fc3 sc0 ls2 ws2">Cikulär ek<span class="_ _2"></span>onomi</div><div class="t m0 x2 h2e y62a ff1 fs11 fc3 sc0 ls2 ws2">Biologisk mångfald</div><div class="t m0 x2 h2e y62b ff1 fs11 fc3 sc0 ls2 wse8">Begränsning av klimatförändringar</div><div class="t m0 x2 h2e y62c ff1 fs11 fc3 sc0 ls2 ws2">Anpassning till klimatförändringar</div><div class="t m0 x2 h2e y62d ff1 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>atten</div><div class="t m0 x2 h2e y62e ff1 fs11 fc3 sc0 ls2 ws2">För<span class="_ _0"></span>oreningar</div><div class="t m0 x2 h2e y62f ff1 fs11 fc3 sc0 ls2 ws2">Cirkulär ek<span class="_ _2"></span>onomi</div><div class="t m0 x2 h2e y630 ff1 fs11 fc3 sc0 ls2 ws2">Biologisk mångfald</div><div class="t m0 x2 h2e y631 ff1 fs11 fc3 sc0 ls2 ws2">Minimskyddsåtgärder</div><div class="t m5 x4d h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">Andel </div><div class="t m5 x90 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">förenliga med </div><div class="t m5 x36 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">taxonomikr<span class="_ _0"></span>av </div><div class="t m5 x91 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">en (A.1.) eller<span class="_ _0"></span> </div><div class="t m5 x80 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">som omfattas </div><div class="t m5 x92 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">av taxono<span class="ls2">-</span></div><div class="t m5 x93 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">mikraven </div><div class="t m5 x94 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">(A.2.) kapi<span class="ls2">-</span></div><div class="t m5 x95 h2e y632 ff1 fs11 fc3 sc0 ls15 ws2">talutgifter<span class="_ _2"></span>, år </div><div class="t m5 x96 h2e y632 ff1 fs11 fc3 sc0 ls15 ws14">2022</div><div class="t m5 x4d h2e y633 ff1 fs11 fc3 sc0 lsd ws2">Kat<span class="_ _0"></span>egori mö<span class="ls2">-</span></div><div class="t m5 x90 h2e y633 ff1 fs11 fc3 sc0 lsd wsd">jliggörande </div><div class="t m5 x36 h2e y633 ff1 fs11 fc3 sc0 lsd wsd">verksamhet</div><div class="t m5 x4d h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">Kat<span class="_ _0"></span>egori </div><div class="t m5 x90 h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">omställn<span class="ls2 ws2">-</span></div><div class="t m5 x36 h2e y634 ff1 fs11 fc3 sc0 ls49 ws8a">ingsverksam<span class="ls2 ws2">-</span></div><div class="t m5 x91 h2e y634 ff1 fs11 fc3 sc0 ls86 wsbf">het</div><div class="t m5 x97 h42 y635 ff2 fs11 fc3 sc0 ls2 ws2">mSEK<span class="_ _7a"> </span>%</div><div class="t m5 x53 h42 y636 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y637 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y638 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y639 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y63a ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y63b ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y63c ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y63d ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y63e ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y63f ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x53 h42 y640 ff2 fs11 fc3 sc0 ls2 ws2">J; N;  </div><div class="t m5 x98 h42 y641 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x97 h42 y642 ff2 fs11 fc3 sc0 ls2 ws2">J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _74"> </span>J/N<span class="_ _e9"> </span>%<span class="_ _ea"> </span>E<span class="_ _86"> </span>T</div><div class="t m5 x99 h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">A. VERKS<span class="_ _0"></span>AMHETER SOM OMF<span class="_ _2"></span>A<span class="_ _0"></span>TT<span class="_ _2"></span>AS A<span class="_ _2"></span>V <span class="_ _2"></span>T<span class="_ _2"></span>AXONOMIN</div><div class="t m5 x5c h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">A.1 Miljömässigt hållbar<span class="_ _0"></span>a (taxonomif<span class="_ _0"></span>örenliga) v<span class="_ _0"></span>erksamheter</div><div class="t m5 x9a h42 y622 ff2 fs11 fc3 sc0 ls9e wse9">N<span class="_ _6"></span>/A<span class="_ _eb"> </span><span class="ls2 ws2">N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _75"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _cb"> </span>-<span class="_ _83"> </span>-<span class="_ _83"> </span>-</span></div><div class="t m5 x9b h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Driftsutgifter<span class="_ _2"></span> för de miljömässigt håll-</div><div class="t m5 x46 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">bara (tax<span class="_ _0"></span>onomiförenliga<span class="_ _0"></span>) verksam-</div><div class="t m5 xa h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">heterna (A.<span class="_ _2"></span>1)</div><div class="t m5 x46 h42 y643 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%</div><div class="t m5 x9c h42 y622 ff2 fs11 fc3 sc0 ls2 ws97">V<span class="_ _2"></span>arav möjliggörande verksamhet<span class="_ _0"></span>er<span class="_ _f0"> </span><span class="ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%<span class="_ _73"> </span>E</span></div><div class="t m5 x9d h42 y622 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>arav omställningsverksamhet<span class="_ _0"></span>er<span class="_ _a"> </span>0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _f1"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _3a"> </span>0%<span class="_ _f2"> </span>T</div><div class="t m5 x9e h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">A.2. V<span class="_ _1"></span>erksamheter som omfattas av t<span class="_ _0"></span>axonomin men som inte är<span class="_ _2"></span> miljömässigt hållbara (ej tax<span class="_ _2"></span>onomiförenliga)</div><div class="t m5 x25 h42 y644 ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x9f h42 y645 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y646 ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x9f h42 y647 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y648 ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x9f h42 y649 ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y64a ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x9f h42 y64b ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y64c ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x9f h42 y64d ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 x25 h42 y64e ff2 fs11 fc3 sc0 ls2 ws2">EL; </div><div class="t m5 x9f h42 y64f ff2 fs11 fc3 sc0 ls2 ws2">N/EL</div><div class="t m5 xa0 h42 y622 ff2 fs11 fc3 sc0 ls9e wse9">N<span class="_ _6"></span>/A<span class="_ _eb"> </span><span class="ls2 ws2">N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL<span class="_ _7c"> </span>N/EL<span class="_ _ec"> </span>N/EL</span></div><div class="t m5 x1f h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">Driftsutgifter<span class="_ _2"></span> för verksamheter<span class="_ _0"></span> som </div><div class="t m5 xa1 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">omfattas av tax<span class="_ _2"></span>onomin men som </div><div class="t m5 xa2 h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">inte är<span class="_ _0"></span> miljömässigt hållbara (<span class="_ _0"></span>ej tax<span class="_ _0"></span>-</div><div class="t m5 x7a h2e y622 ff1 fs11 fc3 sc0 ls2 ws2">onomiförenliga<span class="_ _0"></span>) (A.2)</div><div class="t m5 xa3 h42 y643 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _f3"> </span>0%<span class="_ _ab"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _f4"> </span>0%</div><div class="t m5 x20 h2e y650 ff1 fs11 fc3 sc0 ls2 ws2">A. Driftsutgifter<span class="_ _2"></span> för verksamheter<span class="_ _0"></span> som </div><div class="t m5 xa4 h2e y650 ff1 fs11 fc3 sc0 ls2 ws2">omfattas av tax<span class="_ _2"></span>onomin (A.1 + A.2)</div><div class="t m5 xa5 h42 y651 ff2 fs11 fc3 sc0 ls2 ws2">0<span class="_ _6e"> </span>0%<span class="_ _ef"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _ed"> </span>-<span class="_ _ee"> </span>-<span class="_ _f5"> </span>0%</div><div class="t m5 xa6 h30 y622 ff1 fs24 fc3 sc0 ls2 ws2">B. VERKS<span class="_ _0"></span>AMHETER SOM INTE OMF<span class="_ _2"></span>A<span class="_ _0"></span>TT<span class="_ _2"></span>AS A<span class="_ _2"></span>V <span class="_ _2"></span>T<span class="_ _2"></span>AXONOMIN </div><div class="t m5 xa7 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">J<span class="ff2"> – J<span class="_ _0"></span>a, verksamheten om<span class="_ _0"></span>fattas av och är<span class="_ _2"></span> förenlig med tax<span class="_ _2"></span>onomin för det<span class="_ _0"></span> relev<span class="_ _0"></span>anta miljömålet</span></div><div class="t m5 xa8 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">N<span class="ff2"> – Nej, verksamhet<span class="_ _0"></span>en omfattas av<span class="_ _0"></span> men är int<span class="_ _0"></span>e för<span class="_ _0"></span>enlig med taxonomin f<span class="_ _2"></span>ör det r<span class="_ _0"></span>elevant<span class="_ _0"></span>a miljömålet </span></div><div class="t m5 xa9 h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">N/EL<span class="ff2"> – V<span class="_ _2"></span>erksamheten omfatt<span class="_ _0"></span>as inte av <span class="_ _0"></span>taxonomin f<span class="_ _0"></span>ör det<span class="_ _2"></span> relevanta miljömåle<span class="_ _0"></span>t </span></div><div class="t m5 xaa h42 y652 ff1 fs11 fc3 sc0 ls2 ws2">EL<span class="ff2"> – V<span class="_ _2"></span>erksamhet som omf<span class="_ _0"></span>attas av t<span class="_ _0"></span>axonomin för<span class="_ _2"></span> det relev<span class="_ _0"></span>anta målet<span class="_ _2"></span>.</span></div><div class="t m5 xa7 h2e y653 ff1 fs11 fc3 sc0 ls2 ws2">Driftsutgifterna hos v<span class="_ _0"></span>erksamheter<span class="_ _0"></span> som </div><div class="t m5 xab h2e y653 ff1 fs11 fc3 sc0 ls2 ws2">inte omfatt<span class="_ _0"></span>as av taxonomin </div><div class="t m5 xac h42 y656 ff2 fs11 fc3 sc0 lsa0 wsee">226<span class="_ _cb"> </span><span class="ls2 ws2">100%</span></div><div class="t m5 xad h42 y657 ff1 fs11 fc3 sc0 ls9f wsea">T<span class="_ _6"></span>O<span class="_ _f"></span>T<span class="_ _6"></span>A<span class="_ _f"></span>LT<span class="_ _f9"> </span><span class="ff2 lsa0 wsee">226<span class="_ _cb"> </span><span class="ls2 ws2">100%</span></span></div></div><div class="pi"></div></div><div id="pf1e" class="pf w0 h0"><div class="pc pc1e w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">30</div><div class="t m0 x1 h7 y658 ff1 fs4 fc3 sc0 ls8 ws15">Bolagsstyrningsr<span class="_ _1"></span>apport</div><div class="t m0 x1 h30 y659 ff1 fs24 fc3 sc0 ls2 wse7">STYRNINGEN A<span class="_ _2"></span>V ENIROK<span class="_ _0"></span>ONCERNEN</div><div class="t m0 x1 h41 y65a ff2 fs24 fc3 sc0 ls11 ws2">Eniro<span class="_ _6"></span>konce<span class="_ _6"></span>rn<span class="_ _6"></span>ens s<span class="_ _6"></span>t<span class="_ _6"></span>y<span class="_ _6"></span>rn<span class="_ _6"></span>ing re<span class="_ _6"></span>gl<span class="_ _6"></span>era<span class="_ _6"></span>s av b<span class="_ _6"></span>åde ex<span class="_ _f"></span>ter<span class="_ _6"></span>na oc<span class="_ _6"></span>h inte<span class="_ _6"></span>rn<span class="_ _6"></span>a </div><div class="t m0 x1 h41 y65b ff2 fs24 fc3 sc0 ls11 ws2">st<span class="_ _f"></span>yrd<span class="_ _6"></span>oku<span class="_ _6"></span>me<span class="_ _6"></span>nt. Til<span class="_ _6"></span>l de ex<span class="_ _6"></span>te<span class="_ _6"></span>rn<span class="_ _6"></span>a st<span class="_ _f"></span>yr<span class="_ _6"></span>sy<span class="_ _6"></span>s<span class="_ _6"></span>tem<span class="_ _6"></span>en hö<span class="_ _6"></span>r bl<span class="_ _6"></span>and a<span class="_ _6"></span>nn<span class="_ _6"></span>at ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span><span class="ls2">-</span></div><div class="t m0 x1 h41 y65c ff2 fs24 fc3 sc0 ls25 ws96">bolagslagen, årsredo<span class="_ _0"></span>visningslagen, N<span class="_ _0"></span>asdaq S<span class="_ _0"></span>tockholms r<span class="_ _0"></span>egelverk<span class="_ _0"></span> </div><div class="t m0 x1 h41 y65d ff2 fs24 fc3 sc0 ls25 ws96">för emittent<span class="_ _0"></span>er samt<span class="_ _0"></span> andra<span class="_ _0"></span> tillämpliga<span class="_ _0"></span> lagar och<span class="_ _0"></span> regler<span class="_ _2"></span>. Bland de<span class="_ _0"></span> </div><div class="t m0 x1 h41 y65e ff2 fs24 fc3 sc0 ls11 ws2">inte<span class="_ _6"></span>rna s<span class="_ _6"></span>t<span class="_ _6"></span>y<span class="_ _6"></span>rs<span class="_ _6"></span>ys<span class="_ _6"></span>te<span class="_ _6"></span>me<span class="_ _6"></span>n finn<span class="_ _6"></span>s bl<span class="_ _6"></span>and a<span class="_ _6"></span>nna<span class="_ _6"></span>t de<span class="_ _6"></span>n av år<span class="_ _6"></span>s<span class="_ _6"></span>stä<span class="_ _6"></span>mm<span class="_ _6"></span>an fas<span class="_ _6"></span>t<span class="ls2">-</span></div><div class="t m0 x1 h41 y65f ff2 fs24 fc3 sc0 ls82 ws8d">ställda bolagsordninge<span class="_ _6"></span>n, st<span class="_ _6"></span>yrelsens arbetsordning samt st<span class="_ _6"></span>yrelsens </div><div class="t m0 x1 h41 y660 ff2 fs24 fc3 sc0 ls11 ws2">ins<span class="_ _6"></span>tr<span class="_ _6"></span>uk<span class="_ _6"></span>t<span class="_ _6"></span>ion f<span class="_ _6"></span>ör de<span class="_ _6"></span>n ver<span class="_ _6"></span>k<span class="_ _6"></span>stä<span class="_ _6"></span>lla<span class="_ _6"></span>nd<span class="_ _6"></span>e dire<span class="_ _6"></span>k<span class="_ _6"></span>tö<span class="_ _6"></span>ren<span class="_ _6"></span>. Eniro t<span class="_ _6"></span>ill<span class="_ _6"></span>ämp<span class="_ _6"></span>ar Sve<span class="_ _6"></span>nsk </div><div class="t m0 x1 h41 y661 ff2 fs24 fc3 sc0 ls25 ws96">Kod<span class="_ _0"></span> för Bolagsstyrning, även k<span class="_ _2"></span>allad Koden. K<span class="_ _2"></span>o<span class="_ _6"></span>den b<span class="_ _0"></span>ygger på<span class="_ _0"></span> prin<span class="ls2 ws2">-</span></div><div class="t m0 x1 h41 y662 ff2 fs24 fc3 sc0 ls11 ws2">cip<span class="_ _6"></span>en ”<span class="_ _f"></span>följ e<span class="_ _6"></span>ll<span class="_ _6"></span>er fö<span class="_ _6"></span>rk<span class="_ _6"></span>lara”, vilket in<span class="_ _6"></span>ne<span class="_ _6"></span>bär a<span class="_ _6"></span>t<span class="_ _6"></span>t fö<span class="_ _6"></span>reta<span class="_ _6"></span>g som t<span class="_ _6"></span>ill<span class="_ _6"></span>ämp<span class="_ _6"></span>ar </div><div class="t m0 x1 h41 y663 ff2 fs24 fc3 sc0 ls11 ws2">kode<span class="_ _6"></span>n kan av<span class="_ _f"></span>vika fr<span class="_ _6"></span>ån en<span class="_ _6"></span>sk<span class="_ _6"></span>ild<span class="_ _6"></span>a reg<span class="_ _6"></span>le<span class="_ _6"></span>r<span class="_ _0"></span>, me<span class="_ _6"></span>n vid s<span class="_ _6"></span>åd<span class="_ _6"></span>ant fal<span class="_ _6"></span>l mås<span class="_ _6"></span>te </div><div class="t m0 x1 h41 y664 ff2 fs24 fc3 sc0 ls52 ws11">ange en förklaring till av<span class="_ _6"></span>vikelsen. </div><div class="t m0 x1 h30 y665 ff1 fs24 fc3 sc0 ls2 ws2">ÄGARS<span class="_ _0"></span>TRUKTUR OCH RÖSTRÄ<span class="_ _1"></span>TT</div><div class="t m0 x1 h41 y666 ff2 fs24 fc3 sc0 lsa1 ws2">Eniros aktieägar<span class="_ _2"></span>e är de som ytterst<span class="_ _2"></span> fattar beslut<span class="_ _2"></span> om koncernens bolags<span class="ls2">-</span></div><div class="t m0 x1 h41 y667 ff2 fs24 fc3 sc0 lsa1 ws2">styrning, genom att på bolagsst<span class="_ _0"></span>ämman utse bolagets styr<span class="_ _0"></span>else som i sin tur </div><div class="t m0 x1 h41 y668 ff2 fs24 fc3 sc0 lsa1 ws2">löpande under år<span class="_ _2"></span>et är ans<span class="_ _0"></span>varig för<span class="_ _2"></span> att bolagsstyrningen följer<span class="_ _0"></span> lagar sam<span class="_ _0"></span>t </div><div class="t m0 x1 h41 y669 ff2 fs24 fc3 sc0 lsa1 ws2">övriga ext<span class="_ _0"></span>erna och interna styrinstrument<span class="_ _2"></span>.<span class="_ _6"></span> </div><div class="t m0 x1 h41 y66a ff2 fs24 fc3 sc0 ls18 ws2">Eniros aktiestruktur<span class="_ _2"></span> var tidigar<span class="_ _2"></span>e ytterst ov<span class="_ _0"></span>anlig, med stamaktier<span class="_ _0"></span> och två olik<span class="_ _2"></span>a<span class="_ _6"></span> </div><div class="t m0 x1 h41 y66b ff2 fs24 fc3 sc0 lsa1 ws2">serier av<span class="_ _0"></span> pref<span class="_ _0"></span>erensaktier<span class="_ _1"></span>. Vid en extra bolagsst<span class="_ _0"></span>ämma den 12 september </div><div class="t m0 x1 h41 y66c ff2 fs24 fc3 sc0 lsa1 ws2">2022 fattades i huvudsak<span class="_ _2"></span> följande fem beslut:</div><div class="t m0 x24 h41 y659 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Minskning av aktiek<span class="_ _0"></span>apitalet<span class="_ _0"></span> i bolaget<span class="_ _0"></span> genom avsättning till fritt ege<span class="_ _0"></span>t </div><div class="t m0 xcd h41 y65a ff2 fs24 fc3 sc0 ls2 ws2">kapit<span class="_ _0"></span>al om 273 733 907<span class="_ _1"></span>,60 kronor<span class="_ _2"></span>. Denna nedsättning genomfördes </div><div class="t m0 xcd h41 y65b ff2 fs24 fc3 sc0 ls2 ws2">i december 2022.</div><div class="t m0 x24 h41 y66d ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Minskning av aktiek<span class="_ _0"></span>apitalet<span class="_ _0"></span> i Bolaget<span class="_ _0"></span> om 103 510,80 kr<span class="_ _0"></span>onor genom </div><div class="t m0 xcd h41 y66e ff2 fs24 fc3 sc0 ls2 ws2">inlösen av samtliga 258 777 utestående pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> av serie B </div><div class="t m0 xcd h41 y66f ff2 fs24 fc3 sc0 ls2 ws2">med återbet<span class="_ _0"></span>alning till aktieägarna om 96 kr<span class="_ _0"></span>onor per<span class="_ _2"></span> aktie.</div><div class="t m0 x24 h41 y670 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Omvandling av sam<span class="_ _0"></span>tliga utgivna pre<span class="_ _0"></span>fer<span class="_ _0"></span>ensaktier av<span class="_ _0"></span> serie A<span class="_ _2"></span> till </div><div class="t m0 xcd h41 y671 ff2 fs24 fc3 sc0 ls2 ws2">stamaktier<span class="_ _0"></span> av serie <span class="_ _0"></span>A.</div><div class="t m0 x24 h41 y672 ff2 fs24 fc3 sc0 ls18 ws17">• <span class="_ _fa"> </span><span class="ws2">Nyemission av 62 106 480 stamaktier av<span class="_ _0"></span> serie A<span class="_ _2"></span> till en teckningskurs om </span></div><div class="t m0 xcd h41 y673 ff2 fs24 fc3 sc0 ls18 ws2">0,40 kr<span class="_ _0"></span>onor per<span class="_ _2"></span> aktie, med rätt f<span class="_ _0"></span>ör innehav<span class="_ _0"></span>are av pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> av serie<span class="_ _6"></span> </div><div class="t m0 xcd h41 y674 ff2 fs24 fc3 sc0 ls18 ws2">B att, med avvik<span class="_ _2"></span>else från aktieägarnas för<span class="_ _2"></span>eträdesrätt<span class="_ _2"></span>, teckna dessa<span class="_ _6"></span> </div><div class="t m0 xcd h41 y675 ff2 fs24 fc3 sc0 ls18 ws2">aktier in<span class="_ _0"></span>till ett an<span class="_ _0"></span>tal som motsv<span class="_ _0"></span>arar<span class="_ _2"></span> inlösenlikviden om 96 kronor<span class="_ _0"></span> för </div><div class="t m0 xcd h41 y676 ff2 fs24 fc3 sc0 ls4 ws2">pr<span class="_ _2"></span>efer<span class="_ _2"></span>ensaktie av serie B. För<span class="_ _0"></span> varje pr<span class="_ _0"></span>efer<span class="_ _0"></span>ensaktie av serie B sk<span class="_ _0"></span>a inne<span class="ls2">-</span></div><div class="t m0 xcd h41 y677 ff2 fs24 fc3 sc0 ls4 ws2">havaren ges r<span class="_ _2"></span>ätt att <span class="_ _0"></span>teckna 240 ny<span class="_ _0"></span>emitter<span class="_ _0"></span>ade stamaktier<span class="_ _0"></span> av serie A.</div><div class="t m0 x24 h41 y678 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Ovan angivna åtgär<span class="_ _2"></span>der medför<span class="_ _0"></span>de att bolaget<span class="_ _2"></span> har 7<span class="_ _2"></span>46 182 472 </div><div class="t m0 xcd h41 y679 ff2 fs24 fc3 sc0 ls2 ws2">stamaktier<span class="_ _2"></span>, 0 pref<span class="_ _0"></span>erensaktier<span class="_ _2"></span> av serie A och 0 pr<span class="_ _2"></span>eferensaktier<span class="_ _2"></span> av </div><div class="t m0 xcd h41 y67a ff2 fs24 fc3 sc0 ls2 ws2">serie B.</div><div class="t m0 x24 h41 y67b ff2 fs24 fc3 sc0 lsa1 ws2">De si<span class="_ _6"></span>st<span class="_ _6"></span>a f<span class="_ _6"></span>yra p<span class="_ _6"></span>unk<span class="_ _f"></span>ter<span class="_ _6"></span>na i ovan<span class="_ _6"></span>st<span class="_ _6"></span>åen<span class="_ _6"></span>de l<span class="_ _6"></span>is<span class="_ _6"></span>ta ge<span class="_ _6"></span>nom<span class="_ _6"></span>förd<span class="_ _6"></span>es i bö<span class="_ _6"></span>rja<span class="_ _6"></span>n av</div><div class="t m0 x24 h41 y67c ff2 fs24 fc3 sc0 ls9d wse5">2023.<span class="_ _6"></span> </div><div class="t m0 xce h11 y67d ff1 fs2 fc3 sc0 ls2 ws2">Årsstämma</div><div class="t m0 xcf h11 y67e ff1 fs2 fc3 sc0 ls2 ws2">VD/K<span class="_ _2"></span>oncernchef  </div><div class="t m0 x10 h11 y67f ff1 fs2 fc3 sc0 ls2 ws2">och koncernledning</div><div class="t m0 xd0 h11 y67d ff1 fs2 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>evisorer</div><div class="t m0 xb4 h43 y680 ff1 fs2c fc3 sc0 lsa2 wsef">3)</div><div class="t m0 xd1 h11 y67d ff1 fs2 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>alberedning</div><div class="t m0 xd2 h44 y681 ff6 fs24 fca sc0 lsa3 wsf0">Va<span class="_ _6"></span>l</div><div class="t m0 xd3 h44 y682 ff6 fs24 fca sc0 lsa3 wsf0">Va<span class="_ _6"></span>l</div><div class="t m0 xd4 h45 y683 ff6 fs25 fca sc0 ls2 ws2">1)</div><div class="t m0 xd5 h44 y684 ff6 fs24 fca sc0 lsa3 wsf0">Va<span class="_ _6"></span>l</div><div class="t m0 xd6 h44 y685 ff6 fs24 fca sc0 lsa4 wsf1">Information</div><div class="t m0 xd7 h44 y686 ff6 fs24 fca sc0 ls2 ws2">Rapport<span class="_ _0"></span>er och k<span class="_ _2"></span>ontroll<span class="_ _fb"></span>Mål, strategier<span class="_ _2"></span> och kontroll</div><div class="t m0 xd8 h44 y687 ff6 fs24 fca sc0 lsa4 wsf1">Information</div><div class="t m0 x22 h44 y688 ff6 fs24 fca sc0 ls2 ws2">Förslag</div><div class="t m0 x25 h45 y689 ff6 fs25 fca sc0 ls2 ws2">1)</div><div class="t m0 x3e h44 y68a ff6 fs24 fca sc0 lsa4 wsf1">Information</div><div class="t m0 x75 h3c y68b ff2 fs2b fc3 sc0 ls2 ws2">1)  <span class="_ _28"></span>V<span class="_ _2"></span>alberedningen förbereder<span class="_ _2"></span> förslag till beslut som pr<span class="_ _0"></span>esen <span class="_ _28"></span>teras på årsst<span class="_ _0"></span>ämman. </div><div class="t m0 xd9 h3c y68c ff2 fs2b fc3 sc0 ls2 ws2">Årsstämman beslutar<span class="_ _0"></span> om principer f<span class="_ _0"></span>ör tillsätt<span class="_ _0"></span>ande av valberedning.</div><div class="t m0 x75 h3c y68d ff2 fs2b fc3 sc0 ls2 ws2">2)  <span class="_ _28"></span>Det är<span class="_ _2"></span> styrelsen som inrättar e<span class="_ _0"></span>ventuella utsk<span class="_ _0"></span>ott och utser<span class="_ _0"></span> vilka i styr<span class="_ _2"></span>elsen som </div><div class="t m0 xda h3c y68e ff2 fs2b fc3 sc0 ls2 ws2">ska ingå i r<span class="_ _0"></span>espektive utsko<span class="_ _0"></span>tt.</div><div class="t m0 x24 h3c y68b ff2 fs2b fc3 sc0 ls2 ws2">3)  <span class="_ _28"></span>Utför<span class="_ _2"></span> revision och rapporter<span class="_ _0"></span>ar till styr<span class="_ _2"></span>elsen och  <span class="_ _28"></span>aktie <span class="_ _28"></span>ägarna.</div><div class="t m0 x24 h3c y68f ff2 fs2b fc3 sc0 ls2 ws2">4)  <span class="_ _28"></span>Utvär<span class="_ _0"></span>deringen av styrelsens arbet<span class="_ _0"></span>e rapporter<span class="_ _0"></span>as till  <span class="_ _28"></span>valber<span class="_ _0"></span>edningen.</div><div class="t m0 xdb h11 y690 ff1 fs2 fc3 sc0 ls2 ws2">Viktiga interna styrinstrument</div><div class="t m0 xdb h42 y691 ff2 fs11 fc3 sc0 ls2 ws2">Affärsidé och mål, bolagsor<span class="_ _2"></span>dning, styrelsens arbetsordning, </div><div class="t m0 xdb h42 y692 ff2 fs11 fc3 sc0 ls2 ws2">instruktion till VD<span class="_ _2"></span>, strategier<span class="_ _2"></span> och policyer avseende bland  <span class="_ _fc"></span>annat </div><div class="t m0 xdb h42 y693 ff2 fs11 fc3 sc0 ls2 ws2">etik, finans-<span class="_ _2"></span>, information- och insiderfrågor<span class="_ _2"></span>  <span class="_ _28"></span> <span class="_ _fc"></span>och  <span class="_ _fc"></span>processer f<span class="_ _0"></span>ör int<span class="_ _0"></span>ern </div><div class="t m0 xdb h42 y694 ff2 fs11 fc3 sc0 ls2 ws2">kontr<span class="_ _2"></span>oll och styrning. </div><div class="t m0 xbb h11 y695 ff1 fs2 fc3 sc0 ls2 ws2">Viktiga externa s<span class="_ _0"></span>tyrinstrument</div><div class="t m0 xbb h42 y696 ff2 fs11 fc3 sc0 ls2 ws2">Aktiebolagslagen, årsredo<span class="_ _0"></span>visningslagen, Nasdaq Stockholms </div><div class="t m0 xbb h42 y697 ff2 fs11 fc3 sc0 ls2 ws2">regelverk<span class="_ _2"></span> för emittent<span class="_ _0"></span>er<span class="_ _0"></span>, andra r<span class="_ _0"></span>elevant<span class="_ _0"></span>a lagar och K<span class="_ _0"></span>oden.</div><div class="t m0 x40 h11 y698 ff1 fs2 fc3 sc0 ls2 ws2">ENIROS STYRNINGSSTRUKTUR </div><div class="t m0 x81 h11 y699 ff1 fs2 fc3 sc0 ls2 wsf2">R<span class="_ _0"></span>evisions utsk<span class="_ _2"></span>ott<span class="_ _25"> </span>Ersättnings utsk<span class="_ _0"></span>ott</div><div class="t m0 xdc h11 y69a ff1 fs2 fc3 sc0 ls2 ws2">Styrelse</div><div class="t m0 x58 h43 y69b ff1 fs2c fc3 sc0 ls2 ws2">2) 4)</div></div><div class="pi"></div></div><div id="pf1f" class="pf w0 h0"><div class="pc pc1f w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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/><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">31</div><div class="t m0 x8 h41 y69c ff2 fs24 fc3 sc0 lsa1 ws2">Be<span class="_ _6"></span>slu<span class="_ _6"></span>tet a<span class="_ _6"></span>vse<span class="_ _6"></span>en<span class="_ _6"></span>de in<span class="_ _6"></span>lös<span class="_ _6"></span>en a<span class="_ _6"></span>v pref<span class="_ _6"></span>ere<span class="_ _6"></span>nsa<span class="_ _6"></span>k<span class="_ _6"></span>tie<span class="_ _6"></span>r av s<span class="_ _6"></span>er<span class="_ _6"></span>ie B ha<span class="_ _6"></span>r kl<span class="_ _6"></span>and<span class="_ _6"></span>rat<span class="_ _6"></span>s av<span class="_ _6"></span> </div><div class="t m0 x8 h41 y69d ff2 fs24 fc3 sc0 lsa1 ws2">Kapa<span class="_ _6"></span>ten<span class="_ _6"></span>s Inves<span class="_ _6"></span>tm<span class="_ _6"></span>ent A<span class="_ _6"></span>B. K<span class="_ _6"></span>la<span class="_ _6"></span>nd<span class="_ _6"></span>er<span class="_ _6"></span>pro<span class="_ _6"></span>ces<span class="_ _6"></span>sen p<span class="_ _6"></span>åg<span class="_ _6"></span>år i d<span class="_ _6"></span>oms<span class="_ _6"></span>tol<span class="_ _6"></span>.</div><div class="t m0 x8 h41 y69e ff2 fs24 fc3 sc0 lsa1 ws2">Vid ko<span class="_ _6"></span>mma<span class="_ _6"></span>nd<span class="_ _6"></span>e bo<span class="_ _6"></span>lag<span class="_ _6"></span>ss<span class="_ _6"></span>täm<span class="_ _6"></span>ma<span class="_ _6"></span>, pre<span class="_ _6"></span>cis s<span class="_ _6"></span>om o<span class="_ _6"></span>rdin<span class="_ _6"></span>ari<span class="_ _6"></span>e s<span class="_ _6"></span>tämm<span class="_ _6"></span>a 2023<span class="_ _6"></span>,<span class="_ _6"></span> </div><div class="t m0 x8 h41 y69f ff2 fs24 fc3 sc0 lsa1 ws2">får var<span class="_ _6"></span>je rös<span class="_ _6"></span>tb<span class="_ _6"></span>erä<span class="_ _6"></span>t<span class="_ _6"></span>ti<span class="_ _6"></span>ga<span class="_ _6"></span>d ak<span class="_ _6"></span>t<span class="_ _6"></span>ieä<span class="_ _6"></span>ga<span class="_ _6"></span>re rös<span class="_ _6"></span>ta för d<span class="_ _6"></span>et f<span class="_ _6"></span>ull<span class="_ _6"></span>a anta<span class="_ _6"></span>let ä<span class="_ _6"></span>gd<span class="_ _6"></span>a och<span class="_ _6"></span> </div><div class="t m0 x8 h41 y6a0 ff2 fs24 fc3 sc0 lsa1 ws2">före<span class="_ _6"></span>träd<span class="_ _6"></span>da a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er ut<span class="_ _6"></span>an be<span class="_ _6"></span>grä<span class="_ _6"></span>nsn<span class="_ _6"></span>ing i rö<span class="_ _6"></span>st<span class="_ _6"></span>rät<span class="_ _f"></span>ten<span class="_ _6"></span>. Bo<span class="_ _6"></span>la<span class="_ _6"></span>get<span class="_ _6"></span>s tre s<span class="_ _6"></span>tö<span class="_ _6"></span>rs<span class="_ _6"></span>ta<span class="_ _6"></span> </div><div class="t m0 x8 h41 y6a1 ff2 fs24 fc3 sc0 lsa1 ws2">ak<span class="_ _6"></span>ti<span class="_ _6"></span>eä<span class="_ _6"></span>ga<span class="_ _6"></span>re pe<span class="_ _6"></span>r de<span class="_ _6"></span>n 31 de<span class="_ _6"></span>ce<span class="_ _6"></span>mb<span class="_ _6"></span>er 202<span class="_ _6"></span>3 var<span class="_ _6"></span>:</div><div class="t m0 x8 h41 y6a2 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>SpectrumOne AB (<span class="_ _2"></span>publ) (27<span class="_ _2"></span>,73 procent<span class="_ _2"></span> av rösterna<span class="_ _0"></span>)</div><div class="t m0 x8 h41 y6a3 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>B.<span class="_ _2"></span>O. Intr<span class="_ _2"></span>essenter <span class="_ _0"></span>AB (21,73 pr<span class="_ _2"></span>ocent av r<span class="_ _0"></span>österna)</div><div class="t m0 x8 h41 y6a4 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>SEB AB, L<span class="_ _2"></span>UXEMBOURG BRANCH, W8IMY<span class="_ _2"></span> (5,25 procent<span class="_ _2"></span> av </div><div class="t m0 x38 h41 y6a5 ff2 fs24 fc3 sc0 ls2 ws2">röst<span class="_ _0"></span>erna)</div><div class="t m0 x8 h30 y6a6 ff1 fs24 fc3 sc0 ls2 ws2">ÅRSST<span class="_ _2"></span>ÄMMA</div><div class="t m0 x8 h41 y6a7 ff2 fs24 fc3 sc0 ls4 ws2">Aktieägarnas inﬂytande i bolaget<span class="_ _2"></span> utövas vid årsstämman eller<span class="_ _2"></span> i före<span class="ls2">-</span></div><div class="t m0 x8 h41 y6a8 ff2 fs24 fc3 sc0 ls4 ws2">kommande f<span class="_ _2"></span>all vid extra bolagsstämmor<span class="_ _1"></span>, som är bolagets högsta beslu<span class="ls2">-</span></div><div class="t m0 x8 h41 y6a9 ff2 fs24 fc3 sc0 ls4 ws2">tande or<span class="_ _0"></span>gan. Enskilda aktieägare som önsk<span class="_ _2"></span>ar få ett<span class="_ _2"></span> ärende behandlat </div><div class="t m0 x8 h41 y6aa ff2 fs24 fc3 sc0 ls4 ws2">på bolagsstämman k<span class="_ _0"></span>an begära dett<span class="_ _2"></span>a hos Eniros styrelse under<span class="_ _0"></span> särskild </div><div class="t m0 x8 h41 y6ab ff2 fs24 fc3 sc0 ls4 ws2">adress som publicer<span class="_ _2"></span>as på koncernens hemsida www<span class="_ _2"></span>.enirogr<span class="_ _0"></span>oup.com.</div><div class="t m0 x8 h41 y6ac ff2 fs24 fc3 sc0 ls4 ws2">Årsstämman beslutar<span class="_ _2"></span> om:</div><div class="t m0 x8 h41 y6ad ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Fastställande av<span class="_ _0"></span> årsredo<span class="_ _0"></span>visning</div><div class="t m0 x8 h41 y6ae ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Utdelning</div><div class="t m0 x8 h41 y6af ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Ansvarsfrihet</div><div class="t m0 x8 h41 y6b0 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>V<span class="_ _2"></span>al av styrelseledamöter<span class="_ _2"></span> och revisorer</div><div class="t m0 x8 h41 y6b1 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Ersättning till styr<span class="_ _0"></span>elseledamöter<span class="_ _2"></span> och revisorer</div><div class="t m0 x8 h41 y6b2 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Riktlinjer om ersättning och andr<span class="_ _2"></span>a anställningsvillkor<span class="_ _2"></span> till ledande </div><div class="t m0 x38 h41 y6b3 ff2 fs24 fc3 sc0 ls2 ws2">befattningshavar<span class="_ _2"></span>e</div><div class="t m0 x8 h41 y6b4 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>V<span class="_ _2"></span>alberedningen</div><div class="t m0 x8 h41 y6b5 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span><span class="wsf3">Övriga viktiga frågor</span></div><div class="t m0 x8 h30 y6b6 ff1 fs24 fc3 sc0 ls2 ws2">ÅRSST<span class="_ _2"></span>ÄMMAN 2023 </div><div class="t m0 x8 h41 y6b7 ff2 fs24 fc3 sc0 ls2 ws2">Årsstämman 2023 ägde rum den 11 maj 2023. Pr<span class="_ _0"></span>otok<span class="_ _2"></span>ollet återfinns på </div><div class="t m0 x8 h41 y6b8 ff2 fs24 fc3 sc0 ls2 ws2">www<span class="_ _0"></span>.enir<span class="_ _0"></span>ogroup<span class="_ _0"></span>.com. <span class="_ _2"></span>Årsstämman fattade bl. a. f<span class="_ _0"></span>öljande beslut:</div><div class="t m0 x8 h41 y6b9 ff2 fs24 fc3 sc0 ls11 ws11">• <span class="_ _a5"> </span><span class="ws2">Ordinarie utdelning med 0,<span class="_ _0"></span>04 kr per<span class="_ _2"></span> stamaktie av serie A<span class="_ _2"></span> och </span></div><div class="t m0 x38 h41 y6ba ff2 fs24 fc3 sc0 ls11 ws2">extr<span class="_ _0"></span>autdelning med 0,<span class="_ _2"></span>01 kr per st<span class="_ _0"></span>amaktie av serie <span class="_ _0"></span>A lämnades.</div><div class="t m0 x8 h41 y6bb ff2 fs24 fc3 sc0 ls4 ws4">• <span class="_ _fa"> </span><span class="ws2">Arvode till styrelsen med 600 000 SEK<span class="_ _2"></span> till styrelsens ordf<span class="_ _2"></span>örande o<span class="_ _6"></span>ch<span class="_ _6"></span> </span></div><div class="t m0 x38 h41 y6bc ff2 fs24 fc3 sc0 ls11 ws2">250 000 SEK till <span class="_ _0"></span>var<span class="_ _0"></span> och en av de övriga stämmo<span class="_ _0"></span>valda styrel<span class="ls2">-</span></div><div class="t m0 x38 h41 y6bd ff2 fs24 fc3 sc0 ls11 ws2">seledamöterna och ingen ersättning f<span class="_ _2"></span>ör utsko<span class="_ _0"></span>ttsarbete samt<span class="_ _2"></span> 1 </div><div class="t m0 x38 h41 y6be ff2 fs24 fc3 sc0 ls11 ws2">500 SEK per<span class="_ _2"></span> möte till envar<span class="_ _2"></span> arbetstagarrepr<span class="_ _2"></span>esentant (som ett<span class="_ _2"></span> </div><div class="t m0 x38 h41 y6bf ff2 fs24 fc3 sc0 ls11 ws11">inläsningsarvode<span class="_ _0"></span>).</div><div class="t m0 x8 h41 y6c0 ff2 fs24 fc3 sc0 ls4 ws4">• <span class="_ _fa"> </span><span class="ws2">Omval av F<span class="_ _0"></span>redric F<span class="_ _0"></span>orsman, Mia Batljan, Fr<span class="_ _0"></span>edrik Cr<span class="_ _0"></span>afoor<span class="_ _0"></span>d, Mats </span></div><div class="t m0 x38 h41 y6c1 ff2 fs24 fc3 sc0 ls4 ws2">Gabrielsson och Urban Hilding.  Fr<span class="_ _0"></span>edric Forsman <span class="_ _0"></span>valdes till styr<span class="_ _0"></span>elsens </div><div class="t m0 x38 h41 y6c2 ff2 fs24 fc3 sc0 ls4 ws4">ordf<span class="_ _0"></span>örande.</div><div class="t m0 x8 h41 y6c3 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Stämman beslut<span class="_ _0"></span>ade om omval av r<span class="_ _2"></span>evisionsbolaget Gran<span class="_ _0"></span>t <span class="_ _2"></span>Thornton </div><div class="t m0 x38 h41 y6c4 ff2 fs24 fc3 sc0 ls2 ws2">Sweden <span class="_ _0"></span>AB som revisor<span class="_ _1"></span>.</div><div class="t m0 x8 h41 y6c5 ff2 fs24 fc3 sc0 ls11 ws11">• <span class="_ _a5"> </span><span class="ws2">Årsstämman godkände den av styr<span class="_ _2"></span>elsen upprättade rapport<span class="_ _0"></span>en </span></div><div class="t m0 x38 h41 y6c6 ff2 fs24 fc3 sc0 ls11 ws2">över<span class="_ _2"></span> ersättning till ledande befattningshavar<span class="_ _0"></span>e samt styr<span class="_ _2"></span>elsens </div><div class="t m0 x38 h41 y6c7 ff2 fs24 fc3 sc0 ls11 ws2">förslag till riktlinjer<span class="_ _2"></span> för ersättning <span class="_ _0"></span>till ledande befattningshav<span class="_ _0"></span>are </div><div class="t m0 x38 h41 y6c8 ff2 fs24 fc3 sc0 ls11 ws2">(innehållande en mindre ändring).</div><div class="t m0 x8 h41 y6c9 ff2 fs24 fc3 sc0 ls11 ws11">• <span class="_ _a5"> </span><span class="ws2">Bemyndigande till styrelsen att<span class="_ _0"></span>, vid ett<span class="_ _0"></span> eller ﬂer<span class="_ _2"></span>a tillfällen under<span class="_ _0"></span> </span></div><div class="t m0 x38 h41 y6ca ff2 fs24 fc3 sc0 ls11 ws2">tiden fram till näst<span class="_ _2"></span>a årsstämma, med eller utan avvik<span class="_ _2"></span>else från </div><div class="t m0 x38 h41 y6cb ff2 fs24 fc3 sc0 ls11 ws2">aktieägarnas för<span class="_ _0"></span>etr<span class="_ _0"></span>ädesrätt<span class="_ _2"></span>, besluta om nyemission av stamaktier<span class="_ _2"></span> </div><div class="t m0 x38 h41 y6cc ff2 fs24 fc3 sc0 ls11 ws2">i bolaget<span class="_ _0"></span>. </div><div class="t m0 x8 h41 y6cd ff2 fs24 fc3 sc0 ls11 ws11">• <span class="_ _a5"> </span><span class="ws2">Bemyndigande till styrelsen att<span class="_ _0"></span>, vid ett<span class="_ _0"></span> eller ﬂer<span class="_ _2"></span>a tillfällen under <span class="_ _0"></span>ti<span class="ls2">-</span></span></div><div class="t m0 x38 h41 y6ce ff2 fs24 fc3 sc0 ls11 ws2">den fram till näst<span class="_ _2"></span>a årsstämma, besluta om återk<span class="_ _0"></span>öp av egna aktier<span class="_ _2"></span>.</div><div class="t m0 xa h41 y6cf ff2 fs24 fc3 sc0 ls11 ws11">• <span class="_ _a5"> </span><span class="ws2">Ändring av bolagsordningen i anledning av att sam<span class="_ _0"></span>tliga Bolagets </span></div><div class="t m0 x87 h41 y6d0 ff2 fs24 fc3 sc0 ls11 ws2">aktier <span class="_ _0"></span>tillhör ett<span class="_ _2"></span> och samma aktieslag.</div><div class="t m0 xa h41 y6d1 ff2 fs24 fc3 sc0 ls11 ws11">• <span class="_ _a5"> </span><span class="ws2">Inrättande av långsiktigt<span class="_ _0"></span> incitamentspr<span class="_ _0"></span>ogram f<span class="_ _2"></span>ör anställda inom </span></div><div class="t m0 x87 h41 y6d2 ff2 fs24 fc3 sc0 ls11 ws2">Enirok<span class="_ _2"></span>oncernen i form av teckningsoptioner<span class="_ _1"></span>.</div><div class="t m0 xa h41 y6d3 ff2 fs24 fc3 sc0 ls11 ws2">Det <span class="_ _0"></span>tot<span class="_ _0"></span>ala antalet<span class="_ _2"></span> företr<span class="_ _0"></span>ädda aktier <span class="_ _0"></span>vid stämman var<span class="_ _2"></span> 390 163 274,<span class="_ _0"></span> </div><div class="t m0 xa h41 y6d4 ff2 fs24 fc3 sc0 ls11 ws2">motsvar<span class="_ _2"></span>ande 390 163 274r<span class="_ _2"></span>öster och cirk<span class="_ _0"></span>a 52,29 procent<span class="_ _2"></span> av det t<span class="_ _0"></span>otala<span class="_ _0"></span> </div><div class="t m0 xa h41 y6d5 ff2 fs24 fc3 sc0 ls11 ws2">antalet<span class="_ _2"></span> röster<span class="_ _0"></span> i bolaget<span class="_ _0"></span>. </div><div class="t m0 xa h41 y6d6 ff2 fs24 fc3 sc0 ls11 ws2">Pro<span class="_ _0"></span>tok<span class="_ _0"></span>ollet åt<span class="_ _0"></span>erfinns på www<span class="_ _2"></span>.enirogr<span class="_ _0"></span>oup.com.</div><div class="t m0 xa h30 y6d7 ff1 fs24 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>ALBEREDNINGEN</div><div class="t m0 xa h41 y6d8 ff2 fs24 fc3 sc0 lsa1 ws2">År<span class="_ _6"></span>ss<span class="_ _6"></span>täm<span class="_ _6"></span>ma<span class="_ _6"></span>n 2018 b<span class="_ _6"></span>es<span class="_ _6"></span>lut<span class="_ _6"></span>ade o<span class="_ _6"></span>m rik<span class="_ _f"></span>tli<span class="_ _6"></span>nje<span class="_ _6"></span>r för u<span class="_ _6"></span>ts<span class="_ _6"></span>ee<span class="_ _6"></span>nd<span class="_ _6"></span>e av val<span class="_ _6"></span>ber<span class="_ _6"></span>ed<span class="_ _6"></span>nin<span class="_ _6"></span>g<span class="ls2">-</span></div><div class="t m0 xa h41 y6d9 ff2 fs24 fc3 sc0 ls85 ws96">en att gälla til<span class="_ _0"></span>ls annat<span class="_ _0"></span> beslut f<span class="_ _0"></span>at<span class="_ _6"></span>tas<span class="_ _0"></span> av bolagsstämman, i<span class="_ _0"></span>nnebärande </div><div class="t m0 xa h41 y6da ff2 fs24 fc3 sc0 ls2 ws2">at<span class="_ _6"></span>t d<span class="_ _6"></span>e f<span class="_ _6"></span>yra s<span class="_ _6"></span>tö<span class="_ _6"></span>rs<span class="_ _6"></span>ta ak<span class="_ _f"></span>tie<span class="_ _6"></span>äg<span class="_ _6"></span>ar<span class="_ _6"></span>na ska e<span class="_ _6"></span>rbju<span class="_ _6"></span>da<span class="_ _6"></span>s möj<span class="_ _6"></span>lig<span class="_ _6"></span>het a<span class="_ _6"></span>t<span class="_ _6"></span>t ut<span class="_ _6"></span>se va<span class="_ _6"></span>rs<span class="_ _6"></span>in </div><div class="t m0 xa h41 y6db ff2 fs24 fc3 sc0 ls2 ws2">le<span class="_ _6"></span>dam<span class="_ _6"></span>ot at<span class="_ _f"></span>t, jämte o<span class="_ _6"></span>rdfö<span class="_ _6"></span>rand<span class="_ _6"></span>en<span class="_ _6"></span>, utg<span class="_ _6"></span>öra va<span class="_ _6"></span>lbe<span class="_ _6"></span>re<span class="_ _6"></span>dnin<span class="_ _6"></span>ge<span class="_ _6"></span>n för t<span class="_ _6"></span>ide<span class="_ _6"></span>n ti<span class="_ _6"></span>lls </div><div class="t m0 xa h41 y6dc ff2 fs24 fc3 sc0 ls4c ws8d">dess en ny<span class="_ _0"></span> valberedning utset<span class="_ _6"></span>ts<span class="_ _6"></span>. V<span class="_ _2"></span>albere<span class="_ _6"></span>dningens sammansät<span class="_ _6"></span>tning </div><div class="t m0 xa h41 y6dd ff2 fs24 fc3 sc0 ls55 ws96">offentliggörs geno<span class="_ _0"></span>m ett pressmeddelande så<span class="_ _2"></span> snar<span class="_ _6"></span>t ledamöterna<span class="_ _0"></span> </div><div class="t m0 xa h41 y6de ff2 fs24 fc3 sc0 ls2 ws2">bli<span class="_ _6"></span>vit u<span class="_ _6"></span>t<span class="_ _6"></span>sed<span class="_ _6"></span>da<span class="_ _6"></span>, oc<span class="_ _6"></span>h se<span class="_ _6"></span>nas<span class="_ _6"></span>t sex m<span class="_ _6"></span>ån<span class="_ _6"></span>ad<span class="_ _6"></span>er fö<span class="_ _6"></span>re år<span class="_ _6"></span>ss<span class="_ _6"></span>täm<span class="_ _6"></span>man<span class="_ _6"></span>.</div><div class="t m0 xa h41 y6df ff2 fs24 fc3 sc0 ls2 ws2">Om e<span class="_ _6"></span>n le<span class="_ _6"></span>dam<span class="_ _6"></span>ot i val<span class="_ _6"></span>be<span class="_ _6"></span>red<span class="_ _6"></span>nin<span class="_ _6"></span>gen a<span class="_ _6"></span>vgå<span class="_ _6"></span>r från u<span class="_ _6"></span>pp<span class="_ _6"></span>dra<span class="_ _6"></span>get i<span class="_ _6"></span>nna<span class="_ _6"></span>n de<span class="_ _6"></span>ss </div><div class="t m0 xa h41 y6e0 ff2 fs24 fc3 sc0 ls2 ws2">arb<span class="_ _6"></span>ete ä<span class="_ _6"></span>r avs<span class="_ _6"></span>lut<span class="_ _6"></span>at ska d<span class="_ _6"></span>en ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>äg<span class="_ _6"></span>are so<span class="_ _6"></span>m ut<span class="_ _6"></span>så<span class="_ _6"></span>g de<span class="_ _6"></span>n avgå<span class="_ _6"></span>en<span class="_ _6"></span>de </div><div class="t m0 xa h41 y6e1 ff2 fs24 fc3 sc0 ls2 ws2">le<span class="_ _6"></span>dam<span class="_ _6"></span>ote<span class="_ _6"></span>n ut<span class="_ _6"></span>se en e<span class="_ _6"></span>f<span class="_ _6"></span>ter<span class="_ _f"></span>trä<span class="_ _6"></span>dare<span class="_ _6"></span>, för<span class="_ _6"></span>ut<span class="_ _6"></span>sat<span class="_ _f"></span>t at<span class="_ _6"></span>t a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>eä<span class="_ _6"></span>gare<span class="_ _6"></span>n for<span class="_ _f"></span>ts<span class="_ _6"></span>at<span class="_ _6"></span>t ä<span class="_ _6"></span>r </div><div class="t m0 xa h41 y6e2 ff2 fs24 fc3 sc0 ls2 ws2">en av d<span class="_ _6"></span>e f<span class="_ _6"></span>y<span class="_ _6"></span>ra rös<span class="_ _6"></span>tm<span class="_ _6"></span>äss<span class="_ _6"></span>igt s<span class="_ _6"></span>ta<span class="_ _6"></span>rkas<span class="_ _6"></span>te äg<span class="_ _6"></span>arn<span class="_ _6"></span>a.</div><div class="t m0 xa h41 y6e3 ff2 fs24 fc3 sc0 lsa1 ws2">Om ä<span class="_ _6"></span>gar<span class="_ _6"></span>e som h<span class="_ _6"></span>ar u<span class="_ _6"></span>tse<span class="_ _6"></span>t<span class="_ _6"></span>t le<span class="_ _6"></span>da<span class="_ _6"></span>mot i va<span class="_ _6"></span>lbe<span class="_ _6"></span>re<span class="_ _6"></span>dnin<span class="_ _6"></span>ge<span class="_ _6"></span>n inte l<span class="_ _6"></span>än<span class="_ _6"></span>gre är e<span class="_ _6"></span>n av<span class="_ _6"></span> </div><div class="t m0 xa h41 y6e4 ff2 fs24 fc3 sc0 lsa1 ws2">de f<span class="_ _6"></span>y<span class="_ _6"></span>ra s<span class="_ _6"></span>tör<span class="_ _6"></span>st<span class="_ _6"></span>a ak<span class="_ _6"></span>ti<span class="_ _6"></span>eä<span class="_ _6"></span>ga<span class="_ _6"></span>rna f<span class="_ _6"></span>ram t<span class="_ _6"></span>ill t<span class="_ _6"></span>re mån<span class="_ _6"></span>ad<span class="_ _6"></span>er fö<span class="_ _6"></span>re år<span class="_ _6"></span>ss<span class="_ _6"></span>täm<span class="_ _6"></span>ma<span class="_ _6"></span>n ska </div><div class="t m0 xa h41 y6e5 ff2 fs24 fc3 sc0 lsa1 ws2">de<span class="_ _6"></span>nne s<span class="_ _6"></span>täl<span class="_ _6"></span>la si<span class="_ _6"></span>n pl<span class="_ _6"></span>at<span class="_ _6"></span>s til<span class="_ _6"></span>l för<span class="_ _6"></span>fo<span class="_ _6"></span>ga<span class="_ _6"></span>nde t<span class="_ _6"></span>ill fö<span class="_ _6"></span>rm<span class="_ _6"></span>ån fö<span class="_ _6"></span>r ny stö<span class="_ _6"></span>rre a<span class="_ _6"></span>k<span class="_ _6"></span>tie<span class="_ _6"></span>äg<span class="_ _6"></span>are.</div><div class="t m0 xa h41 y6e6 ff2 fs24 fc3 sc0 ls2 ws2">V<span class="_ _0"></span>alb<span class="_ _6"></span>ere<span class="_ _6"></span>dn<span class="_ _6"></span>ing<span class="_ _6"></span>en s<span class="_ _6"></span>ka, utöve<span class="_ _6"></span>r at<span class="_ _f"></span>t nom<span class="_ _6"></span>ine<span class="_ _6"></span>ra s<span class="_ _6"></span>t<span class="_ _6"></span>yr<span class="_ _6"></span>els<span class="_ _6"></span>el<span class="_ _6"></span>ed<span class="_ _6"></span>amöt<span class="_ _6"></span>er o<span class="_ _6"></span>ch </div><div class="t m0 xa h41 y6e7 ff2 fs24 fc3 sc0 ls2 ws90">st<span class="_ _f"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>ord<span class="_ _6"></span>föra<span class="_ _6"></span>nd<span class="_ _6"></span>e, bl<span class="_ _6"></span>and a<span class="_ _6"></span>nna<span class="_ _6"></span>t ut<span class="_ _f"></span>värde<span class="_ _6"></span>ra s<span class="_ _6"></span>t<span class="_ _6"></span>yr<span class="_ _6"></span>els<span class="_ _6"></span>en o<span class="_ _6"></span>ch de<span class="_ _6"></span>ss a<span class="_ _6"></span>rbe<span class="_ _6"></span>te, </div><div class="t m0 xa h41 y6e8 ff2 fs24 fc3 sc0 ls54 ws95">föreslå<span class="_ _0"></span> ordför<span class="_ _0"></span>ande vid årsstämman,<span class="_ _0"></span> lämna förslag til<span class="_ _0"></span>l arvodering </div><div class="t m0 xa h41 y6e9 ff2 fs24 fc3 sc0 ls2 ws2">av s<span class="_ _6"></span>t<span class="_ _6"></span>yr<span class="_ _6"></span>els<span class="_ _6"></span>ens l<span class="_ _6"></span>ed<span class="_ _6"></span>am<span class="_ _6"></span>öter o<span class="_ _6"></span>ch fö<span class="_ _6"></span>r ut<span class="_ _6"></span>skot<span class="_ _6"></span>t<span class="_ _6"></span>sa<span class="_ _6"></span>rbe<span class="_ _6"></span>te sa<span class="_ _6"></span>mt läm<span class="_ _6"></span>na fö<span class="_ _6"></span>rs<span class="_ _6"></span>la<span class="_ _6"></span>g </div><div class="t m0 xa h41 y6ea ff2 fs24 fc3 sc0 ls2 ws2">til<span class="_ _6"></span>l val av re<span class="_ _6"></span>vis<span class="_ _6"></span>or oc<span class="_ _6"></span>h er<span class="_ _6"></span>sä<span class="_ _6"></span>t<span class="_ _6"></span>tn<span class="_ _6"></span>ing t<span class="_ _6"></span>ill re<span class="_ _6"></span>vis<span class="_ _6"></span>orn<span class="_ _6"></span>. Vi<span class="_ _6"></span>d sit<span class="_ _f"></span>t fram<span class="_ _6"></span>tag<span class="_ _6"></span>and<span class="_ _6"></span>e av </div><div class="t m0 xa h41 y6eb ff2 fs24 fc3 sc0 ls2 ws2">för<span class="_ _6"></span>sl<span class="_ _6"></span>ag infö<span class="_ _6"></span>r år<span class="_ _6"></span>ss<span class="_ _6"></span>täm<span class="_ _6"></span>ma<span class="_ _6"></span>n 2023<span class="_ _6"></span>, oc<span class="_ _6"></span>h som n<span class="_ _6"></span>är<span class="_ _6"></span>mare f<span class="_ _6"></span>ram<span class="_ _6"></span>går a<span class="_ _6"></span>v valb<span class="_ _6"></span>e<span class="_ _6"></span>-</div><div class="t m0 xa h41 y6ec ff2 fs24 fc3 sc0 ls55 ws96">redningens<span class="_ _0"></span> motiver<span class="_ _0"></span>ade yt<span class="_ _6"></span>trande til<span class="_ _0"></span>l årsstämman<span class="_ _0"></span> 2023, ti<span class="_ _0"></span>llämpade </div><div class="t m0 xa h41 y6ed ff2 fs24 fc3 sc0 ls2 ws2">valb<span class="_ _6"></span>ere<span class="_ _6"></span>dni<span class="_ _6"></span>ng<span class="_ _6"></span>en 4<span class="_ _6"></span>.1 i Kode<span class="_ _6"></span>n so<span class="_ _6"></span>m mån<span class="_ _6"></span>gfal<span class="_ _6"></span>ds<span class="_ _6"></span>pol<span class="_ _6"></span>ic<span class="_ _6"></span>y.</div><div class="t m0 xa h30 y6ee ff1 fs24 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>ALBEREDNINGEN INFÖR ÅRSST<span class="_ _1"></span>ÄMMAN 2024</div><div class="t m0 xa h41 y6ef ff2 fs24 fc3 sc0 ls4 ws2">V<span class="_ _2"></span>alberedningens sammansättning pressmeddelades den 29 nov<span class="_ _0"></span>ember </div><div class="t m0 xa h41 y6f0 ff2 fs24 fc3 sc0 ls4 ws2">och består<span class="_ _0"></span> av Cecilia Hjertzell,, v<span class="_ _0"></span>alberedningens or<span class="_ _0"></span>dför<span class="_ _0"></span>ande (ut<span class="_ _0"></span>sedd av </div><div class="t m0 xa h41 y6f1 ff2 fs24 fc3 sc0 ls4 ws2">SpectrumOne AB<span class="_ _2"></span>), Mats Gabrielsson (utsedd av<span class="_ _0"></span> B.<span class="_ _2"></span>O. Intr<span class="_ _2"></span>essenter <span class="_ _2"></span>AB), </div><div class="t m0 xa h41 y6f2 ff2 fs24 fc3 sc0 ls4 ws2">Joakim Lindén (ut<span class="_ _0"></span>sedd av Craf<span class="_ _2"></span>oord Capital Partners <span class="_ _2"></span>AB) och <span class="_ _2"></span>Thomas<span class="_ _6"></span> </div><div class="t m0 xa h41 y6f3 ff2 fs24 fc3 sc0 ls4 ws2">Krishan (<span class="_ _0"></span>eget innehav<span class="_ _2"></span>) samt av styr<span class="_ _0"></span>elsens ordsf<span class="_ _0"></span>örande F<span class="_ _0"></span>redric F<span class="_ _0"></span>orsman.</div><div class="t m0 xa h30 y6f4 ff1 fs24 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>ALBEREDNINGENS UPPDRAG</div><div class="t m0 xa h41 y6f5 ff2 fs24 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>alberedningens uppgift är<span class="_ _2"></span> att inför<span class="_ _0"></span> årsstämman den 29 maj 202<span class="_ _0"></span>4 </div><div class="t m0 xa h41 y6f6 ff2 fs24 fc3 sc0 ls2 ws2">lägga fram f<span class="_ _0"></span>örslag avseende:</div><div class="t m0 xa h41 y6f7 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Antal styr<span class="_ _0"></span>elseledamöter<span class="_ _2"></span> som ska väljas av st<span class="_ _0"></span>ämman</div><div class="t m0 xa h41 y6f8 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Styrelsearv<span class="_ _0"></span>oden</div><div class="t m0 xa h41 y6f9 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Eventuell er<span class="_ _0"></span>sättning för<span class="_ _0"></span> utsko<span class="_ _0"></span>ttsarbete</div><div class="t m0 xa h41 y6fa ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Styrelsens sammansättning</div><div class="t m0 xa h41 y6fb ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>V<span class="_ _2"></span>al av styrelseordf<span class="_ _2"></span>örande</div><div class="t m0 xa h41 y6fc ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>V<span class="_ _2"></span>al av ordför<span class="_ _2"></span>ande på årsstämman</div><div class="t m0 xa h41 y6fd ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Revisor<span class="_ _0"></span>sarvoden</div><div class="t m0 xa h41 y6fe ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>V<span class="_ _2"></span>al av revisor<span class="_ _0"></span>er</div><div class="t m0 xa h41 y6ff ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>I för<span class="_ _0"></span>ekommande f<span class="_ _2"></span>all, förslag till för<span class="_ _0"></span>ändring i gällande riktlinjer f<span class="_ _2"></span>ör </div><div class="t m0 x87 h41 y700 ff2 fs24 fc3 sc0 ls2 ws2">valberedningen</div></div><div class="pi"></div></div><div id="pf20" class="pf w0 h0"><div class="pc pc20 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">32</div><div class="t m0 x1 h41 y701 ff2 fs24 fc3 sc0 ls4 ws2">Inför<span class="_ _2"></span> årsstämman 2024 har <span class="_ _0"></span>valberedningen mö<span class="_ _0"></span>te och löpande k<span class="_ _0"></span>ontak<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x1 h41 y702 ff2 fs24 fc3 sc0 ls4 ws2">ter<span class="_ _2"></span>. V<span class="_ _2"></span>alberedningen har<span class="_ _0"></span> genomfört<span class="_ _2"></span> en utvärdering av styr<span class="_ _0"></span>elsens arbete </div><div class="t m0 x1 h41 y703 ff2 fs24 fc3 sc0 ls4 ws2">och av redogör<span class="_ _2"></span>else från styrelsens or<span class="_ _2"></span>dförande om läg<span class="_ _0"></span>et<span class="_ _2"></span> för<span class="_ _2"></span> bola<span class="_ _0"></span>get<span class="_ _2"></span>, f<span class="_ _2"></span>ör </div><div class="t m0 x1 h41 y704 ff2 fs24 fc3 sc0 lsa1 ws2">styrelsens och utsk<span class="_ _2"></span>ottens arbete sedan årsst<span class="_ _0"></span>ämman 202<span class="_ _6"></span>3, <span class="_ _6"></span>för leda<span class="_ _6"></span>mö<span class="ls2">-</span></div><div class="t m0 x1 h41 y705 ff2 fs24 fc3 sc0 ls4 ws2">ternas k<span class="_ _0"></span>ompetenser<span class="_ _2"></span> och erfarenhet<span class="_ _0"></span>er och att<span class="_ _0"></span> styrelsen, l<span class="_ _0"></span>ikso<span class="_ _0"></span>m un<span class="_ _0"></span>der<span class="_ _0"></span> </div><div class="t m0 x1 h41 y706 ff2 fs24 fc3 sc0 lsa1 ws2">för<span class="_ _0"></span>egående räk<span class="_ _2"></span>enskapsår<span class="_ _2"></span>, fungerat som en aktivt<span class="_ _2"></span> arbetande st<span class="_ _6"></span>yrelse<span class="_ _6"></span> dä<span class="_ _6"></span>r </div><div class="t m0 x1 h41 y707 ff2 fs24 fc3 sc0 ls4 ws2">styrelsearbet<span class="_ _2"></span>et framf<span class="_ _2"></span>ör allt f<span class="_ _0"></span>okuserat<span class="_ _0"></span> på utarbet<span class="_ _0"></span>andet av<span class="_ _0"></span> affärsstr<span class="_ _2"></span>ategi </div><div class="t m0 x1 h41 y708 ff2 fs24 fc3 sc0 ls4 ws2">och sedvanligt styr<span class="_ _2"></span>elsearbete.</div><div class="t m0 x1 h41 y709 ff2 fs24 fc3 sc0 ls2 ws2">Inför<span class="_ _2"></span> årsstämman 2024 överväger<span class="_ _2"></span> valberedningen lämpligt<span class="_ _2"></span> antal </div><div class="t m0 x1 h41 y70a ff2 fs24 fc3 sc0 ls2 ws2">styrelseledamö<span class="_ _0"></span>ter<span class="_ _0"></span> och sett ö<span class="_ _0"></span>ver den erf<span class="_ _2"></span>orderliga kompet<span class="_ _0"></span>ensen för<span class="_ _2"></span> </div><div class="t m0 x1 h41 y70b ff2 fs24 fc3 sc0 ls2 ws2">styrelsen i bolaget<span class="_ _2"></span> utifrån bolagets str<span class="_ _0"></span>ategi, situation och utmaning-</div><div class="t m0 x1 h41 y70c ff2 fs24 fc3 sc0 ls2 ws2">ar<span class="_ _2"></span>, samt är<span class="_ _0"></span> i kont<span class="_ _0"></span>akt med nuv<span class="_ _0"></span>arande styr<span class="_ _0"></span>elseledamöter<span class="_ _2"></span> för att<span class="_ _0"></span> lägga </div><div class="t m0 x1 h41 y70d ff2 fs24 fc3 sc0 ls2 ws2">fram f<span class="_ _0"></span>örslaget<span class="_ _0"></span> för<span class="_ _2"></span> styrelsens sammansättning. V<span class="_ _1"></span>alb<span class="_ _0"></span>er<span class="_ _2"></span>edn<span class="_ _2"></span>ing<span class="_ _0"></span>en<span class="_ _0"></span>s <span class="_ _0"></span>f<span class="_ _0"></span>ör<span class="_ _2"></span>sla<span class="_ _0"></span>g </div><div class="t m0 x1 h41 y70e ff2 fs24 fc3 sc0 lsa1 ws2">kommer<span class="_ _2"></span> presenter<span class="_ _0"></span>as i pressmeddelande i f<span class="_ _2"></span>öreskriven tid för<span class="_ _2"></span>e årsstämman. </div><div class="t m0 x1 h41 y70f ff2 fs24 fc3 sc0 ls2 ws2">I samband med kallelse <span class="_ _0"></span>till årsstämma k<span class="_ _0"></span>ommer <span class="_ _0"></span>valberedningen o<span class="_ _0"></span>ffent<span class="_ _2"></span>-</div><div class="t m0 x1 h41 y710 ff2 fs24 fc3 sc0 ls2 ws2">liggöra sin r<span class="_ _2"></span>edogörelse och motiver<span class="_ _0"></span>ade yttrande gällande styr<span class="_ _2"></span>else och </div><div class="t m0 x1 h41 y711 ff2 fs24 fc3 sc0 ls2 ws2">revisor<span class="_ _0"></span>sval vid årsst<span class="_ _0"></span>ämman 2024.</div><div class="t m0 x1 h30 y712 ff1 fs24 fc3 sc0 ls2 ws2">STYRELSEN</div><div class="t m0 x1 h41 y713 ff2 fs24 fc3 sc0 ls25 ws96">Styrelsen sk<span class="_ _2"></span>a st<span class="_ _6"></span>yra bolagets v<span class="_ _0"></span>erksamhet i enlig<span class="_ _0"></span>het med bolagets<span class="_ _2"></span> </div><div class="t m0 x1 h41 y714 ff2 fs24 fc3 sc0 ls82 ws8d">och alla aktie<span class="_ _6"></span>ägares intressen. Enligt<span class="_ _0"></span> ak<span class="_ _6"></span>tiebolagsl<span class="_ _6"></span>agen ansvarar </div><div class="t m0 x1 h41 y715 ff2 fs24 fc3 sc0 ls25 ws96">st<span class="_ _6"></span>yrelsen f<span class="_ _0"></span>ör bolagets or<span class="_ _0"></span>ganisation<span class="_ _0"></span> och förvaltningen<span class="_ _0"></span> av bolagets<span class="_ _0"></span> </div><div class="t m0 x1 h41 y716 ff2 fs24 fc3 sc0 lsa5 ws92">angelägenheter<span class="_ _0"></span>. Styrelsen fastställer årligen en<span class="_ _0"></span> skrif<span class="_ _6"></span>tlig arbetsord<span class="ls2 ws2">-</span></div><div class="t m0 x1 h41 y717 ff2 fs24 fc3 sc0 ls25 ws96">ning som<span class="_ _0"></span> jämte<span class="_ _2"></span> ak<span class="_ _6"></span>tiebolagslagen, bolagsordningen<span class="_ _2"></span> och Koden </div><div class="t m0 x1 h41 y718 ff2 fs24 fc3 sc0 ls11 ws2">kl<span class="_ _6"></span>arg<span class="_ _6"></span>ör s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>ls<span class="_ _6"></span>ens a<span class="_ _6"></span>ns<span class="_ _6"></span>var oc<span class="_ _6"></span>h reg<span class="_ _6"></span>le<span class="_ _6"></span>rar an<span class="_ _6"></span>sva<span class="_ _6"></span>rs<span class="_ _6"></span>förd<span class="_ _6"></span>el<span class="_ _6"></span>nin<span class="_ _6"></span>gen i<span class="_ _6"></span>no<span class="_ _6"></span>m </div><div class="t m0 x1 h41 y719 ff2 fs24 fc3 sc0 ls11 ws2">st<span class="_ _f"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>n, d<span class="_ _6"></span>et vi<span class="_ _6"></span>ll sä<span class="_ _6"></span>ga m<span class="_ _6"></span>el<span class="_ _6"></span>lan o<span class="_ _6"></span>rdfö<span class="_ _6"></span>rand<span class="_ _6"></span>e oc<span class="_ _6"></span>h övr<span class="_ _6"></span>iga l<span class="_ _6"></span>ed<span class="_ _6"></span>am<span class="_ _6"></span>öter, </div><div class="t m0 x1 h41 y71a ff2 fs24 fc3 sc0 ls11 ws2">lik<span class="_ _6"></span>so<span class="_ _6"></span>m me<span class="_ _6"></span>lla<span class="_ _6"></span>n s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>ls<span class="_ _6"></span>en oc<span class="_ _6"></span>h de<span class="_ _6"></span>ss eve<span class="_ _6"></span>ntu<span class="_ _6"></span>ell<span class="_ _6"></span>a ut<span class="_ _6"></span>skot<span class="_ _6"></span>t.</div><div class="t m0 x1 h41 y71b ff2 fs24 fc3 sc0 ls55 ws96">Arbetsordningen<span class="_ _0"></span> innehåller äv<span class="_ _2"></span>e<span class="_ _6"></span>n rutiner<span class="_ _0"></span> för det<span class="_ _2"></span> löp<span class="_ _6"></span>ande </div><div class="t m0 x1 h41 y71c ff2 fs24 fc3 sc0 ls4c ws8d">st<span class="_ _6"></span>yrelsearb<span class="_ _6"></span>etet.</div><div class="t m0 x1 h41 y71d ff2 fs24 fc3 sc0 ls11 ws2">St<span class="_ _6"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>n ska no<span class="_ _6"></span>rm<span class="_ _6"></span>alt h<span class="_ _6"></span>åll<span class="_ _6"></span>a sju o<span class="_ _6"></span>rdin<span class="_ _6"></span>ari<span class="_ _6"></span>e möt<span class="_ _6"></span>en p<span class="_ _6"></span>er år, utöver ko<span class="_ _6"></span>n<span class="ls2">-</span></div><div class="t m0 x1 h41 y71e ff2 fs24 fc3 sc0 ls11 ws2">st<span class="_ _6"></span>it<span class="_ _6"></span>uer<span class="_ _6"></span>and<span class="_ _6"></span>e st<span class="_ _f"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>möt<span class="_ _6"></span>e, vara<span class="_ _6"></span>v mins<span class="_ _6"></span>t e<span class="_ _6"></span>t<span class="_ _6"></span>t me<span class="_ _6"></span>d bo<span class="_ _6"></span>la<span class="_ _6"></span>get<span class="_ _6"></span>s rev<span class="_ _6"></span>iso<span class="_ _6"></span>rer </div><div class="t m0 x1 h41 y71f ff2 fs24 fc3 sc0 ls11 ws2">när<span class="_ _f"></span>varan<span class="_ _6"></span>de o<span class="_ _6"></span>ch u<span class="_ _6"></span>tan p<span class="_ _6"></span>er<span class="_ _6"></span>son<span class="_ _6"></span>er f<span class="_ _6"></span>rån kon<span class="_ _6"></span>cer<span class="_ _6"></span>nle<span class="_ _6"></span>dn<span class="_ _6"></span>ing<span class="_ _6"></span>en<span class="_ _6"></span>. E<span class="_ _6"></span>x<span class="_ _6"></span>tra s<span class="_ _6"></span>t<span class="_ _6"></span>y<span class="_ _6"></span>rel<span class="_ _6"></span><span class="ls2">-</span></div><div class="t m0 x1 h41 y720 ff2 fs24 fc3 sc0 ls11 ws2">sem<span class="_ _6"></span>öte<span class="_ _6"></span>n kan hål<span class="_ _6"></span>las f<span class="_ _6"></span>ör at<span class="_ _f"></span>t be<span class="_ _6"></span>han<span class="_ _6"></span>dl<span class="_ _6"></span>a fråg<span class="_ _6"></span>or s<span class="_ _6"></span>om int<span class="_ _6"></span>e läm<span class="_ _6"></span>pli<span class="_ _6"></span>ge<span class="_ _6"></span>n kan </div><div class="t m0 x1 h41 y721 ff2 fs24 fc3 sc0 ls11 ws2">be<span class="_ _6"></span>han<span class="_ _6"></span>dla<span class="_ _6"></span>s på e<span class="_ _6"></span>t<span class="_ _6"></span>t ord<span class="_ _6"></span>ina<span class="_ _6"></span>rie m<span class="_ _6"></span>öte.</div><div class="t m0 x1 h41 y722 ff2 fs24 fc3 sc0 ls11 ws2">Så<span class="_ _6"></span>dan<span class="_ _6"></span>a möte<span class="_ _6"></span>n kan hå<span class="_ _6"></span>lla<span class="_ _6"></span>s pe<span class="_ _6"></span>r tel<span class="_ _6"></span>efon<span class="_ _6"></span>, vi<span class="_ _6"></span>de<span class="_ _6"></span>okonf<span class="_ _6"></span>ere<span class="_ _6"></span>ns el<span class="_ _6"></span>ler p<span class="_ _6"></span>er </div><div class="t m0 x1 h41 y723 ff2 fs24 fc3 sc0 lsa5 ws92">capsulam. Normalt<span class="_ _0"></span> ska k<span class="_ _2"></span>allelse till ordinarie<span class="_ _0"></span> möten skick<span class="_ _0"></span>as till<span class="_ _0"></span> leda<span class="ls2 ws2">-</span></div><div class="t m0 x1 h41 y724 ff2 fs24 fc3 sc0 ls11 ws2">möte<span class="_ _6"></span>rn<span class="_ _6"></span>a en ve<span class="_ _6"></span>cka före a<span class="_ _6"></span>k<span class="_ _6"></span>tu<span class="_ _6"></span>el<span class="_ _6"></span>lt möt<span class="_ _6"></span>e. Me<span class="_ _6"></span>d kalle<span class="_ _6"></span>ls<span class="_ _6"></span>en ska b<span class="_ _6"></span>lan<span class="_ _6"></span>d ann<span class="_ _6"></span>at </div><div class="t m0 x1 h41 y725 ff2 fs24 fc3 sc0 lsa6 ws95">dagordning och<span class="_ _0"></span> relev<span class="_ _0"></span>ant dokument<span class="_ _0"></span>ation och besl<span class="_ _0"></span>utsunderlag för<span class="_ _0"></span> </div><div class="t m0 x1 h41 y726 ff2 fs24 fc3 sc0 ls11 ws2">de äre<span class="_ _6"></span>nd<span class="_ _6"></span>en s<span class="_ _6"></span>om ska b<span class="_ _6"></span>eh<span class="_ _6"></span>and<span class="_ _6"></span>las p<span class="_ _6"></span>å möt<span class="_ _6"></span>et sk<span class="_ _6"></span>ic<span class="_ _6"></span>kas me<span class="_ _6"></span>d. Kon<span class="_ _6"></span>cer<span class="_ _6"></span>ne<span class="_ _6"></span>ns </div><div class="t m0 x1 h41 y727 ff2 fs24 fc3 sc0 lsa6 ws95">revisor<span class="_ _0"></span>er deltar<span class="_ _0"></span> normalt vid styrelsemöten som<span class="_ _0"></span> godkänner<span class="_ _0"></span> boksluts<span class="ls2 ws2">-</span></div><div class="t m0 x1 h41 y728 ff2 fs24 fc3 sc0 ls82 ws8d">kommuniké<span class="_ _0"></span> och halvårs <span class="_ _fd"></span> eller niomånader<span class="_ _6"></span>srappor<span class="_ _6"></span>t som gransk<span class="_ _0"></span>ats </div><div class="t m0 x1 h41 y729 ff2 fs24 fc3 sc0 ls11 ws2">av rev<span class="_ _6"></span>iso<span class="_ _6"></span>rer<span class="_ _6"></span>na sa<span class="_ _6"></span>mt vi<span class="_ _6"></span>d avr<span class="_ _6"></span>app<span class="_ _6"></span>or<span class="_ _6"></span>t<span class="_ _6"></span>eri<span class="_ _6"></span>ng a<span class="_ _6"></span>v inte<span class="_ _6"></span>rn kont<span class="_ _6"></span>roll<span class="_ _6"></span>.</div><div class="t m0 x1 h30 y72a ff1 fs24 fc3 sc0 ls2 ws2">STYRELSENS SAMMANSÄ<span class="_ _1"></span>TTNING</div><div class="t m0 x1 h41 y72b ff2 fs24 fc3 sc0 ls4 ws2">Enligt Enir<span class="_ _2"></span>os bolagsordning ska styr<span class="_ _0"></span>elsen bestå av fyr<span class="_ _2"></span>a till tio ledamöter<span class="_ _2"></span>, </div><div class="t m0 x1 h41 y72c ff2 fs24 fc3 sc0 ls4 ws2">som årligen väljs på årsst<span class="_ _0"></span>ämman efter<span class="_ _0"></span> förslag fr<span class="_ _2"></span>ån valberedning för<span class="_ _2"></span> </div><div class="t m0 x1 h41 y72d ff2 fs24 fc3 sc0 ls4 ws2">tiden intill slutet<span class="_ _2"></span> av nästa årsstämma. Enligt<span class="_ _0"></span> svensk lag har<span class="_ _2"></span> arbetstagar<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x1 h41 y72e ff2 fs24 fc3 sc0 ls4 ws2">organisationerna r<span class="_ _2"></span>ätt att utse tv<span class="_ _0"></span>å ledamöter<span class="_ _2"></span> och en suppleant för<span class="_ _2"></span> varje </div><div class="t m0 x1 h41 y72f ff2 fs24 fc3 sc0 ls4 ws2">sådan ledamot<span class="_ _0"></span>. Styr<span class="_ _0"></span>elsen består<span class="_ _0"></span> för<span class="_ _0"></span> närvarande av<span class="_ _0"></span> fem stämmo<span class="_ _0"></span>valda </div><div class="t m0 x1 h41 y730 ff2 fs24 fc3 sc0 ls4 ws2">ledamöter<span class="_ _2"></span> samt en ordinarie arbe<span class="_ _0"></span>tstagarr<span class="_ _0"></span>epresent<span class="_ _0"></span>ant sam<span class="_ _0"></span>t en supple<span class="ls2">-</span></div><div class="t m0 x1 h41 y731 ff2 fs24 fc3 sc0 ls4 ws2">ant<span class="_ _0"></span>. Styrelsens sammansättning och en bedömning av<span class="_ _0"></span> varje styr<span class="_ _0"></span>elsele<span class="ls2">-</span></div><div class="t m0 x1 h41 y732 ff2 fs24 fc3 sc0 ls4 ws2">damots ober<span class="_ _0"></span>oende återfinns på sida 17<span class="_ _1"></span>.</div><div class="t m0 x1 h41 y733 ff2 fs24 fc3 sc0 ls2 ws2"> </div><div class="t m0 x1 h30 y734 ff1 fs24 fc3 sc0 ls2 ws2">STYRELSENS OCH ORDFÖRANDENS <span class="_ _2"></span>ANSV<span class="_ _0"></span>AR</div><div class="t m0 x1 h41 y735 ff2 fs24 fc3 sc0 ls11 ws2">Ord<span class="_ _6"></span>föra<span class="_ _6"></span>nde<span class="_ _6"></span>n är y<span class="_ _6"></span>t<span class="_ _f"></span>ter<span class="_ _6"></span>s<span class="_ _6"></span>t ans<span class="_ _6"></span>var<span class="_ _6"></span>ig för s<span class="_ _6"></span>t<span class="_ _6"></span>y<span class="_ _6"></span>rel<span class="_ _6"></span>se<span class="_ _6"></span>ns ar<span class="_ _6"></span>bete o<span class="_ _6"></span>ch ä<span class="_ _6"></span>r de<span class="_ _6"></span>n </div><div class="t m0 x24 h41 y701 ff2 fs24 fc3 sc0 ls11 ws2">som l<span class="_ _6"></span>öp<span class="_ _6"></span>and<span class="_ _6"></span>e föl<span class="_ _6"></span>jer ve<span class="_ _6"></span>rk<span class="_ _6"></span>s<span class="_ _6"></span>amh<span class="_ _6"></span>ete<span class="_ _6"></span>n i nära d<span class="_ _6"></span>ial<span class="_ _6"></span>og m<span class="_ _6"></span>ed ve<span class="_ _6"></span>rk<span class="_ _6"></span>s<span class="_ _6"></span>täl<span class="_ _6"></span>lan<span class="_ _6"></span>de </div><div class="t m0 x24 h41 y702 ff2 fs24 fc3 sc0 ls2 ws2">dire<span class="_ _6"></span>k<span class="_ _6"></span>tör<span class="_ _6"></span>en (vd) för at<span class="_ _f"></span>t kun<span class="_ _6"></span>na u<span class="_ _6"></span>töva s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>ls<span class="_ _6"></span>eup<span class="_ _6"></span>pd<span class="_ _6"></span>rag<span class="_ _6"></span>et på e<span class="_ _6"></span>t<span class="_ _6"></span>t an<span class="_ _6"></span>sva<span class="_ _6"></span>rs-</div><div class="t m0 x24 h41 y703 ff2 fs24 fc3 sc0 ls2 ws2">ful<span class="_ _6"></span>lt sä<span class="_ _6"></span>t<span class="_ _6"></span>t. Or<span class="_ _6"></span>dföra<span class="_ _6"></span>nd<span class="_ _6"></span>en sä<span class="_ _6"></span>ker<span class="_ _6"></span>stä<span class="_ _6"></span>lle<span class="_ _6"></span>r at<span class="_ _f"></span>t övri<span class="_ _6"></span>ga s<span class="_ _6"></span>t<span class="_ _6"></span>y<span class="_ _6"></span>rel<span class="_ _6"></span>sel<span class="_ _6"></span>ed<span class="_ _6"></span>am<span class="_ _6"></span>öter f<span class="_ _6"></span>år </div><div class="t m0 x24 h41 y704 ff2 fs24 fc3 sc0 ls54 ws95">den inf<span class="_ _0"></span>ormation och dokument<span class="_ _0"></span>ation som<span class="_ _0"></span> är nödvändig<span class="_ _0"></span> för att de sk<span class="_ _2"></span>a </div><div class="t m0 x24 h41 y705 ff2 fs24 fc3 sc0 ls2 ws2">kun<span class="_ _6"></span>na u<span class="_ _6"></span>töva s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>up<span class="_ _6"></span>pd<span class="_ _6"></span>rag<span class="_ _6"></span>et på e<span class="_ _6"></span>t<span class="_ _6"></span>t ans<span class="_ _6"></span>var<span class="_ _6"></span>s<span class="_ _6"></span>ful<span class="_ _6"></span>lt sä<span class="_ _6"></span>t<span class="_ _6"></span>t. Ord<span class="_ _6"></span>föra<span class="_ _6"></span>nd<span class="_ _6"></span>en </div><div class="t m0 x24 h41 y706 ff2 fs24 fc3 sc0 ls11 ws2">före<span class="_ _6"></span>träd<span class="_ _6"></span>er En<span class="_ _6"></span>iro i äg<span class="_ _6"></span>ar<span class="_ _6"></span>f<span class="_ _6"></span>råg<span class="_ _6"></span>or. Ordfö<span class="_ _6"></span>rand<span class="_ _6"></span>en ä<span class="_ _6"></span>r även a<span class="_ _6"></span>ns<span class="_ _6"></span>vari<span class="_ _6"></span>g för d<span class="_ _6"></span>en </div><div class="t m0 x24 h41 y707 ff2 fs24 fc3 sc0 ls11 ws2">årl<span class="_ _6"></span>iga u<span class="_ _6"></span>t<span class="_ _6"></span>vär<span class="_ _6"></span>der<span class="_ _6"></span>in<span class="_ _6"></span>gen a<span class="_ _6"></span>v s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>ls<span class="_ _6"></span>ens a<span class="_ _6"></span>rbe<span class="_ _6"></span>te.</div><div class="t m0 x24 h41 y736 ff2 fs24 fc3 sc0 ls82 ws8d">Styrelsens arbet<span class="_ _6"></span>sordning innehåller instruk<span class="_ _6"></span>tione<span class="_ _6"></span>r för arbetsfördel<span class="ls2 ws2">-</span></div><div class="t m0 x24 h41 y709 ff2 fs24 fc3 sc0 ls11 ws2">nin<span class="_ _6"></span>g me<span class="_ _6"></span>lla<span class="_ _6"></span>n st<span class="_ _f"></span>yre<span class="_ _6"></span>lse o<span class="_ _6"></span>ch vd<span class="_ _6"></span>, sam<span class="_ _6"></span>t ru<span class="_ _6"></span>tin<span class="_ _6"></span>er fö<span class="_ _6"></span>r hur vd l<span class="_ _6"></span>öp<span class="_ _6"></span>and<span class="_ _6"></span>e ska </div><div class="t m0 x24 h41 y70a ff2 fs24 fc3 sc0 ls11 ws2">info<span class="_ _6"></span>rme<span class="_ _6"></span>ra s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>ls<span class="_ _6"></span>en om u<span class="_ _6"></span>t<span class="_ _6"></span>ve<span class="_ _6"></span>ck<span class="_ _6"></span>lin<span class="_ _6"></span>ge<span class="_ _6"></span>n av kon<span class="_ _6"></span>cer<span class="_ _6"></span>ne<span class="_ _6"></span>ns ver<span class="_ _6"></span>k<span class="_ _6"></span>sam<span class="_ _6"></span>het </div><div class="t m0 x24 h41 y70b ff2 fs24 fc3 sc0 ls11 ws2">och fi<span class="_ _6"></span>na<span class="_ _6"></span>nsi<span class="_ _6"></span>ell<span class="_ _6"></span>a st<span class="_ _6"></span>älln<span class="_ _6"></span>ing<span class="_ _6"></span>. Vd delta<span class="_ _6"></span>r i all<span class="_ _6"></span>a s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>mö<span class="_ _6"></span>ten fö<span class="_ _6"></span>ru<span class="_ _6"></span>tom v<span class="_ _6"></span>id </div><div class="t m0 x24 h41 y70c ff2 fs24 fc3 sc0 ls11 ws2">st<span class="_ _f"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>ns e<span class="_ _6"></span>nsk<span class="_ _6"></span>il<span class="_ _6"></span>da di<span class="_ _6"></span>sku<span class="_ _6"></span>ssi<span class="_ _6"></span>one<span class="_ _6"></span>r, exempe<span class="_ _6"></span>lv<span class="_ _6"></span>is ut<span class="_ _f"></span>värd<span class="_ _6"></span>eri<span class="_ _6"></span>ng a<span class="_ _6"></span>v vd:s </div><div class="t m0 x24 h41 y70d ff2 fs24 fc3 sc0 ls11 ws2">arb<span class="_ _6"></span>ete. A<span class="_ _6"></span>nd<span class="_ _6"></span>ra le<span class="_ _6"></span>dan<span class="_ _6"></span>de b<span class="_ _6"></span>efa<span class="_ _6"></span>t<span class="_ _6"></span>tni<span class="_ _6"></span>ngs<span class="_ _6"></span>ha<span class="_ _6"></span>vare d<span class="_ _6"></span>elt<span class="_ _6"></span>ar nä<span class="_ _6"></span>r så be<span class="_ _6"></span>höv<span class="_ _6"></span>s för </div><div class="t m0 x24 h41 y70e ff2 fs24 fc3 sc0 ls11 ws2">at<span class="_ _6"></span>t i<span class="_ _6"></span>nfor<span class="_ _6"></span>mer<span class="_ _6"></span>a st<span class="_ _6"></span>y<span class="_ _6"></span>re<span class="_ _6"></span>lse<span class="_ _6"></span>n ell<span class="_ _6"></span>er n<span class="_ _6"></span>är s<span class="_ _6"></span>t<span class="_ _6"></span>yr<span class="_ _6"></span>els<span class="_ _6"></span>en e<span class="_ _6"></span>lle<span class="_ _6"></span>r vd sä<span class="_ _6"></span>rsk<span class="_ _6"></span>il<span class="_ _6"></span>t be<span class="_ _6"></span>gä<span class="_ _6"></span>r det. </div><div class="t m0 x24 h41 y70f ff2 fs24 fc3 sc0 ls11 ws2">St<span class="_ _6"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>n ha<span class="_ _6"></span>r ef<span class="_ _6"></span>te<span class="_ _6"></span>r år<span class="_ _6"></span>ss<span class="_ _6"></span>täm<span class="_ _6"></span>man 2<span class="_ _6"></span>018 va<span class="_ _6"></span>lt at<span class="_ _f"></span>t inte in<span class="_ _6"></span>rät<span class="_ _f"></span>ta ut<span class="_ _6"></span>skot<span class="_ _6"></span>t </div><div class="t m0 x24 h41 y710 ff2 fs24 fc3 sc0 lsa6 ws95">utan hela<span class="_ _0"></span> st<span class="_ _6"></span>yrelsen fullgör ersättnings <span class="_ _fd"></span> och re<span class="_ _0"></span>visionsutsko<span class="_ _0"></span>ttets </div><div class="t m0 x24 h41 y711 ff2 fs24 fc3 sc0 ls11 ws2">upp<span class="_ _6"></span>gif<span class="_ _f"></span>ter e<span class="_ _6"></span>nli<span class="_ _6"></span>gt va<span class="_ _6"></span>d som f<span class="_ _6"></span>ram<span class="_ _6"></span>går, av fas<span class="_ _6"></span>t<span class="_ _6"></span>stä<span class="_ _6"></span>ll<span class="_ _6"></span>da ar<span class="_ _6"></span>bet<span class="_ _6"></span>so<span class="_ _6"></span>rdn<span class="_ _6"></span>ing<span class="_ _6"></span>ar </div><div class="t m0 x24 h41 y737 ff2 fs24 fc3 sc0 ls11 ws2">för re<span class="_ _6"></span>spe<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>ve ut<span class="_ _6"></span>skot<span class="_ _6"></span>t. St<span class="_ _6"></span>y<span class="_ _6"></span>rel<span class="_ _6"></span>sen b<span class="_ _6"></span>es<span class="_ _6"></span>lut<span class="_ _6"></span>ar äve<span class="_ _6"></span>n om Eni<span class="_ _6"></span>ros b<span class="_ _6"></span>ola<span class="_ _6"></span>gs<span class="_ _6"></span>st<span class="_ _f"></span>yr<span class="ls2">-</span></div><div class="t m0 x24 h41 y712 ff2 fs24 fc3 sc0 ls11 ws2">nin<span class="_ _6"></span>gsd<span class="_ _6"></span>ok<span class="_ _6"></span>ume<span class="_ _6"></span>nt, vil<span class="_ _6"></span>ket ink<span class="_ _6"></span>lu<span class="_ _6"></span>de<span class="_ _6"></span>rar s<span class="_ _6"></span>t<span class="_ _6"></span>y<span class="_ _6"></span>rels<span class="_ _6"></span>en<span class="_ _6"></span>s och u<span class="_ _6"></span>ts<span class="_ _6"></span>kot<span class="_ _6"></span>te<span class="_ _6"></span>ns arb<span class="_ _6"></span>et<span class="_ _6"></span>s<span class="ls2">-</span></div><div class="t m0 x24 h41 y713 ff2 fs24 fc3 sc0 lsa6 ws95">ordningar<span class="_ _2"></span>, vd-in<span class="_ _0"></span>struk<span class="_ _6"></span>tion och de<span class="_ _0"></span> koncernö<span class="_ _0"></span>vergripande<span class="_ _0"></span> policyer </div><div class="t m0 x24 h41 y714 ff2 fs24 fc3 sc0 lsa6 ws95">avseende finans, in<span class="_ _0"></span>formation, insiderfrågor och<span class="_ _0"></span> hållbarhet<span class="_ _0"></span>.</div><div class="t m0 x24 h30 y716 ff1 fs24 fc3 sc0 ls2 ws2">STYRELSENS <span class="_ _0"></span>ARBETE UNDER 2023</div><div class="t m0 x24 h41 y717 ff2 fs24 fc3 sc0 ls4e ws98">Styrelsen ha<span class="_ _0"></span>r under<span class="_ _0"></span> året<span class="_ _0"></span> hållit<span class="_ _0"></span> 16 styrelsemöten.<span class="_ _0"></span> V<span class="_ _2"></span>arje st<span class="_ _6"></span>yrelseledamo<span class="_ _0"></span>ts </div><div class="t m0 x24 h41 y718 ff2 fs24 fc3 sc0 ls4 ws2">när<span class="_ _f"></span>varo p<span class="_ _6"></span>å des<span class="_ _6"></span>sa m<span class="_ _6"></span>öten f<span class="_ _6"></span>ram<span class="_ _6"></span>går p<span class="_ _6"></span>å sid 3<span class="_ _6"></span>3<span class="_ _6"></span>. Vid d<span class="_ _6"></span>e ord<span class="_ _6"></span>ina<span class="_ _6"></span>rie s<span class="_ _6"></span>t<span class="_ _6"></span>y<span class="_ _6"></span>re<span class="_ _6"></span>l<span class="ls2">-</span></div><div class="t m0 x24 h41 y719 ff2 fs24 fc3 sc0 ls4 ws2">sem<span class="_ _6"></span>öte<span class="_ _6"></span>na ha<span class="_ _6"></span>r vd red<span class="_ _6"></span>og<span class="_ _6"></span>jor<span class="_ _f"></span>t för kon<span class="_ _6"></span>cer<span class="_ _6"></span>ne<span class="_ _6"></span>ns res<span class="_ _6"></span>ulta<span class="_ _6"></span>t oc<span class="_ _6"></span>h fin<span class="_ _6"></span>ansi<span class="_ _6"></span>ell<span class="_ _6"></span>a </div><div class="t m0 x24 h41 y71a ff2 fs24 fc3 sc0 lsa1 ws2">stä<span class="_ _6"></span>lln<span class="_ _6"></span>ing i<span class="_ _6"></span>nk<span class="_ _6"></span>lus<span class="_ _6"></span>ive pro<span class="_ _6"></span>gn<span class="_ _6"></span>os för d<span class="_ _6"></span>e komm<span class="_ _6"></span>an<span class="_ _6"></span>de k<span class="_ _6"></span>va<span class="_ _6"></span>r<span class="_ _6"></span>tal<span class="_ _6"></span>en o<span class="_ _6"></span>ch ut<span class="_ _f"></span>vec<span class="_ _6"></span>kl<span class="_ _6"></span>ing<span class="_ _6"></span>en<span class="_ _6"></span> </div><div class="t m0 x24 h41 y738 ff2 fs24 fc3 sc0 ls12 ws96">av bolagets affärsverksamhet<span class="_ _2"></span>.</div><div class="t m0 x24 h41 y71c ff2 fs24 fc3 sc0 ls4 ws2">St<span class="_ _6"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>n ha<span class="_ _6"></span>r und<span class="_ _6"></span>er 2<span class="_ _6"></span>023 la<span class="_ _6"></span>gt fo<span class="_ _6"></span>r<span class="_ _6"></span>t<span class="_ _6"></span>sat<span class="_ _f"></span>t sto<span class="_ _6"></span>r k<span class="_ _6"></span>raf<span class="_ _6"></span>t p<span class="_ _6"></span>å fram<span class="_ _6"></span>föra<span class="_ _6"></span>llt v<span class="_ _6"></span>ida<span class="_ _6"></span>re<span class="ls2">-</span></div><div class="t m0 x24 h41 y739 ff2 fs24 fc3 sc0 ls12 ws96">utveckling av bolagets strat<span class="_ _0"></span>egi, bolagets finan<span class="_ _0"></span>siella situati<span class="_ _0"></span>on samt<span class="_ _2"></span> et<span class="_ _6"></span>t </div><div class="t m0 x24 h41 y71d ff2 fs24 fc3 sc0 ls12 ws96">omfattande e<span class="_ _0"></span>ffek<span class="_ _6"></span>tiviseringsprogr<span class="_ _0"></span>am. Utvecklingen av<span class="_ _0"></span> bolagets affärs<span class="ls2 ws2">-</span></div><div class="t m0 x24 h41 y71e ff2 fs24 fc3 sc0 ls4 ws2">mo<span class="_ _6"></span>de<span class="_ _6"></span>ll oc<span class="_ _6"></span>h åtg<span class="_ _6"></span>ärd<span class="_ _6"></span>er för kos<span class="_ _6"></span>t<span class="_ _6"></span>nad<span class="_ _6"></span>smi<span class="_ _6"></span>nsk<span class="_ _6"></span>ni<span class="_ _6"></span>nga<span class="_ _6"></span>r ha<span class="_ _6"></span>r vid<span class="_ _6"></span>are var<span class="_ _6"></span>it i fo<span class="_ _6"></span>kus<span class="_ _6"></span>. </div><div class="t m0 x24 h41 y720 ff2 fs24 fc3 sc0 ls5e ws95">Övriga viktigare frågor<span class="_ _0"></span> som sty<span class="_ _6"></span>relsen behandlat<span class="_ _0"></span> under året<span class="_ _0"></span> omfattar </div><div class="t m0 x24 h41 y721 ff2 fs24 fc3 sc0 ls12 ws96">bland annat:</div><div class="t m0 x24 h41 y73a ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Bolagets ledning, r<span class="_ _0"></span>esultat och finansiella st<span class="_ _2"></span>ällning</div><div class="t m0 x24 h41 y73b ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Bolagets or<span class="_ _0"></span>ganisation vad gäller<span class="_ _0"></span> affärsomr<span class="_ _2"></span>ådesindelning och </div><div class="t m0 xcd h41 y73c ff2 fs24 fc3 sc0 ls2 ws2">bolagets ledning.</div><div class="t m0 x24 h41 y73d ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>V<span class="_ _2"></span>ärderingar av <span class="_ _0"></span>tillgångar med åtf<span class="_ _2"></span>öljande nedskrivning av goodwill</div><div class="t m0 x24 h41 y73e ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Uppföljning och kv<span class="_ _0"></span>alitetssäkring av<span class="_ _0"></span> intäktsr<span class="_ _0"></span>edovisning</div><div class="t m0 x24 h41 y73f ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Intern k<span class="_ _2"></span>ontroll</div><div class="t m0 x24 h41 y740 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Strat<span class="_ _2"></span>egifrågor<span class="_ _2"></span>, omstrukturerings- <span class="_ _fd"></span> och organisationsfrågor</div><div class="t m0 x24 h41 y741 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Fortsatt<span class="_ _0"></span> utveckling av bolaget<span class="_ _0"></span>s affärsmodell med f<span class="_ _0"></span>örnyelse av </div><div class="t m0 xcd h41 y742 ff2 fs24 fc3 sc0 ls2 wsf4">produkt<span class="_ _2"></span>  <span class="_ _4"> </span>och <span class="_ _fe"> </span>tjänsteutbud</div><div class="t m0 x24 h41 y743 ff2 fs24 fc3 sc0 ls11 ws2">St<span class="_ _6"></span>yre<span class="_ _6"></span>lse<span class="_ _6"></span>n ge<span class="_ _6"></span>no<span class="_ _6"></span>mför n<span class="_ _6"></span>orm<span class="_ _6"></span>al<span class="_ _6"></span>t årl<span class="_ _6"></span>ige<span class="_ _6"></span>n en u<span class="_ _6"></span>t<span class="_ _6"></span>värd<span class="_ _6"></span>er<span class="_ _6"></span>ing a<span class="_ _6"></span>v sit<span class="_ _f"></span>t arb<span class="_ _6"></span>ete </div><div class="t m0 x24 h41 y744 ff2 fs24 fc3 sc0 ls25 ws96">under ledning<span class="_ _0"></span> av styrelsens ordf<span class="_ _0"></span>örande<span class="_ _0"></span> och under r<span class="_ _0"></span>äkens<span class="_ _0"></span>kap<span class="_ _0"></span>såret<span class="_ _0"></span> </div><div class="t m0 x24 h41 y745 ff2 fs24 fc3 sc0 ls25 ws96">2023<span class="_ _0"></span> genomför<span class="_ _0"></span>des denna<span class="_ _0"></span> intern<span class="_ _0"></span>t.<span class="_ _0"></span> Resul<span class="_ _0"></span>tatet<span class="_ _0"></span> av utvärderingen<span class="_ _0"></span> har </div><div class="t m0 x24 h41 y746 ff2 fs24 fc3 sc0 lsa6 ws95">redovisats f<span class="_ _0"></span>ör va<span class="_ _0"></span>lberedningen.</div><div class="t m0 x24 h41 y747 ff2 fs24 fc3 sc0 ls4 ws2">Konce<span class="_ _6"></span>rn<span class="_ _6"></span>ens r<span class="_ _6"></span>evis<span class="_ _6"></span>ore<span class="_ _6"></span>r de<span class="_ _6"></span>lto<span class="_ _6"></span>g bl<span class="_ _6"></span>and a<span class="_ _6"></span>nna<span class="_ _6"></span>t vi<span class="_ _6"></span>d de s<span class="_ _6"></span>t<span class="_ _6"></span>yre<span class="_ _6"></span>ls<span class="_ _6"></span>em<span class="_ _6"></span>öten s<span class="_ _6"></span>om </div><div class="t m0 x24 h41 y748 ff2 fs24 fc3 sc0 lsa7 ws95">godkände<span class="_ _0"></span> bokslutskommunikén, å<span class="_ _0"></span>rsredovisningen och<span class="_ _0"></span> delårsrapporten </div><div class="t m0 x24 h41 y749 ff2 fs24 fc3 sc0 ls11 ws2">för t<span class="_ _6"></span>redj<span class="_ _6"></span>e k<span class="_ _6"></span>var<span class="_ _f"></span>tale<span class="_ _6"></span>t vil<span class="_ _6"></span>ken var<span class="_ _6"></span>it fö<span class="_ _6"></span>rem<span class="_ _6"></span>ål för öve<span class="_ _6"></span>r<span class="_ _6"></span>sik<span class="_ _6"></span>t<span class="_ _6"></span>lig g<span class="_ _6"></span>rans<span class="_ _6"></span>kn<span class="_ _6"></span>ing </div><div class="t m0 x24 h41 y74a ff2 fs24 fc3 sc0 ls11 ws2">samt v<span class="_ _6"></span>id a<span class="_ _6"></span>vrap<span class="_ _6"></span>po<span class="_ _6"></span>r<span class="_ _6"></span>te<span class="_ _6"></span>rin<span class="_ _6"></span>g av int<span class="_ _6"></span>ern ko<span class="_ _6"></span>ntro<span class="_ _6"></span>ll.</div></div><div class="pi"></div></div><div id="pf21" class="pf w0 h0"><div class="pc pc21 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">33</div><div class="t m0 x8 h30 y701 ff1 fs24 fc3 sc0 ls2 ws2">STYRELSENS NÄRV<span class="_ _2"></span>ARO UNDER 2023</div><div class="t m0 x15 h30 y74b ff1 fs24 fc3 sc0 lsa wsa">Funktion<span class="_ _69"> </span><span class="ls58 ws9">Styrelsemöte<span class="_ _6"></span>n</span></div><div class="t m0 x59 h42 y74c ff2 fs11 fc3 sc0 ls54 ws95">Mia Batljan<span class="_ _ff"> </span><span class="ls2 ws2">Le<span class="_ _6"></span>da<span class="_ _6"></span>mot <span class="_ _ea"> </span><span class="lsa8 wsf5">16/16</span></span></div><div class="t m0 x59 h42 y74d ff2 fs11 fc3 sc0 ls90 ws5f">Fredric Crafo<span class="_ _6"></span>ord <span class="_ _8e"> </span><span class="ls2 ws2">Led<span class="_ _6"></span>am<span class="_ _6"></span>ot <span class="_ _ea"> </span><span class="lsa8 wsf5">16<span class="_ _0"></span>/16</span></span></div><div class="t m0 x59 h42 y74e ff2 fs11 fc3 sc0 ls54 ws95">Fredric F<span class="_ _0"></span>orsman<span class="_ _100"> </span><span class="ls90 ws5f">Ordföra<span class="_ _6"></span>nde <span class="_ _ea"> </span><span class="lsa8 wsf5">16/16</span></span></div><div class="t m0 x59 h42 y74f ff2 fs11 fc3 sc0 ls48 ws89">Mats Gabrielsson<span class="_ _101"> </span><span class="ls2 ws2">Le<span class="_ _6"></span>da<span class="_ _6"></span>mot <span class="_ _ea"> </span><span class="lsa8 wsf5">16/16</span></span></div><div class="t m0 x59 h42 y750 ff2 fs11 fc3 sc0 lsa8 wsf5">Urban Hilding<span class="_ _102"> </span><span class="ls90 ws5f">Leda<span class="_ _6"></span>mot<span class="_ _86"> </span></span>16/<span class="_ _6"></span>16</div><div class="t m0 x59 h42 y751 ff2 fs11 fc3 sc0 ls2 ws2">Mattias Magnusson<span class="_ _103"> </span><span class="ls90 ws5f">Arbe<span class="_ _6"></span>ts<span class="_ _6"></span>tagar<span class="_ _6"></span>repres<span class="_ _6"></span>entant<span class="_ _20"> </span><span class="lsa8 wsf5">16/16</span></span></div><div class="t m0 x8 h30 y752 ff1 fs24 fc3 sc0 ls2 ws2">UTSK<span class="_ _2"></span>OTT</div><div class="t m0 x8 h41 y753 ff2 fs24 fc3 sc0 ls2 ws2">Styrelsen har<span class="_ _2"></span> valt att<span class="_ _2"></span> inte inrätta utsk<span class="_ _2"></span>ott, ut<span class="_ _0"></span>an hela styrelsen fullgör<span class="_ _0"></span> </div><div class="t m0 x8 h41 y754 ff2 fs24 fc3 sc0 ls2 ws2">ersättnings <span class="_ _fd"></span> och revisionsutsk<span class="_ _2"></span>ottets uppgifter<span class="_ _2"></span> enligt vad som fr<span class="_ _0"></span>amgår av </div><div class="t m0 x8 h41 y755 ff2 fs24 fc3 sc0 ls2 ws2">fastst<span class="_ _0"></span>ällda arbetsordningar<span class="_ _2"></span> för r<span class="_ _2"></span>espektive utskott<span class="_ _2"></span>.</div><div class="t m0 x8 h30 y756 ff1 fs24 fc3 sc0 ls2 ws2">ERSÄ<span class="_ _2"></span>TTNINGSUTSK<span class="_ _2"></span>OTTET</div><div class="t m0 x8 h41 y757 ff2 fs24 fc3 sc0 lsa1 ws2">Ersättningsutsk<span class="_ _0"></span>ottet<span class="_ _2"></span> har utgjorts av hela styr<span class="_ _2"></span>elsen och arbetet har<span class="_ _2"></span> bedrivits<span class="_ _6"></span> </div><div class="t m0 x8 h41 y758 ff2 fs24 fc3 sc0 ls4 ws2">som en integr<span class="_ _0"></span>erad del av<span class="_ _0"></span> styrelsearbet<span class="_ _0"></span>et <span class="_ _0"></span>vid ordinarie styr<span class="_ _2"></span>elsemöten. </div><div class="t m0 x8 h41 y759 ff2 fs24 fc3 sc0 ls4 ws2">Hela styrelsen har<span class="_ _2"></span> fullgjort de uppgifter<span class="_ _0"></span> som ersättningsutsk<span class="_ _0"></span>ottet<span class="_ _2"></span> har </div><div class="t m0 x8 h41 y75a ff2 fs24 fc3 sc0 ls4 ws2">enligt K<span class="_ _2"></span>oden och av styrelsen fastst<span class="_ _0"></span>älld arbetsor<span class="_ _0"></span>dning för<span class="_ _0"></span> ersättnings<span class="ls2">-</span></div><div class="t m0 x8 h41 y75b ff2 fs24 fc3 sc0 ls4 ws2">utsko<span class="_ _0"></span>ttet<span class="_ _2"></span> bland annat styrelsens f<span class="_ _0"></span>örslag till årsstämman av<span class="_ _0"></span>seende </div><div class="t m0 x8 h41 y75c ff2 fs24 fc3 sc0 ls4 ws2">riktlinjer f<span class="_ _2"></span>ör bestämmande av lön och annan ersättning till <span class="_ _0"></span>vd och andra </div><div class="t m0 x8 h41 y75d ff2 fs24 fc3 sc0 ls4 ws2">ledande befattningshavar<span class="_ _2"></span>e, följa och utvärder<span class="_ _2"></span>a tillämpningen av rikt<span class="ls2">-</span></div><div class="t m0 x8 h41 y75e ff2 fs24 fc3 sc0 ls4 ws2">linjerna, gällande principer f<span class="_ _2"></span>ör rörliga ersättningar<span class="_ _2"></span>, ersättningsstrukturer<span class="_ _2"></span> </div><div class="t m0 x8 h41 y75f ff2 fs24 fc3 sc0 ls4 ws2">och villk<span class="_ _0"></span>or f<span class="_ _0"></span>ör ledande bef<span class="_ _2"></span>attningshavare i bolaget<span class="_ _2"></span>, inklusive utfall av </div><div class="t m0 x8 h41 y760 ff2 fs24 fc3 sc0 ls4 ws2">eventuella r<span class="_ _2"></span>örliga ersättningar för<span class="_ _2"></span> bolagsledningen. Styrelsen beslutar </div><div class="t m0 x8 h41 y761 ff2 fs24 fc3 sc0 ls4 ws2">om ersättning till vd. S<span class="_ _0"></span>tyrelsens or<span class="_ _2"></span>dförande förber<span class="_ _2"></span>eder, på f<span class="_ _2"></span>örslag av vd, </div><div class="t m0 x8 h41 y762 ff2 fs24 fc3 sc0 ls4 ws2">styrelsens beslut<span class="_ _2"></span> om ersättningar och övriga villk<span class="_ _2"></span>or för<span class="_ _0"></span> ledande befatt<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 x8 h41 y763 ff2 fs24 fc3 sc0 ls4 ws2">ningshavare inom r<span class="_ _2"></span>amen för f<span class="_ _0"></span>astställda ersättningsriktlinjer<span class="_ _1"></span>.</div><div class="t m0 x8 h30 y764 ff1 fs24 fc3 sc0 ls2 ws2">REVISIONSUTSK<span class="_ _2"></span>OTTET</div><div class="t m0 x8 h41 y765 ff2 fs24 fc3 sc0 ls2 ws2">Revisionsutsk<span class="_ _2"></span>ottet<span class="_ _0"></span> har ut<span class="_ _0"></span>gjorts av hela styrelsen och arbe<span class="_ _0"></span>tet<span class="_ _2"></span> har bedri-</div><div class="t m0 x8 h41 y766 ff2 fs24 fc3 sc0 ls2 ws2">vits som en integr<span class="_ _2"></span>erad del av styrelsearbe<span class="_ _0"></span>tet<span class="_ _0"></span> vid ordinarie styr<span class="_ _2"></span>elsemö-</div><div class="t m0 x8 h41 y767 ff2 fs24 fc3 sc0 ls2 ws2">ten. Hela styr<span class="_ _0"></span>elsen har fullgjort<span class="_ _2"></span> de uppgifter som r<span class="_ _0"></span>evisionsutsk<span class="_ _0"></span>ottet<span class="_ _2"></span> har </div><div class="t m0 x8 h41 y768 ff2 fs24 fc3 sc0 ls2 ws2">enligt aktiebolagslagen och av styr<span class="_ _2"></span>elsen fastställt<span class="_ _0"></span> arbetsordning f<span class="_ _2"></span>ör </div><div class="t m0 x8 h41 y769 ff2 fs24 fc3 sc0 ls2 ws2">revisionsut<span class="_ _0"></span>sko<span class="_ _0"></span>ttet<span class="_ _2"></span>, bland annat att öv<span class="_ _0"></span>ervaka och säk<span class="_ _2"></span>erställa kvalitet<span class="_ _0"></span>en </div><div class="t m0 x8 h41 y76a ff2 fs24 fc3 sc0 ls2 ws2">avseende bolagets finansiella r<span class="_ _0"></span>apportering, samt<span class="_ _2"></span> övervaka, lämna </div><div class="t m0 x8 h41 y76b ff2 fs24 fc3 sc0 ls2 ws2">rek<span class="_ _2"></span>ommendationer och förslag f<span class="_ _0"></span>ör att<span class="_ _2"></span> säkerställa r<span class="_ _2"></span>apporteringens </div><div class="t m0 x8 h41 y76c ff2 fs24 fc3 sc0 ls2 ws2">tillförlitlighet<span class="_ _2"></span> med avseende bland annat på effektivit<span class="_ _0"></span>eten i bolaget<span class="_ _0"></span>s </div><div class="t m0 x8 h41 y76d ff2 fs24 fc3 sc0 ls2 ws2">interna k<span class="_ _2"></span>ontroll och riskhantering, samt<span class="_ _2"></span> följa och överväga tillämp-</div><div class="t m0 x8 h41 y76e ff2 fs24 fc3 sc0 ls2 ws2">ningen av nuvar<span class="_ _0"></span>ande redo<span class="_ _0"></span>visningsprinciper och inf<span class="_ _2"></span>örandet av n<span class="_ _0"></span>ya </div><div class="t m0 x8 h41 y76f ff2 fs24 fc3 sc0 ls2 ws2">redovisningsprinciper<span class="_ _2"></span> samt av andr<span class="_ _2"></span>a krav på redovisningen som f<span class="_ _2"></span>öljer </div><div class="t m0 x8 h41 y770 ff2 fs24 fc3 sc0 ls2 ws2">av lag, god redo<span class="_ _0"></span>visningssed, eller gällande bör<span class="_ _0"></span>sregler<span class="_ _2"></span>. Detta inkluder<span class="_ _0"></span>ar </div><div class="t m0 x8 h41 y771 ff2 fs24 fc3 sc0 ls2 ws2">att öv<span class="_ _0"></span>ervak<span class="_ _0"></span>a processerna f<span class="_ _0"></span>ör r<span class="_ _2"></span>evision och effektivitet<span class="_ _0"></span>en i den interna </div><div class="t m0 x8 h41 y772 ff2 fs24 fc3 sc0 ls2 ws2">kon<span class="_ _0"></span>trollen av den finansiella r<span class="_ _2"></span>apporteringen.</div><div class="t m0 x8 h41 y773 ff2 fs24 fc3 sc0 ls2 ws2">Styrelsen samman<span class="_ _0"></span>träff<span class="_ _0"></span>ar löpande med Enir<span class="_ _2"></span>os revisor och håller<span class="_ _2"></span> sig </div><div class="t m0 x8 h41 y774 ff2 fs24 fc3 sc0 ls2 ws2">informer<span class="_ _2"></span>ad om inriktningen och omfattningen av re<span class="_ _0"></span>visionsarbetet<span class="_ _2"></span> samt </div><div class="t m0 x8 h41 y775 ff2 fs24 fc3 sc0 ls2 ws2">utvärder<span class="_ _2"></span>ar detta och diskut<span class="_ _0"></span>erar<span class="_ _2"></span> löpande synen på Eniros risker<span class="_ _2"></span> avseen-</div><div class="t m0 x8 h41 y776 ff2 fs24 fc3 sc0 ls2 ws2">de den finansiella rapport<span class="_ _0"></span>eringen med revisorn.</div><div class="t m0 x8 h41 y777 ff2 fs24 fc3 sc0 ls2 ws2">Eniros v<span class="_ _0"></span>alberedning inf<span class="_ _2"></span>ormeras om utvärderingen av<span class="_ _0"></span> revisionsarbe<span class="_ _0"></span>tet<span class="_ _2"></span>.</div><div class="t m0 x8 h41 y778 ff2 fs24 fc3 sc0 ls2 ws2">Riktlinjer har<span class="_ _2"></span> fastställts för<span class="_ _2"></span> vilka andr<span class="_ _0"></span>a tjänster<span class="_ _2"></span> än revisionstjänster<span class="_ _0"></span> som </div><div class="t m0 x8 h41 y779 ff2 fs24 fc3 sc0 ls2 ws2">Eniro f<span class="_ _0"></span>år upphandla av<span class="_ _0"></span> sin revisor<span class="_ _1"></span>.</div><div class="t m0 x8 h41 y77a ff2 fs24 fc3 sc0 ls2 ws2">Viktiga revisionsut<span class="_ _0"></span>sko<span class="_ _0"></span>ttsfrågor<span class="_ _2"></span> som styrelsen behandlat under<span class="_ _0"></span> åre<span class="_ _0"></span>t </div><div class="t m0 xa h41 y77b ff2 fs24 fc3 sc0 ls2 ws2">inbegriper:</div><div class="t m0 xa h41 y77c ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Intäktsr<span class="_ _2"></span>edovisning</div><div class="t m0 xa h41 y77d ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Interna k<span class="_ _2"></span>ontrollprocesser<span class="_ _2"></span> och rutiner</div><div class="t m0 xa h41 y77e ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Finansiella mål </div><div class="t m0 xa h41 y77f ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Revision</div><div class="t m0 xa h41 y780 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Riskanaly<span class="_ _0"></span>ser</div><div class="t m0 xa h41 y781 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Övervakning av finansiell r<span class="_ _2"></span>apportering</div><div class="t m0 xa h41 y782 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Försäkringsfr<span class="_ _2"></span>ågor</div><div class="t m0 xa h41 y783 ff2 fs24 fc3 sc0 ls2 ws2">• <span class="_ _fa"> </span>Nedskrivningsprö<span class="_ _0"></span>vningar</div><div class="t m0 xa h41 y784 ff2 fs24 fc3 sc0 ls11 ws2">Eniro har<span class="_ _2"></span> ingen särskild granskningsfunktion (internr<span class="_ _2"></span>evision) varför<span class="_ _2"></span> </div><div class="t m0 xa h41 y785 ff2 fs24 fc3 sc0 ls11 ws2">styrelsen enligt<span class="_ _2"></span> koden årligen ska utv<span class="_ _0"></span>ärder<span class="_ _0"></span>a behovet<span class="_ _2"></span> av en sådan </div><div class="t m0 xa h41 y786 ff2 fs24 fc3 sc0 ls11 ws2">funktion. Under 2023 genom<span class="_ _0"></span>för<span class="_ _0"></span>des ingen sådan utvärdering p<span class="_ _2"></span>.g.a. </div><div class="t m0 xa h41 y787 ff2 fs24 fc3 sc0 ls11 ws2">omorganisation v<span class="_ _0"></span>arför<span class="_ _2"></span> bolaget sett ö<span class="_ _0"></span>ver<span class="_ _0"></span> sina rutiner och k<span class="_ _2"></span>ommer tillse </div><div class="t m0 xa h41 y788 ff2 fs24 fc3 sc0 ls11 ws2">att dett<span class="_ _2"></span>a görs årligen framöver<span class="_ _2"></span>.</div><div class="t m0 xa h30 y789 ff1 fs24 fc3 sc0 ls2 wsf6">ERSÄ<span class="_ _2"></span>TTNING TILL<span class="_ _0"></span> <span class="_ _6"></span>STYRELSEN</div><div class="t m0 xa h41 y78a ff2 fs24 fc3 sc0 ls11 ws2">Stämman beslut<span class="_ _0"></span>ar om den ersättning som sk<span class="_ _2"></span>a utgå till styrelseleda<span class="ls2">-</span></div><div class="t m0 xa h41 y78b ff2 fs24 fc3 sc0 ls11 ws2">möterna. <span class="_ _2"></span>Årsstämman 2023 beslutade att arv<span class="_ _0"></span>ode till styrelsen sk<span class="_ _2"></span>a </div><div class="t m0 xa h41 y78c ff2 fs24 fc3 sc0 ls11 ws2">lämnas oför<span class="_ _2"></span>ändrat och därmed utgå med <span class="_ _0"></span>tot<span class="_ _0"></span>alt 1 600 000 kr<span class="_ _0"></span>onor att<span class="_ _2"></span> </div><div class="t m0 xa h41 y78d ff2 fs24 fc3 sc0 ls11 ws2">för<span class="_ _0"></span>delas med 600 000 kronor<span class="_ _2"></span> till styrelsens ordf<span class="_ _2"></span>örande samt 250 000<span class="_ _0"></span> </div><div class="t m0 xa h41 y78e ff2 fs24 fc3 sc0 ls11 ws2">kronor<span class="_ _2"></span> till var och en av<span class="_ _0"></span> de övriga stämmov<span class="_ _0"></span>alda styrelseledamöt<span class="_ _0"></span>erna </div><div class="t m0 xa h41 y78f ff2 fs24 fc3 sc0 ls11 ws2">som ej är anst<span class="_ _0"></span>ällda i bolaget<span class="_ _0"></span>. Utöver<span class="_ _2"></span> styrelsearvodet<span class="_ _0"></span> utgår<span class="_ _0"></span> ingen </div><div class="t m0 xa h41 y790 ff2 fs24 fc3 sc0 ls11 ws2">ersättning för<span class="_ _2"></span> utskottsarbet<span class="_ _0"></span>e. Arbe<span class="_ _0"></span>tstagarledamöt<span class="_ _0"></span>erna är ber<span class="_ _2"></span>ättigade </div><div class="t m0 xa h41 y791 ff2 fs24 fc3 sc0 ls11 ws2">till 1 500 kronor<span class="_ _2"></span> per möte.</div><div class="t m0 xa h30 y792 ff1 fs24 fc3 sc0 ls2 ws2">REVISORER</div><div class="t m0 xa h41 y793 ff2 fs24 fc3 sc0 ls11 ws2">Årsstämman v<span class="_ _0"></span>äljer bolaget<span class="_ _0"></span>s revisor<span class="_ _1"></span>. Revisorn är ansv<span class="_ _0"></span>arig för<span class="_ _2"></span> att </div><div class="t m0 xa h41 y794 ff2 fs24 fc3 sc0 ls11 ws2">utifrån en årligen f<span class="_ _0"></span>astställd r<span class="_ _0"></span>evisionsplan gransk<span class="_ _2"></span>a och utvärder<span class="_ _0"></span>a verk<span class="_ _2"></span><span class="ls2">-</span></div><div class="t m0 xa h41 y795 ff2 fs24 fc3 sc0 ls11 ws2">samhetens risk<span class="_ _2"></span>er och koncernens finansiella r<span class="_ _2"></span>apportering. Revisorn </div><div class="t m0 xa h41 y796 ff2 fs24 fc3 sc0 ls11 ws2">träff<span class="_ _0"></span>ar r<span class="_ _2"></span>egelbundet re<span class="_ _0"></span>visionsutsko<span class="_ _0"></span>ttet<span class="_ _0"></span> och styrelsen f<span class="_ _2"></span>ör att inf<span class="_ _0"></span>ormera<span class="_ _0"></span> </div><div class="t m0 xa h41 y797 ff2 fs24 fc3 sc0 ls11 ws2">om det löpande r<span class="_ _2"></span>evisionsarbetet<span class="_ _2"></span>.</div><div class="t m0 xa h41 y798 ff2 fs24 fc3 sc0 ls11 ws2">Årsstämman 2023 beslutade om om<span class="_ _0"></span>val av r<span class="_ _0"></span>evisionsbolaget<span class="_ _0"></span> Gran<span class="_ _0"></span>t </div><div class="t m0 xa h41 y799 ff2 fs24 fc3 sc0 ls11 ws2">Thornton Sw<span class="_ _0"></span>eden AB f<span class="_ _0"></span>ör <span class="_ _0"></span>tiden intill årsstämman 2024. Gr<span class="_ _2"></span>ant <span class="_ _2"></span>Thorn<span class="ls2">-</span></div><div class="t m0 xa h41 y79a ff2 fs24 fc3 sc0 ls11 ws2">ton har<span class="_ _0"></span> som huvudansvarig r<span class="_ _0"></span>evisor ut<span class="_ _0"></span>sett den aukt<span class="_ _0"></span>oriserade r<span class="_ _2"></span>evisorn </div><div class="t m0 xa h41 y79b ff2 fs24 fc3 sc0 ls11 ws2">Daniel Forsgr<span class="_ _2"></span>en. Ersättning till revisor<span class="_ _0"></span>erna utgår<span class="_ _0"></span> enligt godk<span class="_ _2"></span>änd </div><div class="t m0 xa h41 y79c ff2 fs24 fc3 sc0 ls11 ws11">räkning.</div><div class="t m0 xa h41 y79d ff2 fs24 fc3 sc0 ls11 ws2">Information om r<span class="_ _2"></span>evisorns ersättning finns i not 11 på sid 47<span class="_ _1"></span>.</div><div class="t m0 xa h46 y1c ff1 fs23 fc9 sc0 ls2 ws2">INTERN K<span class="_ _2"></span>ONTROLL<span class="_ _2"></span> A<span class="_ _2"></span>VSEENDE FINANSIELL<span class="_ _2"></span> </div><div class="t m0 xa h46 y79e ff1 fs23 fc9 sc0 ls2 ws2">RAPPORTERING</div><div class="t m0 xa h30 y79f ff1 fs24 fc3 sc0 ls2 wse7">STYRELSENS ANSV<span class="_ _2"></span>AR</div><div class="t m0 xa h41 y7a0 ff2 fs24 fc3 sc0 ls2 ws2">Styrelsen har<span class="_ _2"></span> det över<span class="_ _2"></span>gripande ansvaret<span class="_ _2"></span> för den int<span class="_ _0"></span>erna kontr<span class="_ _2"></span>ollen </div><div class="t m0 xa h41 y7a1 ff2 fs24 fc3 sc0 ls2 ws2">avseende den finansiella rapport<span class="_ _0"></span>eringen. Den följande beskrivningen </div><div class="t m0 xa h41 y7a2 ff2 fs24 fc3 sc0 ls2 ws2">har uppr<span class="_ _2"></span>ättats i enlighet med S<span class="_ _0"></span>vensk K<span class="_ _2"></span>od för Bolagsstyrning (K<span class="_ _0"></span>oden) </div><div class="t m0 xa h41 y7a3 ff2 fs24 fc3 sc0 ls2 ws2">och utgör<span class="_ _0"></span> styrelsens beskrivning av bolage<span class="_ _0"></span>ts system f<span class="_ _2"></span>ör intern k<span class="_ _2"></span>ontroll </div><div class="t m0 xa h41 y7a4 ff2 fs24 fc3 sc0 ls2 ws2">och riskhantering avseende den finansiella r<span class="_ _2"></span>apporteringen.</div><div class="t m0 xa h30 y7a5 ff1 fs24 fc3 sc0 ls2 ws2">ENIROK<span class="_ _2"></span>ONCERNENS KONTR<span class="_ _0"></span>OLLMILJÖ</div><div class="t m0 xa h41 y7a6 ff2 fs24 fc3 sc0 ls2 ws2">Kontr<span class="_ _2"></span>ollmiljön innefattar<span class="_ _0"></span> de vär<span class="_ _0"></span>deringar och den e<span class="_ _0"></span>tik som styr<span class="_ _0"></span>elsen, vd </div><div class="t m0 xa h41 y7a7 ff2 fs24 fc3 sc0 lsa1 ws2">och koncernledningen k<span class="_ _2"></span>ommunicerar och <span class="_ _0"></span>verk<span class="_ _0"></span>ar utifr<span class="_ _0"></span>ån samt<span class="_ _0"></span> koncernens </div><div class="t m0 xa h41 y7a8 ff2 fs24 fc3 sc0 ls2 ws2">organisationsstruktur<span class="_ _2"></span>, ledarsk<span class="_ _0"></span>ap, ansvar<span class="_ _2"></span> och befogenheter<span class="_ _2"></span> samt den </div><div class="t m0 xa h41 y7a9 ff2 fs24 fc3 sc0 ls2 ws2">kompe<span class="_ _0"></span>tens som medarbetarna har<span class="_ _1"></span>. Styrelsen arbetar<span class="_ _2"></span> löpande med </div><div class="t m0 xa h41 y7aa ff2 fs24 fc3 sc0 ls2 ws2">bedömning och hantering av risk<span class="_ _2"></span>er<span class="_ _0"></span>. Eniros styr<span class="_ _0"></span>else har <span class="_ _0"></span>valt att<span class="_ _2"></span> inte </div></div><div class="pi"></div></div><div id="pf22" class="pf w0 h0"><div class="pc pc22 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">34</div><div class="t m0 x1 h41 y7ab ff2 fs24 fc3 sc0 lsa1 ws2">inrätt<span class="_ _0"></span>a en internr<span class="_ _0"></span>evisionsfunktion för<span class="_ _2"></span> den interna kontr<span class="_ _2"></span>ollen. Bedömningen<span class="_ _6"></span> </div><div class="t m0 x1 h41 y7ac ff2 fs24 fc3 sc0 lsa1 ws2">baseras på k<span class="_ _2"></span>oncernens storlek och verksamhet<span class="_ _2"></span> samt befintliga int<span class="_ _0"></span>ernkon<span class="ls2">-</span></div><div class="t m0 x1 h41 y7ad ff2 fs24 fc3 sc0 ls2 ws2">tr<span class="_ _2"></span>oll<span class="_ _2"></span>pr<span class="_ _0"></span>oc<span class="_ _0"></span>es<span class="_ _2"></span>ser<span class="_ _1"></span>. Den ekonomisk<span class="_ _2"></span>a styrningen, hantering av risker<span class="_ _1"></span>, löpande </div><div class="t m0 x1 h41 y7ae ff2 fs24 fc3 sc0 ls2 ws2">finansiell rapport<span class="_ _0"></span>ering och den externa finansiella r<span class="_ _2"></span>apporteringen </div><div class="t m0 x1 h41 y7af ff2 fs24 fc3 sc0 ls2 ws2">hanter<span class="_ _0"></span>as hos den centr<span class="_ _0"></span>ala ekonomifunktionen. <span class="_ _2"></span>Ansvar och bef<span class="_ _0"></span>ogen-</div><div class="t m0 x1 h41 y7b0 ff2 fs24 fc3 sc0 ls2 ws2">heter<span class="_ _2"></span> definieras i instruktioner f<span class="_ _0"></span>ör att<span class="_ _0"></span>esträtt<span class="_ _2"></span>, manualer<span class="_ _0"></span>, policyer<span class="_ _2"></span>, rutiner </div><div class="t m0 x1 h41 y7b1 ff2 fs24 fc3 sc0 ls2 ws2">och uppför<span class="_ _2"></span>andekod. Några e<span class="_ _0"></span>xempel är<span class="_ _2"></span> bolagsordningen, arbetsord-</div><div class="t m0 x1 h41 y7b2 ff2 fs24 fc3 sc0 ls2 ws2">ning för<span class="_ _2"></span> styrelsens arbete, instruktion för<span class="_ _2"></span> arbetsfördelning mellan <span class="_ _0"></span>vd </div><div class="t m0 x1 h41 y7b3 ff2 fs24 fc3 sc0 ls2 ws2">och styrelse, instruktion f<span class="_ _0"></span>ör ek<span class="_ _2"></span>onomisk rapportering, finanspolicy<span class="_ _0"></span> och </div><div class="t m0 x1 h41 y7b4 ff2 fs24 fc3 sc0 ls2 ws2">redovisningsmanual. Dessa riktlinjer<span class="_ _2"></span> utgör tillsammans med lagar<span class="_ _2"></span> </div><div class="t m0 x1 h41 y7b5 ff2 fs24 fc3 sc0 ls2 ws2">och externa r<span class="_ _2"></span>egelverk den så kallade k<span class="_ _2"></span>ontrollmiljön. Styr<span class="_ _0"></span>elsen prö<span class="_ _0"></span>var </div><div class="t m0 x1 h41 y7b6 ff2 fs24 fc3 sc0 ls2 ws2">löpande dessa instruktioners rele<span class="_ _0"></span>vans och aktualitet<span class="_ _2"></span>. Ans<span class="_ _2"></span>var<span class="_ _0"></span>et<span class="_ _2"></span> för<span class="_ _2"></span> att<span class="_ _0"></span> </div><div class="t m0 x1 h41 y7b7 ff2 fs24 fc3 sc0 lsa1 ws2">kon<span class="_ _0"></span>tinuerligt uppr<span class="_ _0"></span>ätthålla en effektiv<span class="_ _0"></span> kontr<span class="_ _2"></span>ollmiljö och det löpande arbete<span class="_ _0"></span>t </div><div class="t m0 x1 h41 y7b8 ff2 fs24 fc3 sc0 ls4 ws2">med den interna k<span class="_ _2"></span>ontrollen avseende den finansiella rapport<span class="_ _0"></span>eringen är </div><div class="t m0 x1 h41 y7b9 ff2 fs24 fc3 sc0 ls4 ws2">delegerat<span class="_ _2"></span> till den verkställande direkt<span class="_ _0"></span>ören. K<span class="_ _2"></span>oncernledningen <span class="_ _6"></span>och <span class="_ _6"></span>övri<span class="_ _6"></span>ga </div><div class="t m0 x1 h41 y7ba ff2 fs24 fc3 sc0 ls2 ws2">ledande befattningshavar<span class="_ _2"></span>e har ansvar<span class="_ _2"></span>et för<span class="_ _0"></span> intern k<span class="_ _2"></span>ontroll inom sina </div><div class="t m0 x1 h41 y7bb ff2 fs24 fc3 sc0 ls2 ws2">respektive ans<span class="_ _0"></span>varsomr<span class="_ _0"></span>åden.</div><div class="t m0 x1 h30 y7bc ff1 fs24 fc3 sc0 ls2 ws2">RISKBEDÖMNING </div><div class="t m0 x1 h41 y7bd ff2 fs24 fc3 sc0 ls2 ws2">Styrelsen gör<span class="_ _2"></span> löpande en bedömning av koncernens risk<span class="_ _2"></span>er. S<span class="_ _0"></span>yftet<span class="_ _0"></span> är </div><div class="t m0 x1 h41 y7be ff2 fs24 fc3 sc0 ls2 ws2">att identifier<span class="_ _2"></span>a händelser på marknaden eller i <span class="_ _0"></span>verksamheten som k<span class="_ _2"></span>an </div><div class="t m0 x1 h41 y7bf ff2 fs24 fc3 sc0 ls2 ws2">för<span class="_ _0"></span>anleda för<span class="_ _0"></span>ändrade <span class="_ _0"></span>värderingar<span class="_ _2"></span> av tillgångar och skulder<span class="_ _2"></span>. En annan </div><div class="t m0 x1 h41 y7c0 ff2 fs24 fc3 sc0 ls2 ws2">viktig del i riskbedömningen är att<span class="_ _2"></span> fånga upp förändringar<span class="_ _2"></span> i redovis-</div><div class="t m0 x1 h41 y7c1 ff2 fs24 fc3 sc0 ls2 ws2">ningsregler<span class="_ _2"></span> och säkerställa att<span class="_ _0"></span> dessa för<span class="_ _0"></span>ändringar åt<span class="_ _0"></span>erspeglas i den </div><div class="t m0 x1 h41 y7c2 ff2 fs24 fc3 sc0 ls2 ws2">finansiella rapport<span class="_ _0"></span>eringen på ett k<span class="_ _2"></span>orrekt sätt<span class="_ _2"></span>. En viktig del i riskbedöm-</div><div class="t m0 x1 h41 y7c3 ff2 fs24 fc3 sc0 ls2 ws2">ningen är den månatliga finansiella r<span class="_ _2"></span>apporteringen samt de r<span class="_ _0"></span>apporter<span class="_ _0"></span> </div><div class="t m0 x1 h41 y7c4 ff2 fs24 fc3 sc0 ls2 ws2">som affärsenhet<span class="_ _0"></span>scheferna ink<span class="_ _2"></span>ommer med varje månad.</div><div class="t m0 x1 h30 y7c5 ff1 fs24 fc3 sc0 ls2 ws2">K<span class="_ _2"></span>ONTROLLSTRUKTURER </div><div class="t m0 x1 h41 y7c6 ff2 fs24 fc3 sc0 ls2 ws2">Kontr<span class="_ _2"></span>ollstrukturerna har utf<span class="_ _2"></span>ormats för att<span class="_ _0"></span> hanter<span class="_ _2"></span>a de risker som styr<span class="_ _2"></span>else </div><div class="t m0 x1 h41 y7c7 ff2 fs24 fc3 sc0 ls2 ws2">och ledning bedömer <span class="_ _0"></span>vara <span class="_ _0"></span>väsentliga för<span class="_ _2"></span> verksamheten och den </div><div class="t m0 x1 h41 y7c8 ff2 fs24 fc3 sc0 ls2 ws2">finansiella rapport<span class="_ _0"></span>eringen. De bygger<span class="_ _0"></span> på en organisation där<span class="_ _2"></span> det finns </div><div class="t m0 x1 h41 y7c9 ff2 fs24 fc3 sc0 ls2 ws2">tydliga beslutsvägar<span class="_ _1"></span>, där befogenhet<span class="_ _0"></span>er och ans<span class="_ _0"></span>var f<span class="_ _2"></span>ördelats genom </div><div class="t m0 x1 h41 y7ca ff2 fs24 fc3 sc0 ls2 ws2">riktlinjer sam<span class="_ _0"></span>t en f<span class="_ _0"></span>öret<span class="_ _0"></span>agskultur med gemensamma <span class="_ _0"></span>värderingar<span class="_ _2"></span> samt </div><div class="t m0 x1 h41 y7cb ff2 fs24 fc3 sc0 ls2 ws2">instruktioner och k<span class="_ _2"></span>ontrollaktivitet<span class="_ _0"></span>er som s<span class="_ _0"></span>yftar<span class="_ _0"></span> till att upp<span class="_ _0"></span>täck<span class="_ _0"></span>a eller </div><div class="t m0 x1 h41 y7cc ff2 fs24 fc3 sc0 ls2 ws2">att i tid f<span class="_ _2"></span>örebygga risk<span class="_ _0"></span>en för<span class="_ _2"></span> fel i rapporteringen. Dessut<span class="_ _0"></span>om påverk<span class="_ _0"></span>as </div><div class="t m0 x1 h41 y7cd ff2 fs24 fc3 sc0 ls2 ws2">kon<span class="_ _0"></span>trollmiljön av den enskilda medarbe<span class="_ _0"></span>tarens medv<span class="_ _0"></span>etenhet<span class="_ _2"></span> om sin roll </div><div class="t m0 x1 h41 y7ce ff2 fs24 fc3 sc0 ls2 ws2">i upprätthållandet<span class="_ _2"></span> av god intern k<span class="_ _0"></span>ontroll. </div><div class="t m0 x1 h41 y7cf ff2 fs24 fc3 sc0 ls2 ws2">Exempel på k<span class="_ _2"></span>ontrollaktivitet<span class="_ _0"></span>er är<span class="_ _2"></span> bland annat: </div><div class="t m0 x1 h41 y7d0 ff2 fs24 fc3 sc0 ls4 ws4">• <span class="_ _fa"> </span><span class="ws2">T<span class="_ _2"></span>ydliga beslutsprocesser<span class="_ _2"></span> och attestordning f<span class="_ _2"></span>ör väsentliga beslut<span class="_ _2"></span> (till<span class="_ _6"></span> </span></div><div class="t m0 xae h41 y7d1 ff2 fs24 fc3 sc0 ls4 ws2">exempel ink<span class="_ _2"></span>öp, investeringar<span class="_ _2"></span> och avtal). </div><div class="t m0 x1 h41 y7d2 ff2 fs24 fc3 sc0 ls4 ws4">• <span class="_ _fa"> </span><span class="ws2">Månatliga avvikelseuppf<span class="_ _2"></span>öljning mot budget<span class="_ _0"></span> och prognoser<span class="_ _2"></span>. </span></div><div class="t m0 x1 h41 y7d3 ff2 fs24 fc3 sc0 ls4 ws4">• <span class="_ _fa"> </span><span class="ws2">Kreditupplysningar<span class="_ _2"></span> på nya och befintliga kunder<span class="_ _2"></span>.</span></div><div class="t m0 x1 h41 y7d4 ff2 fs24 fc3 sc0 ls4 ws4">• <span class="_ _fa"> </span><span class="ws2">Månatlig riskbedömning av förf<span class="_ _0"></span>allna kundfor<span class="_ _0"></span>dringar<span class="_ _2"></span>.</span></div><div class="t m0 x1 h41 y7d5 ff2 fs24 fc3 sc0 ls4 ws4">• <span class="_ _fa"> </span><span class="ws2">Kontr<span class="_ _2"></span>oller i ekonomisy<span class="_ _0"></span>stemen samt<span class="_ _0"></span> andra analytisk<span class="_ _2"></span>a uppföljningar </span></div><div class="t m0 xae h41 y7d6 ff2 fs24 fc3 sc0 ls4 ws2">och avstämningar<span class="_ _2"></span>. </div><div class="t m0 x1 h30 y7d7 ff1 fs24 fc3 sc0 ls2 ws2">UPPFÖLJNING</div><div class="t m0 x24 h41 y7d8 ff2 fs24 fc3 sc0 ls4 ws2">Uppföljning av<span class="_ _0"></span> kon<span class="_ _0"></span>trollaktivite<span class="_ _0"></span>ter<span class="_ _0"></span> utförs k<span class="_ _2"></span>ontinuerligt för<span class="_ _2"></span> att säkerst<span class="_ _0"></span>älla </div><div class="t m0 x24 h41 y7d9 ff2 fs24 fc3 sc0 ls4 ws2">att risk<span class="_ _2"></span>er har beakt<span class="_ _0"></span>ats och behandlats på ett<span class="_ _0"></span> tillfredsst<span class="_ _2"></span>ällande sätt. </div><div class="t m0 x24 h41 y7da ff2 fs24 fc3 sc0 ls18 ws2">Uppföljningen sk<span class="_ _2"></span>er både informellt<span class="_ _2"></span> och formellt och inbegriper<span class="_ _2"></span> uppföljning<span class="_ _6"></span> </div><div class="t m0 x24 h41 y7db ff2 fs24 fc3 sc0 ls4 ws2">av månatliga finansiella rapport<span class="_ _2"></span>er mot budge<span class="_ _0"></span>t, pr<span class="_ _2"></span>ognoser och andra </div><div class="t m0 x24 h41 y7dc ff2 fs24 fc3 sc0 ls4 ws2">uppställda mål. Uppf<span class="_ _0"></span>öljningen för<span class="_ _2"></span> att säkerst<span class="_ _0"></span>älla effektivit<span class="_ _0"></span>eten i den </div><div class="t m0 x24 h41 y7dd ff2 fs24 fc3 sc0 ls4 ws2">interna k<span class="_ _2"></span>ontrollen avseende den finansiella rapport<span class="_ _0"></span>eringen sker<span class="_ _2"></span> av </div><div class="t m0 x24 h41 y7de ff2 fs24 fc3 sc0 ls4 ws2">styrelsen, v<span class="_ _0"></span>d, koncernledningen sam<span class="_ _0"></span>t av <span class="_ _0"></span>verksamhetsansv<span class="_ _0"></span>ariga personer<span class="_ _2"></span>. </div><div class="t m0 x24 h41 y7df ff2 fs24 fc3 sc0 ls4 ws2">Bolagets r<span class="_ _0"></span>evisorer<span class="_ _2"></span> rapporter<span class="_ _0"></span>ar till styr<span class="_ _2"></span>elsen i samband med granskning </div><div class="t m0 x24 h41 y7e0 ff2 fs24 fc3 sc0 ls4 ws2">av delårsr<span class="_ _0"></span>apport, bokslut<span class="_ _2"></span> och årsredovisning. Därutö<span class="_ _0"></span>ver sk<span class="_ _2"></span>er en löpande </div><div class="t m0 x24 h41 y7e1 ff2 fs24 fc3 sc0 ls4 ws2">kon<span class="_ _0"></span>takt mellan styr<span class="_ _2"></span>elsen och bolagets revisor<span class="_ _0"></span>er<span class="_ _2"></span>.</div><div class="t m0 x24 h30 y7e2 ff1 fs24 fc3 sc0 ls2 ws2">INFORMA<span class="_ _1"></span>TION OCH KOMMUNIKA<span class="_ _1"></span>TION </div><div class="t m0 x24 h41 y7e3 ff2 fs24 fc3 sc0 ls2 ws2">Informationen inkluder<span class="_ _2"></span>ar policyer<span class="_ _2"></span>, instruktioner och checklistor<span class="_ _2"></span>, beskriv-</div><div class="t m0 x24 h41 y7e4 ff2 fs24 fc3 sc0 ls2 ws2">ningar av<span class="_ _0"></span> roller<span class="_ _2"></span> och ansvar samt<span class="_ _0"></span> över<span class="_ _0"></span>gripande tidplaner<span class="_ _0"></span> för<span class="_ _0"></span> till ex<span class="_ _2"></span>empel </div><div class="t m0 x24 h41 y7e5 ff2 fs24 fc3 sc0 ls2 ws2">budget<span class="_ _0"></span>, prognoser<span class="_ _2"></span>, månadsrapport<span class="_ _0"></span>er<span class="_ _2"></span>, kvartalsbokslut och årsr<span class="_ _2"></span>edo-</div><div class="t m0 x24 h41 y7e6 ff2 fs24 fc3 sc0 ls4 ws2">visn<span class="_ _6"></span>ing<span class="_ _6"></span>sarb<span class="_ _6"></span>ete. Vidar<span class="_ _0"></span>e finns informella k<span class="_ _2"></span>analer för<span class="_ _0"></span> medarbetar<span class="_ _0"></span>e att </div><div class="t m0 x24 h41 y7e7 ff2 fs24 fc3 sc0 ls4 ws2">kommunicer<span class="_ _2"></span>a betydelsefull information till r<span class="_ _2"></span>elevanta mott<span class="_ _0"></span>agare, ytt<span class="_ _0"></span>erst </div><div class="t m0 x24 h41 y7e8 ff2 fs24 fc3 sc0 ls4 ws2">styrelsen vid beho<span class="_ _0"></span>v<span class="_ _2"></span>. Enirokoncernen har<span class="_ _2"></span> även en visselblåsarfunktion. För </div><div class="t m0 x24 h41 y7e9 ff2 fs24 fc3 sc0 ls4 ws2">kommunik<span class="_ _2"></span>ationen med externa parter<span class="_ _0"></span> finns både en insiderpolicy och en </div><div class="t m0 x24 h41 y7ea ff2 fs24 fc3 sc0 ls4 ws2">informationspolicy som anger<span class="_ _2"></span> riktlinjer för<span class="_ _2"></span> hur extern k<span class="_ _2"></span>ommunikation får<span class="_ _0"></span> </div><div class="t m0 x24 h41 y7eb ff2 fs24 fc3 sc0 ls4 ws2">ske. S<span class="_ _0"></span>yftet<span class="_ _2"></span> med policyn är att säk<span class="_ _2"></span>erställa att alla inf<span class="_ _0"></span>ormationsskyldighe<span class="ls2">-</span></div><div class="t m0 x24 h41 y7ec ff2 fs24 fc3 sc0 ls4 ws2">ter<span class="_ _0"></span> efterlevs på e<span class="_ _0"></span>tt k<span class="_ _2"></span>orrekt och fullst<span class="_ _0"></span>ändigt sätt<span class="_ _2"></span>.</div><div class="t m0 x24 h30 y7ed ff1 fs24 fc3 sc0 ls2 ws2">FINANSIELL<span class="_ _0"></span> RAPPORTERING OCH INFORMA<span class="_ _1"></span>TION </div><div class="t m0 x24 h41 y7ee ff2 fs24 fc3 sc0 ls2 ws2">Enirok<span class="_ _2"></span>oncernens rutiner och system f<span class="_ _2"></span>ör informationsgivning syft<span class="_ _0"></span>ar </div><div class="t m0 x24 h41 y7ef ff2 fs24 fc3 sc0 ls2 ws2">till att f<span class="_ _0"></span>örse marknaden med löpande och k<span class="_ _0"></span>orrekt<span class="_ _0"></span> information om </div><div class="t m0 x24 h41 y7f0 ff2 fs24 fc3 sc0 ls2 ws2">koncernens utv<span class="_ _0"></span>eckling och finansiella ställning i enlighet<span class="_ _0"></span> med gällande </div><div class="t m0 x24 h41 y7f1 ff2 fs24 fc3 sc0 ls2 ws2">regleringar<span class="_ _2"></span> och lagar. <span class="_ _2"></span>Via Enirokoncernens gemensamma in<span class="_ _0"></span>tranät<span class="_ _0"></span> </div><div class="t m0 x24 h41 y7f2 ff2 fs24 fc3 sc0 ls2 ws2">hålls medarbetarna uppdat<span class="_ _0"></span>erade om k<span class="_ _2"></span>oncernövergripande policyer<span class="_ _2"></span>, </div><div class="t m0 x24 h41 y7f3 ff2 fs24 fc3 sc0 lsa1 ws2">styrdokument<span class="_ _2"></span> och manualer. Finansiell r<span class="_ _2"></span>apportering och verksamhetsin<span class="ls2">-</span></div><div class="t m0 x24 h41 y7f4 ff2 fs24 fc3 sc0 ls2 ws2">f<span class="_ _0"></span>or<span class="_ _0"></span>ma<span class="_ _2"></span>tion<span class="_ _2"></span> lämnas regelbundet i f<span class="_ _2"></span>orm av:</div><div class="t m0 x24 h41 y7f5 ff2 fs24 fc3 sc0 ls18 ws17">• <span class="_ _fa"> </span><span class="ws2">Boksluts- och delårsrapporter<span class="_ _2"></span>, vilk<span class="_ _0"></span>a publiceras som pr<span class="_ _0"></span>essmeddelanden</span></div><div class="t m0 x24 h41 y7f6 ff2 fs24 fc3 sc0 ls18 ws17">• <span class="_ _fa"> </span>Årsredovisning</div><div class="t m0 x24 h41 y7f7 ff2 fs24 fc3 sc0 ls18 ws17">• <span class="_ _fa"> </span><span class="ws2">Pressmeddelanden om betydande händelser</span></div><div class="t m0 x24 h41 y7f8 ff2 fs24 fc3 sc0 ls24 ws2">Styrelsen ö<span class="_ _0"></span>vervak<span class="_ _2"></span>ar och säkerst<span class="_ _2"></span>äller kvalitet<span class="_ _0"></span>en i den finansiella rapport<span class="_ _0"></span>ering<span class="ls2">-</span></div><div class="t m0 x24 h41 y7f9 ff2 fs24 fc3 sc0 ls2 ws2">e<span class="_ _0"></span>n<span class="_ _2"></span> genom instruktion för arbetsf<span class="_ _0"></span>ördelning mellan <span class="_ _0"></span>vd och styrelse och </div><div class="t m0 x24 h41 y7fa ff2 fs24 fc3 sc0 ls4 ws2">instruktion för<span class="_ _2"></span> ekonomisk r<span class="_ _0"></span>apportering till styr<span class="_ _0"></span>elsen. Styr<span class="_ _0"></span>elsen säkerst<span class="_ _0"></span>äller </div><div class="t m0 x24 h41 y7fb ff2 fs24 fc3 sc0 ls4 ws2">vidare kvalit<span class="_ _2"></span>eten i den finansiella rapporteringen genom att<span class="_ _2"></span> ingående<span class="_ _6"></span> </div><div class="t m0 x24 h41 y7fc ff2 fs24 fc3 sc0 ls4 ws2">behandla delårsrapport<span class="_ _0"></span>er<span class="_ _2"></span>, bokslutskommunik<span class="_ _0"></span>é och årsredo<span class="_ _0"></span>visning på </div><div class="t m0 x24 h41 y7fd ff2 fs24 fc3 sc0 ls2 ws2">styrelsemö<span class="_ _0"></span>ten. Styr<span class="_ _0"></span>elsen behandlar också in<span class="_ _0"></span>formation om riskbedöm-</div><div class="t m0 x24 h41 y7fe ff2 fs24 fc3 sc0 ls2 ws2">ningar<span class="_ _2"></span>, tvister och ev<span class="_ _0"></span>entuella oegentlighet<span class="_ _0"></span>er<span class="_ _2"></span>. Styrelsen har<span class="_ _0"></span> delegerat<span class="_ _0"></span> </div><div class="t m0 x24 h41 y7ff ff2 fs24 fc3 sc0 ls2 ws2">till verkställande ledning att<span class="_ _2"></span> säkerställa kvalit<span class="_ _2"></span>eten i pressmeddelanden </div><div class="t m0 x24 h41 y800 ff2 fs24 fc3 sc0 ls2 ws2">med finansiellt innehåll samt<span class="_ _2"></span> presentationsmaterial i samband med </div><div class="t m0 x24 h41 y801 ff2 fs24 fc3 sc0 ls2 ws2">möten med media, ägar<span class="_ _2"></span>e och finansiella institutioner.</div></div><div class="pi"></div></div><div id="pf23" class="pf w0 h0"><div class="pc pc23 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">35</div><div class="t m0 x8 h7 y802 ff1 fs4 fc3 sc0 ls46 ws2">Risk<span class="_ _28"></span>er<span class="_ _3"></span> och riskhant<span class="_ _1"></span>ering</div><div class="t m0 x8 h11 y803 ff1 fs2 fc3 sc0 ls2 ws2">VERKSAMHETSRISKER</div><div class="t m0 x4a h2e y804 ff1 fs11 fc3 sc0 ls2 ws2">Marknadsrisk<span class="_ _0"></span>er<span class="_ _20"> </span>Beskrivning av poten<span class="_ _0"></span>tiella risker<span class="_ _2c"> </span>Hur Eniro han<span class="_ _0"></span>terar<span class="_ _0"></span> risken</div><div class="t m0 x4a h42 y805 ff1 fs11 fc3 sc0 ls2 ws2">Konjunktur<span class="_ _2"></span> och omvärld<span class="_ _104"> </span><span class="ff2">Omvärldssynen och den ek<span class="_ _2"></span>onomiska kon-</span></div><div class="t m0 xdd h42 y806 ff2 fs11 fc3 sc0 ls2 ws2">junkturen k<span class="_ _2"></span>an påverka kundernas investe-</div><div class="t m0 xdd h42 y807 ff2 fs11 fc3 sc0 ls2 ws2">ringsvilja och efterfr<span class="_ _0"></span>ågan.</div><div class="t m0 x49 h42 y808 ff2 fs11 fc3 sc0 ls15 ws2">Enirok<span class="_ _2"></span>oncernen möter dessa risk<span class="_ _0"></span>er genom att<span class="_ _0"></span> bedriva verksamhet<span class="_ _2"></span> mot för<span class="_ _0"></span>etag i </div><div class="t m0 x49 h42 y809 ff2 fs11 fc3 sc0 ls15 ws2">ﬂera olik<span class="_ _2"></span>a branscher och mot<span class="_ _0"></span> ﬂera olik<span class="_ _2"></span>a marknader. En hög andel återk<span class="_ _2"></span>ommande<span class="_ _6"></span> </div><div class="t m0 x49 h42 y80a ff2 fs11 fc3 sc0 ls15 ws2">intäkter<span class="_ _2"></span> och en balanserad kundstruktur bidr<span class="_ _0"></span>ar till en positiv<span class="_ _0"></span> intjäning över<span class="_ _0"></span> tid.</div><div class="t m0 x4a h42 y80b ff1 fs11 fc3 sc0 ls2 ws2">Inﬂation<span class="_ _105"> </span><span class="ff2">Ökad inﬂation och e<span class="_ _0"></span>ffekter<span class="_ _2"></span> på bolagets </span></div><div class="t m0 xdd h42 y80c ff2 fs11 fc3 sc0 ls2 ws2">kostnadsmassa.</div><div class="t m0 x49 h42 y80b ff2 fs11 fc3 sc0 ls15 ws2">Eniro möt<span class="_ _0"></span>er inﬂationsrisk<span class="_ _2"></span>en genom att bevak<span class="_ _0"></span>a utvecklingen och vid behov just<span class="_ _0"></span>era </div><div class="t m0 x49 h42 y80c ff2 fs11 fc3 sc0 ls15 ws2">kostnadsmassan och/<span class="_ _2"></span>eller prissättningen mot<span class="_ _2"></span> våra kunder<span class="_ _2"></span>.</div><div class="t m0 x4a h42 y80d ff1 fs11 fc3 sc0 ls2 ws2">Konkurr<span class="_ _0"></span>ens<span class="_ _19"> </span><span class="ff2">Ökad konkurr<span class="_ _0"></span>ens från globala aktör<span class="_ _2"></span>er inom </span></div><div class="t m0 xdd h42 y80e ff2 fs11 fc3 sc0 ls2 ws2">digital marknadsföring.</div><div class="t m0 x49 h42 y80d ff2 fs11 fc3 sc0 ls15 ws2">Eniro möt<span class="_ _0"></span>er k<span class="_ _2"></span>onkurrensrisken genom att<span class="_ _0"></span> vara en ledande akt<span class="_ _0"></span>ör på utv<span class="_ _0"></span>alda mark<span class="_ _0"></span><span class="ls2">-</span></div><div class="t m0 x49 h42 y80e ff2 fs11 fc3 sc0 ls15 ws2">nader och genom f<span class="_ _0"></span>okus på mikro<span class="_ _0"></span>, små och medelstora f<span class="_ _0"></span>öret<span class="_ _0"></span>ag. Vi har<span class="_ _2"></span> en nära </div><div class="t m0 x49 h42 y80f ff2 fs11 fc3 sc0 ls2 ws8a">re<span class="_ _0"></span>lati<span class="_ _0"></span>on til<span class="_ _0"></span>l v<span class="_ _0"></span>år<span class="_ _2"></span>a kun<span class="_ _2"></span>der<span class="_ _2"></span> och <span class="_ _0"></span>vå<span class="_ _0"></span>rt<span class="_ _2"></span> erbjudande <span class="_ _6"></span>utvecklas kontinuerligt<span class="_ _0"></span> tillsammans </div><div class="t m0 x49 h42 y810 ff2 fs11 fc3 sc0 ls2 ws2">med dem och med kundernas behov i centrum. </div><div class="t m0 x4a h42 y811 ff1 fs11 fc3 sc0 ls2 ws2">Produkter<span class="_ _2"></span> och teknologi<span class="_ _104"> </span><span class="ff2">Nya arbetssätt, be<span class="_ _0"></span>teenden och snabba tek<span class="_ _2"></span>-</span></div><div class="t m0 xdd h42 y812 ff2 fs11 fc3 sc0 ls2 ws2">nikskiften k<span class="_ _0"></span>an leda till ändrade kundkr<span class="_ _0"></span>av<span class="_ _0"></span>.</div><div class="t m0 x49 h42 y811 ff2 fs11 fc3 sc0 lsa9 ws2">Eniro möt<span class="_ _0"></span>er dessa risk<span class="_ _2"></span>er genom att ha kundnär<span class="_ _0"></span>a relationer<span class="_ _0"></span> och utveckling av nya </div><div class="t m0 x49 h42 y812 ff2 fs11 fc3 sc0 lsa9 ws2">produkter<span class="_ _2"></span> och tjänster f<span class="_ _0"></span>ör att<span class="_ _0"></span> förstå beho<span class="_ _0"></span>v och marknadsförﬂyttningar<span class="_ _2"></span>.</div><div class="t m0 x4a h2e y813 ff1 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>erksamhetsrisker</div><div class="t m0 x4a h42 y814 ff1 fs11 fc3 sc0 ls2 ws2">Partners<span class="_ _105"> </span><span class="ff2">V<span class="_ _2"></span>åra partners kan f<span class="_ _2"></span>örändra affärs<span class="_ _0"></span>-</span></div><div class="t m0 xdd h42 y815 ff2 fs11 fc3 sc0 ls2 ws2">modeller och villk<span class="_ _2"></span>or som påverkar<span class="_ _2"></span> vår </div><div class="t m0 xdd h42 y816 ff2 fs11 fc3 sc0 ls2 ws2">intjäningsförmåga.</div><div class="t m0 x49 h42 y817 ff2 fs11 fc3 sc0 ls2 ws2">Eniro har<span class="_ _0"></span> välet<span class="_ _0"></span>ablerade och str<span class="_ _0"></span>ategisk<span class="_ _0"></span>a samarbeten med<span class="_ _0"></span> ﬂer<span class="_ _2"></span>a lev<span class="_ _0"></span>er<span class="_ _0"></span>ant<span class="_ _2"></span>örer<span class="_ _2"></span> av </div><div class="t m0 x49 h42 y818 ff2 fs11 fc3 sc0 ls2 ws2">On-l<span class="_ _0"></span>ine <span class="_ _0"></span>tjän<span class="_ _0"></span>ste<span class="_ _0"></span>r<span class="_ _2"></span>, IT<span class="_ _1"></span>-plattf<span class="_ _2"></span>ormar<span class="_ _0"></span> och progr<span class="_ _0"></span>amvar<span class="_ _0"></span>or<span class="_ _2"></span>. Eniro är därmed int<span class="_ _0"></span>e beroen-</div><div class="t m0 x49 h42 y819 ff2 fs11 fc3 sc0 ls2 ws2">de av något<span class="_ _0"></span> enskilt partnersk<span class="_ _2"></span>ap för sin intjäningsförmåga. </div><div class="t m0 x4a h42 y81a ff1 fs11 fc3 sc0 ls2 ws2">IT och c<span class="_ _0"></span>ybersäkerhet<span class="_ _0"></span> <span class="_ _be"> </span><span class="ff2">Beroende av att kunna erbjuda kunder<span class="_ _2"></span> till-</span></div><div class="t m0 xdd h42 y81b ff2 fs11 fc3 sc0 ls2 ws2">förlitliga IT<span class="_ _1"></span>-lösningar samt ha en säk<span class="_ _0"></span>er in<span class="_ _0"></span>tern </div><div class="t m0 xdd h42 y81c ff2 fs11 fc3 sc0 ls2 ws2">IT<span class="_ _2"></span>-struktur<span class="_ _0"></span>.</div><div class="t m0 x49 h42 y81d ff2 fs11 fc3 sc0 ls2 ws2">Driftsstörningar<span class="_ _2"></span>, cyberattack<span class="_ _0"></span>er och st<span class="_ _0"></span>öld av information sk<span class="_ _2"></span>adar vårt f<span class="_ _2"></span>örtroende </div><div class="t m0 x49 h42 y81e ff2 fs11 fc3 sc0 ls2 ws2">på marknaden och kan orsak<span class="_ _2"></span>a stora finansiella skador<span class="_ _1"></span>. Eniro jobbar k<span class="_ _0"></span>ontinu-</div><div class="t m0 x49 h42 y81f ff2 fs11 fc3 sc0 ls2 ws2">erligt med att<span class="_ _0"></span> förby<span class="_ _0"></span>gga och motverk<span class="_ _0"></span>a negativa effekt<span class="_ _0"></span>er av dessa. Bland annat<span class="_ _2"></span> </div><div class="t m0 x49 h42 y820 ff2 fs11 fc3 sc0 ls2 ws2">genom en strikt IT<span class="_ _1"></span>-policy och ett gottt<span class="_ _0"></span> försäkringsskydd. </div><div class="t m0 x4a h42 y821 ff1 fs11 fc3 sc0 ls2 ws2">Kompe<span class="_ _0"></span>tensförsörjning<span class="_ _bb"> </span><span class="ff2">Förmåga att<span class="_ _2"></span> rekrytera och behålla k<span class="_ _2"></span>ompe-</span></div><div class="t m0 xdd h42 y822 ff2 fs11 fc3 sc0 ls2 ws2">tenta medarbe<span class="_ _0"></span>tare.</div><div class="t m0 x49 h42 y821 ff2 fs11 fc3 sc0 ls3d ws2">Det r<span class="_ _2"></span>åder stark k<span class="_ _2"></span>onkurrens om kvalificerad personal inom IT<span class="_ _1"></span>-branschen. Eniros </div><div class="t m0 x49 h42 y822 ff2 fs11 fc3 sc0 ls3d ws2">verksamhet<span class="_ _0"></span> med en kombination av ett<span class="_ _2"></span> attraktivt produkt<span class="_ _0"></span>erbjudande och tjänster </div><div class="t m0 x49 h42 y823 ff2 fs11 fc3 sc0 ls3d ws2">för<span class="_ _0"></span> progr<span class="_ _0"></span>amvaruutveckling gör<span class="_ _2"></span> dock föret<span class="_ _0"></span>aget in<span class="_ _0"></span>tressant<span class="_ _2"></span>.</div><div class="t m0 x4a h42 y824 ff1 fs11 fc3 sc0 ls2 ws2">Regele<span class="_ _0"></span>fterlevnad<span class="_ _106"> </span><span class="ff2">Förmåga att<span class="_ _0"></span> leva upp till lagstiftning, r<span class="_ _0"></span>egle-</span></div><div class="t m0 xdd h42 y825 ff2 fs11 fc3 sc0 ls2 ws2">ringar samt<span class="_ _2"></span> andra externa kr<span class="_ _0"></span>av<span class="_ _0"></span>.</div><div class="t m0 x49 h42 y824 ff2 fs11 fc3 sc0 ls3d ws2">Eniro f<span class="_ _0"></span>öljer noga utvecklingen av<span class="_ _0"></span> lagstiftning, regelverk<span class="_ _0"></span> och för<span class="_ _0"></span>ordningar som är </div><div class="t m0 x49 h42 y825 ff2 fs11 fc3 sc0 ls15 ws2">tillämpliga på de marknader där<span class="_ _2"></span> koncernen har verksamhe<span class="_ _0"></span>t.</div><div class="t m0 x4a h42 y826 ff1 fs11 fc3 sc0 ls93 ws2">Korrup<span class="_ _0"></span>tion och bedrägeri<span class="_ _b1"> </span><span class="ff2 ls2">Korruption och mutor<span class="_ _0"></span> för<span class="_ _0"></span>ekommer<span class="_ _2"></span> på mark-</span></div><div class="t m0 xdd h42 y827 ff2 fs11 fc3 sc0 ls2 ws2">nader där<span class="_ _2"></span> Eniro är verksam<span class="_ _0"></span>t. Bedr<span class="_ _0"></span>ägeri hand-</div><div class="t m0 xdd h42 y828 ff2 fs11 fc3 sc0 ls2 ws2">lar om f<span class="_ _0"></span>elaktigt och kriminellt<span class="_ _0"></span> beteende i syft<span class="_ _0"></span>e </div><div class="t m0 xdd h42 y829 ff2 fs11 fc3 sc0 ls2 ws2">att nå finansiell eller<span class="_ _0"></span> personlig vinning, en risk </div><div class="t m0 xdd h42 y82a ff2 fs11 fc3 sc0 ls2 ws2">som för<span class="_ _0"></span>ekommer<span class="_ _0"></span> inom alla verksamhet<span class="_ _0"></span>er</div><div class="t m0 x49 h42 y82b ff2 fs11 fc3 sc0 ls2 ws2">Eniro har<span class="_ _0"></span> interna k<span class="_ _2"></span>ontrollrutiner och policyer<span class="_ _2"></span> för att f<span class="_ _2"></span>örebygga och upptäck<span class="_ _2"></span>aav-</div><div class="t m0 x49 h42 y82c ff2 fs11 fc3 sc0 ls2 ws2">vikelser<span class="_ _2"></span>. Koncernen har<span class="_ _0"></span> ett s<span class="_ _0"></span>ystem där<span class="_ _0"></span> medarbetar<span class="_ _0"></span>e anonymt k<span class="_ _2"></span>an rapporteraö-</div><div class="t m0 x49 h42 y82d ff2 fs11 fc3 sc0 ls2 ws2">verträdelser<span class="_ _2"></span>, genom den så kallade visselblåsarpolicyn</div><div class="t m0 x8 h41 y9 ff2 fs24 fc3 sc0 lsa1 ws2">Eniro har<span class="_ _2"></span> kunder med en bred nor<span class="_ _2"></span>disk närvaro och inom en mängd olik<span class="_ _2"></span>a<span class="_ _6"></span> </div><div class="t m0 x8 h41 y82e ff2 fs24 fc3 sc0 lsa1 ws2">branscher<span class="_ _2"></span>. Denna diversifiering bidr<span class="_ _0"></span>ar <span class="_ _0"></span>till att sprida risk<span class="_ _2"></span>erna, vilket<span class="_ _0"></span> är </div><div class="t m0 x8 h41 ya ff2 fs24 fc3 sc0 lsa1 ws2">avgörande f<span class="_ _2"></span>ör att styr<span class="_ _2"></span>a och kontroller<span class="_ _2"></span>a verksamheten på ett<span class="_ _0"></span> effektivt<span class="_ _2"></span> sätt. </div><div class="t m0 x8 h41 y82f ff2 fs24 fc3 sc0 lsa1 ws2">Förmågan att<span class="_ _0"></span> identifiera, f<span class="_ _2"></span>örebygga och hanter<span class="_ _2"></span>a riskerna är kritisk<span class="_ _2"></span> för </div><div class="t m0 x8 h41 yb ff2 fs24 fc3 sc0 lsa1 ws2">en effektiv styrning och k<span class="_ _2"></span>ontroll av v<span class="_ _0"></span>erksamheten. Enir<span class="_ _0"></span>os ambition är att </div><div class="t m0 x8 h41 y830 ff2 fs24 fc3 sc0 lsa1 ws2">uppnå en hög medvetenhe<span class="_ _0"></span>t om risk<span class="_ _2"></span>er och en välutvecklad han<span class="_ _0"></span>tering av </div><div class="t m0 x8 h41 yc ff2 fs24 fc3 sc0 lsa1 ws2">dessa, vilk<span class="_ _0"></span>et in<span class="_ _0"></span>te bara minimer<span class="_ _2"></span>ar poten<span class="_ _0"></span>tiella negativa påverkningar<span class="_ _0"></span> utan </div><div class="t m0 x8 h41 y133 ff2 fs24 fc3 sc0 lsa1 ws2">även identifier<span class="_ _0"></span>ar möjlighe<span class="_ _0"></span>ter<span class="_ _0"></span> som kan leda till positiv<span class="_ _0"></span> affärsmässig tillv<span class="_ _0"></span>äxt<span class="_ _0"></span>.</div><div class="t m0 x8 h41 y831 ff2 fs24 fc3 sc0 ls2 ws2">Eniros aff<span class="_ _0"></span>ärsverksamhet<span class="_ _2"></span> påverkas av en r<span class="_ _2"></span>ad marknadsrisker<span class="_ _2"></span>, inklusive </div><div class="t m0 x8 h41 ye ff2 fs24 fc3 sc0 ls2 ws2">för<span class="_ _0"></span>ändrade kundbeho<span class="_ _0"></span>v<span class="_ _0"></span>, ekonomisk<span class="_ _2"></span>a svängningar<span class="_ _2"></span>, geopolitiska händel-</div><div class="t m0 x8 h41 y832 ff2 fs24 fc3 sc0 ls2 ws2">ser<span class="_ _2"></span>, pandemier och finanskriser<span class="_ _2"></span>. Dessa faktor<span class="_ _0"></span>er k<span class="_ _2"></span>an indirekt och dir<span class="_ _0"></span>ekt </div><div class="t m0 x8 h41 yf ff2 fs24 fc3 sc0 ls2 ws2">påverk<span class="_ _0"></span>a för<span class="_ _0"></span>etagets in<span class="_ _0"></span>täkter<span class="_ _2"></span> och lönsamhet. För<span class="_ _2"></span> att mildra dessa risk<span class="_ _2"></span>er </div><div class="t m0 x8 h41 y833 ff2 fs24 fc3 sc0 ls2 ws2">förlitar<span class="_ _2"></span> sig Eniro på sin diversifier<span class="_ _0"></span>ade kundbas som sträck<span class="_ _2"></span>er sig över<span class="_ _2"></span> </div><div class="t m0 x8 h41 y10 ff2 fs24 fc3 sc0 ls2 ws2">många branscher<span class="_ _2"></span> och geografiska omr<span class="_ _2"></span>åden.</div><div class="t m0 xa h41 y9 ff2 fs24 fc3 sc0 ls2 ws2">Omvärldens osäk<span class="_ _2"></span>erhet har f<span class="_ _2"></span>örvärrats av ﬂer<span class="_ _0"></span>a faktor<span class="_ _2"></span>er, inklusiv<span class="_ _0"></span>e inter<span class="_ _2"></span>-</div><div class="t m0 xa h41 y82e ff2 fs24 fc3 sc0 ls2 ws2">nationella kon<span class="_ _0"></span>ﬂikter<span class="_ _0"></span> och ekonomisk<span class="_ _2"></span>a utmaningar som en försv<span class="_ _0"></span>agad </div><div class="t m0 xa h41 ya ff2 fs24 fc3 sc0 ls2 ws2">valuta och k<span class="_ _2"></span>onjunktur. Ener<span class="_ _2"></span>gikrisen, ser dock ut<span class="_ _0"></span> att ha avmatt<span class="_ _0"></span>ats under </div><div class="t m0 xa h41 y82f ff2 fs24 fc3 sc0 ls2 ws2">året<span class="_ _2"></span>. Eniro fortsätt<span class="_ _0"></span>er att<span class="_ _2"></span> aktivt hanter<span class="_ _0"></span>a dessa risker<span class="_ _2"></span> för att<span class="_ _2"></span> minimera </div><div class="t m0 xa h41 yb ff2 fs24 fc3 sc0 ls2 ws2">negativ påverk<span class="_ _2"></span>an på verksamheten och utforsk<span class="_ _2"></span>a möjligheter f<span class="_ _2"></span>ör tillväxt<span class="_ _0"></span> </div><div class="t m0 xa h41 y830 ff2 fs24 fc3 sc0 ls2 ws2">och utveckling tr<span class="_ _0"></span>ots dessa utmaningar<span class="_ _2"></span>. Inﬂation och höga ränt<span class="_ _0"></span>or<span class="_ _2"></span>, som </div><div class="t m0 xa h41 yc ff2 fs24 fc3 sc0 ls4 ws2">leder <span class="_ _0"></span>till ökade k<span class="_ _2"></span>ostnader och minskad in<span class="_ _0"></span>vesteringsbenägenhet<span class="_ _2"></span> bland<span class="_ _6"></span> </div><div class="t m0 xa h41 y133 ff2 fs24 fc3 sc0 ls4 ws2">kunder<span class="_ _2"></span>, utgör ytt<span class="_ _0"></span>erligare risk<span class="_ _2"></span>er. Enir<span class="_ _2"></span>o hanterar<span class="_ _0"></span> dessa genom en bland<span class="ls2">-</span></div><div class="t m0 xa h41 yd ff2 fs24 fc3 sc0 ls4 ws2">ning av strat<span class="_ _2"></span>egier som inkluderar<span class="_ _0"></span> långsiktiga kundavtal, kr<span class="_ _0"></span>editkon<span class="_ _0"></span>troller<span class="_ _2"></span>, </div><div class="t m0 xa h41 y831 ff2 fs24 fc3 sc0 ls4 ws2">försk<span class="_ _2"></span>ottsbetalningar<span class="_ _0"></span> och kontinuerlig utv<span class="_ _0"></span>ärdering av<span class="_ _0"></span> kundfor<span class="_ _0"></span>dringar<span class="_ _2"></span>.</div><div class="t m0 xa h41 y832 ff2 fs24 fc3 sc0 ls2 ws2">De som bedöms ha störst<span class="_ _0"></span> betydelse beskrivs nedan och har<span class="_ _2"></span> delats in </div><div class="t m0 xa h41 yf ff2 fs24 fc3 sc0 ls2 ws2">i kat<span class="_ _0"></span>egorierna marknadsrelat<span class="_ _0"></span>erade och v<span class="_ _0"></span>erksamhetsr<span class="_ _0"></span>elaterade. De </div><div class="t m0 xa h41 y833 ff2 fs24 fc3 sc0 ls2 ws2">finansiella riskerna pr<span class="_ _2"></span>esenteras i not<span class="_ _2"></span> 25 på sidan 56.</div></div><div class="pi"></div></div><div id="pf24" class="pf w0 h0"><div class="pc pc24 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">36</div><div class="t m0 x1 h10 y834 ff1 fs5 fc3 sc0 ls5d wsf7">  <span class="_ _e9"> </span>Koncernens <span class="_ _d"></span>räk<span class="_ _6"></span>ningar</div><div class="t m0 x1 hc y835 ff5 fs2 fc3 sc0 lsaa wsf8">37  <span class="_ _107"> </span>Koncernens<span class="_ _0"></span> result<span class="_ _2"></span>a<span class="_ _6"></span>träkning</div><div class="t m0 x1 hc y836 ff5 fs2 fc3 sc0 lsaa wsf8">37 <span class="_ _ab"> </span>Koncernens<span class="_ _0"></span> rapport över t<span class="_ _2"></span>otalr<span class="_ _0"></span>esultat</div><div class="t m0 x1 hc y837 ff5 fs2 fc3 sc0 ls13 wsf9">38  <span class="_ _7b"> </span>Koncernens b<span class="_ _6"></span>alansräkning</div><div class="t m0 x1 hc y838 ff5 fs2 fc3 sc0 ls13 wsf9">39  <span class="_ _7b"> </span>Koncernens förändringar i eget kapital</div><div class="t m0 x1 hc y839 ff5 fs2 fc3 sc0 lsaa wsf8">40  <span class="_ _75"> </span>Koncernens k<span class="_ _2"></span>assaﬂödesanalys</div><div class="t m0 x1 hc y83a ff5 fs2 fc3 sc0 lsaa wsf8">41-57  <span class="_ _108"> </span>Koncerns<span class="_ _0"></span> noter</div><div class="t m0 x1 hc y83b ff5 fs2 fc3 sc0 ls2 ws2"> <span class="_ _28"></span>  <span class="_ _bb"> </span>  </div><div class="t m0 x1 hc y83c ff5 fs2 fc3 sc0 ls2 ws2"> </div><div class="t m0 x1 hc y83d ff5 fs2 fc3 sc0 ls2 ws2"> </div><div class="t m0 x24 h10 y834 ff1 fs5 fc3 sc0 ls2 wsfa">  <span class="_ _e9"> </span>Moderbolagets <span class="_ _fe"></span>räkningar</div><div class="t m0 x24 hc y835 ff5 fs2 fc3 sc0 lsaa wsf8">58  <span class="_ _7b"> </span>Moderbolagets resu<span class="_ _0"></span>ltaträkning</div><div class="t m0 x24 hc y836 ff5 fs2 fc3 sc0 ls13 wsf9">59  <span class="_ _7b"> </span>Moder<span class="_ _6"></span>bolaget<span class="_ _6"></span>s balansräkning</div><div class="t m0 x24 hc y837 ff5 fs2 fc3 sc0 lsaa wsf8">60  <span class="_ _75"> </span>Moderbolagets för<span class="_ _0"></span>ändringar i<span class="_ _0"></span> eget k<span class="_ _0"></span>apital</div><div class="t m0 x24 hc y838 ff5 fs2 fc3 sc0 lsaa wsf8">60  <span class="_ _75"> </span>Moderbolagets ka<span class="_ _0"></span>ssaﬂödesanalys</div><div class="t m0 x24 hc y839 ff5 fs2 fc3 sc0 ls41 ws6a">6<span class="_ _2"></span>1<span class="_ _6"></span>-6<span class="_ _6"></span>3 <span class="_ _109"> </span>Moderbolagets no<span class="_ _0"></span>ter</div><div class="t m0 x1 h7 y802 ff1 fs4 fc3 sc0 ls46 wsfb">Finansiella <span class="_ _109"> </span> r<span class="_ _2"></span>apporter</div></div><div class="pi"></div></div><div id="pf25" class="pf w0 h0"><div class="pc pc25 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzaMYrCUBiFUWMSkyimsLF1Ia5JcCWCOxLch61ioUKC4qgzC5hKSOF7nrODd4vAx5+kPR96AAAAxCjNy2JY9w0BAAAQN+EHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/EwAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAAA+QGYCAIBu3a/N83G3Q3wG5SjNCzsg/AAA6F0vx1tzskN86umsEn6Eya+eAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAwpGZ4F3zxcoIAABfaWOCKG3Xy+jf6OIHAAAg/AAAABB+AAAAfKykPR+sAADQoct+d2tOdohPPZ1V44kdCEual8WwdvEDAACInPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAISfCQAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8TAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAA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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">37</div><div class="t m0 x8 h25 y802 ff1 fs1d fc3 sc0 ls5 ws2">K<span class="_ _1"></span>oncernens r<span class="_ _0"></span>esultatr<span class="_ _2"></span>äkning</div><div class="t m0 x59 h30 y83e ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _10a"> </span><span class="ls58 ws9">Not<span class="_ _10b"> </span><span class="lsab wsf3">2023<span class="_ _10c"> </span>2022</span></span></div><div class="t m0 x59 h30 y83f ff1 fs24 fc3 sc0 ls57 ws98">Nettoomsättning<span class="_ _10d"> </span><span class="ff5 ls2 ws2">2, 3<span class="_ _10e"> </span></span><span class="lsa7 wsfc"><span style="letter-spacing: -0.192px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Revenue" contextRef="ctx-1" unitRef="sek">960</ix:nonFraction></span><span class="_ _f0"> </span><span class="ls4c ws8d"><span style="letter-spacing: 0.353px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Revenue" contextRef="ctx-2" unitRef="sek">930</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y840 ff5 fs24 fc3 sc0 ls54 ws95">Övriga rör<span class="_ _0"></span>elseint<span class="_ _0"></span>äkter<span class="_ _10f"> </span><span class="ls2 ws2">4<span class="_ _a4"> </span><span class="ls47 ws30"><span style="letter-spacing: 0.289px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherIncome" contextRef="ctx-1" unitRef="sek">13</ix:nonFraction></span><span class="_ _b"> </span><span class="lsa6 wsfd"><span style="letter-spacing: 0.775px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherIncome" contextRef="ctx-2" unitRef="sek">45</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h2f y841 ff5 fs24 fc3 sc0 ls2 ws2">Ak<span class="_ _6"></span>t<span class="_ _6"></span>ive<span class="_ _6"></span>rat ar<span class="_ _6"></span>be<span class="_ _6"></span>te för e<span class="_ _6"></span>gen rä<span class="_ _6"></span>kni<span class="_ _6"></span>ng<span class="_ _47"> </span>7<span class="_ _110"> </span><span style="letter-spacing: 0.001px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherWorkPerformedByEntityAndCapitalised" contextRef="ctx-1" unitRef="sek">9</ix:nonFraction></span><span class="_ _111"> </span><span class="ls74 wsb2"><span style="letter-spacing: 0.577px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherWorkPerformedByEntityAndCapitalised" contextRef="ctx-2" unitRef="sek">15</ix:nonFraction></span></span></div><div class="t m0 x59 h2f y842 ff5 fs24 fc3 sc0 ls24 ws2">Inköp a<span class="_ _6"></span>v varor o<span class="_ _6"></span>ch tj<span class="_ _6"></span>äns<span class="_ _6"></span>te<span class="_ _6"></span>r<span class="_ _d4"> </span><span class="lsac wsfe"><span style="letter-spacing: -1.217px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ENI:RawMaterialsAndConsumablesUsedAndServicesExpense" contextRef="ctx-1" unitRef="sek">97</ix:nonFraction></span><span class="_ _9"> </span><span style="letter-spacing: -1.217px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ENI:RawMaterialsAndConsumablesUsedAndServicesExpense" contextRef="ctx-2" unitRef="sek">99</ix:nonFraction></span></span></div><div class="t m0 x59 h2f y843 ff5 fs24 fc3 sc0 ls54 ws95">Övriga externa k<span class="_ _0"></span>ostnader<span class="_ _112"> </span><span class="ls55 ws96">11<span class="_ _37"> </span><span class="lsad wsff"><span style="letter-spacing: -0.306px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ENI:OtherExternalExpenses" contextRef="ctx-1" unitRef="sek">226</ix:nonFraction></span><span class="_ _8"> </span><span style="letter-spacing: -0.582px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ENI:OtherExternalExpenses" contextRef="ctx-2" unitRef="sek">260</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y844 ff5 fs24 fc3 sc0 ls54 ws95">Personalk<span class="_ _0"></span>ostnader<span class="_ _113"> </span><span class="ls2 ws2">8, 9, 10<span class="_ _105"> </span><span class="ls5a ws9a"><span style="letter-spacing: -0.357px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:EmployeeBenefitsExpense" contextRef="ctx-1" unitRef="sek">567</ix:nonFraction></span><span class="_ _8"> </span><span class="lsa4 wsf1"><span style="letter-spacing: 0.521px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:EmployeeBenefitsExpense" contextRef="ctx-2" unitRef="sek">478</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h2f y845 ff5 fs24 fc3 sc0 ls54 ws95">Övriga rör<span class="_ _0"></span>elseko<span class="_ _0"></span>stnader<span class="_ _5f"> </span><span class="lsae ws100"><span style="letter-spacing: 1.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherExpenseByNature" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span><span class="_ _105"> </span><span style="letter-spacing: 1.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherExpenseByNature" contextRef="ctx-2" unitRef="sek">4</ix:nonFraction></span></span></div><div class="t m0 x59 h2f y846 ff5 fs24 fc3 sc0 ls47 ws30">Avskrivning<span class="_ _6"></span>ar och nedskri<span class="_ _6"></span>vningar</div><div class="t m0 x4c h2f y847 ff5 fs24 fc3 sc0 lsaf ws95">- Materiel<span class="_ _0"></span>la anläggni<span class="_ _0"></span>ngstillgångar<span class="_ _47"> </span><span class="ls2 ws2">6<span class="_ _77"> </span><span class="lsb0 ws101"><span style="letter-spacing: -1.06px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DepreciationExpense" contextRef="ctx-1" unitRef="sek">36</ix:nonFraction></span><span class="_ _9"> </span><span style="letter-spacing: -1.055px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DepreciationExpense" contextRef="ctx-2" unitRef="sek">33</ix:nonFraction></span></span></span></div><div class="t m0 x4c h2f y848 ff5 fs24 fc3 sc0 lsaf ws95">- Immat<span class="_ _0"></span>eriella anlägg<span class="_ _0"></span>ningstillgångar<span class="_ _114"> </span><span class="ls2 ws2">7<span class="_ _8e"> </span><span class="lsb1 ws102">-<span class="_ _6"></span><span style="letter-spacing: -1.305px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:AmortisationExpense" contextRef="ctx-1" unitRef="sek">47</ix:nonFraction></span><span class="_ _b"> </span><span class="lsb2 ws103"><span style="letter-spacing: -0.767px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:AmortisationExpense" contextRef="ctx-2" unitRef="sek">51</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h30 y849 ff1 fs24 fc3 sc0 ls58 ws9">Rörelseresultat <span class="_ _115"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.014px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span><span class="_ _b"> </span><span class="lsb3 ws104"><span style="letter-spacing: 0.93px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="ctx-2" unitRef="sek">65</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y84a ff5 fs24 fc3 sc0 lsaf ws95">Result<span class="_ _2"></span>a<span class="_ _6"></span>t frå<span class="_ _0"></span>n andelar<span class="_ _0"></span> i intr<span class="_ _2"></span>es<span class="_ _6"></span>seför<span class="_ _2"></span>etag<span class="_ _116"> </span><span class="lsb4 ws105">16<span class="_ _117"> </span><span class="lsb5 ws106"><span style="letter-spacing: -1.388px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ShareOfProfitLossOfAssociatesAccountedForUsingEquityMethod" contextRef="ctx-1" unitRef="sek">10</ix:nonFraction></span><span class="_ _118"> </span><span style="letter-spacing: -1.763px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ShareOfProfitLossOfAssociatesAccountedForUsingEquityMethod" contextRef="ctx-2" unitRef="sek">1</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y84b ff5 fs24 fc3 sc0 ls47 ws30">Finansiella intäkter<span class="_ _113"> </span><span class="ls4e ws8f">12<span class="_ _f2"> </span><span class="ls51 ws92"><span style="letter-spacing: 0.418px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:FinanceIncome" contextRef="ctx-1" unitRef="sek">17</ix:nonFraction></span><span class="_ _c"> </span><span class="ls55 ws96"><span style="letter-spacing: 0.483px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:FinanceIncome" contextRef="ctx-2" unitRef="sek">11</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h2f y84c ff5 fs24 fc3 sc0 ls54 ws95">Finansiella<span class="_ _2"></span> kostnader<span class="_ _119"> </span><span class="ls4e ws8f">12<span class="_ _101"> </span><span class="lsad wsff"><span style="letter-spacing: -0.496px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:FinanceCosts" contextRef="ctx-1" unitRef="sek">21</ix:nonFraction></span><span class="_ _11a"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:FinanceCosts" contextRef="ctx-2" unitRef="sek">31</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h30 y84d ff1 fs24 fc3 sc0 ls58 ws9">Resultat före sk<span class="_ _0"></span>att <span class="_ _11b"> </span><span class="ls4 ws4"><span style="letter-spacing: -0.318px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLossBeforeTax" contextRef="ctx-1" unitRef="sek">10</ix:nonFraction></span><span class="_ _b"> </span><span class="lsb3 ws104"><span style="letter-spacing: 0.928px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLossBeforeTax" contextRef="ctx-2" unitRef="sek">44</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y84e ff5 fs24 fc3 sc0 ls54 ws95">Redovisad<span class="_ _0"></span> skatt<span class="_ _11c"> </span><span class="ls47 ws30">13<span class="_ _11d"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.001px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctx-1" unitRef="sek">6</ix:nonFraction></span><span class="_ _11e"> </span><span style="letter-spacing: 0.005px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctx-2" unitRef="sek">4</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y84f ff1 fs24 fc3 sc0 ls58 ws9">Årets resultat <span class="_ _11f"> </span><span class="ls2a ws2a"><span style="letter-spacing: 1.279px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span><span class="_ _b"> </span><span class="ls50 ws91"><span style="letter-spacing: -0.222px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-2" unitRef="sek">47</ix:nonFraction></span></span></span></div><div class="t m0 x4c h47 y850 ff1f fs24 fc3 sc0 ls47 ws30">V<span class="_ _0"></span>arav hänförligt till</div><div class="t m0 xde h2f y851 ff5 fs24 fc3 sc0 ls54 ws95">Moderbolagets aktieägare<span class="_ _120"> </span><span class="lsae ws100"><span style="letter-spacing: 1.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLossAttributableToOwnersOfParent" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span><span class="_ _b"> </span><span class="lsa5 ws107"><span style="letter-spacing: 0.738px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLossAttributableToOwnersOfParent" contextRef="ctx-2" unitRef="sek">48</ix:nonFraction></span></span></span></div><div class="t m0 xde h2f y852 ff5 fs24 fc3 sc0 ls47 ws30">Innehav utan bes<span class="_ _6"></span>tämmande inﬂy<span class="_ _6"></span>tande<span class="_ _ca"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.01px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLossAttributableToNoncontrollingInterests" contextRef="ctx-1" unitRef="sek">0</ix:nonFraction></span><span class="_ _a"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.482px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLossAttributableToNoncontrollingInterests" contextRef="ctx-2" unitRef="sek">1</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y853 ff5 fs24 fc3 sc0 ls24 ws2">Resul<span class="_ _6"></span>tat p<span class="_ _6"></span>er ak<span class="_ _f"></span>ti<span class="_ _6"></span>e före oc<span class="_ _6"></span>h ef<span class="_ _6"></span>te<span class="_ _6"></span>r ut<span class="_ _6"></span>sp<span class="_ _6"></span>ädni<span class="_ _6"></span>ng (SEK<span class="_ _6"></span>)<span class="_ _121"> </span><span class="lsad wsff">21<span class="_ _122"> </span><span class="lsb6 ws108"><span style="word-spacing: -31.111px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="2" sign="-" scale="0" name="ifrs-full:BasicEarningsLossPerShare" contextRef="ctx-1" unitRef="sharesSEK"><ix:nonFraction format="ixt:num-comma-decimal" decimals="2" sign="-" scale="0" name="ifrs-full:DilutedEarningsLossPerShare" contextRef="ctx-1" unitRef="sharesSEK">0,03</ix:nonFraction></ix:nonFraction></span><span class="_ _19"> </span><span class="lsb7 ws109"><span style="word-spacing: -0.929px; letter-spacing: -0.929px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="2" sign="-" scale="0" name="ifrs-full:BasicEarningsLossPerShare" contextRef="ctx-2" unitRef="sharesSEK"><ix:nonFraction format="ixt:num-comma-decimal" decimals="2" sign="-" scale="0" name="ifrs-full:DilutedEarningsLossPerShare" contextRef="ctx-2" unitRef="sharesSEK">0,49</ix:nonFraction></ix:nonFraction></span></span></span></span></div><div class="t m0 x8 h25 y854 ff1 fs1d fc3 sc0 ls5 ws2">K<span class="_ _1"></span>oncernens r<span class="_ _0"></span>apport ö<span class="_ _2"></span>ver<span class="_ _1"></span> tot<span class="_ _2"></span>alresult<span class="_ _0"></span>at</div><div class="t m0 x59 h30 y855 ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _10a"> </span><span class="ls58 ws9">Not<span class="_ _10b"> </span><span class="lsab wsf3">2023<span class="_ _10c"> </span>2<span class="_ _6"></span>022</span></span></div><div class="t m0 x59 h30 y856 ff1 fs24 fc3 sc0 ls58 ws9">Årets resultat<span class="_ _123"> </span><span class="ls2a ws2a"><span style="letter-spacing: 1.279px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span><span class="_ _124"> </span><span class="ls50 ws91"><span style="letter-spacing: -0.222px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-2" unitRef="sek">47</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y857 ff1 fs24 fc3 sc0 ls58 ws9">Övrigt totalresultat</div><div class="t m0 x59 h30 y858 ff1 fs24 fc3 sc0 ls58 ws9">Poster som inte<span class="_ _0"></span> kan omföras<span class="_ _0"></span> till resultaträkningen</div><div class="t m0 x59 h2f y859 ff5 fs24 fc3 sc0 ls54 ws95">Omvär<span class="_ _0"></span>dering pension<span class="_ _0"></span>sförpliktelser<span class="_ _125"> </span><span class="ls4e ws8f">23<span class="_ _8e"> </span><span class="ls51 ws92"><span style="letter-spacing: 0.418px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-1" unitRef="sek">21</ix:nonFraction></span><span class="_ _6c"> </span><span class="ls47 ws30"><span style="letter-spacing: 0.662px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-2" unitRef="sek">138</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h30 y85a ff1 fs24 fc3 sc0 ls57 ws98">Summa<span class="_ _126"> </span><span class="ls5b ws9b"><span style="letter-spacing: 0.547px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeThatWillNotBeReclassifiedToProfitOrLossNetOfTax" contextRef="ctx-1" unitRef="sek">21</ix:nonFraction></span><span class="_ _6c"> </span><span class="ls11 ws11"><span style="letter-spacing: 0.32px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeThatWillNotBeReclassifiedToProfitOrLossNetOfTax" contextRef="ctx-2" unitRef="sek">138</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y85b ff1 fs24 fc3 sc0 ls2 ws2">Post<span class="_ _6"></span>er s<span class="_ _6"></span>om h<span class="_ _6"></span>ar el<span class="_ _6"></span>le<span class="_ _6"></span>r kan om<span class="_ _6"></span>för<span class="_ _6"></span>as ti<span class="_ _6"></span>ll re<span class="_ _6"></span>su<span class="_ _6"></span>lta<span class="_ _6"></span>trä<span class="_ _6"></span>kn<span class="_ _6"></span>in<span class="_ _6"></span>ge<span class="_ _6"></span>n</div><div class="t m0 x59 h2f y85c ff5 fs24 fc3 sc0 ls47 ws30">V<span class="_ _0"></span>alutakursdif<span class="_ _6"></span>ferenser <span class="_ _5b"> </span><span class="lsb8 ws10a"><span style="letter-spacing: 1.189px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-1" unitRef="sek">6</ix:nonFraction></span><span class="_ _105"> </span><span class="ls11 ws11"><span style="letter-spacing: 0.322px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-2" unitRef="sek">27</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y85d ff1 fs24 fc3 sc0 ls57 ws98">Summa<span class="_ _127"> </span><span class="lsb9 ws10b"><span style="letter-spacing: 1.125px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:OtherComprehensiveIncomeThatWillBeReclassifiedToProfitOrLossNetOfTax" contextRef="ctx-1" unitRef="sek">6</ix:nonFraction></span><span class="_ _124"> </span><span class="ls5b ws9b"><span style="letter-spacing: 0.549px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeThatWillBeReclassifiedToProfitOrLossNetOfTax" contextRef="ctx-2" unitRef="sek">27</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y85e ff1 fs24 fc3 sc0 ls58 ws9">Övrigt totalresultat, netto efter skatt<span class="_ _128"> </span><span class="ls5b ws9b"><span style="letter-spacing: 0.55px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncome" contextRef="ctx-1" unitRef="sek">15</ix:nonFraction></span><span class="_ _129"> </span><span class="lsab wsf3"><span style="letter-spacing: 0.257px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncome" contextRef="ctx-2" unitRef="sek">165</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y85f ff1 fs24 fc3 sc0 ls58 ws9">Årets totalresultat<span class="_ _12a"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.226px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-1" unitRef="sek">12</ix:nonFraction></span><span class="_ _6c"> </span><span style="letter-spacing: 0.227px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-2" unitRef="sek">212</ix:nonFraction></span></span></div><div class="t m0 x4c h47 y860 ff1f fs24 fc3 sc0 ls47 ws30">V<span class="_ _0"></span>arav hänförligt till</div><div class="t m0 xde h2f y861 ff5 fs24 fc3 sc0 ls54 ws95">Moderbolagets aktieägare<span class="_ _12b"> </span><span class="ls55 ws96"><span style="letter-spacing: 0.483px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncomeAttributableToOwnersOfParent" contextRef="ctx-1" unitRef="sek">11</ix:nonFraction></span><span class="_ _4a"> </span><span class="ls4e ws8f"><span style="letter-spacing: 0.193px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncomeAttributableToOwnersOfParent" contextRef="ctx-2" unitRef="sek">212</ix:nonFraction></span></span></span></div><div class="t m0 xde h2f y862 ff5 fs24 fc3 sc0 ls47 ws30">Innehav utan bes<span class="_ _6"></span>tämmande inﬂy<span class="_ _6"></span>tande<span class="_ _12c"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncomeAttributableToNoncontrollingInterests" contextRef="ctx-1" unitRef="sek">1</ix:nonFraction></span><span class="_ _11e"> </span><span style="letter-spacing: 0.01px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncomeAttributableToNoncontrollingInterests" contextRef="ctx-2" unitRef="sek">0</ix:nonFraction></span></span></div></div><div class="pi"></div></div><div id="pf26" class="pf w0 h0"><div class="pc pc26 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">38</div><div class="t m0 x1 h25 y802 ff1 fs1d fc3 sc0 ls5 ws2">K<span class="_ _1"></span>oncernens balansr<span class="_ _0"></span>äkning</div><div class="t m0 x18 h30 y83e ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _12d"> </span><span class="ls58 ws9">Not<span class="_ _12e"> </span><span class="ls4 ws4">20<span class="_ _6"></span>2<span class="_ _6"></span>3<span class="_ _6"></span>-12-<span class="_ _6"></span>31<span class="_ _2c"> </span><span class="ls50 ws91">2<span class="_ _6"></span>02<span class="_ _6"></span>2-12-<span class="_ _6"></span>31</span></span></span></div><div class="t m0 x18 h30 y83f ff1 fs24 fc3 sc0 ls47 ws30">TILLGÅNGAR</div><div class="t m0 x18 h30 y840 ff1 fs24 fc3 sc0 ls54 ws95">Anläggningstillgångar</div><div class="t m0 x18 h2f y841 ff5 fs24 fc3 sc0 ls54 ws95">Nyt<span class="_ _6"></span>tjanderät<span class="_ _6"></span>tstillgångar<span class="_ _12f"> </span><span class="ls2 ws2">5<span class="_ _130"> </span><span class="ls4f ws90"><span style="letter-spacing: 0.065px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:RightofuseAssets" contextRef="ctx-3" unitRef="sek">41</ix:nonFraction></span><span class="_ _5e"> </span><span class="lsba ws10c"><span style="letter-spacing: -0.126px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:RightofuseAssets" contextRef="ctx-4" unitRef="sek">42</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y842 ff5 fs24 fc3 sc0 ls54 ws95">Övriga materiella<span class="_ _0"></span> anläggningstillgånga<span class="_ _0"></span>r<span class="_ _12e"> </span><span class="ls2 ws2">6<span class="_ _131"> </span><span class="ls55 ws96"><span style="letter-spacing: 0.483px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherPropertyPlantAndEquipment" contextRef="ctx-3" unitRef="sek">11</ix:nonFraction></span><span class="_ _132"> </span><span class="ls47 ws30"><span style="letter-spacing: 0.289px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherPropertyPlantAndEquipment" contextRef="ctx-4" unitRef="sek">13</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y863 ff5 fs24 fc3 sc0 ls54 ws95">Immateriella<span class="_ _2"></span> anläggningstillgångar<span class="_ _133"> </span><span class="ls2 ws2">7<span class="_ _134"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.226px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctx-3" unitRef="sek">537</ix:nonFraction></span><span class="_ _66"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.388px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctx-4" unitRef="sek">573</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y864 ff5 fs24 fc3 sc0 ls47 ws30">Uppskjutn<span class="_ _6"></span>a skattefordringar<span class="_ _131"> </span><span class="ls11 ws11">14<span class="_ _130"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.003px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DeferredTaxAssets" contextRef="ctx-3" unitRef="sek">8</ix:nonFraction></span><span class="_ _135"> </span><span style="letter-spacing: 0.013px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DeferredTaxAssets" contextRef="ctx-4" unitRef="sek">5</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y865 ff5 fs24 fc3 sc0 lsaf ws95">Andelar i i<span class="_ _0"></span>ntresse<span class="_ _0"></span>före<span class="_ _0"></span>tag<span class="_ _136"> </span><span class="lsb4 ws105">16<span class="_ _137"> </span><span class="ls72 ws54"><span style="letter-spacing: -0.573px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:InvestmentsInAssociatesAccountedForUsingEquityMethod" contextRef="ctx-3" unitRef="sek">29</ix:nonFraction></span><span class="_ _5e"> </span><span class="ls18 ws17"><span style="letter-spacing: -0.96px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:InvestmentsInAssociatesAccountedForUsingEquityMethod" contextRef="ctx-4" unitRef="sek">39</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y866 ff5 fs24 fc3 sc0 ls47 ws30">Finansiella anläggnin<span class="_ _6"></span>gstillgån<span class="_ _6"></span>gar<span class="_ _138"> </span><span class="ls51 ws92">17<span class="_ _f6"> </span><span class="ls5b ws9b"><span style="letter-spacing: 0.547px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentFinancialAssets" contextRef="ctx-3" unitRef="sek">40</ix:nonFraction></span><span class="_ _53"> </span><span class="lsba ws10c"><span style="letter-spacing: -0.126px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentFinancialAssets" contextRef="ctx-4" unitRef="sek">42</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h30 y867 ff1 fs24 fc3 sc0 ls54 ws95">Summa anläggningstillgångar<span class="_ _cc"> </span><span class="ls65 wsa6"><span style="letter-spacing: -0.235px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentAssets" contextRef="ctx-3" unitRef="sek">667</ix:nonFraction></span><span class="_ _10b"> </span><span class="ls5b ws9b"><span style="letter-spacing: 0.922px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentAssets" contextRef="ctx-4" unitRef="sek">715</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y868 ff1 fs24 fc3 sc0 ls54 ws95">Omsättningstillgångar</div><div class="t m0 x18 h2f y869 ff5 fs24 fc3 sc0 ls47 ws30">Avtals<span class="_ _6"></span>tillgångar<span class="_ _139"> </span><span class="ls2 ws2">3<span class="_ _13a"> </span><span class="ls3 ws3"><span style="letter-spacing: -0.378px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentContractAssets" contextRef="ctx-3" unitRef="sek">26</ix:nonFraction></span><span class="_ _53"> </span><span class="ls6 ws6"><span style="letter-spacing: 0.708px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentContractAssets" contextRef="ctx-4" unitRef="sek">29</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y86a ff5 fs24 fc3 sc0 ls47 ws30">Kundfordringar<span class="_ _8a"> </span><span class="ls74 wsb2">18<span class="_ _13b"> </span><span class="ls11 ws11"><span style="letter-spacing: 0.322px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentTradeReceivables" contextRef="ctx-3" unitRef="sek">69</ix:nonFraction></span><span class="_ _5e"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.387px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentTradeReceivables" contextRef="ctx-4" unitRef="sek">73</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y86b ff5 fs24 fc3 sc0 ls54 ws95">Förutbetalda<span class="_ _0"></span> ko<span class="_ _0"></span>stnader <span class="_ _13c"> </span><span class="ls58 ws9">19<span class="_ _f6"> </span><span class="lsba ws10c"><span style="letter-spacing: -0.126px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentPrepaidExpenses" contextRef="ctx-3" unitRef="sek">42</ix:nonFraction></span><span class="_ _53"> </span><span class="ls6 ws6"><span style="letter-spacing: 0.705px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentPrepaidExpenses" contextRef="ctx-4" unitRef="sek">38</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y86c ff5 fs24 fc3 sc0 ls47 ws30">Ak<span class="_ _6"></span>tue<span class="_ _6"></span>lla skattefordringar<span class="_ _13d"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.005px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentTaxAssetsCurrent" contextRef="ctx-3" unitRef="sek">4</ix:nonFraction></span><span class="_ _13e"> </span><span style="letter-spacing: 0.009px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentTaxAssetsCurrent" contextRef="ctx-4" unitRef="sek">2</ix:nonFraction></span></span></div><div class="t m0 x18 h2f y86d ff5 fs24 fc3 sc0 ls54 ws95">Övriga kort<span class="_ _6"></span>fristiga for<span class="_ _0"></span>dringar<span class="_ _13f"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.005px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherCurrentReceivables" contextRef="ctx-3" unitRef="sek">4</ix:nonFraction></span><span class="_ _13e"> </span><span style="letter-spacing: 0.009px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherCurrentReceivables" contextRef="ctx-4" unitRef="sek">2</ix:nonFraction></span></span></div><div class="t m0 x18 h2f y86e ff5 fs24 fc3 sc0 ls54 ws95">Likvida medel<span class="_ _140"> </span><span class="ls4e ws8f">20<span class="_ _3d"> </span><span class="ls4c ws8d"><span style="letter-spacing: 0.356px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashAndCashEquivalents" contextRef="ctx-3" unitRef="sek">164</ix:nonFraction></span><span class="_ _66"> </span></span><span style="letter-spacing: 0.193px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashAndCashEquivalents" contextRef="ctx-4" unitRef="sek">223</ix:nonFraction></span></span></div><div class="t m0 x18 h30 y86f ff1 fs24 fc3 sc0 ls54 ws95">Summa omsättningstillgångar<span class="_ _141"> </span><span class="ls74 wsb2"><span style="letter-spacing: 0.577px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentAssets" contextRef="ctx-3" unitRef="sek">309</ix:nonFraction></span><span class="_ _66"> </span><span class="ls65 wsa6"><span style="letter-spacing: -0.607px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentAssets" contextRef="ctx-4" unitRef="sek">367</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y870 ff1 fs24 fc3 sc0 ls51 ws92">SUMMA TILL<span class="_ _2"></span>GÅNGAR<span class="_ _63"> </span><span class="ls81 wsbc"><span style="letter-spacing: 0.473px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Assets" contextRef="ctx-3" unitRef="sek">975</ix:nonFraction></span><span class="_ _118"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.387px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Assets" contextRef="ctx-4" unitRef="sek">1081</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y871 ff1 fs24 fc3 sc0 ls47 ws30">EGET K<span class="_ _6"></span>APIT<span class="_ _2"></span>AL OCH SK<span class="_ _6"></span>ULDER</div><div class="t m0 x18 h30 y872 ff1 fs24 fc3 sc0 ls54 ws95">Eget k<span class="_ _0"></span>apital</div><div class="t m0 x18 h2f y873 ff5 fs24 fc3 sc0 ls47 ws30">Ak<span class="_ _6"></span>tiekapital<span class="_ _c3"> </span><span class="ls51 ws92">21<span class="_ _142"> </span></span><span style="letter-spacing: 0.291px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IssuedCapital" contextRef="ctx-3" unitRef="sek">298</ix:nonFraction></span><span class="_ _79"> </span><span class="ls5a ws9a"><span style="letter-spacing: -1.18px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IssuedCapital" contextRef="ctx-4" unitRef="sek">274</ix:nonFraction></span></span></div><div class="t m0 x18 h2f y874 ff5 fs24 fc3 sc0 ls55 ws96">Reserver<span class="_ _143"> </span><span class="lsad wsff"><span style="letter-spacing: -0.585px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:OtherReserves" contextRef="ctx-3" unitRef="sek">281</ix:nonFraction></span><span class="_ _118"> </span><span style="letter-spacing: -0.307px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:OtherReserves" contextRef="ctx-4" unitRef="sek">275</ix:nonFraction></span></span></div><div class="t m0 x18 h2f y875 ff5 fs24 fc3 sc0 ls47 ws30">Tillskjutet kapital/Balanserat resultat<span class="_ _144"> </span><span class="ls5d ws9d"><span style="letter-spacing: -0.094px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ENI:AdditionalPaidInCapitalAndRetainedEarnings" contextRef="ctx-3" unitRef="sek">252</ix:nonFraction></span><span class="_ _145"> </span><span class="ls5b ws9b"><span style="letter-spacing: 0.545px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ENI:AdditionalPaidInCapitalAndRetainedEarnings" contextRef="ctx-4" unitRef="sek">306</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y876 ff1 fs24 fc3 sc0 ls57 ws98">Eget k<span class="_ _2"></span>apital moderbolagets<span class="_ _0"></span> aktieägare<span class="_ _146"> </span><span class="ls4e ws8f"><span style="letter-spacing: 0.192px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:EquityAttributableToOwnersOfParent" contextRef="ctx-3" unitRef="sek">269</ix:nonFraction></span><span class="_ _62"> </span><span class="ls6 ws6"><span style="letter-spacing: 0.707px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:EquityAttributableToOwnersOfParent" contextRef="ctx-4" unitRef="sek">305</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y877 ff5 fs24 fc3 sc0 ls47 ws30">Innehav utan bes<span class="_ _6"></span>tämmande inﬂy<span class="_ _6"></span>tande<span class="_ _147"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncontrollingInterests" contextRef="ctx-3" unitRef="sek">1</ix:nonFraction></span><span class="_ _148"> </span><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncontrollingInterests" contextRef="ctx-4" unitRef="sek">1</ix:nonFraction></span></span></div><div class="t m0 x18 h30 y878 ff1 fs24 fc3 sc0 ls57 ws98">Summa eget k<span class="_ _2"></span>apital<span class="_ _149"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.387px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-3" unitRef="sek">270</ix:nonFraction></span><span class="_ _62"> </span><span class="ls54 ws95"><span style="letter-spacing: 0.452px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-4" unitRef="sek">306</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y879 ff1 fs24 fc3 sc0 ls47 ws30">Långfris<span class="_ _6"></span>tiga skuld<span class="_ _6"></span>er</div><div class="t m0 x18 h2f y87a ff5 fs24 fc3 sc0 ls56 ws97">Leasingsk<span class="_ _6"></span>uld<span class="_ _c4"> </span><span class="ls82 ws10d">22<span class="_ _f6"> </span><span class="ls51 ws92"><span style="letter-spacing: 0.418px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentLeaseLiabilities" contextRef="ctx-3" unitRef="sek">21</ix:nonFraction></span><span class="_ _14a"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.391px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentLeaseLiabilities" contextRef="ctx-4" unitRef="sek">19</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y87b ff5 fs24 fc3 sc0 ls47 ws30">Uppskjutn<span class="_ _6"></span>a skatteskulde<span class="_ _6"></span>r<span class="_ _14b"> </span><span class="ls11 ws11">14<span class="_ _f9"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.231px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DeferredTaxLiabilities" contextRef="ctx-3" unitRef="sek">37</ix:nonFraction></span><span class="_ _132"> </span><span class="ls4f ws90"><span style="letter-spacing: 0.065px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DeferredTaxLiabilities" contextRef="ctx-4" unitRef="sek">41</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y87c ff5 fs24 fc3 sc0 ls54 ws95">Pension<span class="_ _0"></span>sförpliktelser<span class="_ _31"> </span><span class="ls4e ws8f">23<span class="_ _14c"> </span><span class="ls3 ws3"><span style="letter-spacing: -0.006px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentRecognisedLiabilitiesDefinedBenefitPlan" contextRef="ctx-3" unitRef="sek">268</ix:nonFraction></span><span class="_ _62"> </span><span class="ls6 ws6"><span style="letter-spacing: 0.705px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentRecognisedLiabilitiesDefinedBenefitPlan" contextRef="ctx-4" unitRef="sek">300</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y87d ff5 fs24 fc3 sc0 ls54 ws95">Övriga långfristiga skulder<span class="_ _14d"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.01px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherNoncurrentLiabilities" contextRef="ctx-3" unitRef="sek">0</ix:nonFraction></span><span class="_ _148"> </span><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherNoncurrentLiabilities" contextRef="ctx-4" unitRef="sek">1</ix:nonFraction></span></span></div><div class="t m0 x18 h30 y87e ff1 fs24 fc3 sc0 ls57 ws98">Summa långf<span class="_ _0"></span>ristiga skulder<span class="_ _14e"> </span><span class="ls47 ws30"><span style="letter-spacing: 0.292px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentLiabilities" contextRef="ctx-3" unitRef="sek">327</ix:nonFraction></span><span class="_ _10b"> </span><span class="ls50 ws91"><span style="letter-spacing: -0.223px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:NoncurrentLiabilities" contextRef="ctx-4" unitRef="sek">361</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y87f ff1 fs24 fc3 sc0 ls47 ws30">Kortfris<span class="_ _6"></span>tiga skul<span class="_ _6"></span>der</div><div class="t m0 x18 h2f y880 ff5 fs24 fc3 sc0 ls56 ws97">Leasingsk<span class="_ _6"></span>uld<span class="_ _c4"> </span><span class="ls82 ws10d">22<span class="_ _14f"> </span><span style="letter-spacing: 0.673px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentLeaseLiabilities" contextRef="ctx-3" unitRef="sek">22</ix:nonFraction></span><span class="_ _53"> </span><span class="ls3 ws3"><span style="letter-spacing: -0.378px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentLeaseLiabilities" contextRef="ctx-4" unitRef="sek">26</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y881 ff5 fs24 fc3 sc0 ls54 ws95">Lever<span class="_ _2"></span>antörsskulder<span class="_ _150"> </span><span class="ls11 ws11"><span style="letter-spacing: 0.322px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:TradeAndOtherCurrentPayablesToTradeSuppliers" contextRef="ctx-3" unitRef="sek">27</ix:nonFraction></span><span class="_ _5e"> </span><span class="ls3 ws3"><span style="letter-spacing: -0.378px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:TradeAndOtherCurrentPayablesToTradeSuppliers" contextRef="ctx-4" unitRef="sek">26</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y882 ff5 fs24 fc3 sc0 ls54 ws95">Ak<span class="_ _6"></span>tuella sk<span class="_ _2"></span>a<span class="_ _6"></span>t<span class="_ _6"></span>teskulder<span class="_ _5f"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.009px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentTaxLiabilitiesCurrent" contextRef="ctx-3" unitRef="sek">2</ix:nonFraction></span><span class="_ _135"> </span><span style="letter-spacing: 0.001px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentTaxLiabilitiesCurrent" contextRef="ctx-4" unitRef="sek">6</ix:nonFraction></span></span></div><div class="t m0 x18 h2f y883 ff5 fs24 fc3 sc0 ls54 ws95">Upplupna k<span class="_ _2"></span>ost<span class="_ _6"></span>nader<span class="_ _151"> </span><span class="lsbb ws10e">24<span class="_ _152"> </span><span class="ls55 ws96"><span style="letter-spacing: 0.48px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:AccrualsClassifiedAsCurrent" contextRef="ctx-3" unitRef="sek">118</ix:nonFraction></span><span class="_ _55"> </span><span class="ls4f ws90"><span style="letter-spacing: 0.064px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:AccrualsClassifiedAsCurrent" contextRef="ctx-4" unitRef="sek">125</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y884 ff5 fs24 fc3 sc0 ls47 ws30">Avtalssku<span class="_ _6"></span>lder<span class="_ _153"> </span><span class="ls2 ws2">3<span class="_ _f6"> </span><span class="ls5e ws9e"><span style="letter-spacing: 0.131px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentContractLiabilities" contextRef="ctx-3" unitRef="sek">170</ix:nonFraction></span><span class="_ _10b"> </span><span class="ls74 wsb2"><span style="letter-spacing: 0.577px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentContractLiabilities" contextRef="ctx-4" unitRef="sek">180</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y885 ff5 fs24 fc3 sc0 ls54 ws95">Övriga kort<span class="_ _6"></span>fristiga skulder <span class="_ _154"> </span><span class="ls11 ws11"><span style="letter-spacing: 0.321px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherCurrentPayables" contextRef="ctx-3" unitRef="sek">39</ix:nonFraction></span><span class="_ _5e"> </span><span class="ls5d ws9d"><span style="letter-spacing: -0.09px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherCurrentPayables" contextRef="ctx-4" unitRef="sek">52</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y886 ff5 fs24 fc3 sc0 ls47 ws30">Avsät<span class="_ _6"></span>tningar<span class="_ _155"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.009px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentProvisions" contextRef="ctx-3" unitRef="sek">2</ix:nonFraction></span><span class="_ _148"> </span><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentProvisions" contextRef="ctx-4" unitRef="sek">1</ix:nonFraction></span></span></div><div class="t m0 x18 h30 y887 ff1 fs24 fc3 sc0 ls57 ws98">Summa k<span class="_ _0"></span>ortfristiga skulder <span class="_ _14e"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.384px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentLiabilities" contextRef="ctx-3" unitRef="sek">378</ix:nonFraction></span><span class="_ _156"> </span><span class="lsbc ws10f"><span style="letter-spacing: 0.032px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CurrentLiabilities" contextRef="ctx-4" unitRef="sek">415</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y888 ff1 fs24 fc3 sc0 ls51 ws92">SUMMA EGET KAPIT<span class="_ _2"></span>AL OCH SKULDER<span class="_ _157"> </span><span class="ls81 wsbc"><span style="letter-spacing: 0.098px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:EquityAndLiabilities" contextRef="ctx-3" unitRef="sek">975</ix:nonFraction></span><span class="_ _158"> </span><span class="ls2 ws2"><span style="word-spacing: 0.188px; letter-spacing: 0.188px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:EquityAndLiabilities" contextRef="ctx-4" unitRef="sek">1 081</ix:nonFraction></span></span></span></div></div><div class="pi"></div></div><div id="pf27" class="pf w0 h0"><div class="pc pc27 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">39</div><div class="t m0 x8 h25 y802 ff1 fs1d fc3 sc0 ls5 ws2">K<span class="_ _1"></span>oncernens för<span class="_ _2"></span>ändringar<span class="_ _2"></span> i eget k<span class="_ _1"></span>apital</div><div class="t m0 x8 h48 y889 ff1e fs24 fc3 sc0 lsab wsf3">Eget k<span class="_ _2"></span>apital hänförligt till moderbolaget<span class="_ _6"></span>s aktie<span class="_ _6"></span>ägare</div><div class="t m0 x59 h30 y88a ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _159"> </span><span class="ls58 ws9">Not</span></div><div class="t m0 x7d h30 y88b ff1 fs24 fc3 sc0 ls47 ws30">Ak<span class="_ _6"></span>tie-<span class="ls2 ws2"> </span></div><div class="t m0 xb7 h30 y88a ff1 fs24 fc3 sc0 ls54 ws95">kapital</div><div class="t m0 xdf h30 y88c ff1 fs24 fc3 sc0 ls2 ws2">Öv<span class="_ _6"></span>rig<span class="_ _6"></span>t </div><div class="t m0 xe0 h30 y88b ff1 fs24 fc3 sc0 ls58 ws9">tillskjutet </div><div class="t m0 xe1 h30 y88a ff1 fs24 fc3 sc0 ls54 ws95">kapital</div><div class="t m0 xe2 h30 y88c ff1 fs24 fc3 sc0 ls93 wsc9">O<span class="_ _6"></span>m<span class="_ _f"></span>r<span class="_ _6"></span>ä<span class="_ _6"></span>k-</div><div class="t m0 xe3 h30 y88b ff1 fs24 fc3 sc0 ls51 ws92">nings-</div><div class="t m0 xe4 h30 y88a ff1 fs24 fc3 sc0 ls58 ws9">reser<span class="_ _6"></span>v</div><div class="t m0 xe5 h30 y88b ff1 fs24 fc3 sc0 ls51 ws110">Balan s erat </div><div class="t m0 xe6 h30 y88a ff1 fs24 fc3 sc0 ls58 ws9">resultat<span class="_ _68"> </span><span class="ls57 ws98">Summa</span></div><div class="t m0 xe7 h30 y88d ff1 fs24 fc3 sc0 ls55 ws96">Innehav </div><div class="t m0 x70 h30 y88e ff1 fs24 fc3 sc0 ls2 ws2">uta<span class="_ _6"></span>n </div><div class="t m0 x7b h30 y88c ff1 fs24 fc3 sc0 ls57 ws98">bestämm-</div><div class="t m0 xa5 h30 y88b ff1 fs24 fc3 sc0 ls54 ws95">ande </div><div class="t m0 xc4 h30 y88a ff1 fs24 fc3 sc0 ls54 ws95">inﬂytande </div><div class="t m0 xc8 h30 y88c ff1 fs24 fc3 sc0 ls57 ws98">Summa <span class="_ _fd"></span><span class="ls2 ws2"> </span></div><div class="t m0 xab h30 y88b ff1 fs24 fc3 sc0 ls2 ws2">eg<span class="_ _6"></span>et <span class="_ _fc"></span> </div><div class="t m0 xe8 h30 y88a ff1 fs24 fc3 sc0 ls54 ws95">kapital<span class="_ _2"></span> </div><div class="t m0 x59 h30 y88f ff1 fs24 fc3 sc0 ls54 ws95">Ingående balans 1<span class="_ _0"></span> januari 2022<span class="_ _13e"> </span><span class="ls50 ws91"><span style="letter-spacing: 0.149px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-5" unitRef="sek">547</ix:nonFraction></span><span class="_ _bb"> </span><span class="ls2 ws2"><span style="word-spacing: 0.372px; letter-spacing: 0.372px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-8" unitRef="sek">5 885</ix:nonFraction></span><span class="_ _be"> </span><span class="ls5e ws9e"><span style="letter-spacing: 0.406px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-11" unitRef="sek">300</ix:nonFraction></span><span class="_ _b1"> </span></span><span style="word-spacing: 0.159px; letter-spacing: 0.159px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-14" unitRef="sek">6 039</ix:nonFraction></span><span class="_ _15a"> </span><span class="ls4c ws8d"><span style="letter-spacing: 0.358px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-17" unitRef="sek">93</ix:nonFraction></span><span class="_ _15b"> </span></span><span style="letter-spacing: 0.006px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-20" unitRef="sek">1</ix:nonFraction></span><span class="_ _7a"> </span></span><span style="letter-spacing: -0.219px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-23" unitRef="sek">94</ix:nonFraction></span></span></div><div class="t m0 x59 h2f y890 ff5 fs24 fc3 sc0 lsbd ws111">Året<span class="_ _6"></span>s re<span class="_ _6"></span>sul<span class="_ _6"></span>tat<span class="_ _13c"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-6" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-9" unitRef="sek">-</ix:nonFraction></span><span class="_ _e6"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-12" unitRef="sek">-</ix:nonFraction></span><span class="_ _7a"> </span><span class="lsa5 ws107"><span style="letter-spacing: 0.738px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-15" unitRef="sek">48</ix:nonFraction></span><span class="_ _7a"> </span><span style="letter-spacing: 0.738px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-18" unitRef="sek">48</ix:nonFraction></span><span class="_ _94"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.482px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-21" unitRef="sek">1</ix:nonFraction></span><span class="_ _c9"> </span><span class="lsa4 wsf1"><span style="letter-spacing: -0.032px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-2" unitRef="sek">47</ix:nonFraction></span></span></span></span></span></div><div class="t m0 x59 h2f y891 ff5 fs24 fc3 sc0 ls2 ws2">Om<span class="_ _6"></span>räkn<span class="_ _6"></span>ing a<span class="_ _6"></span>v ut<span class="_ _6"></span>län<span class="_ _6"></span>dska dot<span class="_ _f"></span>ter<span class="_ _6"></span>fö<span class="_ _6"></span>retag<span class="_ _a"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-6" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-9" unitRef="sek">-</ix:nonFraction></span><span class="_ _15a"> </span><span class="ls3 ws3"><span style="letter-spacing: -0.378px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-12" unitRef="sek">26</ix:nonFraction></span><span class="_ _73"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-15" unitRef="sek">-</ix:nonFraction></span><span class="_ _15a"> </span><span class="ls3 ws3"><span style="letter-spacing: -0.378px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-18" unitRef="sek">26</ix:nonFraction></span><span class="_ _15c"> </span></span><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-21" unitRef="sek">1</ix:nonFraction></span><span class="_ _c9"> </span><span class="ls11 ws11"><span style="letter-spacing: 0.322px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-2" unitRef="sek">27</ix:nonFraction></span></span></div><div class="t m0 x59 h30 y892 ff1 fs24 fc3 sc0 ls54 ws95">Förändring<span class="_ _0"></span> pensioner</div><div class="t m0 x59 h2f y893 ff5 fs24 fc3 sc0 ls2 ws2">Ak<span class="_ _6"></span>t<span class="_ _6"></span>ua<span class="_ _6"></span>rie<span class="_ _6"></span>lla v<span class="_ _6"></span>ins<span class="_ _6"></span>te<span class="_ _6"></span>r<span class="_ _0"></span>/<span class="_ _0"></span>för<span class="_ _6"></span>lus<span class="_ _6"></span>ter<span class="_ _bf"> </span><span class="ls4e ws8f">23<span class="_ _1f"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-6" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-9" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-12" unitRef="sek">-</ix:nonFraction></span><span class="_ _6f"> </span><span class="ls47 ws30"><span style="letter-spacing: 0.292px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-15" unitRef="sek">138</ix:nonFraction></span><span class="_ _6f"> </span><span style="letter-spacing: 0.662px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-18" unitRef="sek">138</ix:nonFraction></span><span class="_ _15d"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-21" unitRef="sek">-</ix:nonFraction></span><span class="_ _6f"> </span><span class="ls47 ws30"><span style="letter-spacing: 0.662px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-2" unitRef="sek">138</ix:nonFraction></span></span></div><div class="t m0 x59 h30 y894 ff1 fs24 fc3 sc0 ls58 ws9">Summa totalresultat<span class="_ _15e"> </span><span class="ls2 ws2"><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-6" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-9" unitRef="sek">-</ix:nonFraction></span><span class="_ _7a"> </span><span class="ls4e ws8f"><span style="letter-spacing: 0.193px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-12" unitRef="sek">26</ix:nonFraction></span><span class="_ _6f"> </span><span class="ls57 ws98"><span style="letter-spacing: 0.514px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-15" unitRef="sek">186</ix:nonFraction></span><span class="_ _15f"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.227px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-18" unitRef="sek">212</ix:nonFraction></span><span class="_ _106"> </span></span></span></span><span style="letter-spacing: 0.014px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-21" unitRef="sek">0</ix:nonFraction></span><span class="_ _6f"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.227px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-2" unitRef="sek">212</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y895 ff1 fs24 fc3 sc0 ls54 ws95">T<span class="_ _2"></span>ransaktioner med aktieägare</div><div class="t m0 x59 h2f y896 ff5 fs24 fc3 sc0 ls68 ws30">Nedsät<span class="_ _f"></span>tning av ak<span class="_ _6"></span>tiekapital<span class="_ _160"> </span><span class="lsbe ws112"><span style="letter-spacing: -2.185px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ReductionOfIssuedCapital" contextRef="ctx-6" unitRef="sek">274</ix:nonFraction></span><span class="_ _161"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ReductionOfIssuedCapital" contextRef="ctx-9" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ReductionOfIssuedCapital" contextRef="ctx-12" unitRef="sek">-</ix:nonFraction></span><span class="_ _6f"> </span></span><span style="letter-spacing: -2.091px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ReductionOfIssuedCapital" contextRef="ctx-15" unitRef="sek">274</ix:nonFraction></span><span class="_ _161"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ReductionOfIssuedCapital" contextRef="ctx-18" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ReductionOfIssuedCapital" contextRef="ctx-21" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ReductionOfIssuedCapital" contextRef="ctx-2" unitRef="sek">-</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y897 ff1 fs24 fc3 sc0 ls55 ws96">Summa transaktioner med<span class="_ _0"></span> aktieägare<span class="_ _17"> </span><span class="ls18 ws17"><span style="letter-spacing: -0.681px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-6" unitRef="sek">274</ix:nonFraction></span><span class="_ _73"> </span><span class="ls2 ws2"><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-9" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-12" unitRef="sek">-</ix:nonFraction></span><span class="_ _162"> </span></span><span style="letter-spacing: -0.588px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-15" unitRef="sek">274</ix:nonFraction></span><span class="_ _73"> </span><span class="ls2 ws2"><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-18" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-21" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-2" unitRef="sek">-</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y898 ff1 fs24 fc3 sc0 ls57 ws98">Utgående bal<span class="_ _0"></span>ans 31<span class="_ _0"></span> december 2022<span class="_ _4a"> </span><span class="ls18 ws17"><span style="letter-spacing: -0.228px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-7" unitRef="sek">274</ix:nonFraction></span><span class="_ _48"> </span><span class="ls2 ws2"><span style="word-spacing: 0.002px; letter-spacing: 0.002px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-10" unitRef="sek">5 885</ix:nonFraction></span><span class="_ _3c"> </span><span class="lsaf ws113"><span style="letter-spacing: -0.004px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-13" unitRef="sek">275</ix:nonFraction></span><span class="_ _ed"> </span></span><span style="word-spacing: 0.158px; letter-spacing: 0.158px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-16" unitRef="sek">5 579</ix:nonFraction></span><span class="_ _3e"> </span><span class="ls6 ws6"><span style="letter-spacing: 0.707px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-19" unitRef="sek">305</ix:nonFraction></span><span class="_ _73"> </span></span><span style="letter-spacing: 0.006px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-22" unitRef="sek">1</ix:nonFraction></span><span class="_ _3e"> </span><span class="ls54 ws95"><span style="letter-spacing: 0.452px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-4" unitRef="sek">306</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h30 y899 ff1 fs24 fc3 sc0 ls2 ws2">*<span class="_ _28"></span><span class="ff20 ls24">Juste<span class="_ _6"></span>rin<span class="_ _6"></span>g till fö<span class="_ _6"></span>ljd av rät<span class="_ _f"></span>telse a<span class="_ _6"></span>v fel av<span class="_ _6"></span>see<span class="_ _6"></span>nde<span class="_ _6"></span> </span></div><div class="t m0 x59 h49 y89a ff20 fs24 fc3 sc0 ls24 ws2">mino<span class="_ _6"></span>ritet<span class="_ _6"></span>sand<span class="_ _6"></span>el i in<span class="_ _6"></span>gåend<span class="_ _6"></span>e bal<span class="_ _6"></span>ans<span class="_ _6"></span>. Felet h<span class="_ _6"></span>ar<span class="_ _6"></span> </div><div class="t m0 x59 h49 y89b ff20 fs24 fc3 sc0 ls24 ws2">uppkom<span class="_ _6"></span>mit d<span class="_ _6"></span>å tidi<span class="_ _6"></span>gare ne<span class="_ _6"></span>dskr<span class="_ _6"></span>ivn<span class="_ _6"></span>ing före 2021<span class="_ _f"></span> </div><div class="t m0 x59 h49 y89c ff20 fs24 fc3 sc0 ls24 ws2">inte gjor<span class="_ _f"></span>ts kor<span class="_ _6"></span>rek<span class="_ _6"></span>t p<span class="_ _6"></span>å mino<span class="_ _6"></span>ritete<span class="_ _6"></span>n.</div><div class="t m0 x59 h30 y89d ff1 fs24 fc3 sc0 ls54 ws95">Ingående balans 1<span class="_ _0"></span> januari 2023<span class="_ _122"> </span><span class="ls18 ws17"><span style="letter-spacing: -0.588px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-7" unitRef="sek">274</ix:nonFraction></span><span class="_ _48"> </span><span class="ls2 ws2"><span style="word-spacing: 0.187px; letter-spacing: 0.187px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-10" unitRef="sek">5 885</ix:nonFraction></span><span class="_ _3c"> </span><span class="lsaf ws113"><span style="letter-spacing: -0.275px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-13" unitRef="sek">275</ix:nonFraction></span><span class="_ _ed"> </span></span><span style="word-spacing: 0.317px; letter-spacing: 0.317px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-16" unitRef="sek">5 579</ix:nonFraction></span><span class="_ _3e"> </span><span class="ls6 ws6"><span style="letter-spacing: 0.707px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-19" unitRef="sek">305</ix:nonFraction></span><span class="_ _73"> </span></span><span style="letter-spacing: 0.006px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-22" unitRef="sek">1</ix:nonFraction></span><span class="_ _3e"> </span></span></span><span style="letter-spacing: 0.452px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-4" unitRef="sek">306</ix:nonFraction></span></div><div class="t m0 x59 h2f y89e ff5 fs24 fc3 sc0 lsbd ws111">Året<span class="_ _6"></span>s re<span class="_ _6"></span>sul<span class="_ _6"></span>tat<span class="_ _13c"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-24" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-26" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-28" unitRef="sek">-</ix:nonFraction></span><span class="_ _8d"> </span><span class="lsae ws100"><span style="letter-spacing: 1.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-30" unitRef="sek">4</ix:nonFraction></span><span class="_ _c9"> </span><span style="letter-spacing: 1.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-32" unitRef="sek">4</ix:nonFraction></span><span class="_ _93"> </span></span><span style="letter-spacing: 0.01px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-34" unitRef="sek">0</ix:nonFraction></span><span class="_ _c9"> </span><span class="lsae ws100"><span style="letter-spacing: 1.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ProfitLoss" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y89f ff5 fs24 fc3 sc0 ls2 ws2">Om<span class="_ _6"></span>räkn<span class="_ _6"></span>ing a<span class="_ _6"></span>v ut<span class="_ _6"></span>län<span class="_ _6"></span>dska dot<span class="_ _f"></span>ter<span class="_ _6"></span>fö<span class="_ _6"></span>retag<span class="_ _a"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-24" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-26" unitRef="sek">-</ix:nonFraction></span><span class="_ _8d"> </span><span class="lsb8 ws10a"><span style="letter-spacing: 1.189px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-28" unitRef="sek">6</ix:nonFraction></span><span class="_ _e6"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-30" unitRef="sek">-</ix:nonFraction></span><span class="_ _8d"> </span><span class="lsb8 ws10a"><span style="letter-spacing: 1.189px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-32" unitRef="sek">6</ix:nonFraction></span><span class="_ _93"> </span></span><span style="letter-spacing: 0.01px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-34" unitRef="sek">0</ix:nonFraction></span><span class="_ _c9"> </span><span class="lsb8 ws10a"><span style="letter-spacing: 1.189px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" contextRef="ctx-1" unitRef="sek">6</ix:nonFraction></span></span></div><div class="t m0 x59 h30 y8a0 ff1 fs24 fc3 sc0 ls54 ws95">Förändring<span class="_ _0"></span> pensioner</div><div class="t m0 x59 h2f y8a1 ff5 fs24 fc3 sc0 ls2 ws2">Ak<span class="_ _6"></span>t<span class="_ _6"></span>ua<span class="_ _6"></span>rie<span class="_ _6"></span>lla v<span class="_ _6"></span>ins<span class="_ _6"></span>te<span class="_ _6"></span>r<span class="_ _0"></span>/<span class="_ _0"></span>för<span class="_ _6"></span>lus<span class="_ _6"></span>ter<span class="_ _bf"> </span><span class="ls4e ws8f">23<span class="_ _1f"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-24" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-26" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-28" unitRef="sek">-</ix:nonFraction></span><span class="_ _163"> </span><span class="ls51 ws92"><span style="letter-spacing: 0.418px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-30" unitRef="sek">21</ix:nonFraction></span><span class="_ _ac"> </span><span style="letter-spacing: 0.418px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-32" unitRef="sek">21</ix:nonFraction></span><span class="_ _15d"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-34" unitRef="sek">-</ix:nonFraction></span><span class="_ _163"> </span><span class="ls51 ws92"><span style="letter-spacing: 0.418px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:OtherComprehensiveIncomeBeforeTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" contextRef="ctx-1" unitRef="sek">21</ix:nonFraction></span></span></div><div class="t m0 x59 h30 y8a2 ff1 fs24 fc3 sc0 ls58 ws9">Summa totalresultat<span class="_ _15e"> </span><span class="ls2 ws2"><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-24" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-26" unitRef="sek">-</ix:nonFraction></span><span class="_ _c9"> </span><span class="lsb9 ws10b"><span style="letter-spacing: 1.125px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-28" unitRef="sek">6</ix:nonFraction></span><span class="_ _ac"> </span><span class="ls12 ws12"><span style="letter-spacing: 0.164px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-30" unitRef="sek">17</ix:nonFraction></span><span class="_ _94"> </span><span class="lsab wsf3"><span style="letter-spacing: 0.256px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-32" unitRef="sek">11</ix:nonFraction></span><span class="_ _15b"> </span></span></span></span><span style="letter-spacing: 0.006px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-34" unitRef="sek">1</ix:nonFraction></span><span class="_ _ac"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.226px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ComprehensiveIncome" contextRef="ctx-1" unitRef="sek">12</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y8a3 ff1 fs24 fc3 sc0 ls54 ws95">T<span class="_ _2"></span>ransaktioner med aktieägare</div><div class="t m0 x59 h2f y8a4 ff5 fs24 fc3 sc0 ls4f ws90">Nyemis<span class="_ _6"></span>sio<span class="_ _6"></span>n<span class="_ _164"> </span><span class="lsac wsfe"><span style="letter-spacing: -1.215px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IssueOfEquity" contextRef="ctx-24" unitRef="sek">25</ix:nonFraction></span><span class="_ _cb"> </span><span class="lsbf ws114"><span style="letter-spacing: -2.145px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IssueOfEquity" contextRef="ctx-26" unitRef="sek">25</ix:nonFraction></span><span class="_ _161"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IssueOfEquity" contextRef="ctx-28" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IssueOfEquity" contextRef="ctx-30" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IssueOfEquity" contextRef="ctx-32" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IssueOfEquity" contextRef="ctx-34" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IssueOfEquity" contextRef="ctx-1" unitRef="sek">-</ix:nonFraction></span></span></span></span></div><div class="t m0 x59 h2f y8a5 ff5 fs24 fc3 sc0 ls2 ws2">Återkö<span class="_ _6"></span>p av e<span class="_ _6"></span>gna a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er<span class="_ _b7"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:PurchaseOfTreasuryShares" contextRef="ctx-24" unitRef="sek">-</ix:nonFraction></span><span class="_ _e6"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:PurchaseOfTreasuryShares" contextRef="ctx-26" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:PurchaseOfTreasuryShares" contextRef="ctx-28" unitRef="sek">-</ix:nonFraction></span><span class="_ _165"> </span><span class="lsb5 ws106"><span style="letter-spacing: -1.388px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PurchaseOfTreasuryShares" contextRef="ctx-30" unitRef="sek">10</ix:nonFraction></span><span class="_ _91"> </span><span style="letter-spacing: -1.388px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PurchaseOfTreasuryShares" contextRef="ctx-32" unitRef="sek">10</ix:nonFraction></span><span class="_ _15b"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:PurchaseOfTreasuryShares" contextRef="ctx-34" unitRef="sek">-</ix:nonFraction></span><span class="_ _165"> </span><span class="lsb5 ws106"><span style="letter-spacing: -1.388px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PurchaseOfTreasuryShares" contextRef="ctx-1" unitRef="sek">10</ix:nonFraction></span></span></div><div class="t m0 x59 h2f y8a6 ff5 fs24 fc3 sc0 ls54 ws95">Utdelning<span class="_ _2"></span> t<span class="_ _6"></span>ill moderbolagets<span class="_ _0"></span> aktie<span class="_ _6"></span>ägare<span class="_ _6c"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsRecognisedAsDistributionsToOwnersOfParent" contextRef="ctx-24" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsRecognisedAsDistributionsToOwnersOfParent" contextRef="ctx-26" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsRecognisedAsDistributionsToOwnersOfParent" contextRef="ctx-28" unitRef="sek">-</ix:nonFraction></span><span class="_ _103"> </span><span class="lsb0 ws101"><span style="letter-spacing: -1.058px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DividendsRecognisedAsDistributionsToOwnersOfParent" contextRef="ctx-30" unitRef="sek">37</ix:nonFraction></span><span class="_ _cb"> </span><span style="letter-spacing: -1.058px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DividendsRecognisedAsDistributionsToOwnersOfParent" contextRef="ctx-32" unitRef="sek">37</ix:nonFraction></span><span class="_ _73"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsRecognisedAsDistributionsToOwnersOfParent" contextRef="ctx-34" unitRef="sek">-</ix:nonFraction></span><span class="_ _103"> </span><span class="lsb0 ws101"><span style="letter-spacing: -1.058px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DividendsRecognisedAsDistributionsToOwnersOfParent" contextRef="ctx-1" unitRef="sek">37</ix:nonFraction></span></span></span></div><div class="t m0 x59 h2f y8a7 ff5 fs24 fc3 sc0 ls54 ws95">Utdelning<span class="_ _2"></span> innehav utan bestämmande<span class="_ _2"></span> </div><div class="t m0 x59 h2f y8a8 ff5 fs24 fc3 sc0 ls47 ws30">inﬂy<span class="_ _6"></span>tande<span class="_ _166"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterests" contextRef="ctx-24" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterests" contextRef="ctx-26" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterests" contextRef="ctx-28" unitRef="sek">-</ix:nonFraction></span><span class="_ _15d"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterests" contextRef="ctx-30" unitRef="sek">-</ix:nonFraction></span><span class="_ _73"> </span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterests" contextRef="ctx-32" unitRef="sek">-</ix:nonFraction></span><span class="_ _93"> </span><span class="lsb5 ws106"><span style="letter-spacing: -1.763px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterests" contextRef="ctx-34" unitRef="sek">1</ix:nonFraction></span><span class="_ _93"> </span><span style="letter-spacing: -1.763px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterests" contextRef="ctx-1" unitRef="sek">1</ix:nonFraction></span></span></span></div><div class="t m0 x59 h30 y8a9 ff1 fs24 fc3 sc0 ls55 ws96">Summa transaktioner med<span class="_ _0"></span> aktieägare<span class="_ _de"> </span><span class="ls5b ws9b"><span style="letter-spacing: 0.544px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-24" unitRef="sek">25</ix:nonFraction></span><span class="_ _15f"> </span><span class="lsaf ws113"><span style="letter-spacing: -0.464px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-26" unitRef="sek">25</ix:nonFraction></span><span class="_ _73"> </span><span class="ls2 ws2"><span style="letter-spacing: 0px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-28" unitRef="sek">-</ix:nonFraction></span><span class="_ _35"> </span><span class="ls50 ws91">-<span class="_ _6"></span><span style="letter-spacing: -0.222px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-30" unitRef="sek">47</ix:nonFraction></span><span class="_ _15f"> </span>-<span class="_ _6"></span><span style="letter-spacing: -0.222px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-32" unitRef="sek">47</ix:nonFraction></span><span class="_ _94"> </span><span class="ls4 ws4"><span style="letter-spacing: -0.323px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-34" unitRef="sek">1</ix:nonFraction></span><span class="_ _167"> </span><span class="ls53 ws94"><span style="letter-spacing: 0.609px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="ctx-1" unitRef="sek">48</ix:nonFraction></span></span></span></span></span></span></span></div><div class="t m0 x59 h30 y8aa ff1 fs24 fc3 sc0 ls57 ws98">Utgående bal<span class="_ _0"></span>ans 31<span class="_ _0"></span> december 2023<span class="_ _9"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.224px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-25" unitRef="sek">298</ix:nonFraction></span><span class="_ _bb"> </span><span class="ls2 ws2"><span style="word-spacing: 0.001px; letter-spacing: 0.001px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-27" unitRef="sek">5 860</ix:nonFraction></span><span class="_ _ef"> </span><span class="lsaf ws113"><span style="letter-spacing: -0.004px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-29" unitRef="sek">281</ix:nonFraction></span><span class="_ _b1"> </span><span class="ls74 wsb2"><span style="word-spacing: 0.409px; letter-spacing: 0.409px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:Equity" contextRef="ctx-31" unitRef="sek">5 609</ix:nonFraction></span><span class="_ _3e"> </span><span class="ls4e ws8f"><span style="letter-spacing: 0.192px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-33" unitRef="sek">269</ix:nonFraction></span><span class="_ _15b"> </span></span></span></span><span style="letter-spacing: 0.006px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-35" unitRef="sek">1</ix:nonFraction></span><span class="_ _42"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.387px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:Equity" contextRef="ctx-3" unitRef="sek">270</ix:nonFraction></span></span></span></span></div></div><div class="pi"></div></div><div id="pf28" class="pf w0 h0"><div class="pc pc28 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">40</div><div class="t m0 x1 h25 y8ab ff1 fs1d fc3 sc0 ls5 ws2">K<span class="_ _1"></span>oncernens k<span class="_ _1"></span>assaﬂödesanalys</div><div class="t m0 x18 h30 y8ac ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _12d"> </span><span class="ls58 ws9">Not<span class="_ _168"> </span><span class="ls4 ws4">20<span class="_ _6"></span>2<span class="_ _6"></span>3<span class="_ _6"></span>-12-<span class="_ _6"></span>31<span class="_ _2c"> </span><span class="ls50 ws91">2<span class="_ _6"></span>02<span class="_ _6"></span>2-12-<span class="_ _6"></span>31</span></span></span></div><div class="t m0 x18 h30 y8ad ff1 fs24 fc3 sc0 ls54 ws95">Den löpande verksamheten</div><div class="t m0 x18 h2f y8ae ff5 fs24 fc3 sc0 ls54 ws95">Rörel<span class="_ _0"></span>seresult<span class="_ _2"></span>a<span class="_ _6"></span>t<span class="_ _169"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.005px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span><span class="_ _53"> </span><span class="ls5c ws9c"><span style="letter-spacing: 0.898px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="ctx-2" unitRef="sek">65</ix:nonFraction></span></span></span></div><div class="t m0 x48 h47 y8af ff1f fs24 fc3 sc0 ls47 ws30">Justering för ej kassaﬂödespåverkande poster</div><div class="t m0 x8 h2f y8b0 ff5 fs24 fc3 sc0 ls47 ws30">Avskrivning<span class="_ _6"></span>ar och nedskri<span class="_ _6"></span>vningar<span class="_ _b8"> </span><span class="ls2 ws2">6<span class="_ _6"></span>, 7<span class="_ _16a"> </span><span class="ls52 ws93"><span style="letter-spacing: 0.642px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:AdjustmentsForDepreciationAndAmortisationExpenseAndImpairmentLossReversalOfImpairmentLossRecognisedInProfitOrLoss" contextRef="ctx-1" unitRef="sek">83</ix:nonFraction></span><span class="_ _16b"> </span><span class="lsc0 ws115"><span style="letter-spacing: 0.996px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:AdjustmentsForDepreciationAndAmortisationExpenseAndImpairmentLossReversalOfImpairmentLossRecognisedInProfitOrLoss" contextRef="ctx-2" unitRef="sek">84</ix:nonFraction></span></span></span></span></div><div class="t m0 x8 h2f y8b1 ff5 fs24 fc3 sc0 ls54 ws95">Pensioner<span class="_ _0"></span> och övri<span class="_ _0"></span>ga avsätt<span class="_ _6"></span>ningar<span class="_ _144"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.48px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:AdjustmentsForProvisions" contextRef="ctx-1" unitRef="sek">12</ix:nonFraction></span><span class="_ _79"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:AdjustmentsForProvisions" contextRef="ctx-2" unitRef="sek">39</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y8b2 ff5 fs24 fc3 sc0 ls54 ws95">Erhållna<span class="_ _2"></span> räntor<span class="_ _16c"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:InterestReceivedClassifiedAsOperatingActivities" contextRef="ctx-1" unitRef="sek">1</ix:nonFraction></span><span class="_ _135"> </span><span style="letter-spacing: 0.01px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:InterestReceivedClassifiedAsOperatingActivities" contextRef="ctx-2" unitRef="sek">0</ix:nonFraction></span></span></div><div class="t m0 x18 h2f y8b3 ff5 fs24 fc3 sc0 ls54 ws95">Erlagda r<span class="_ _2"></span>äntor<span class="_ _16d"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.482px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:InterestPaidClassifiedAsOperatingActivities" contextRef="ctx-1" unitRef="sek">1</ix:nonFraction></span><span class="_ _14a"> </span><span class="lsad wsff"><span style="letter-spacing: -0.866px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:InterestPaidClassifiedAsOperatingActivities" contextRef="ctx-2" unitRef="sek">2</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y8b4 ff5 fs24 fc3 sc0 ls47 ws30">Betald inkomstskat<span class="_ _6"></span>t<span class="_ _16e"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.482px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IncomeTaxesPaidClassifiedAsOperatingActivities" contextRef="ctx-1" unitRef="sek">1</ix:nonFraction></span><span class="_ _14a"> </span><span class="lsad wsff"><span style="letter-spacing: -0.866px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:IncomeTaxesPaidClassifiedAsOperatingActivities" contextRef="ctx-2" unitRef="sek">2</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y8b5 ff1 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde före<span class="_ _0"></span> förändringar i<span class="_ _0"></span> rörelsekapital<span class="_ _16f"> </span><span class="ls9d wse5"><span style="letter-spacing: -0.447px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashFlowsFromUsedInOperationsBeforeChangesInWorkingCapital" contextRef="ctx-1" unitRef="sek">76</ix:nonFraction></span><span class="_ _156"> </span></span><span style="letter-spacing: 0.45px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashFlowsFromUsedInOperationsBeforeChangesInWorkingCapital" contextRef="ctx-2" unitRef="sek">106</ix:nonFraction></span></div><div class="t m0 x18 h30 y8b6 ff1 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde från<span class="_ _2"></span> förändringar i rörelsekapit<span class="_ _0"></span>al</div><div class="t m0 x18 h2f y8b7 ff5 fs24 fc3 sc0 ls47 ws30">Minskning/<span class="_ _0"></span>ökning av kor<span class="_ _6"></span>t<span class="_ _6"></span>frist<span class="_ _6"></span>iga fordringar<span class="_ _170"> </span><span class="lsad wsff"><span style="letter-spacing: -0.866px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables" contextRef="ctx-1" unitRef="sek">2</ix:nonFraction></span><span class="_ _59"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables" contextRef="ctx-2" unitRef="sek">31</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y8b8 ff5 fs24 fc3 sc0 ls47 ws30">Minskning/<span class="_ _0"></span>ökning av kor<span class="_ _6"></span>t<span class="_ _6"></span>frist<span class="_ _6"></span>iga skulder<span class="_ _171"> </span><span class="lsad wsff"><span style="letter-spacing: -0.491px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAndOtherPayables" contextRef="ctx-1" unitRef="sek">22</ix:nonFraction></span><span class="_ _76"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.482px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAndOtherPayables" contextRef="ctx-2" unitRef="sek">13</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y8b9 ff1 fs24 fc3 sc0 ls57 ws98">Kassaﬂöde<span class="_ _2"></span> från den löpande<span class="_ _0"></span> verksamheten <span class="_ _172"> </span><span class="ls12 ws12"><span style="letter-spacing: 0.161px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashFlowsFromUsedInOperatingActivities" contextRef="ctx-1" unitRef="sek">52</ix:nonFraction></span><span class="_ _53"> </span><span class="ls4c ws8d"><span style="letter-spacing: 0.357px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashFlowsFromUsedInOperatingActivities" contextRef="ctx-2" unitRef="sek">62</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y8ba ff1 fs24 fc3 sc0 ls57 ws98">Inv<span class="_ _0"></span>esteringsverksamheten</div><div class="t m0 x18 h2f y8bb ff5 fs24 fc3 sc0 ls54 ws95">Förvär<span class="_ _6"></span>v av k<span class="_ _2"></span>oncernföret<span class="_ _0"></span>ag<span class="_ _173"> </span><span class="ls69 wsa9">15<span class="_ _e1"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:CashFlowsUsedInObtainingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" contextRef="ctx-1" unitRef="sek">-</ix:nonFraction></span><span class="_ _10b"> </span><span class="lsb0 ws101"><span style="letter-spacing: -1.06px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashFlowsUsedInObtainingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" contextRef="ctx-2" unitRef="sek">39</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y8bc ff5 fs24 fc3 sc0 ls54 ws95">Förvär<span class="_ _6"></span>v av ö<span class="_ _0"></span>vriga anläggn<span class="_ _0"></span>ingstillgångar </div><div class="t m0 xe9 h31 y8bd ff5 fs25 fc3 sc0 lsc1 ws116">1)</div><div class="t m0 xe1 h2f y8be ff5 fs24 fc3 sc0 ls2 ws2">6, 7<span class="_ _174"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.48px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" contextRef="ctx-1" unitRef="sek">17</ix:nonFraction></span><span class="_ _10b"> </span><span class="lsad wsff"><span style="letter-spacing: -0.49px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" contextRef="ctx-2" unitRef="sek">20</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y8bf ff5 fs24 fc3 sc0 ls24 ws2">Av<span class="_ _6"></span>y<span class="_ _6"></span>t<span class="_ _f"></span>tr<span class="_ _6"></span>ing a<span class="_ _6"></span>v konc<span class="_ _6"></span>ernfö<span class="_ _6"></span>retag o<span class="_ _6"></span>ch öv<span class="_ _6"></span>rig ve<span class="_ _6"></span>rk<span class="_ _6"></span>s<span class="_ _6"></span>amh<span class="_ _6"></span>et<span class="_ _175"> </span><span class="ls2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:CashFlowsFromLosingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" contextRef="ctx-1" unitRef="sek">-</ix:nonFraction></span><span class="_ _148"> </span><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashFlowsFromLosingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" contextRef="ctx-2" unitRef="sek">1</ix:nonFraction></span></span></div><div class="t m0 x18 h2f y8c0 ff5 fs24 fc3 sc0 lsaf ws95">Erhållen<span class="_ _0"></span> utdelning<span class="_ _176"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.015px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DividendsReceivedClassifiedAsInvestingActivities" contextRef="ctx-1" unitRef="sek">1</ix:nonFraction></span></span></div><div class="t m0 x18 h30 y8c1 ff1 fs24 fc3 sc0 ls57 ws98">Kassaﬂöde<span class="_ _2"></span> från inv<span class="_ _0"></span>esteringsverksamheten<span class="_ _eb"> </span><span class="ls4 ws4"><span style="letter-spacing: 0.05px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:CashFlowsFromUsedInInvestingActivities" contextRef="ctx-1" unitRef="sek">16</ix:nonFraction></span><span class="_ _79"> </span><span class="lsab wsf3"><span style="letter-spacing: 0.255px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:CashFlowsFromUsedInInvestingActivities" contextRef="ctx-2" unitRef="sek">57</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y8c2 ff1 fs24 fc3 sc0 ls54 ws95">Finansieringsverksamheten</div><div class="t m0 x18 h2f y8c3 ff5 fs24 fc3 sc0 ls54 ws95">Amor<span class="_ _6"></span>tering av<span class="_ _0"></span> pensionsskuld<span class="_ _f8"> </span><span class="lsc2 ws117">23<span class="_ _134"> </span><span class="lsb5 ws106"><span style="letter-spacing: -1.388px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:RepaymentsOfSubordinatedLiabilities" contextRef="ctx-1" unitRef="sek">10</ix:nonFraction></span><span class="_ _177"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:RepaymentsOfSubordinatedLiabilities" contextRef="ctx-2" unitRef="sek">-</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y8c4 ff5 fs24 fc3 sc0 ls54 ws95">Amor<span class="_ _6"></span>tering av<span class="_ _0"></span> leasingskuld<span class="_ _178"> </span><span class="ls65 wsa6">22<span class="_ _152"> </span><span class="lsc2 ws117"><span style="letter-spacing: -1.089px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" contextRef="ctx-1" unitRef="sek">32</ix:nonFraction></span><span class="_ _79"> </span><span class="lsb0 ws101"><span style="letter-spacing: -0.685px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" contextRef="ctx-2" unitRef="sek">30</ix:nonFraction></span></span></span></span></div><div class="t m0 x18 h2f y8c5 ff5 fs24 fc3 sc0 ls2 ws2">Återkö<span class="_ _6"></span>p av e<span class="_ _6"></span>gna a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er<span class="_ _179"> </span><span class="lsb5 ws106"><span style="letter-spacing: -1.388px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:PaymentsToAcquireOrRedeemEntitysShares" contextRef="ctx-1" unitRef="sek">10</ix:nonFraction></span><span class="_ _177"> </span></span><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:PaymentsToAcquireOrRedeemEntitysShares" contextRef="ctx-2" unitRef="sek">-</ix:nonFraction></span></div><div class="t m0 x18 h2f y8c6 ff5 fs24 fc3 sc0 ls54 ws95">Utdelning<span class="_ _2"></span> t<span class="_ _6"></span>ill moderbolagets<span class="_ _0"></span> aktie<span class="_ _6"></span>ägare<span class="_ _17a"> </span><span class="ls56 ws97"><span style="letter-spacing: 0.223px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToEquityHoldersOfParentClassifiedAsFinancingActivities" contextRef="ctx-1" unitRef="sek">37</ix:nonFraction></span><span class="_ _17b"> </span><span class="ls2 ws2"><span style="letter-spacing: 0.002px;"><ix:nonFraction format="ixt:fixed-zero" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToEquityHoldersOfParentClassifiedAsFinancingActivities" contextRef="ctx-2" unitRef="sek">-</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y8c7 ff5 fs24 fc3 sc0 ls54 ws95">Utdelning<span class="_ _2"></span> t<span class="_ _6"></span>ill a<span class="_ _0"></span>k<span class="_ _6"></span>tieägare ut<span class="_ _0"></span>an bestämmande<span class="_ _2"></span> inﬂy<span class="_ _6"></span>tande<span class="_ _17c"> </span><span class="ls9 ws8"><span style="letter-spacing: -0.482px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterestsClassifiedAsFinancingActivities" contextRef="ctx-1" unitRef="sek">1</ix:nonFraction></span><span class="_ _10e"> </span><span style="letter-spacing: -0.482px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:DividendsPaidToNoncontrollingInterestsClassifiedAsFinancingActivities" contextRef="ctx-2" unitRef="sek">1</ix:nonFraction></span></span></div><div class="t m0 x18 h30 y8c8 ff1 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde från<span class="_ _2"></span> fi<span class="_ _6"></span>nansieringsverksamheten<span class="_ _17d"> </span><span class="ls2 ws2"><span style="letter-spacing: 0px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:CashFlowsFromUsedInFinancingActivities" contextRef="ctx-1" unitRef="sek">91</ix:nonFraction></span><span class="_ _57"> </span><span class="ls5e ws9e"><span style="letter-spacing: 0.126px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:CashFlowsFromUsedInFinancingActivities" contextRef="ctx-2" unitRef="sek">31</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y8c9 ff1 fs24 fc3 sc0 ls57 ws98">Årets k<span class="_ _0"></span>assaﬂöde<span class="_ _82"> </span><span class="ls52 ws93"><span style="letter-spacing: 0.64px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="ctx-1" unitRef="sek">55</ix:nonFraction></span><span class="_ _79"> </span><span class="lsaf ws113"><span style="letter-spacing: -0.463px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="ctx-2" unitRef="sek">26</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y8ca ff1 fs24 fc3 sc0 ls2 ws2">Lik<span class="_ _f"></span>vid<span class="_ _6"></span>a me<span class="_ _6"></span>de<span class="_ _6"></span>l vi<span class="_ _6"></span>d åre<span class="_ _6"></span>ts b<span class="_ _6"></span>örj<span class="_ _6"></span>an<span class="_ _17e"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.385px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashAndCashEquivalents" contextRef="ctx-4" unitRef="sek">223</ix:nonFraction></span><span class="_ _17f"> </span><span class="ls11 ws11"><span style="letter-spacing: 0.32px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashAndCashEquivalents" contextRef="ctx-23" unitRef="sek">239</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y8cb ff5 fs24 fc3 sc0 ls54 ws95">Årets k<span class="_ _2"></span>assaﬂöde<span class="_ _180"> </span><span class="lsa6 wsfd"><span style="letter-spacing: 0.768px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="ctx-1" unitRef="sek">55</ix:nonFraction></span><span class="_ _79"> </span><span class="lsad wsff"><span style="letter-spacing: -0.495px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="ctx-2" unitRef="sek">26</ix:nonFraction></span></span></span></div><div class="t m0 x18 h2f y8cc ff5 fs24 fc3 sc0 ls54 ws95">Kursdifferens<span class="_ _2"></span> i lik<span class="_ _6"></span>vida medel<span class="_ _181"> </span><span class="lsae ws100"><span style="letter-spacing: 1.221px;">-<ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" sign="-" scale="6" name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" contextRef="ctx-1" unitRef="sek">4</ix:nonFraction></span><span class="_ _182"> </span><span class="ls82 ws10d"><span style="letter-spacing: 0.676px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" contextRef="ctx-2" unitRef="sek">10</ix:nonFraction></span></span></span></div><div class="t m0 x18 h30 y8cd ff1 fs24 fc3 sc0 ls2 ws2">Lik<span class="_ _f"></span>vid<span class="_ _6"></span>a me<span class="_ _6"></span>de<span class="_ _6"></span>l vi<span class="_ _6"></span>d åre<span class="_ _6"></span>ts s<span class="_ _6"></span>lu<span class="_ _6"></span>t<span class="_ _131"> </span><span class="ff5 ls4e ws8f">20<span class="_ _142"> </span></span><span class="lsab wsf3"><span style="letter-spacing: 0.632px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashAndCashEquivalents" contextRef="ctx-3" unitRef="sek">164</ix:nonFraction></span><span class="_ _17f"> </span><span class="ls58 ws9"><span style="letter-spacing: 0.755px;"><ix:nonFraction format="ixt:num-comma-decimal" decimals="-6" scale="6" name="ifrs-full:CashAndCashEquivalents" contextRef="ctx-4" unitRef="sek">223</ix:nonFraction></span></span></span></div><div class="t m0 x18 h4a y8ce ff5 fs2b fc3 sc0 ls71 wsb1">1) Förvär<span class="_ _6"></span>v av övriga anläggningstillgångar inkluderar internt upparbetade tillgångar<span class="_ _0"></span>.</div></div><div class="pi"></div></div><div id="pf29" class="pf w0 h0"><div class="pc pc29 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdzWscdQDH4ezObvYl2SQb06hNlJLWVi9Viz0XJCCIePQiBUGK4KH02IMHKYrXngQPRaoXlVQPFQI9pBAKisQ2BmlksSGNJmG1eWlMOk2yu3qXlZg0ITs7z/MfzJc57IeZ+W1ibbncAgAAQDMK0tlMviNpCAAAgOYm/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4WcCAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAIBoSZlgL1Sqtdt350dulkZulRb/ehDbHa6cPeVmAABgHzqnNZdp78q0daUzOWsIv903v3D/y+s3h0bHTQEAAPulshFWFsO1xflkkMp1Hmjr6k0kA+HHLgjXNz+5ekPyAQBA46hVK2uL8+H9P9t7+rPtxUQiIfzYuYmp2XcvfmUHAABozPxbKU8/WCoX+44kg3QMF3C4yy4YGh1XfQAA0OAqG+HCzOTmeij82LZPh7+/OHTdDgAA0Phq1crib5Mb4arwYxuujf1yafg7OwAAQIQszZZq1U3hx/8yMTV74bNhOwAAQOQszEz+XasKP7ZQqdbeu/StHQAAIIpq1crKHzPCjy18fu2HOP8zOwAARN3D1aX4HPQi/HYiXN/0aR8AAETdSnla+PGfvhj50QgAABB1lY0wJid8Cr+d+ObGT0YAAIAm8HB1SfhRx525e77uAwCA5rAu/Kjr1q+/GwEAAJpDrVoRftTx89ScEQAAAOHXzJZXQyMAAADCr5mNlWaMAAAACD8AAACEHwAAAMIPAAAA4bcPBk8cMwIAACD8AAAAEH6R9crJ54wAAAAIv2b2wpF+IwAAQHNIteaEH3XkMunDB3vsAAAAzfDzvuMx4Ud9bw6eNAIAADSBbKEo/Kjv5RePdhfydgAAgEhr634yGaSFH/WlguQHb79mBwAAiHb4dfXG5EqF3w4dH+h76ejTdgAAgIgq9PQnkoHwYwsfnXndC58AABBF2fZiPjaP+4TfI8ll0pfPn7YDAABES2uu0PH4oVhdsvB7JMVC/uNzb9gBAACiItWa63ziUCKREH5sw/GBvqsfvuOdTwAAaHytuUL3U8/G5CRP4bfLioX81xfODJ44ZgoAAGhYhZ7+Yt8zcXvWJ/x2UypIvv/Wq5fPnz58sMcaAADQULLtxd6B52N1msu/JNaWy+6D3TUxNTtyszQ0Om6KK2dPGQEAgP2SDFK5zgO5QneQzsR2hCCdzeQ7hN9eqVRrd8uLd+bu3Z6eX14Nl1fDsdKM8AMAgL2TbS+2tLQErdkgncnkCzH8lk/4AQAAxDT8fOMHAADQ5IQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8TAAAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQ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/><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls9c wse4">41</div><div class="t m0 x8 h7 y12a ff1 fs4 fc3 sc0 ls46 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfNotesAndOtherExplanatoryInformationExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__5" continuedAt="s10_notes__7__5-t--2"><span style="display:inherit;clear:left;">K<span class="_ _fc"></span>oncernens not<span class="_ _1"></span>er</span></ix:nonNumeric></div><div class="t m0 x8 h11 y8cf ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfGeneralInformationAboutFinancialStatementsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__7" continuedAt="s10_notes__7__7-t--2"><ix:continuation id="s10_notes__7__6-t--2" continuedAt="s10_notes__7__6-t--3"><ix:continuation id="s10_notes__7__5-t--3" continuedAt="s10_notes__7__5-t--4"><span style="display:inherit;clear:left;">ALLMÄNT<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h42 y8d0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__7-t--2" continuedAt="s10_notes__7__7-t--3"><ix:continuation id="s10_notes__7__6-t--3" continuedAt="s10_notes__7__6-t--4"><ix:continuation id="s10_notes__7__5-t--4" continuedAt="s10_notes__7__5-t--5"><span style="display:inherit;clear:left;">Koncernen omf<span class="_ _0"></span>attar<span class="_ _0"></span> moderbolaget <ix:nonNumeric name="ifrs-full:NameOfParentEntity" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__9"><ix:nonNumeric name="ifrs-full:NameOfUltimateParentOfGroup" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__13"><ix:nonNumeric name="ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__8">Enir<span class="_ _2"></span>o Group <ix:nonNumeric name="ifrs-full:LegalFormOfEntity" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__12">AB</ix:nonNumeric></ix:nonNumeric></ix:nonNumeric> (publ)</ix:nonNumeric> med or<span class="_ _2"></span>ganisations-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8d1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__7-t--3" continuedAt="s10_notes__7__7-t--4"><ix:continuation id="s10_notes__7__6-t--4" continuedAt="s10_notes__7__6-t--5"><ix:continuation id="s10_notes__7__5-t--5" continuedAt="s10_notes__7__5-t--6"><span style="display:inherit;clear:left;">nummer 556588-0936 och dess dott<span class="_ _0"></span>erför<span class="_ _0"></span>etag och intr<span class="_ _2"></span>esseföretag. Moderbola-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8d2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__7-t--4"><ix:continuation id="s10_notes__7__6-t--5" continuedAt="s10_notes__7__6-t--6"><ix:continuation id="s10_notes__7__5-t--6" continuedAt="s10_notes__7__5-t--7"><span style="display:inherit;clear:left;">get har<span class="_ _2"></span> sitt säte i <ix:nonNumeric name="ifrs-full:DomicileOfEntity" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__11"><ix:nonNumeric name="ifrs-full:AddressOfRegisteredOfficeOfEntity" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__10">Stockholm, <ix:nonNumeric name="ifrs-full:PrincipalPlaceOfBusiness" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__15"><ix:nonNumeric name="ifrs-full:CountryOfIncorporation" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__14">S<span class="_ _0"></span>verige</ix:nonNumeric></ix:nonNumeric></ix:nonNumeric></ix:nonNumeric> och är no<span class="_ _0"></span>terat<span class="_ _2"></span> på Nasdaq OMX Stockholm.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h11 y8d3 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:StatementOfIFRSCompliance" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__17" continuedAt="s10_notes__7__17-t--2"><ix:nonNumeric name="ifrs-full:DisclosureOfBasisOfConsolidationExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__16-1" escape="true" continuedAt="s10_notes__7__16-1-t--2"><ix:continuation id="s10_notes__7__6-t--6" continuedAt="s10_notes__7__6-t--7"><ix:continuation id="s10_notes__7__5-t--7" continuedAt="s10_notes__7__5-t--8"><span style="display:inherit;clear:left;">GRUND FÖR RAPPORTERNAS UPPRÄ<span class="_ _1"></span>TT<span class="_ _2"></span>ANDE</span></ix:continuation></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 x8 h42 y8d4 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__17-t--2" continuedAt="s10_notes__7__17-t--3"><ix:continuation id="s10_notes__7__16-1-t--2" continuedAt="s10_notes__7__16-1-t--3"><ix:continuation id="s10_notes__7__6-t--7" continuedAt="s10_notes__7__6-t--8"><ix:continuation id="s10_notes__7__5-t--8" continuedAt="s10_notes__7__5-t--9"><span style="display:inherit;clear:left;">Koncernr<span class="_ _0"></span>edovisningen har<span class="_ _0"></span> upprättats i enlighe<span class="_ _0"></span>t med Int<span class="_ _0"></span>ernational Financial </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8d5 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__17-t--3" continuedAt="s10_notes__7__17-t--4"><ix:continuation id="s10_notes__7__16-1-t--3" continuedAt="s10_notes__7__16-1-t--4"><ix:continuation id="s10_notes__7__6-t--8" continuedAt="s10_notes__7__6-t--9"><ix:continuation id="s10_notes__7__5-t--9" continuedAt="s10_notes__7__5-t--10"><span style="display:inherit;clear:left;">Reporting St<span class="_ _0"></span>andards (IFRS) sådana de ant<span class="_ _0"></span>agits av EU samt<span class="_ _0"></span> tillämpliga bestäm-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8d6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__17-t--4" continuedAt="s10_notes__7__17-t--5"><ix:continuation id="s10_notes__7__16-1-t--4" continuedAt="s10_notes__7__16-1-t--5"><ix:continuation id="s10_notes__7__6-t--9" continuedAt="s10_notes__7__6-t--10"><ix:continuation id="s10_notes__7__5-t--10" continuedAt="s10_notes__7__5-t--11"><span style="display:inherit;clear:left;">melser i <span class="_ _2"></span>Årsredo <span class="_ _fc"></span>visningslagen och RFR 1 Komplett<span class="_ _0"></span>erande r<span class="_ _0"></span>edovisningsregler<span class="_ _2"></span> för </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8d7 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__16-1-t--5" continuedAt="s10_notes__7__16-1-t--6"><ix:continuation id="s10_notes__7__6-t--10" continuedAt="s10_notes__7__6-t--11"><ix:continuation id="s10_notes__7__5-t--11" continuedAt="s10_notes__7__5-t--12"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__17-t--5"><span style="display:inherit;clear:left;">koncerner</span></ix:continuation></span><span class="_ _2"></span>. Koncern <span class="_ _fc"></span>redo<span class="_ _0"></span>visningen har uppr<span class="_ _0"></span>ättats enligt<span class="_ _0"></span> anskaffningsvär<span class="_ _2"></span>deme-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8d8 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__16-1-t--6" continuedAt="s10_notes__7__16-1-t--7"><ix:continuation id="s10_notes__7__6-t--11" continuedAt="s10_notes__7__6-t--12"><ix:continuation id="s10_notes__7__5-t--12" continuedAt="s10_notes__7__5-t--13"><span style="display:inherit;clear:left;">toden förut<span class="_ _0"></span>om vad betr<span class="_ _0"></span>äffar<span class="_ _0"></span> tillgångar och skulder<span class="_ _2"></span> (inklusive derivatinstrument) </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8d9 ff2 fs11 fc3 sc0 ls2 ws97"><ix:continuation id="s10_notes__7__16-1-t--7" continuedAt="s10_notes__7__18-1"><ix:continuation id="s10_notes__7__6-t--12" continuedAt="s10_notes__7__6-t--13"><ix:continuation id="s10_notes__7__5-t--13" continuedAt="s10_notes__7__5-t--14"><span style="display:inherit;clear:left;">värder<span class="_ _2"></span>ade till verkligt värde via r<span class="_ _0"></span>esultatr<span class="_ _0"></span>äkningen.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h11 y8da ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfChangesInAccountingPoliciesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__19" continuedAt="s10_notes__7__19-t--2"><ix:continuation id="s10_notes__7__18-1" continuedAt="s10_notes__7__18-1-t--2"><ix:continuation id="s10_notes__7__6-t--13" continuedAt="s10_notes__7__6-t--14"><ix:continuation id="s10_notes__7__5-t--14" continuedAt="s10_notes__7__5-t--15"><span style="display:inherit;clear:left;">TILLÄMPNING A<span class="_ _1"></span>V NY<span class="_ _1"></span>A ST<span class="_ _1"></span>ANDARDER</span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h11 y8db ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--2" continuedAt="s10_notes__7__19-t--3"><ix:continuation id="s10_notes__7__18-1-t--2" continuedAt="s10_notes__7__18-1-t--3"><ix:continuation id="s10_notes__7__6-t--14" continuedAt="s10_notes__7__6-t--15"><ix:continuation id="s10_notes__7__5-t--15" continuedAt="s10_notes__7__5-t--16"><span style="display:inherit;clear:left;">Ändrade redo<span class="_ _0"></span>visningsprinciper f<span class="_ _0"></span>öranledda av ny<span class="_ _0"></span>a eller </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h11 y8dc ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--3" continuedAt="s10_notes__7__19-t--4"><ix:continuation id="s10_notes__7__18-1-t--3" continuedAt="s10_notes__7__18-1-t--4"><ix:continuation id="s10_notes__7__6-t--15" continuedAt="s10_notes__7__6-t--16"><ix:continuation id="s10_notes__7__5-t--16" continuedAt="s10_notes__7__5-t--17"><span style="display:inherit;clear:left;">ändrade IFRS</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8dd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--4" continuedAt="s10_notes__7__19-t--5"><ix:continuation id="s10_notes__7__18-1-t--4" continuedAt="s10_notes__7__18-1-t--5"><ix:continuation id="s10_notes__7__6-t--16" continuedAt="s10_notes__7__6-t--17"><ix:continuation id="s10_notes__7__5-t--17" continuedAt="s10_notes__7__5-t--18"><span style="display:inherit;clear:left;">Det finns inga n<span class="_ _0"></span>ya IFRS standar<span class="_ _0"></span>der som godk<span class="_ _2"></span>änts för tillämpning fr<span class="_ _2"></span>ån 2023 och </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8de ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--5" continuedAt="s10_notes__7__19-t--6"><ix:continuation id="s10_notes__7__18-1-t--5" continuedAt="s10_notes__7__18-1-t--6"><ix:continuation id="s10_notes__7__6-t--17" continuedAt="s10_notes__7__6-t--18"><ix:continuation id="s10_notes__7__5-t--18" continuedAt="s10_notes__7__5-t--19"><span style="display:inherit;clear:left;">framåt<span class="_ _2"></span>. IAS 1 Utformning av finansiella rapporter<span class="_ _2"></span> har ändrats gällande vilk<span class="_ _2"></span>a </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8df ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--6" continuedAt="s10_notes__7__19-t--7"><ix:continuation id="s10_notes__7__18-1-t--6" continuedAt="s10_notes__7__18-1-t--7"><ix:continuation id="s10_notes__7__6-t--18" continuedAt="s10_notes__7__6-t--19"><ix:continuation id="s10_notes__7__5-t--19" continuedAt="s10_notes__7__5-t--20"><span style="display:inherit;clear:left;">redovisningsprinciper<span class="_ _2"></span> som ska upplysas om. Denna ändring innebär att<span class="_ _2"></span> man </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8e0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--7" continuedAt="s10_notes__7__19-t--8"><ix:continuation id="s10_notes__7__18-1-t--7" continuedAt="s10_notes__7__18-1-t--8"><ix:continuation id="s10_notes__7__6-t--19" continuedAt="s10_notes__7__6-t--20"><ix:continuation id="s10_notes__7__5-t--20" continuedAt="s10_notes__7__5-t--21"><span style="display:inherit;clear:left;">endast sk<span class="_ _2"></span>a lämna upplysningar om väsentlig inf<span class="_ _0"></span>ormation om redovisningsprin-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8e1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--8" continuedAt="s10_notes__7__19-t--9"><ix:continuation id="s10_notes__7__18-1-t--8" continuedAt="s10_notes__7__18-1-t--9"><ix:continuation id="s10_notes__7__6-t--20" continuedAt="s10_notes__7__6-t--21"><ix:continuation id="s10_notes__7__5-t--21" continuedAt="s10_notes__7__5-t--22"><span style="display:inherit;clear:left;">ciper v<span class="_ _0"></span>arför<span class="_ _0"></span> not 1 sam<span class="_ _0"></span>t r<span class="_ _0"></span>edovisningsprinciper i r<span class="_ _2"></span>espektive not har omarbe<span class="_ _0"></span>tats, </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8e2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--9" continuedAt="s10_notes__7__19-t--10"><ix:continuation id="s10_notes__7__18-1-t--9" continuedAt="s10_notes__7__18-1-t--10"><ix:continuation id="s10_notes__7__6-t--21" continuedAt="s10_notes__7__6-t--22"><ix:continuation id="s10_notes__7__5-t--22" continuedAt="s10_notes__7__5-t--23"><span style="display:inherit;clear:left;">Övriga ändringar i st<span class="_ _0"></span>andarder<span class="_ _0"></span> som är godk<span class="_ _2"></span>ända för tillämpning fr<span class="_ _0"></span>ån 2023 har </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8e3 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__19-t--10"><ix:continuation id="s10_notes__7__18-1-t--10" continuedAt="s10_notes__7__18-1-t--11"><ix:continuation id="s10_notes__7__6-t--22" continuedAt="s10_notes__7__6-t--23"><ix:continuation id="s10_notes__7__5-t--23" continuedAt="s10_notes__7__5-t--24"><span style="display:inherit;clear:left;">inte bedömts ha någon <span class="_ _0"></span>väsentlig effekt<span class="_ _2"></span> på koncernens finansiella rapporter<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h11 y8e4 ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__18-1-t--11" continuedAt="s10_notes__7__18-1-t--12"><ix:continuation id="s10_notes__7__6-t--23" continuedAt="s10_notes__7__6-t--24"><ix:continuation id="s10_notes__7__5-t--24" continuedAt="s10_notes__7__5-t--25"><span style="display:inherit;clear:left;">Nya IFRS som ännu int<span class="_ _0"></span>e börjat tillämpas</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8e5 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__18-1-t--12" continuedAt="s10_notes__7__18-1-t--13"><ix:continuation id="s10_notes__7__6-t--24" continuedAt="s10_notes__7__6-t--25"><ix:continuation id="s10_notes__7__5-t--25" continuedAt="s10_notes__7__5-t--26"><span style="display:inherit;clear:left;">Nya och ändrade IFRS <span class="_ _0"></span>vilka tr<span class="_ _2"></span>äder i kraft<span class="_ _0"></span> kommande r<span class="_ _0"></span>äkensk<span class="_ _2"></span>apsår har int<span class="_ _0"></span>e </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8e6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__18-1-t--13" continuedAt="s10_notes__7__18-1-t--14"><ix:continuation id="s10_notes__7__6-t--25" continuedAt="s10_notes__7__6-t--26"><ix:continuation id="s10_notes__7__5-t--26" continuedAt="s10_notes__7__5-t--27"><span style="display:inherit;clear:left;">förtidstillämpats och bedöms int<span class="_ _0"></span>e komma att<span class="_ _0"></span> ha någon väsentlig eff<span class="_ _2"></span>ekt på </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8e7 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__18-1-t--14"><ix:continuation id="s10_notes__7__6-t--26" continuedAt="s10_notes__7__6-t--27"><ix:continuation id="s10_notes__7__5-t--27" continuedAt="s10_notes__7__5-t--28"><span style="display:inherit;clear:left;">koncernens finansiella r<span class="_ _2"></span>apporter.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h11 y8e8 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__20-1" escape="true" continuedAt="s10_notes__7__20-1-t--2"><ix:continuation id="s10_notes__7__6-t--27" continuedAt="s10_notes__7__6-t--28"><ix:continuation id="s10_notes__7__5-t--28" continuedAt="s10_notes__7__5-t--29"><span style="display:inherit;clear:left;">UPPL<span class="_ _1"></span>YSNINGAR OM <span class="_ _2"></span>V<span class="_ _0"></span>ÄSENTLIGA<span class="_ _0"></span> ANT<span class="_ _1"></span>AGANDEN OCH </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h11 y8e9 ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__20-1-t--2" continuedAt="s10_notes__7__20-1-t--3"><ix:continuation id="s10_notes__7__6-t--28" continuedAt="s10_notes__7__6-t--29"><ix:continuation id="s10_notes__7__5-t--29" continuedAt="s10_notes__7__5-t--30"><span style="display:inherit;clear:left;">OSÄKERHETSF<span class="_ _1"></span>AKTORER</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8ea ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__20-1-t--3" continuedAt="s10_notes__7__20-1-t--4"><ix:continuation id="s10_notes__7__6-t--29" continuedAt="s10_notes__7__6-t--30"><ix:continuation id="s10_notes__7__5-t--30" continuedAt="s10_notes__7__5-t--31"><span style="display:inherit;clear:left;">Bedömningar och ant<span class="_ _0"></span>aganden som genomförts har<span class="_ _2"></span> förtydligats under r<span class="_ _0"></span>espektive </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8eb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__20-1-t--4" continuedAt="s10_notes__7__20-1-t--5"><ix:continuation id="s10_notes__7__6-t--30" continuedAt="s10_notes__7__6-t--31"><ix:continuation id="s10_notes__7__5-t--31" continuedAt="s10_notes__7__5-t--32"><span style="display:inherit;clear:left;">not i av<span class="_ _0"></span>snittet<span class="_ _0"></span> om koncernens not<span class="_ _0"></span>er<span class="_ _2"></span>. De väsentliga antaganden som bör<span class="_ _0"></span> fram-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8ec ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__20-1-t--5" continuedAt="s10_notes__7__20-1-t--6"><ix:continuation id="s10_notes__7__6-t--31" continuedAt="s10_notes__7__6-t--32"><ix:continuation id="s10_notes__7__5-t--32" continuedAt="s10_notes__7__5-t--33"><span style="display:inherit;clear:left;">hållas är Immat<span class="_ _0"></span>eriella tillgångar samt<span class="_ _2"></span> Nedskrivningsprövning (no<span class="_ _0"></span>t 7), Uppskjut<span class="_ _0"></span>en </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8ed ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__20-1-t--6" continuedAt="s10_notes__7__20-1-t--7"><ix:continuation id="s10_notes__7__6-t--32" continuedAt="s10_notes__7__6-t--33"><ix:continuation id="s10_notes__7__5-t--33" continuedAt="s10_notes__7__5-t--34"><span style="display:inherit;clear:left;">skatt<span class="_ _2"></span> (not 14) samt<span class="_ _2"></span> Pensionsförpliktelser<span class="_ _0"></span> (not<span class="_ _0"></span> 23). <span><ix:nonNumeric name="ifrs-full:DisclosureOfGoingConcernExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__21" continuedAt="s10_notes__7__21-t--2"><span style="display:inherit;clear:left;">Be<span class="_ _0"></span>träff<span class="_ _0"></span>ande koncernens f<span class="_ _0"></span>ortlev-</span></ix:nonNumeric></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8ee ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__21-t--2" continuedAt="s10_notes__7__21-t--3"><ix:continuation id="s10_notes__7__20-1-t--7" continuedAt="s10_notes__7__20-1-t--8"><ix:continuation id="s10_notes__7__6-t--33" continuedAt="s10_notes__7__6-t--34"><ix:continuation id="s10_notes__7__5-t--34" continuedAt="s10_notes__7__5-t--35"><span style="display:inherit;clear:left;">nad bedömer styr<span class="_ _0"></span>elsen att f<span class="_ _0"></span>ortsatt drift<span class="_ _2"></span> föreligger f<span class="_ _0"></span>ör moderbolage<span class="_ _0"></span>t, k<span class="_ _2"></span>oncernen </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8ef ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__21-t--3" continuedAt="s10_notes__7__21-t--4"><ix:continuation id="s10_notes__7__20-1-t--8" continuedAt="s10_notes__7__20-1-t--9"><ix:continuation id="s10_notes__7__6-t--34" continuedAt="s10_notes__7__6-t--35"><ix:continuation id="s10_notes__7__5-t--35" continuedAt="s10_notes__7__5-t--36"><span style="display:inherit;clear:left;">och dess dotterf<span class="_ _0"></span>öret<span class="_ _0"></span>ag och att det<span class="_ _0"></span> finns förmåga att<span class="_ _0"></span> finansiera v<span class="_ _0"></span>erksamheten </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8f0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__21-t--4"><ix:continuation id="s10_notes__7__20-1-t--9" continuedAt="s10_notes__7__38-1"><ix:continuation id="s10_notes__7__6-t--35" continuedAt="s10_notes__7__6-t--36"><ix:continuation id="s10_notes__7__5-t--36" continuedAt="s10_notes__7__5-t--37"><span style="display:inherit;clear:left;">under 12 månader<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h11 y8f1 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfCompositionOfGroupExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__22" continuedAt="s10_notes__7__22-t--2"><ix:continuation id="s10_notes__7__6-t--36" continuedAt="s10_notes__7__6-t--37"><ix:continuation id="s10_notes__7__5-t--37" continuedAt="s10_notes__7__5-t--38"><span style="display:inherit;clear:left;">K<span class="_ _2"></span>ONCERNREDOVISNING </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h11 y8f2 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForSubsidiariesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__23" continuedAt="s10_notes__7__23-t--2"><ix:continuation id="s10_notes__7__22-t--2" continuedAt="s10_notes__7__22-t--3"><ix:continuation id="s10_notes__7__6-t--37" continuedAt="s10_notes__7__6-t--38"><ix:continuation id="s10_notes__7__5-t--38" continuedAt="s10_notes__7__5-t--39"><span style="display:inherit;clear:left;">Dotterbolag</span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h42 y8f3 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--2" continuedAt="s10_notes__7__23-t--3"><ix:continuation id="s10_notes__7__22-t--3" continuedAt="s10_notes__7__22-t--4"><ix:continuation id="s10_notes__7__6-t--38" continuedAt="s10_notes__7__6-t--39"><ix:continuation id="s10_notes__7__5-t--39" continuedAt="s10_notes__7__5-t--40"><span style="display:inherit;clear:left;">Koncernr<span class="_ _0"></span>edovisningen omfatt<span class="_ _0"></span>ar moderbolage<span class="_ _0"></span>t och de för<span class="_ _2"></span>etag över <span class="_ _0"></span>vilka moder<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8f4 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--3" continuedAt="s10_notes__7__23-t--4"><ix:continuation id="s10_notes__7__22-t--4" continuedAt="s10_notes__7__22-t--5"><ix:continuation id="s10_notes__7__6-t--39" continuedAt="s10_notes__7__6-t--40"><ix:continuation id="s10_notes__7__5-t--40" continuedAt="s10_notes__7__5-t--41"><span style="display:inherit;clear:left;">bolaget dir<span class="_ _2"></span>ekt eller indir<span class="_ _0"></span>ekt har<span class="_ _0"></span> ett best<span class="_ _0"></span>ämmande inﬂytande. Moderbolaget<span class="_ _2"></span> har </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8f5 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--4" continuedAt="s10_notes__7__23-t--5"><ix:continuation id="s10_notes__7__22-t--5" continuedAt="s10_notes__7__22-t--6"><ix:continuation id="s10_notes__7__6-t--40" continuedAt="s10_notes__7__6-t--41"><ix:continuation id="s10_notes__7__5-t--41" continuedAt="s10_notes__7__5-t--42"><span style="display:inherit;clear:left;">bestämmande inﬂytande och k<span class="_ _2"></span>ontrollerar<span class="_ _2"></span> ett före<span class="_ _0"></span>tag när<span class="_ _0"></span> det exponer<span class="_ _2"></span>as för eller<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8f6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--5" continuedAt="s10_notes__7__23-t--6"><ix:continuation id="s10_notes__7__22-t--6" continuedAt="s10_notes__7__22-t--7"><ix:continuation id="s10_notes__7__6-t--41" continuedAt="s10_notes__7__6-t--42"><ix:continuation id="s10_notes__7__5-t--42" continuedAt="s10_notes__7__5-t--43"><span style="display:inherit;clear:left;">har r<span class="_ _0"></span>ätt till r<span class="_ _2"></span>örlig avkastning från sitt<span class="_ _0"></span> innehav i för<span class="_ _0"></span>etaget<span class="_ _2"></span> och har möjlighet att<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8f7 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--6" continuedAt="s10_notes__7__23-t--7"><ix:continuation id="s10_notes__7__22-t--7" continuedAt="s10_notes__7__22-t--8"><ix:continuation id="s10_notes__7__6-t--42" continuedAt="s10_notes__7__6-t--43"><ix:continuation id="s10_notes__7__5-t--43" continuedAt="s10_notes__7__5-t--44"><span style="display:inherit;clear:left;">påverka avk<span class="_ _2"></span>astningen genom sitt inﬂytande i för<span class="_ _2"></span>etaget.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8f8 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--7" continuedAt="s10_notes__7__23-t--8"><ix:continuation id="s10_notes__7__22-t--8" continuedAt="s10_notes__7__22-t--9"><ix:continuation id="s10_notes__7__6-t--43" continuedAt="s10_notes__7__6-t--44"><ix:continuation id="s10_notes__7__5-t--44" continuedAt="s10_notes__7__5-t--45"><span style="display:inherit;clear:left;">Koncernr<span class="_ _0"></span>edovisningen har<span class="_ _0"></span> upprättats enligt<span class="_ _2"></span> förvärvsmetoden, vilk<span class="_ _2"></span>et innebär </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8f9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--8" continuedAt="s10_notes__7__23-t--9"><ix:continuation id="s10_notes__7__22-t--9" continuedAt="s10_notes__7__22-t--10"><ix:continuation id="s10_notes__7__6-t--44" continuedAt="s10_notes__7__6-t--45"><ix:continuation id="s10_notes__7__5-t--45" continuedAt="s10_notes__7__5-t--46"><span style="display:inherit;clear:left;">att dott<span class="_ _0"></span>erför<span class="_ _0"></span>etagets egna k<span class="_ _2"></span>apital vid förvärvet<span class="_ _2"></span>, fastställt som skillnaden mellan </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8fa ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--9" continuedAt="s10_notes__7__23-t--10"><ix:continuation id="s10_notes__7__22-t--10" continuedAt="s10_notes__7__22-t--11"><ix:continuation id="s10_notes__7__6-t--45" continuedAt="s10_notes__7__6-t--46"><ix:continuation id="s10_notes__7__5-t--46" continuedAt="s10_notes__7__5-t--47"><span style="display:inherit;clear:left;">tillgångarnas och skuldernas verkliga vär<span class="_ _2"></span>den, elimineras i sin helhet. I k<span class="_ _2"></span>oncernens </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8fb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--10" continuedAt="s10_notes__7__23-t--11"><ix:continuation id="s10_notes__7__22-t--11" continuedAt="s10_notes__7__22-t--12"><ix:continuation id="s10_notes__7__6-t--46" continuedAt="s10_notes__7__6-t--47"><ix:continuation id="s10_notes__7__5-t--47" continuedAt="s10_notes__7__5-t--48"><span style="display:inherit;clear:left;">egna kapit<span class="_ _0"></span>al ingår härigenom endast<span class="_ _0"></span> den del av dotterf<span class="_ _0"></span>öret<span class="_ _0"></span>agets egna k<span class="_ _0"></span>apital </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8fc ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--11" continuedAt="s10_notes__7__23-t--12"><ix:continuation id="s10_notes__7__22-t--12" continuedAt="s10_notes__7__22-t--13"><ix:continuation id="s10_notes__7__6-t--47" continuedAt="s10_notes__7__6-t--48"><ix:continuation id="s10_notes__7__5-t--48" continuedAt="s10_notes__7__5-t--49"><span style="display:inherit;clear:left;">som tillkommit<span class="_ _2"></span> efter förv<span class="_ _0"></span>ärvet<span class="_ _0"></span>. </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8fd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--12" continuedAt="s10_notes__7__23-t--13"><ix:continuation id="s10_notes__7__22-t--13" continuedAt="s10_notes__7__22-t--14"><ix:continuation id="s10_notes__7__6-t--48" continuedAt="s10_notes__7__6-t--49"><ix:continuation id="s10_notes__7__5-t--49" continuedAt="s10_notes__7__5-t--50"><span style="display:inherit;clear:left;">Innehav utan bestämmande in<span class="_ _0"></span>ﬂytande i dotterbolagens r<span class="_ _2"></span>esultat och eget k<span class="_ _2"></span>apital </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y8fe ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--13" continuedAt="s10_notes__7__23-t--14"><ix:continuation id="s10_notes__7__22-t--14" continuedAt="s10_notes__7__22-t--15"><ix:continuation id="s10_notes__7__6-t--49" continuedAt="s10_notes__7__6-t--50"><ix:continuation id="s10_notes__7__5-t--50" continuedAt="s10_notes__7__5-t--51"><span style="display:inherit;clear:left;">redovisas separ<span class="_ _2"></span>at i koncernens r<span class="_ _0"></span>esultaträkning, r<span class="_ _2"></span>apport över <span class="_ _0"></span>totalr<span class="_ _2"></span>esultat, rapport<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y8ff ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--14" continuedAt="s10_notes__7__23-t--15"><ix:continuation id="s10_notes__7__22-t--15" continuedAt="s10_notes__7__22-t--16"><ix:continuation id="s10_notes__7__6-t--50" continuedAt="s10_notes__7__6-t--51"><ix:continuation id="s10_notes__7__5-t--51" continuedAt="s10_notes__7__5-t--52"><span style="display:inherit;clear:left;">över<span class="_ _0"></span> för<span class="_ _0"></span>ändringar i eget<span class="_ _2"></span> kapital och balansräkning. Enir<span class="_ _2"></span>o har ett mindr<span class="_ _0"></span>e väsent<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y900 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--15" continuedAt="s10_notes__7__23-t--16"><ix:continuation id="s10_notes__7__22-t--16" continuedAt="s10_notes__7__22-t--17"><ix:continuation id="s10_notes__7__6-t--51" continuedAt="s10_notes__7__6-t--52"><ix:continuation id="s10_notes__7__5-t--52" continuedAt="s10_notes__7__5-t--53"><span style="display:inherit;clear:left;">ligt dott<span class="_ _0"></span>erbolag med innehav utan bestämmande in<span class="_ _0"></span>ﬂytande där Enir<span class="_ _2"></span>o äger 66 </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y901 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__23-t--16"><ix:continuation id="s10_notes__7__22-t--17" continuedAt="s10_notes__7__22-t--18"><ix:continuation id="s10_notes__7__6-t--52" continuedAt="s10_notes__7__6-t--53"><ix:continuation id="s10_notes__7__5-t--53" continuedAt="s10_notes__7__5-t--54"><span style="display:inherit;clear:left;">procent<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h11 y902 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociates" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__24" continuedAt="s10_notes__7__24-t--2"><ix:continuation id="s10_notes__7__22-t--18" continuedAt="s10_notes__7__22-t--19"><ix:continuation id="s10_notes__7__6-t--53" continuedAt="s10_notes__7__6-t--54"><ix:continuation id="s10_notes__7__5-t--54" continuedAt="s10_notes__7__5-t--55"><span style="display:inherit;clear:left;">Intressef<span class="_ _0"></span>öretag</span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 xa h42 y903 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--2" continuedAt="s10_notes__7__24-t--3"><ix:continuation id="s10_notes__7__22-t--19" continuedAt="s10_notes__7__22-t--20"><ix:continuation id="s10_notes__7__6-t--54" continuedAt="s10_notes__7__6-t--55"><ix:continuation id="s10_notes__7__5-t--55" continuedAt="s10_notes__7__5-t--56"><span style="display:inherit;clear:left;">Intressef<span class="_ _2"></span>öretag är f<span class="_ _2"></span>öretag i vilk<span class="_ _0"></span>a koncernen har<span class="_ _2"></span> ett betydande men inte </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y904 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--3" continuedAt="s10_notes__7__24-t--4"><ix:continuation id="s10_notes__7__22-t--20" continuedAt="s10_notes__7__22-t--21"><ix:continuation id="s10_notes__7__6-t--55" continuedAt="s10_notes__7__6-t--56"><ix:continuation id="s10_notes__7__5-t--56" continuedAt="s10_notes__7__5-t--57"><span style="display:inherit;clear:left;">bestämmande inﬂytande, <span class="_ _0"></span>vilket<span class="_ _2"></span> i regel gäller för<span class="_ _2"></span> aktieinnehav som omfattar<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y905 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--4" continuedAt="s10_notes__7__24-t--5"><ix:continuation id="s10_notes__7__22-t--21" continuedAt="s10_notes__7__22-t--22"><ix:continuation id="s10_notes__7__6-t--56" continuedAt="s10_notes__7__6-t--57"><ix:continuation id="s10_notes__7__5-t--57" continuedAt="s10_notes__7__5-t--58"><span style="display:inherit;clear:left;">mellan 20 och 50 procent<span class="_ _2"></span> av rösterna. Innehav i intr<span class="_ _0"></span>esseför<span class="_ _2"></span>etag redovisas enligt<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y906 ff2 fs11 fc3 sc0 ls2 ws118"><ix:continuation id="s10_notes__7__24-t--5" continuedAt="s10_notes__7__24-t--6"><ix:continuation id="s10_notes__7__22-t--22" continuedAt="s10_notes__7__22-t--23"><ix:continuation id="s10_notes__7__6-t--57" continuedAt="s10_notes__7__6-t--58"><ix:continuation id="s10_notes__7__5-t--58" continuedAt="s10_notes__7__5-t--59"><span style="display:inherit;clear:left;">kapit<span class="_ _0"></span>alandels metoden.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y907 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--6" continuedAt="s10_notes__7__24-t--7"><ix:continuation id="s10_notes__7__22-t--23" continuedAt="s10_notes__7__22-t--24"><ix:continuation id="s10_notes__7__6-t--58" continuedAt="s10_notes__7__6-t--59"><ix:continuation id="s10_notes__7__5-t--59" continuedAt="s10_notes__7__5-t--60"><span style="display:inherit;clear:left;">Vid tillämpning av k<span class="_ _0"></span>apitalandelsmetoden <span class="_ _0"></span>värder<span class="_ _2"></span>as innehav i intresseför<span class="_ _0"></span>etag ini-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y908 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--7" continuedAt="s10_notes__7__24-t--8"><ix:continuation id="s10_notes__7__22-t--24" continuedAt="s10_notes__7__22-t--25"><ix:continuation id="s10_notes__7__6-t--59" continuedAt="s10_notes__7__6-t--60"><ix:continuation id="s10_notes__7__5-t--60" continuedAt="s10_notes__7__5-t--61"><span style="display:inherit;clear:left;">tialt till ansk<span class="_ _2"></span>affningsvärde. Det<span class="_ _0"></span> redovisade <span class="_ _0"></span>värdet<span class="_ _2"></span> ökas eller minsk<span class="_ _0"></span>as däreft<span class="_ _0"></span>er f<span class="_ _0"></span>ör </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y909 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--8" continuedAt="s10_notes__7__24-t--9"><ix:continuation id="s10_notes__7__22-t--25" continuedAt="s10_notes__7__22-t--26"><ix:continuation id="s10_notes__7__6-t--60" continuedAt="s10_notes__7__6-t--61"><ix:continuation id="s10_notes__7__5-t--61" continuedAt="s10_notes__7__5-t--62"><span style="display:inherit;clear:left;">att beakta k<span class="_ _2"></span>oncernens andel av resultat<span class="_ _0"></span> och övrigt <span class="_ _0"></span>totaltr<span class="_ _2"></span>esultatet eft<span class="_ _0"></span>er f<span class="_ _0"></span>örvärvs-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y90a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--9" continuedAt="s10_notes__7__24-t--10"><ix:continuation id="s10_notes__7__22-t--26" continuedAt="s10_notes__7__22-t--27"><ix:continuation id="s10_notes__7__6-t--61" continuedAt="s10_notes__7__6-t--62"><ix:continuation id="s10_notes__7__5-t--62" continuedAt="s10_notes__7__5-t--63"><span style="display:inherit;clear:left;">tidpunkten samt<span class="_ _0"></span> avskrivningar av<span class="_ _0"></span> förvärvade ö<span class="_ _0"></span>vervär<span class="_ _0"></span>den. Utdelningar r<span class="_ _2"></span>edovisas </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y90b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__24-t--10"><ix:continuation id="s10_notes__7__22-t--27"><ix:continuation id="s10_notes__7__6-t--62" continuedAt="s10_notes__7__6-t--63"><ix:continuation id="s10_notes__7__5-t--63" continuedAt="s10_notes__7__5-t--64"><span style="display:inherit;clear:left;">som en minskning av invest<span class="_ _0"></span>eringens redovisade v<span class="_ _0"></span>ärde.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h11 y90c ff1 fs2 fc3 sc0 ls2 ws88"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForForeignCurrencyTranslationExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__25" continuedAt="s10_notes__7__25-t--2"><ix:continuation id="s10_notes__7__6-t--63" continuedAt="s10_notes__7__6-t--64"><ix:continuation id="s10_notes__7__5-t--64" continuedAt="s10_notes__7__5-t--65"><span style="display:inherit;clear:left;">OMRÄKNING A<span class="_ _2"></span>V UTLÄNDSK V<span class="_ _2"></span>ALUT<span class="_ _1"></span>A </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 xa h11 y90d ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFunctionalCurrencyExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__26" continuedAt="s10_notes__7__26-t--2"><ix:continuation id="s10_notes__7__25-t--2" continuedAt="s10_notes__7__25-t--3"><ix:continuation id="s10_notes__7__6-t--64" continuedAt="s10_notes__7__6-t--65"><ix:continuation id="s10_notes__7__5-t--65" continuedAt="s10_notes__7__5-t--66"><span style="display:inherit;clear:left;">Funktionell v<span class="_ _0"></span>aluta och rapportv<span class="_ _0"></span>aluta</span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 xa h42 y90e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__26-t--2" continuedAt="s10_notes__7__26-t--3"><ix:continuation id="s10_notes__7__25-t--3" continuedAt="s10_notes__7__25-t--4"><ix:continuation id="s10_notes__7__6-t--65" continuedAt="s10_notes__7__6-t--66"><ix:continuation id="s10_notes__7__5-t--66" continuedAt="s10_notes__7__5-t--67"><span style="display:inherit;clear:left;">Posterna i de finansiella r<span class="_ _2"></span>apporterna för r<span class="_ _0"></span>espektive koncern<span class="_ _0"></span>för<span class="_ _0"></span>etag är<span class="_ _0"></span> värder<span class="_ _2"></span>ade </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y90f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__26-t--3" continuedAt="s10_notes__7__26-t--4"><ix:continuation id="s10_notes__7__25-t--4" continuedAt="s10_notes__7__25-t--5"><ix:continuation id="s10_notes__7__6-t--66" continuedAt="s10_notes__7__6-t--67"><ix:continuation id="s10_notes__7__5-t--67" continuedAt="s10_notes__7__5-t--68"><span style="display:inherit;clear:left;">i den valuta som an<span class="_ _0"></span>vänds i den ekonomisk<span class="_ _2"></span>a miljö där respektive k<span class="_ _2"></span>oncernföret<span class="_ _0"></span>ag </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y910 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__26-t--4" continuedAt="s10_notes__7__26-t--5"><ix:continuation id="s10_notes__7__25-t--5" continuedAt="s10_notes__7__25-t--6"><ix:continuation id="s10_notes__7__6-t--67" continuedAt="s10_notes__7__6-t--68"><ix:continuation id="s10_notes__7__5-t--68" continuedAt="s10_notes__7__5-t--69"><span style="display:inherit;clear:left;">huvudsakligen är v<span class="_ _0"></span>erksamt (funktionell <span class="_ _0"></span>valuta) I k<span class="_ _2"></span>oncernredovisningen används </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y911 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__26-t--5"><ix:continuation id="s10_notes__7__25-t--6" continuedAt="s10_notes__7__25-t--7"><ix:continuation id="s10_notes__7__6-t--68" continuedAt="s10_notes__7__6-t--69"><ix:continuation id="s10_notes__7__5-t--69" continuedAt="s10_notes__7__5-t--70"><span style="display:inherit;clear:left;">svensk<span class="_ _0"></span>a kronor<span class="_ _2"></span>, som är moderbolagets funktionella v<span class="_ _0"></span>aluta och rapportv<span class="_ _0"></span>aluta.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h11 y912 ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--7" continuedAt="s10_notes__7__25-t--8"><ix:continuation id="s10_notes__7__6-t--69" continuedAt="s10_notes__7__6-t--70"><ix:continuation id="s10_notes__7__5-t--70" continuedAt="s10_notes__7__5-t--71"><span style="display:inherit;clear:left;">T<span class="_ _3"></span>ransaktioner och balanspost<span class="_ _0"></span>er</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y913 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--8" continuedAt="s10_notes__7__25-t--9"><ix:continuation id="s10_notes__7__6-t--70" continuedAt="s10_notes__7__6-t--71"><ix:continuation id="s10_notes__7__5-t--71" continuedAt="s10_notes__7__5-t--72"><span style="display:inherit;clear:left;">T<span class="_ _1"></span>ransaktioner i utländsk<span class="_ _0"></span> valuta omr<span class="_ _2"></span>äknas till den funktionella valutan enligt de </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y914 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--9" continuedAt="s10_notes__7__25-t--10"><ix:continuation id="s10_notes__7__6-t--71" continuedAt="s10_notes__7__6-t--72"><ix:continuation id="s10_notes__7__5-t--72" continuedAt="s10_notes__7__5-t--73"><span style="display:inherit;clear:left;">valutakurser<span class="_ _2"></span> som gäller på transaktionsdagen eller<span class="_ _2"></span> den dag då posterna omvär<span class="_ _0"></span>-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y915 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--10" continuedAt="s10_notes__7__25-t--11"><ix:continuation id="s10_notes__7__6-t--72" continuedAt="s10_notes__7__6-t--73"><ix:continuation id="s10_notes__7__5-t--73" continuedAt="s10_notes__7__5-t--74"><span style="display:inherit;clear:left;">deras. <span class="_ _0"></span>V<span class="_ _2"></span>alutakursvinster och -<span class="_ _0"></span>förluster<span class="_ _2"></span> som uppkommer vid be<span class="_ _0"></span>talning av sådana </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y916 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--11" continuedAt="s10_notes__7__25-t--12"><ix:continuation id="s10_notes__7__6-t--73" continuedAt="s10_notes__7__6-t--74"><ix:continuation id="s10_notes__7__5-t--74" continuedAt="s10_notes__7__5-t--75"><span style="display:inherit;clear:left;">transaktioner<span class="_ _0"></span> och vid omräkningen av<span class="_ _0"></span> monetär<span class="_ _0"></span>a tillgångar och skulder<span class="_ _2"></span> till </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y917 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--12" continuedAt="s10_notes__7__25-t--13"><ix:continuation id="s10_notes__7__6-t--74" continuedAt="s10_notes__7__6-t--75"><ix:continuation id="s10_notes__7__5-t--75" continuedAt="s10_notes__7__5-t--76"><span style="display:inherit;clear:left;">balans <span class="_ _fc"></span>dagens kurs, redovisas i r<span class="_ _0"></span>esultatr<span class="_ _0"></span>äkningen. Undantag är<span class="_ _0"></span> då transaktioner<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y918 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--13" continuedAt="s10_notes__7__25-t--14"><ix:continuation id="s10_notes__7__6-t--75" continuedAt="s10_notes__7__6-t--76"><ix:continuation id="s10_notes__7__5-t--76" continuedAt="s10_notes__7__5-t--77"><span style="display:inherit;clear:left;">na utgör<span class="_ _0"></span> säkringar som uppfyller<span class="_ _2"></span> villkoren f<span class="_ _0"></span>ör säkringsr<span class="_ _0"></span>edovisning av k<span class="_ _0"></span>assaﬂöden </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y919 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--14" continuedAt="s10_notes__7__25-t--15"><ix:continuation id="s10_notes__7__6-t--76" continuedAt="s10_notes__7__6-t--77"><ix:continuation id="s10_notes__7__5-t--77" continuedAt="s10_notes__7__5-t--78"><span style="display:inherit;clear:left;">eller av ne<span class="_ _0"></span>ttoinvest<span class="_ _0"></span>eringar<span class="_ _2"></span>, då vinster/f<span class="_ _0"></span>örluster r<span class="_ _2"></span>edovisas i övrigt to<span class="_ _0"></span>talresult<span class="_ _0"></span>at. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y91a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--15" continuedAt="s10_notes__7__25-t--16"><ix:continuation id="s10_notes__7__6-t--77" continuedAt="s10_notes__7__6-t--78"><ix:continuation id="s10_notes__7__5-t--78" continuedAt="s10_notes__7__5-t--79"><span style="display:inherit;clear:left;">V<span class="_ _2"></span>alutakursvinster och -<span class="_ _0"></span>förluster<span class="_ _2"></span> som härrör sig till lån och likvida medel r<span class="_ _0"></span>edo <span class="_ _fc"></span>visas </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y91b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--16" continuedAt="s10_notes__7__25-t--17"><ix:continuation id="s10_notes__7__6-t--78" continuedAt="s10_notes__7__6-t--79"><ix:continuation id="s10_notes__7__5-t--79" continuedAt="s10_notes__7__5-t--80"><span style="display:inherit;clear:left;">i resultatr<span class="_ _2"></span>äkningen som finansiella intäkter eller<span class="_ _2"></span> kostnader<span class="_ _2"></span>. Övriga valutakursvin-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y91c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--17" continuedAt="s10_notes__7__25-t--18"><ix:continuation id="s10_notes__7__6-t--79" continuedAt="s10_notes__7__6-t--80"><ix:continuation id="s10_notes__7__5-t--80" continuedAt="s10_notes__7__5-t--81"><span style="display:inherit;clear:left;">ster<span class="_ _0"></span> och -förlust<span class="_ _0"></span>er r<span class="_ _0"></span>edovisas i posten Övriga int<span class="_ _0"></span>äkter/k<span class="_ _2"></span>ostnader.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h11 y91d ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--18" continuedAt="s10_notes__7__25-t--19"><ix:continuation id="s10_notes__7__6-t--80" continuedAt="s10_notes__7__6-t--81"><ix:continuation id="s10_notes__7__5-t--81" continuedAt="s10_notes__7__5-t--82"><span style="display:inherit;clear:left;">K<span class="_ _0"></span>oncernför<span class="_ _0"></span>etag </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y91e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--19" continuedAt="s10_notes__7__25-t--20"><ix:continuation id="s10_notes__7__6-t--81" continuedAt="s10_notes__7__6-t--82"><ix:continuation id="s10_notes__7__5-t--82" continuedAt="s10_notes__7__5-t--83"><span style="display:inherit;clear:left;">Resultat<span class="_ _2"></span> och balansräkningar för<span class="_ _2"></span> koncernför<span class="_ _0"></span>etag som har<span class="_ _2"></span> en annan funktionell </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y91f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--20" continuedAt="s10_notes__7__25-t--21"><ix:continuation id="s10_notes__7__6-t--82" continuedAt="s10_notes__7__6-t--83"><ix:continuation id="s10_notes__7__5-t--83" continuedAt="s10_notes__7__5-t--84"><span style="display:inherit;clear:left;">valuta än sv<span class="_ _0"></span>enska kr<span class="_ _0"></span>onor (k<span class="_ _2"></span>oncernens rapportvaluta) omr<span class="_ _2"></span>äknas enligt följande:</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y920 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--21" continuedAt="s10_notes__7__25-t--22"><ix:continuation id="s10_notes__7__6-t--83" continuedAt="s10_notes__7__6-t--84"><ix:continuation id="s10_notes__7__5-t--84" continuedAt="s10_notes__7__5-t--85"><span style="display:inherit;clear:left;">Tillgångar<span class="_ _0"></span> och skulder i v<span class="_ _0"></span>ar och en av balansr<span class="_ _2"></span>äkningarna omräknas till balans-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y921 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--22" continuedAt="s10_notes__7__25-t--23"><ix:continuation id="s10_notes__7__6-t--84" continuedAt="s10_notes__7__6-t--85"><ix:continuation id="s10_notes__7__5-t--85" continuedAt="s10_notes__7__5-t--86"><span style="display:inherit;clear:left;">dagens kurs.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y922 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--23" continuedAt="s10_notes__7__25-t--24"><ix:continuation id="s10_notes__7__6-t--85" continuedAt="s10_notes__7__6-t--86"><ix:continuation id="s10_notes__7__5-t--86" continuedAt="s10_notes__7__5-t--87"><span style="display:inherit;clear:left;">Intäkter<span class="_ _2"></span> och kostnader f<span class="_ _0"></span>ör v<span class="_ _0"></span>ar och en av r<span class="_ _2"></span>esultaträkningarna omräknas till </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y923 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--24" continuedAt="s10_notes__7__25-t--25"><ix:continuation id="s10_notes__7__6-t--86" continuedAt="s10_notes__7__6-t--87"><ix:continuation id="s10_notes__7__5-t--87" continuedAt="s10_notes__7__5-t--88"><span style="display:inherit;clear:left;">genomsnittlig valutakurs. De <span class="_ _0"></span>valutakursdiff<span class="_ _0"></span>erenser<span class="_ _2"></span> som uppstår redovisas i ö<span class="_ _0"></span>vrigt </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y924 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--25" continuedAt="s10_notes__7__25-t--26"><ix:continuation id="s10_notes__7__6-t--87" continuedAt="s10_notes__7__6-t--88"><ix:continuation id="s10_notes__7__5-t--88" continuedAt="s10_notes__7__5-t--89"><span style="display:inherit;clear:left;">totalr<span class="_ _2"></span>esultat.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y925 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--26" continuedAt="s10_notes__7__25-t--27"><ix:continuation id="s10_notes__7__6-t--88" continuedAt="s10_notes__7__6-t--89"><ix:continuation id="s10_notes__7__5-t--89" continuedAt="s10_notes__7__5-t--90"><span style="display:inherit;clear:left;">I koncernr<span class="_ _2"></span>edovisningen redovisas valutakur<span class="_ _0"></span>sdiffer<span class="_ _0"></span>enser hänf<span class="_ _0"></span>örliga till omräkning </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y926 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--27" continuedAt="s10_notes__7__25-t--28"><ix:continuation id="s10_notes__7__6-t--89" continuedAt="s10_notes__7__6-t--90"><ix:continuation id="s10_notes__7__5-t--90" continuedAt="s10_notes__7__5-t--91"><span style="display:inherit;clear:left;">av en nettoin<span class="_ _0"></span>vestering i en utlandsverksamhe<span class="_ _0"></span>t, tillsammans med <span class="_ _0"></span>valutakursdif<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y927 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--28" continuedAt="s10_notes__7__25-t--29"><ix:continuation id="s10_notes__7__6-t--90" continuedAt="s10_notes__7__6-t--91"><ix:continuation id="s10_notes__7__5-t--91" continuedAt="s10_notes__7__5-t--92"><span style="display:inherit;clear:left;">fer<span class="_ _0"></span>enser hänf<span class="_ _0"></span>örliga till upplåning som klassificerats som säkringsinstrumen<span class="_ _0"></span>t f<span class="_ _0"></span>ör </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y928 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--29" continuedAt="s10_notes__7__25-t--30"><ix:continuation id="s10_notes__7__6-t--91" continuedAt="s10_notes__7__6-t--92"><ix:continuation id="s10_notes__7__5-t--92" continuedAt="s10_notes__7__5-t--93"><span style="display:inherit;clear:left;">sådana investeringar<span class="_ _2"></span>, i övrigt <span class="_ _0"></span>totalr<span class="_ _2"></span>esultat. A<span class="_ _0"></span>ckumulerade vinst<span class="_ _0"></span>er eller<span class="_ _0"></span> förluster<span class="_ _2"></span> i </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y929 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--30" continuedAt="s10_notes__7__25-t--31"><ix:continuation id="s10_notes__7__6-t--92" continuedAt="s10_notes__7__6-t--93"><ix:continuation id="s10_notes__7__5-t--93" continuedAt="s10_notes__7__5-t--94"><span style="display:inherit;clear:left;">eget k<span class="_ _2"></span>apital redovisas i r<span class="_ _0"></span>esultaträkningen när<span class="_ _2"></span> utlandsverksamheten avyttras helt<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y92a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--31" continuedAt="s10_notes__7__25-t--32"><ix:continuation id="s10_notes__7__6-t--93" continuedAt="s10_notes__7__6-t--94"><ix:continuation id="s10_notes__7__5-t--94" continuedAt="s10_notes__7__5-t--95"><span style="display:inherit;clear:left;">eller delvis. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y92b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--32" continuedAt="s10_notes__7__25-t--33"><ix:continuation id="s10_notes__7__6-t--94" continuedAt="s10_notes__7__6-t--95"><ix:continuation id="s10_notes__7__5-t--95" continuedAt="s10_notes__7__5-t--96"><span style="display:inherit;clear:left;">Goodwill och justeringar<span class="_ _0"></span> av verkligt<span class="_ _0"></span> vär<span class="_ _0"></span>de som uppkommer<span class="_ _0"></span> vid förv<span class="_ _0"></span>ärv av en </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y92c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--33" continuedAt="s10_notes__7__25-t--34"><ix:continuation id="s10_notes__7__6-t--95" continuedAt="s10_notes__7__6-t--96"><ix:continuation id="s10_notes__7__5-t--96" continuedAt="s10_notes__7__5-t--97"><span style="display:inherit;clear:left;">utlandsverksamhet<span class="_ _0"></span> behandlas som tillgångar och skulder<span class="_ _2"></span> hos denna verksamhet </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y92d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__25-t--34"><ix:continuation id="s10_notes__7__6-t--96" continuedAt="s10_notes__7__6-t--97"><ix:continuation id="s10_notes__7__5-t--97" continuedAt="s10_notes__7__5-t--98"><span style="display:inherit;clear:left;">och omräknas till balansdagens kur<span class="_ _0"></span>s.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="c x8 y92e w5 h4b"><div class="t m0 xea ha y92f ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfSummaryOfSignificantAccountingPoliciesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__6" continuedAt="s10_notes__7__6-t--2"><ix:continuation id="s10_notes__7__5-t--2" continuedAt="s10_notes__7__5-t--3"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 1<span class="_ _70"> </span><span class="fc3 ls2 ws2">REDOVISNINGSPRINCIPER</span></span></ix:continuation></ix:nonNumeric></div></div></div><div class="pi"></div></div><div id="pf2a" class="pf w0 h0"><div class="pc pc2a w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls9c wse4">42</div><div class="t m0 x1 h11 y930 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForSegmentReportingExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__32" continuedAt="s10_notes__7__32-t--2"><ix:continuation id="s10_notes__7__31-t--2" continuedAt="s10_notes__7__31-t--3"><ix:continuation id="s10_notes__7__5-t--120" continuedAt="s10_notes__7__5-t--121"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x1 h42 y931 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--2" continuedAt="s10_notes__7__32-t--3"><ix:continuation id="s10_notes__7__31-t--3" continuedAt="s10_notes__7__31-t--4"><ix:continuation id="s10_notes__7__5-t--121" continuedAt="s10_notes__7__5-t--122"><span style="display:inherit;clear:left;">Segmentsrapport<span class="_ _0"></span>eringen överr<span class="_ _0"></span>ensstämmer<span class="_ _0"></span> med den interna rapport<span class="_ _0"></span>eringen </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y932 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--3" continuedAt="s10_notes__7__32-t--4"><ix:continuation id="s10_notes__7__31-t--4" continuedAt="s10_notes__7__31-t--5"><ix:continuation id="s10_notes__7__5-t--122" continuedAt="s10_notes__7__5-t--123"><span style="display:inherit;clear:left;">som lämnas till högste v<span class="_ _0"></span>erkställande beslutsfatt<span class="_ _0"></span>are. K<span class="_ _0"></span>oncernledningen utgör<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y933 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--4" continuedAt="s10_notes__7__32-t--5"><ix:continuation id="s10_notes__7__31-t--5" continuedAt="s10_notes__7__31-t--6"><ix:continuation id="s10_notes__7__5-t--123" continuedAt="s10_notes__7__5-t--124"><span style="display:inherit;clear:left;">högste verkst<span class="_ _0"></span>ällande beslutsfattar<span class="_ _2"></span>e och ansvarar f<span class="_ _2"></span>ör tilldelning av resurser<span class="_ _2"></span> och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y934 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--5" continuedAt="s10_notes__7__32-t--6"><ix:continuation id="s10_notes__7__31-t--6" continuedAt="s10_notes__7__31-t--7"><ix:continuation id="s10_notes__7__5-t--124" continuedAt="s10_notes__7__5-t--125"><span style="display:inherit;clear:left;">utvärdering av<span class="_ _0"></span> resultat<span class="_ _2"></span>. Eniro redovisar<span class="_ _2"></span> sitt resultat<span class="_ _2"></span> fördelat på aff<span class="_ _0"></span>ärsområdena </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y935 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--6" continuedAt="s10_notes__7__32-t--7"><ix:continuation id="s10_notes__7__31-t--7" continuedAt="s10_notes__7__31-t--8"><ix:continuation id="s10_notes__7__5-t--125" continuedAt="s10_notes__7__5-t--126"><span style="display:inherit;clear:left;">Marke<span class="_ _0"></span>tig Partner och Dynav<span class="_ _0"></span>a. Inom Marke<span class="_ _0"></span>ting Partner<span class="_ _0"></span> finns de landsöver<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y936 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--7" continuedAt="s10_notes__7__32-t--8"><ix:continuation id="s10_notes__7__31-t--8" continuedAt="s10_notes__7__31-t--9"><ix:continuation id="s10_notes__7__5-t--126" continuedAt="s10_notes__7__5-t--127"><span style="display:inherit;clear:left;">skridande funktionerna Products, <span class="_ _2"></span>T<span class="_ _2"></span>echnology, Sales, M<span class="_ _0"></span>arketing, Business </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x7 h42 y937 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--8" continuedAt="s10_notes__7__32-t--9"><ix:continuation id="s10_notes__7__31-t--9" continuedAt="s10_notes__7__31-t--10"><ix:continuation id="s10_notes__7__5-t--127" continuedAt="s10_notes__7__5-t--128"><span style="display:inherit;clear:left;">Intelligence, Finance samt<span class="_ _2"></span> Human Resources. A<span class="_ _0"></span>ffärsomr<span class="_ _0"></span>ådet Dynav<span class="_ _0"></span>a styrs </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x7 h42 y938 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--9" continuedAt="s10_notes__7__32-t--10"><ix:continuation id="s10_notes__7__31-t--10" continuedAt="s10_notes__7__31-t--11"><ix:continuation id="s10_notes__7__5-t--128" continuedAt="s10_notes__7__5-t--129"><span style="display:inherit;clear:left;">separat<span class="_ _0"></span> och är int<span class="_ _0"></span>e en integr<span class="_ _0"></span>erad del av funktionsor<span class="_ _2"></span>ganisationen. Koncernled-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x7 h42 y939 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--10" continuedAt="s10_notes__7__32-t--11"><ix:continuation id="s10_notes__7__31-t--11" continuedAt="s10_notes__7__31-t--12"><ix:continuation id="s10_notes__7__5-t--129" continuedAt="s10_notes__7__5-t--130"><span style="display:inherit;clear:left;">ningens uppföljning av r<span class="_ _2"></span>esultatutveckling, EBITDA och finansiell r<span class="_ _2"></span>apportering </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x7 h42 y93a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--11" continuedAt="s10_notes__7__32-t--12"><ix:continuation id="s10_notes__7__31-t--12" continuedAt="s10_notes__7__31-t--13"><ix:continuation id="s10_notes__7__5-t--130" continuedAt="s10_notes__7__5-t--131"><span style="display:inherit;clear:left;">följer<span class="_ _0"></span> uppdelningen i Marke<span class="_ _0"></span>ting Partner och Dynav<span class="_ _0"></span>a.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x7 h42 y93b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--12" continuedAt="s10_notes__7__32-t--13"><ix:continuation id="s10_notes__7__31-t--13" continuedAt="s10_notes__7__31-t--14"><ix:continuation id="s10_notes__7__5-t--131" continuedAt="s10_notes__7__5-t--132"><span style="display:inherit;clear:left;">Koncernens finansiella post<span class="_ _0"></span>er<span class="_ _0"></span>, såväl som sk<span class="_ _0"></span>atter<span class="_ _2"></span>, allokeras int<span class="_ _0"></span>e till rör<span class="_ _2"></span>elseseg-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x7 h42 y93c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--13" continuedAt="s10_notes__7__32-t--14"><ix:continuation id="s10_notes__7__31-t--14" continuedAt="s10_notes__7__31-t--15"><ix:continuation id="s10_notes__7__5-t--132" continuedAt="s10_notes__7__5-t--133"><span style="display:inherit;clear:left;">menten. R<span class="_ _0"></span>örelsetillgångarna samt<span class="_ _2"></span> skulder mäts inte på segmentsbasis.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xeb h3f y93d ff1 fs2b fc3 sc0 ls73 ws48"><ix:continuation id="s10_notes__7__5-t--133" continuedAt="s10_notes__7__5-t--134"><ix:continuation id="s10_notes__7__31-t--15" continuedAt="s10_notes__7__31-t--16"><ix:continuation id="s10_notes__7__32-t--14" continuedAt="s10_notes__7__32-t--15"><span style="display:inherit;clear:left;">Marketing Partner<span class="_ _4e"> </span><span class="ls74 wsb2">Dynava<span class="_ _11a"> </span><span class="ls55 ws96">Övrigt<span class="_ _124"> </span></span>Summa</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f y93e ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--134" continuedAt="s10_notes__7__5-t--135"><ix:continuation id="s10_notes__7__31-t--16" continuedAt="s10_notes__7__31-t--17"><ix:continuation id="s10_notes__7__32-t--15" continuedAt="s10_notes__7__32-t--16"><span style="display:inherit;clear:left;">MSEK<span class="_ _183"> </span><span class="lsc4 ws11a">2023<span class="_ _e9"> </span>2022<span class="_ _e9"> </span>2023<span class="_ _e9"> </span>2022<span class="_ _e9"> </span>202<span class="_ _6"></span>3<span class="_ _e9"> </span>2022<span class="_ _e9"> </span>2023<span class="_ _e9"> </span>2022</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y93f ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__32-t--16" continuedAt="s10_notes__7__32-t--17"><ix:continuation id="s10_notes__7__31-t--17" continuedAt="s10_notes__7__31-t--18"><ix:continuation id="s10_notes__7__5-t--135" continuedAt="s10_notes__7__5-t--136"><span style="display:inherit;clear:left;">Nettoomsättning</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y940 ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__32-t--17" continuedAt="s10_notes__7__32-t--17-2"><ix:continuation id="s10_notes__7__31-t--18" continuedAt="s10_notes__7__31-t--18-2"><ix:continuation id="s10_notes__7__5-t--136" continuedAt="s10_notes__7__5-t--136-2"><span style="display:inherit;clear:left;">Sveri<span class="_ _0"></span>ge<span class="_ _178"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls63 wsa4"><span><ix:continuation id="s10_notes__7__5-t--136-2" continuedAt="s10_notes__7__5-t--136-3"><ix:continuation id="s10_notes__7__31-t--18-2" continuedAt="s10_notes__7__31-t--18-3"><ix:continuation id="s10_notes__7__32-t--17-2" continuedAt="s10_notes__7__32-t--17-3"><span style="display:inherit;clear:left;">2<span class="_ _6"></span>97<span class="_ _ef"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls86 wsbf"><span><ix:continuation id="s10_notes__7__5-t--136-3" continuedAt="s10_notes__7__5-t--136-4"><ix:continuation id="s10_notes__7__31-t--18-3" continuedAt="s10_notes__7__31-t--18-4"><ix:continuation id="s10_notes__7__32-t--17-3" continuedAt="s10_notes__7__32-t--17-4"><span style="display:inherit;clear:left;">298<span class="_ _162"> </span><span class="lsc5 ws5c">1<span class="_ _6"></span>76<span class="_ _35"> </span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span><span><ix:continuation id="s10_notes__7__5-t--136-4" continuedAt="s10_notes__7__5-t--136-5"><ix:continuation id="s10_notes__7__31-t--18-4" continuedAt="s10_notes__7__31-t--18-5"><ix:continuation id="s10_notes__7__32-t--17-4" continuedAt="s10_notes__7__32-t--17-5"><span style="display:inherit;clear:left;">127<span class="_ _8b"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--136-5" continuedAt="s10_notes__7__5-t--137"><ix:continuation id="s10_notes__7__31-t--18-5" continuedAt="s10_notes__7__31-t--19"><ix:continuation id="s10_notes__7__32-t--17-5" continuedAt="s10_notes__7__32-t--18"><span style="display:inherit;clear:left;">-<span class="_ _184"> </span>-<span class="_ _40"> </span><span class="lsc6 ws11b">473<span class="_ _3a"> </span><span class="ls9d wse5">4<span class="_ _6"></span>24</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h32 y941 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__32-t--18" continuedAt="s10_notes__7__32-t--18-2"><ix:continuation id="s10_notes__7__31-t--19" continuedAt="s10_notes__7__31-t--19-2"><ix:continuation id="s10_notes__7__5-t--137" continuedAt="s10_notes__7__5-t--137-2"><span style="display:inherit;clear:left;">Norge<span class="_ _183"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls86 wsbf"><span><ix:continuation id="s10_notes__7__5-t--137-2" continuedAt="s10_notes__7__5-t--137-3"><ix:continuation id="s10_notes__7__31-t--19-2" continuedAt="s10_notes__7__31-t--19-3"><ix:continuation id="s10_notes__7__32-t--18-2" continuedAt="s10_notes__7__32-t--18-3"><span style="display:inherit;clear:left;">102<span class="_ _6f"> </span><span class="lsa8 wsf5">114<span class="_ _91"> </span></span>13<span class="_ _91"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsc7 ws11c"><span><ix:continuation id="s10_notes__7__5-t--137-3" continuedAt="s10_notes__7__5-t--137-4"><ix:continuation id="s10_notes__7__31-t--19-3" continuedAt="s10_notes__7__31-t--19-4"><ix:continuation id="s10_notes__7__32-t--18-3" continuedAt="s10_notes__7__32-t--18-4"><span style="display:inherit;clear:left;">18<span class="_ _8b"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--137-4" continuedAt="s10_notes__7__5-t--138"><ix:continuation id="s10_notes__7__31-t--19-4" continuedAt="s10_notes__7__31-t--20"><ix:continuation id="s10_notes__7__32-t--18-4" continuedAt="s10_notes__7__32-t--19"><span style="display:inherit;clear:left;">-<span class="_ _184"> </span>-<span class="_ _6f"> </span><span class="ls49 ws8a">115<span class="_ _167"> </span><span class="ls88 wsc1">132</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></span></div><div class="t m0 x18 h32 y942 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--138" continuedAt="s10_notes__7__5-t--139"><ix:continuation id="s10_notes__7__31-t--20" continuedAt="s10_notes__7__31-t--21"><ix:continuation id="s10_notes__7__32-t--19" continuedAt="s10_notes__7__32-t--20"><span style="display:inherit;clear:left;">Danmark<span class="_ _185"> </span><span class="ls64 wsa5">150<span class="_ _3e"> </span><span class="lsc7 ws11c">15<span class="_ _6"></span>4<span class="_ _8b"> </span><span class="ls2 ws2">-<span class="_ _184"> </span>-<span class="_ _8b"> </span>-<span class="_ _184"> </span>-<span class="_ _3e"> </span></span></span>150<span class="_ _42"> </span><span class="lsc7 ws11c">154</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y943 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__32-t--20" continuedAt="s10_notes__7__32-t--20-2"><ix:continuation id="s10_notes__7__31-t--21" continuedAt="s10_notes__7__31-t--21-2"><ix:continuation id="s10_notes__7__5-t--139" continuedAt="s10_notes__7__5-t--139-2"><span style="display:inherit;clear:left;">Finland<span class="_ _186"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lsc8 wse8"><span><ix:continuation id="s10_notes__7__5-t--139-2" continuedAt="s10_notes__7__5-t--139-3"><ix:continuation id="s10_notes__7__31-t--21-2" continuedAt="s10_notes__7__31-t--21-3"><ix:continuation id="s10_notes__7__32-t--20-2" continuedAt="s10_notes__7__32-t--20-3"><span style="display:inherit;clear:left;">35<span class="_ _6f"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsc9 ws11d"><span><ix:continuation id="s10_notes__7__5-t--139-3" continuedAt="s10_notes__7__5-t--139-4"><ix:continuation id="s10_notes__7__31-t--21-3" continuedAt="s10_notes__7__31-t--21-4"><ix:continuation id="s10_notes__7__32-t--20-3" continuedAt="s10_notes__7__32-t--20-4"><span style="display:inherit;clear:left;">30<span class="_ _42"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls64 wsa5"><span><ix:continuation id="s10_notes__7__5-t--139-4" continuedAt="s10_notes__7__5-t--139-5"><ix:continuation id="s10_notes__7__31-t--21-4" continuedAt="s10_notes__7__31-t--21-5"><ix:continuation id="s10_notes__7__32-t--20-4" continuedAt="s10_notes__7__32-t--20-5"><span style="display:inherit;clear:left;">186<span class="_ _3e"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls54 ws95"><span><ix:continuation id="s10_notes__7__5-t--139-5" continuedAt="s10_notes__7__5-t--139-6"><ix:continuation id="s10_notes__7__31-t--21-5" continuedAt="s10_notes__7__31-t--21-6"><ix:continuation id="s10_notes__7__32-t--20-5" continuedAt="s10_notes__7__32-t--20-6"><span style="display:inherit;clear:left;">1<span class="_ _6"></span>89<span class="_ _8b"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--139-6" continuedAt="s10_notes__7__5-t--140"><ix:continuation id="s10_notes__7__31-t--21-6" continuedAt="s10_notes__7__31-t--22"><ix:continuation id="s10_notes__7__32-t--20-6" continuedAt="s10_notes__7__32-t--21"><span style="display:inherit;clear:left;">-<span class="_ _184"> </span>-<span class="_ _167"> </span><span class="lsb wsb">221<span class="_ _42"> </span><span class="lsca ws11e">219</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></span></span></span></div><div class="t m0 x18 h2e y944 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__32-t--21" continuedAt="s10_notes__7__32-t--21-2"><ix:continuation id="s10_notes__7__31-t--22" continuedAt="s10_notes__7__31-t--22-2"><ix:continuation id="s10_notes__7__5-t--140" continuedAt="s10_notes__7__5-t--140-2"><span style="display:inherit;clear:left;">Summa <span class="_ _187"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls82 ws10d"><span><ix:continuation id="s10_notes__7__5-t--140-2" continuedAt="s10_notes__7__5-t--140-3"><ix:continuation id="s10_notes__7__31-t--22-2" continuedAt="s10_notes__7__31-t--22-3"><ix:continuation id="s10_notes__7__32-t--21-2" continuedAt="s10_notes__7__32-t--21-3"><span style="display:inherit;clear:left;">583<span class="_ _ef"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lscb ws11f"><span><ix:continuation id="s10_notes__7__5-t--140-3" continuedAt="s10_notes__7__5-t--140-4"><ix:continuation id="s10_notes__7__31-t--22-3" continuedAt="s10_notes__7__31-t--22-4"><ix:continuation id="s10_notes__7__32-t--21-3" continuedAt="s10_notes__7__32-t--21-4"><span style="display:inherit;clear:left;">596<span class="_ _40"> </span><span class="lscc ws120">376<span class="_ _ef"> </span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span><span><ix:continuation id="s10_notes__7__5-t--140-4" continuedAt="s10_notes__7__5-t--140-5"><ix:continuation id="s10_notes__7__31-t--22-4" continuedAt="s10_notes__7__31-t--22-5"><ix:continuation id="s10_notes__7__32-t--21-4" continuedAt="s10_notes__7__32-t--21-5"><span style="display:inherit;clear:left;">334<span class="_ _8b"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--140-5" continuedAt="s10_notes__7__5-t--141"><ix:continuation id="s10_notes__7__31-t--22-5" continuedAt="s10_notes__7__31-t--23"><ix:continuation id="s10_notes__7__32-t--21-5" continuedAt="s10_notes__7__32-t--22"><span style="display:inherit;clear:left;">-<span class="_ _8b"> </span>-<span class="_ _ef"> </span><span class="lscb ws11f">960<span class="_ _ef"> </span><span class="ls54 ws95">930</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h2e y945 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__32-t--22" continuedAt="s10_notes__7__32-t--23"><ix:continuation id="s10_notes__7__31-t--23" continuedAt="s10_notes__7__31-t--24"><ix:continuation id="s10_notes__7__5-t--141" continuedAt="s10_notes__7__5-t--142"><span style="display:inherit;clear:left;">Rörelseresultat före avskrivningar och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y946 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--142" continuedAt="s10_notes__7__5-t--143"><ix:continuation id="s10_notes__7__31-t--24" continuedAt="s10_notes__7__31-t--25"><ix:continuation id="s10_notes__7__32-t--23" continuedAt="s10_notes__7__32-t--24"><span style="display:inherit;clear:left;">finansiella poster<span class="_ _133"> </span><span class="lsca ws11e">87<span class="_ _3e"> </span><span class="lsa8 wsf5">136<span class="_ _ac"> </span><span class="ls2 ws2">9<span class="_ _103"> </span></span></span>22<span class="_ _165"> </span><span class="lsc6 ws11b">-9<span class="_ _2d"> </span>-9<span class="_ _103"> </span></span>87<span class="_ _3e"> </span><span class="lsd wsd">148</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y947 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__32-t--24" continuedAt="s10_notes__7__32-t--24-2"><ix:continuation id="s10_notes__7__31-t--25" continuedAt="s10_notes__7__31-t--25-2"><ix:continuation id="s10_notes__7__5-t--143" continuedAt="s10_notes__7__5-t--143-2"><span style="display:inherit;clear:left;">Avskrivningar<span class="_ _a3"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls48 ws89"><span><ix:continuation id="s10_notes__7__5-t--143-2" continuedAt="s10_notes__7__5-t--143-3"><ix:continuation id="s10_notes__7__31-t--25-2" continuedAt="s10_notes__7__31-t--25-3"><ix:continuation id="s10_notes__7__32-t--24-2" continuedAt="s10_notes__7__32-t--24-3"><span style="display:inherit;clear:left;">-57<span class="_ _3a"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls64 wsa5"><span><ix:continuation id="s10_notes__7__5-t--143-3" continuedAt="s10_notes__7__5-t--143-4"><ix:continuation id="s10_notes__7__31-t--25-3" continuedAt="s10_notes__7__31-t--25-4"><ix:continuation id="s10_notes__7__32-t--24-3" continuedAt="s10_notes__7__32-t--24-4"><span style="display:inherit;clear:left;">-60<span class="_ _42"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lscd ws121"><span><ix:continuation id="s10_notes__7__5-t--143-4" continuedAt="s10_notes__7__5-t--143-5"><ix:continuation id="s10_notes__7__31-t--25-4" continuedAt="s10_notes__7__31-t--25-5"><ix:continuation id="s10_notes__7__32-t--24-4" continuedAt="s10_notes__7__32-t--24-5"><span style="display:inherit;clear:left;">-26<span class="_ _167"> </span>-24<span class="_ _184"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--143-5" continuedAt="s10_notes__7__5-t--144"><ix:continuation id="s10_notes__7__31-t--25-5" continuedAt="s10_notes__7__31-t--26"><ix:continuation id="s10_notes__7__32-t--24-5" continuedAt="s10_notes__7__32-t--25"><span style="display:inherit;clear:left;">-<span class="_ _184"> </span>-<span class="_ _40"> </span><span class="lsc8 wse8">-83<span class="_ _40"> </span><span class="ls5c ws9c">-84</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></span></span></div><div class="t m0 x18 h2e y948 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__32-t--25" continuedAt="s10_notes__7__32-t--25-2"><ix:continuation id="s10_notes__7__31-t--26" continuedAt="s10_notes__7__31-t--26-2"><ix:continuation id="s10_notes__7__5-t--144" continuedAt="s10_notes__7__5-t--144-2"><span style="display:inherit;clear:left;">Rörelseresultat <span class="_ _159"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lsc9 ws11d"><span><ix:continuation id="s10_notes__7__5-t--144-2" continuedAt="s10_notes__7__5-t--144-3"><ix:continuation id="s10_notes__7__31-t--26-2" continuedAt="s10_notes__7__31-t--26-3"><ix:continuation id="s10_notes__7__32-t--25-2" continuedAt="s10_notes__7__32-t--25-3"><span style="display:inherit;clear:left;">30<span class="_ _cb"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lscc ws120"><span><ix:continuation id="s10_notes__7__5-t--144-3" continuedAt="s10_notes__7__5-t--144-4"><ix:continuation id="s10_notes__7__31-t--26-3" continuedAt="s10_notes__7__31-t--26-4"><ix:continuation id="s10_notes__7__32-t--25-3" continuedAt="s10_notes__7__32-t--25-4"><span style="display:inherit;clear:left;">76<span class="_ _6f"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsa0 wsee"><span><ix:continuation id="s10_notes__7__5-t--144-4" continuedAt="s10_notes__7__5-t--144-5"><ix:continuation id="s10_notes__7__31-t--26-4" continuedAt="s10_notes__7__31-t--26-5"><ix:continuation id="s10_notes__7__32-t--25-4" continuedAt="s10_notes__7__32-t--25-5"><span style="display:inherit;clear:left;">-17<span class="_ _165"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls3d ws61"><span><ix:continuation id="s10_notes__7__5-t--144-5" continuedAt="s10_notes__7__5-t--144-6"><ix:continuation id="s10_notes__7__31-t--26-5" continuedAt="s10_notes__7__31-t--26-6"><ix:continuation id="s10_notes__7__32-t--25-5" continuedAt="s10_notes__7__32-t--25-6"><span style="display:inherit;clear:left;">-2<span class="_ _165"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsc6 ws11b"><span><ix:continuation id="s10_notes__7__5-t--144-6" continuedAt="s10_notes__7__5-t--145"><ix:continuation id="s10_notes__7__31-t--26-6" continuedAt="s10_notes__7__31-t--27"><ix:continuation id="s10_notes__7__32-t--25-6" continuedAt="s10_notes__7__32-t--26"><span style="display:inherit;clear:left;">-9<span class="_ _2d"> </span>-9<span class="_ _ac"> </span><span class="ls2 ws2">4<span class="_ _188"> </span><span class="lsce ws122">65</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></span></span></span></div><div class="t m0 x18 h32 y949 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__32-t--26" continuedAt="s10_notes__7__32-t--26-2"><ix:continuation id="s10_notes__7__31-t--27" continuedAt="s10_notes__7__31-t--27-2"><ix:continuation id="s10_notes__7__5-t--145" continuedAt="s10_notes__7__5-t--145-2"><span style="display:inherit;clear:left;">Result<span class="_ _0"></span>at från<span class="_ _2"></span> andelar i in<span class="_ _0"></span>tresseför<span class="_ _0"></span>etag<span class="_ _10b"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--145-2" continuedAt="s10_notes__7__5-t--146"><ix:continuation id="s10_notes__7__31-t--27-2" continuedAt="s10_notes__7__31-t--28"><ix:continuation id="s10_notes__7__32-t--26-2" continuedAt="s10_notes__7__32-t--27"><span style="display:inherit;clear:left;">-<span class="_ _8b"> </span>-<span class="_ _184"> </span>-<span class="_ _184"> </span>-<span class="_ _15f"> </span><span class="lsd0 ws123">-10<span class="_ _ac"> </span>-1<span class="_ _6f"> </span>-10<span class="_ _8f"> </span>-1</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 y94a ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--146" continuedAt="s10_notes__7__5-t--147"><ix:continuation id="s10_notes__7__31-t--28" continuedAt="s10_notes__7__31-t--29"><ix:continuation id="s10_notes__7__32-t--27" continuedAt="s10_notes__7__32-t--28"><span style="display:inherit;clear:left;">Fin<span class="_ _6"></span>an<span class="_ _6"></span>sie<span class="_ _6"></span>ll<span class="_ _6"></span>a pos<span class="_ _6"></span>te<span class="_ _6"></span>r ne<span class="_ _6"></span>t<span class="_ _6"></span>to<span class="_ _189"> </span><span class="lsd1 ws124">-4<span class="_ _40"> </span><span class="lscd ws121">-2<span class="_ _6"></span>0</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y94b ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--147" continuedAt="s10_notes__7__5-t--148"><ix:continuation id="s10_notes__7__31-t--29" continuedAt="s10_notes__7__31-t--30"><ix:continuation id="s10_notes__7__32-t--28" continuedAt="s10_notes__7__32-t--29"><span style="display:inherit;clear:left;">Skatter <span class="_ _18a"> </span><span class="ls2 ws2">6<span class="_ _ac"> </span>4</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y94c ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__5-t--148" continuedAt="s10_notes__7__5-t--149"><ix:continuation id="s10_notes__7__31-t--30" continuedAt="s10_notes__7__31-t--31"><ix:continuation id="s10_notes__7__32-t--29" continuedAt="s10_notes__7__32-t--30"><span style="display:inherit;clear:left;">Årets resultat<span class="_ _18b"> </span><span class="lsd2 ws125">-4<span class="_ _188"> </span><span class="ls92 wsc8">47</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y94d ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__32-t--30" continuedAt="s10_notes__7__32-t--31"><ix:continuation id="s10_notes__7__31-t--31" continuedAt="s10_notes__7__31-t--32"><ix:continuation id="s10_notes__7__5-t--149" continuedAt="s10_notes__7__5-t--150"><span style="display:inherit;clear:left;">Immateriella<span class="_ _0"></span> anläggningstillgångar</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y94e ff5 fs11 fc3 sc0 lsd3 ws126"><ix:continuation id="s10_notes__7__32-t--31" continuedAt="s10_notes__7__32-t--31-2"><ix:continuation id="s10_notes__7__31-t--32" continuedAt="s10_notes__7__31-t--32-2"><ix:continuation id="s10_notes__7__5-t--150" continuedAt="s10_notes__7__5-t--150-2"><span style="display:inherit;clear:left;">Goo<span class="_ _6"></span>dwill<span class="_ _185"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls64 wsa5"><span><ix:continuation id="s10_notes__7__5-t--150-2" continuedAt="s10_notes__7__5-t--150-3"><ix:continuation id="s10_notes__7__31-t--32-2" continuedAt="s10_notes__7__31-t--32-3"><ix:continuation id="s10_notes__7__32-t--31-2" continuedAt="s10_notes__7__32-t--31-3"><span style="display:inherit;clear:left;">290<span class="_ _ef"> </span>290<span class="_ _3e"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsc7 ws11c"><span><ix:continuation id="s10_notes__7__5-t--150-3" continuedAt="s10_notes__7__5-t--150-4"><ix:continuation id="s10_notes__7__31-t--32-3" continuedAt="s10_notes__7__31-t--32-4"><ix:continuation id="s10_notes__7__32-t--31-3" continuedAt="s10_notes__7__32-t--31-4"><span style="display:inherit;clear:left;">180<span class="_ _3e"> </span>180<span class="_ _8b"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--150-4" continuedAt="s10_notes__7__5-t--151"><ix:continuation id="s10_notes__7__31-t--32-4" continuedAt="s10_notes__7__31-t--33"><ix:continuation id="s10_notes__7__32-t--31-4" continuedAt="s10_notes__7__32-t--32"><span style="display:inherit;clear:left;">-<span class="_ _8b"> </span>-<span class="_ _40"> </span><span class="lsc6 ws11b">470<span class="_ _ef"> </span>470</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></span></div><div class="t m0 x18 h32 y94f ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__32-t--32" continuedAt="s10_notes__7__32-t--32-2"><ix:continuation id="s10_notes__7__31-t--33" continuedAt="s10_notes__7__31-t--33-2"><ix:continuation id="s10_notes__7__5-t--151" continuedAt="s10_notes__7__5-t--151-2"><span style="display:inherit;clear:left;">Övriga immateriell<span class="_ _0"></span>a anläggni<span class="_ _0"></span>ngstillgångar<span class="_ _161"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls4a ws8b"><span><ix:continuation id="s10_notes__7__5-t--151-2" continuedAt="s10_notes__7__5-t--151-3"><ix:continuation id="s10_notes__7__31-t--33-2" continuedAt="s10_notes__7__31-t--33-3"><ix:continuation id="s10_notes__7__32-t--32-2" continuedAt="s10_notes__7__32-t--32-3"><span style="display:inherit;clear:left;">49<span class="_ _2d"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsd4 ws127"><span><ix:continuation id="s10_notes__7__5-t--151-3" continuedAt="s10_notes__7__5-t--152"><ix:continuation id="s10_notes__7__31-t--33-3" continuedAt="s10_notes__7__31-t--34"><ix:continuation id="s10_notes__7__32-t--32-3" continuedAt="s10_notes__7__32-t--33"><span style="display:inherit;clear:left;">74<span class="_ _7a"> </span><span class="lsca ws11e">19<span class="_ _188"> </span><span class="lsc9 ws11d">29<span class="_ _184"> </span><span class="ls2 ws2">-<span class="_ _8b"> </span>-<span class="_ _188"> </span><span class="lsd5 wsec">68<span class="_ _3e"> </span></span></span></span>103</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h2e y950 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__32-t--33" continuedAt="s10_notes__7__32-t--33-2"><ix:continuation id="s10_notes__7__31-t--34" continuedAt="s10_notes__7__31-t--34-2"><ix:continuation id="s10_notes__7__5-t--152" continuedAt="s10_notes__7__5-t--152-2"><span style="display:inherit;clear:left;">Summa <span class="_ _18c"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lsa8 wsf5"><span><ix:continuation id="s10_notes__7__5-t--152-2" continuedAt="s10_notes__7__5-t--152-3"><ix:continuation id="s10_notes__7__31-t--34-2" continuedAt="s10_notes__7__31-t--34-3"><ix:continuation id="s10_notes__7__32-t--33-2" continuedAt="s10_notes__7__32-t--33-3"><span style="display:inherit;clear:left;">339<span class="_ _18d"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsd6 ws128"><span><ix:continuation id="s10_notes__7__5-t--152-3" continuedAt="s10_notes__7__5-t--153"><ix:continuation id="s10_notes__7__31-t--34-3" continuedAt="s10_notes__7__31-t--35"><ix:continuation id="s10_notes__7__32-t--33-3" continuedAt="s10_notes__7__32-t--34"><span style="display:inherit;clear:left;">364<span class="_ _3e"> </span><span class="lsca ws11e">199<span class="_ _18d"> </span><span class="ls64 wsa5">209<span class="_ _8b"> </span><span class="ls2 ws2">-<span class="_ _184"> </span>-<span class="_ _ef"> </span></span></span>5<span class="_ _6"></span>37<span class="_ _ef"> </span><span class="lsd3 ws126">57<span class="_ _6"></span>3</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h2e y951 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__32-t--34" continuedAt="s10_notes__7__32-t--35"><ix:continuation id="s10_notes__7__31-t--35" continuedAt="s10_notes__7__31-t--36"><ix:continuation id="s10_notes__7__5-t--153" continuedAt="s10_notes__7__5-t--154"><span style="display:inherit;clear:left;">Övriga upplysnin<span class="_ _0"></span>gar</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y952 ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__32-t--35" continuedAt="s10_notes__7__32-t--36"><ix:continuation id="s10_notes__7__31-t--36" continuedAt="s10_notes__7__31-t--37"><ix:continuation id="s10_notes__7__5-t--154" continuedAt="s10_notes__7__5-t--155"><span style="display:inherit;clear:left;">Inv<span class="_ _0"></span>esteringar i<span class="_ _2"></span> materiella och<span class="_ _0"></span> immateriel<span class="_ _0"></span>la </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y953 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__32-t--36" continuedAt="s10_notes__7__32-t--36-2"><ix:continuation id="s10_notes__7__31-t--37" continuedAt="s10_notes__7__31-t--37-2"><ix:continuation id="s10_notes__7__5-t--155" continuedAt="s10_notes__7__5-t--155-2"><span style="display:inherit;clear:left;">anläggnings<span class="_ _6"></span>tillgångar<span class="_ _18e"> </span>13<span class="_ _91"> </span>13<span class="_ _ac"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--155-2" continuedAt="s10_notes__7__5-t--156"><ix:continuation id="s10_notes__7__31-t--37-2" continuedAt="s10_notes__7__31-t--38"><ix:continuation id="s10_notes__7__32-t--36-2" continuedAt="s10_notes__7__32-t--37"><span style="display:inherit;clear:left;">4<span class="_ _8b"> </span>7<span class="_ _8b"> </span>-<span class="_ _184"> </span>-<span class="_ _7a"> </span><span class="ff1 lsd wsd">17<span class="_ _6f"> </span><span class="ls64 wsa5">20</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></div><div class="t m0 x1 h42 y954 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__32-t--37"><ix:continuation id="s10_notes__7__31-t--38"><ix:continuation id="s10_notes__7__5-t--156" continuedAt="s10_notes__7__5-t--157"><span style="display:inherit;clear:left;">Koncernens anläggningstillgångar<span class="_ _2"></span> exklusive uppskjuten skatt<span class="_ _0"></span> per 31 december<span class="_ _2"></span> 2023 i Sverige uppgick till 435 (<span class="_ _2"></span>421). I övriga länder<span class="_ _0"></span> uppgick de till 223 (289<span class="_ _0"></span>).</span></ix:continuation></ix:continuation></ix:continuation></div><div class="c x1 y955 w5 h4c"><div class="t m0 xec ha y956 ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfEntitysReportableSegmentsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__31" continuedAt="s10_notes__7__31-2"><ix:continuation id="s10_notes__7__5-t--119" continuedAt="s10_notes__7__5-t--119-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 2<span class="_ _ad"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws129"><span><ix:continuation id="s10_notes__7__31-2" continuedAt="s10_notes__7__31-3"><ix:continuation id="s10_notes__7__5-t--119-2" continuedAt="s10_notes__7__5-t--119-3"><span style="display:inherit;clear:left;"> </span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__31-3" continuedAt="s10_notes__7__31-t--2"><ix:continuation id="s10_notes__7__5-t--119-3" continuedAt="s10_notes__7__5-t--120"><span style="display:inherit;clear:left;">SE<span class="_ _0"></span>GMENTSINFORMA<span class="_ _1"></span>TION</span></ix:continuation></ix:continuation></span></span></div></div><div class="c x1 y957 w5 h4b"><div class="t m0 xea ha y92f ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 1<span class="_ _70"> </span><span class="fc3 ls2 ws2">REDOVISNINGSPRINCIPER</span></div></div><div class="t m0 x1 h11 y958 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__28" continuedAt="s10_notes__7__28-t--2"><ix:continuation id="s10_notes__7__6-t--97" continuedAt="s10_notes__7__6-t--98"><ix:continuation id="s10_notes__7__5-t--98" continuedAt="s10_notes__7__5-t--99"><span style="display:inherit;clear:left;">FINANSIELLA<span class="_ _0"></span> INSTRUMENT</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x1 h42 y959 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__28-t--2" continuedAt="s10_notes__7__28-t--3"><ix:continuation id="s10_notes__7__6-t--98" continuedAt="s10_notes__7__6-t--99"><ix:continuation id="s10_notes__7__5-t--99" continuedAt="s10_notes__7__5-t--100"><span style="display:inherit;clear:left;">Finansiella instrument som r<span class="_ _2"></span>edovisas i balansräkningen omfattar<span class="_ _2"></span> på tillgångssi-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y95a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__28-t--3" continuedAt="s10_notes__7__28-t--4"><ix:continuation id="s10_notes__7__6-t--99" continuedAt="s10_notes__7__6-t--100"><ix:continuation id="s10_notes__7__5-t--100" continuedAt="s10_notes__7__5-t--101"><span style="display:inherit;clear:left;">dan likvida medel, lånefor<span class="_ _0"></span>dringar<span class="_ _2"></span>, kundfordringar och finansiella placeringar<span class="_ _1"></span>. På </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y95b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__28-t--4" continuedAt="s10_notes__7__28-t--5"><ix:continuation id="s10_notes__7__6-t--100" continuedAt="s10_notes__7__6-t--101"><ix:continuation id="s10_notes__7__5-t--101" continuedAt="s10_notes__7__5-t--102"><span style="display:inherit;clear:left;">skuld <span class="_ _fc"></span>sidan återfinns låneskulder och lev<span class="_ _0"></span>erant<span class="_ _0"></span>örsskulder<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y95c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__28-t--5" continuedAt="s10_notes__7__28-t--6"><ix:continuation id="s10_notes__7__6-t--101" continuedAt="s10_notes__7__6-t--102"><ix:continuation id="s10_notes__7__5-t--102" continuedAt="s10_notes__7__5-t--103"><span style="display:inherit;clear:left;">En finansiell tillgång eller finansiell skuld <span class="_ _0"></span>tas upp i balansräkningen när<span class="_ _2"></span> företage<span class="_ _0"></span>t </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y95d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__28-t--6" continuedAt="s10_notes__7__28-t--7"><ix:continuation id="s10_notes__7__6-t--102" continuedAt="s10_notes__7__6-t--103"><ix:continuation id="s10_notes__7__5-t--103" continuedAt="s10_notes__7__5-t--104"><span style="display:inherit;clear:left;">blir part<span class="_ _0"></span> till instrumente<span class="_ _0"></span>ts avtalsmässiga villk<span class="_ _0"></span>or<span class="_ _2"></span>. Kundfordringar<span class="_ _2"></span> tas upp när </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y95e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__28-t--7" continuedAt="s10_notes__7__28-t--8"><ix:continuation id="s10_notes__7__6-t--103" continuedAt="s10_notes__7__6-t--104"><ix:continuation id="s10_notes__7__5-t--104" continuedAt="s10_notes__7__5-t--105"><span style="display:inherit;clear:left;">faktur<span class="_ _0"></span>a har skick<span class="_ _0"></span>ats. Skuld tas upp när<span class="_ _2"></span> motparten har lever<span class="_ _2"></span>erat och avtalsenlig </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y95f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__28-t--8" continuedAt="s10_notes__7__28-t--9"><ix:continuation id="s10_notes__7__6-t--104" continuedAt="s10_notes__7__6-t--105"><ix:continuation id="s10_notes__7__5-t--105" continuedAt="s10_notes__7__5-t--106"><span style="display:inherit;clear:left;">skyldighet f<span class="_ _0"></span>öreligger<span class="_ _2"></span> att betala, även om f<span class="_ _0"></span>aktura ännu inte mo<span class="_ _0"></span>ttagits.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h11 y960 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForOffsettingOfFinancialInstrumentsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__29" continuedAt="s10_notes__7__29-t--2"><ix:continuation id="s10_notes__7__28-t--9" continuedAt="s10_notes__7__28-t--10"><ix:continuation id="s10_notes__7__6-t--105" continuedAt="s10_notes__7__6-t--106"><ix:continuation id="s10_notes__7__5-t--106" continuedAt="s10_notes__7__5-t--107"><span style="display:inherit;clear:left;">Borttagande av finansiella tillgångar<span class="_ _0"></span> och skulder</span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x1 h42 y961 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__29-t--2" continuedAt="s10_notes__7__29-t--3"><ix:continuation id="s10_notes__7__28-t--10" continuedAt="s10_notes__7__28-t--11"><ix:continuation id="s10_notes__7__6-t--106" continuedAt="s10_notes__7__6-t--107"><ix:continuation id="s10_notes__7__5-t--107" continuedAt="s10_notes__7__5-t--108"><span style="display:inherit;clear:left;">Koncernen t<span class="_ _0"></span>ar bort<span class="_ _2"></span> en finansiell tillgång från balansräkningen när<span class="_ _0"></span> rättighet<span class="_ _0"></span>er<span class="_ _0"></span>-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y962 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__29-t--3" continuedAt="s10_notes__7__29-t--4"><ix:continuation id="s10_notes__7__28-t--11" continuedAt="s10_notes__7__28-t--12"><ix:continuation id="s10_notes__7__6-t--107" continuedAt="s10_notes__7__6-t--108"><ix:continuation id="s10_notes__7__5-t--108" continuedAt="s10_notes__7__5-t--109"><span style="display:inherit;clear:left;">na i avtalet<span class="_ _0"></span> realiser<span class="_ _0"></span>as, löper ut<span class="_ _0"></span> eller då k<span class="_ _2"></span>oncernen förlorar<span class="_ _0"></span> kontr<span class="_ _2"></span>ollen över dem. </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y963 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--109" continuedAt="s10_notes__7__5-t--110"><ix:continuation id="s10_notes__7__6-t--108" continuedAt="s10_notes__7__6-t--109"><ix:continuation id="s10_notes__7__28-t--12" continuedAt="s10_notes__7__28-t--13"><ix:continuation id="s10_notes__7__29-t--4" continuedAt="s10_notes__7__29-t--5"><span style="display:inherit;clear:left;"> <span class="_ _fc"></span>Detsamma gäller f<span class="_ _0"></span>ör del av en finansiell <span class="_ _0"></span>tillgång. En finansiell skuld tas bort<span class="_ _0"></span> från </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y964 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__29-t--5"><ix:continuation id="s10_notes__7__28-t--13" continuedAt="s10_notes__7__28-t--14"><ix:continuation id="s10_notes__7__6-t--109" continuedAt="s10_notes__7__6-t--110"><ix:continuation id="s10_notes__7__5-t--110" continuedAt="s10_notes__7__5-t--111"><span style="display:inherit;clear:left;">balansräkningen när<span class="_ _0"></span> förpliktelsen i avt<span class="_ _0"></span>alet fullgjort<span class="_ _0"></span>s eller på annat<span class="_ _0"></span> sätt löpt<span class="_ _2"></span> ut.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h11 y965 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfFinancialAssetsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__30" continuedAt="s10_notes__7__30-t--2"><ix:continuation id="s10_notes__7__28-t--14" continuedAt="s10_notes__7__28-t--15"><ix:continuation id="s10_notes__7__6-t--110" continuedAt="s10_notes__7__6-t--111"><ix:continuation id="s10_notes__7__5-t--111" continuedAt="s10_notes__7__5-t--112"><span style="display:inherit;clear:left;">Nedskrivning av finansiella tillgångar</span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x24 h42 y966 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__30-t--2" continuedAt="s10_notes__7__30-t--3"><ix:continuation id="s10_notes__7__28-t--15" continuedAt="s10_notes__7__28-t--16"><ix:continuation id="s10_notes__7__6-t--111" continuedAt="s10_notes__7__6-t--112"><ix:continuation id="s10_notes__7__5-t--112" continuedAt="s10_notes__7__5-t--113"><span style="display:inherit;clear:left;">Nedskrivningar sk<span class="_ _2"></span>er i enlighet med IFRS 9 ”<span class="_ _0"></span>förvänt<span class="_ _0"></span>ad kreditf<span class="_ _0"></span>örlustmodellen”<span class="_ _1"></span>. <span class="_ _fc"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y967 ff2 fs11 fc3 sc0 ls2 ws97"><ix:continuation id="s10_notes__7__5-t--113" continuedAt="s10_notes__7__5-t--114"><ix:continuation id="s10_notes__7__6-t--112" continuedAt="s10_notes__7__6-t--113"><ix:continuation id="s10_notes__7__28-t--16" continuedAt="s10_notes__7__28-t--17"><ix:continuation id="s10_notes__7__30-t--3" continuedAt="s10_notes__7__30-t--4"><span style="display:inherit;clear:left;"> <span class="_ _fc"></span>Nedskrivningsmodellen tillämpas på finansiella tillgångar som värder<span class="_ _0"></span>as till </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y968 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--114" continuedAt="s10_notes__7__5-t--115"><ix:continuation id="s10_notes__7__6-t--113" continuedAt="s10_notes__7__6-t--114"><ix:continuation id="s10_notes__7__28-t--17" continuedAt="s10_notes__7__28-t--18"><ix:continuation id="s10_notes__7__30-t--4" continuedAt="s10_notes__7__30-t--5"><span style="display:inherit;clear:left;"> <span class="_ _fc"></span>upplupet ansk<span class="_ _0"></span>affningsvär<span class="_ _0"></span>de. För<span class="_ _0"></span> att bedöma de förv<span class="_ _0"></span>äntade kr<span class="_ _0"></span>editförlusterna </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y969 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__30-t--5" continuedAt="s10_notes__7__30-t--6"><ix:continuation id="s10_notes__7__28-t--18" continuedAt="s10_notes__7__28-t--19"><ix:continuation id="s10_notes__7__6-t--114" continuedAt="s10_notes__7__6-t--115"><ix:continuation id="s10_notes__7__5-t--115" continuedAt="s10_notes__7__5-t--116"><span style="display:inherit;clear:left;">använder<span class="_ _0"></span> sig Eniro av hist<span class="_ _0"></span>orisk data, aktuella f<span class="_ _0"></span>örhållanden och framåtblick<span class="_ _2"></span>ande </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y96a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__30-t--6" continuedAt="s10_notes__7__30-t--7"><ix:continuation id="s10_notes__7__28-t--19" continuedAt="s10_notes__7__28-t--20"><ix:continuation id="s10_notes__7__6-t--115" continuedAt="s10_notes__7__6-t--116"><ix:continuation id="s10_notes__7__5-t--116" continuedAt="s10_notes__7__5-t--117"><span style="display:inherit;clear:left;">information. P<span class="_ _0"></span>å grund av det r<span class="_ _2"></span>ådander marknadsläget har<span class="_ _2"></span> en extra genomlys-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y96b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__30-t--7" continuedAt="s10_notes__7__30-t--8"><ix:continuation id="s10_notes__7__28-t--20" continuedAt="s10_notes__7__28-t--21"><ix:continuation id="s10_notes__7__6-t--116" continuedAt="s10_notes__7__6-t--117"><ix:continuation id="s10_notes__7__5-t--117" continuedAt="s10_notes__7__5-t--118"><span style="display:inherit;clear:left;">ning av kundförlustr<span class="_ _0"></span>eserverna genonmf<span class="_ _0"></span>örts. Detta har<span class="_ _0"></span> lett <span class="_ _0"></span>till att kundförlustr<span class="_ _2"></span>eser-</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y96c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--118" continuedAt="s10_notes__7__5-t--119"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__30-t--8"><ix:continuation id="s10_notes__7__28-t--21"><ix:continuation id="s10_notes__7__6-t--117"><span style="display:inherit;clear:left;">verna ökat<span class="_ _2"></span> från 3 MSEK till 6 MSEK<span class="_ _2"></span> under 2023.</span></ix:continuation></ix:continuation></ix:continuation></span> </span></ix:continuation></div></div><div class="pi"></div></div><div id="pf2b" class="pf w0 h0"><div class="pc pc2b w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">43</div><div class="t m0 x8 h11 y96d ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__34" continuedAt="s10_notes__7__34-t--2"><ix:continuation id="s10_notes__7__33-1-t--2" continuedAt="s10_notes__7__33-1-t--3"><ix:continuation id="s10_notes__7__5-t--158" continuedAt="s10_notes__7__5-t--159"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h42 y959 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--2" continuedAt="s10_notes__7__34-t--3"><ix:continuation id="s10_notes__7__33-1-t--3" continuedAt="s10_notes__7__33-1-t--4"><ix:continuation id="s10_notes__7__5-t--159" continuedAt="s10_notes__7__5-t--160"><span style="display:inherit;clear:left;">Intäkter<span class="_ _2"></span> redovisas till ett<span class="_ _0"></span> belopp som avspeglar f<span class="_ _0"></span>örväntad er<span class="_ _0"></span>sättning och ersättning </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y95a ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--3" continuedAt="s10_notes__7__34-t--4"><ix:continuation id="s10_notes__7__33-1-t--4" continuedAt="s10_notes__7__33-1-t--5"><ix:continuation id="s10_notes__7__5-t--160" continuedAt="s10_notes__7__5-t--161"><span style="display:inherit;clear:left;">för<span class="_ _0"></span>etaget<span class="_ _0"></span> har r<span class="_ _2"></span>ätt till för<span class="_ _0"></span> överlåtande av <span class="_ _0"></span>tjänster<span class="_ _0"></span> till kunder när<span class="_ _2"></span> kontrollen har<span class="_ _0"></span> överf<span class="_ _0"></span>örts </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y95b ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--4" continuedAt="s10_notes__7__34-t--5"><ix:continuation id="s10_notes__7__33-1-t--5" continuedAt="s10_notes__7__33-1-t--6"><ix:continuation id="s10_notes__7__5-t--161" continuedAt="s10_notes__7__5-t--162"><span style="display:inherit;clear:left;">till kunden. Intäkter<span class="_ _2"></span> från försäljning av tjänst<span class="_ _0"></span>er r<span class="_ _2"></span>edovisas vid den tidpunkt när<span class="_ _0"></span> kontr<span class="_ _2"></span>ollen<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y96e ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--5" continuedAt="s10_notes__7__34-t--6"><ix:continuation id="s10_notes__7__33-1-t--6" continuedAt="s10_notes__7__33-1-t--7"><ix:continuation id="s10_notes__7__5-t--162" continuedAt="s10_notes__7__5-t--163"><span style="display:inherit;clear:left;">har öv<span class="_ _0"></span>erförts till kunden. De<span class="_ _0"></span>tta sker<span class="_ _2"></span> t.e<span class="_ _0"></span>x. när Enir<span class="_ _0"></span>o har en befin<span class="_ _0"></span>tlig rätt<span class="_ _0"></span> till betalning f<span class="_ _0"></span>ör </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y96f ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--6" continuedAt="s10_notes__7__34-t--7"><ix:continuation id="s10_notes__7__33-1-t--7" continuedAt="s10_notes__7__33-1-t--8"><ix:continuation id="s10_notes__7__5-t--163" continuedAt="s10_notes__7__5-t--164"><span style="display:inherit;clear:left;">tjänsten, kunden har<span class="_ _0"></span> äganderätt<span class="_ _0"></span> till tjänsten, tjänst<span class="_ _0"></span>en har lev<span class="_ _0"></span>erer<span class="_ _0"></span>ats till kunden och/</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y970 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--7" continuedAt="s10_notes__7__34-t--8"><ix:continuation id="s10_notes__7__33-1-t--8" continuedAt="s10_notes__7__33-1-t--9"><ix:continuation id="s10_notes__7__5-t--164" continuedAt="s10_notes__7__5-t--165"><span style="display:inherit;clear:left;">eller kunden har<span class="_ _2"></span> de betydande risker och f<span class="_ _2"></span>ördelar som är<span class="_ _0"></span> förknippade med tjänstens </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y971 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--8" continuedAt="s10_notes__7__34-t--9"><ix:continuation id="s10_notes__7__33-1-t--9" continuedAt="s10_notes__7__33-1-t--10"><ix:continuation id="s10_notes__7__5-t--165" continuedAt="s10_notes__7__5-t--166"><span style="display:inherit;clear:left;">ägande. .</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y972 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--9" continuedAt="s10_notes__7__34-t--10"><ix:continuation id="s10_notes__7__33-1-t--10" continuedAt="s10_notes__7__33-1-t--11"><ix:continuation id="s10_notes__7__5-t--166" continuedAt="s10_notes__7__5-t--167"><span style="display:inherit;clear:left;">Koncernens avt<span class="_ _0"></span>al med kunder k<span class="_ _0"></span>an innehålla olika pr<span class="_ _2"></span>estationsåtaganden som </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y973 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--10" continuedAt="s10_notes__7__34-t--11"><ix:continuation id="s10_notes__7__33-1-t--11" continuedAt="s10_notes__7__33-1-t--12"><ix:continuation id="s10_notes__7__5-t--167" continuedAt="s10_notes__7__5-t--168"><span style="display:inherit;clear:left;">identifierats <span class="_ _0"></span>till abonnemangsintäkter<span class="_ _2"></span> och tjänsteintäkter<span class="_ _2"></span>. Prestationsåt<span class="_ _0"></span>agandet </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y974 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--11" continuedAt="s10_notes__7__34-t--12"><ix:continuation id="s10_notes__7__33-1-t--12" continuedAt="s10_notes__7__33-1-t--13"><ix:continuation id="s10_notes__7__5-t--168" continuedAt="s10_notes__7__5-t--169"><span style="display:inherit;clear:left;">skiljer sig mellan olik<span class="_ _2"></span>a tjänster och produkt<span class="_ _0"></span>er <span class="_ _0"></span>varför<span class="_ _0"></span> modellen används per<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y975 ff2 fs11 fc3 sc0 ls2 wsd"><ix:continuation id="s10_notes__7__34-t--12" continuedAt="s10_notes__7__34-t--13"><ix:continuation id="s10_notes__7__33-1-t--13" continuedAt="s10_notes__7__33-1-t--14"><ix:continuation id="s10_notes__7__5-t--169" continuedAt="s10_notes__7__5-t--170"><span style="display:inherit;clear:left;">orderr<span class="_ _0"></span>ad. Åt<span class="_ _0"></span>agandet f<span class="_ _0"></span>astställs normalt när<span class="_ _0"></span> tjänsten sätt<span class="_ _0"></span>s i br<span class="_ _0"></span>uk p<span class="_ _0"></span>å den<span class="_ _0"></span> digit<span class="_ _2"></span>ala </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y976 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__34-t--13" continuedAt="s10_notes__7__34-t--14"><ix:continuation id="s10_notes__7__33-1-t--14" continuedAt="s10_notes__7__33-1-t--15"><ix:continuation id="s10_notes__7__5-t--170" continuedAt="s10_notes__7__5-t--171"><span style="display:inherit;clear:left;">marknaden. I åtagandet<span class="_ _0"></span> ingår normalt<span class="_ _0"></span> ett fullgör<span class="_ _2"></span>ande <span class="_ _6"></span>av tjä<span class="_ _6"></span>nster so<span class="_ _6"></span>m in<span class="_ _6"></span>klud<span class="_ _6"></span>erar </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y977 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--14" continuedAt="s10_notes__7__34-t--15"><ix:continuation id="s10_notes__7__33-1-t--15" continuedAt="s10_notes__7__33-1-t--16"><ix:continuation id="s10_notes__7__5-t--171" continuedAt="s10_notes__7__5-t--172"><span style="display:inherit;clear:left;">den digitala lever<span class="_ _2"></span>ansen men också löpande analys och support av tjänsten. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y978 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--15" continuedAt="s10_notes__7__34-t--16"><ix:continuation id="s10_notes__7__33-1-t--16" continuedAt="s10_notes__7__33-1-t--17"><ix:continuation id="s10_notes__7__5-t--172" continuedAt="s10_notes__7__5-t--173"><span style="display:inherit;clear:left;">Dessa åtaganden löper<span class="_ _0"></span> över<span class="_ _0"></span> hela kontr<span class="_ _2"></span>aktets längd. Ett avtal k<span class="_ _2"></span>an innehålla ﬂera </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y979 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--16" continuedAt="s10_notes__7__34-t--17"><ix:continuation id="s10_notes__7__33-1-t--17" continuedAt="s10_notes__7__33-1-t--18"><ix:continuation id="s10_notes__7__5-t--173" continuedAt="s10_notes__7__5-t--174"><span style="display:inherit;clear:left;">prestationsåt<span class="_ _0"></span>aganden. Bedömningar görs om dessa är<span class="_ _2"></span> distinkta eller inte och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y97a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--17" continuedAt="s10_notes__7__34-t--18"><ix:continuation id="s10_notes__7__33-1-t--18" continuedAt="s10_notes__7__33-1-t--19"><ix:continuation id="s10_notes__7__5-t--174" continuedAt="s10_notes__7__5-t--175"><span style="display:inherit;clear:left;">intäktsr<span class="_ _0"></span>edovisningen sk<span class="_ _0"></span>er när<span class="_ _0"></span> varje distinkt<span class="_ _0"></span> presationsåtagande är<span class="_ _2"></span> uppfyllt. En </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y97b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--18" continuedAt="s10_notes__7__34-t--19"><ix:continuation id="s10_notes__7__33-1-t--19" continuedAt="s10_notes__7__33-1-t--20"><ix:continuation id="s10_notes__7__5-t--175" continuedAt="s10_notes__7__5-t--176"><span style="display:inherit;clear:left;">intäkt<span class="_ _0"></span> kan r<span class="_ _0"></span>edovisas först<span class="_ _2"></span> när kontr<span class="_ _2"></span>ollen över den sålda tjänsten k<span class="_ _2"></span>an anses ha </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y97c ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__34-t--19" continuedAt="s10_notes__7__34-t--20"><ix:continuation id="s10_notes__7__33-1-t--20" continuedAt="s10_notes__7__33-1-t--21"><ix:continuation id="s10_notes__7__5-t--176" continuedAt="s10_notes__7__5-t--177"><span style="display:inherit;clear:left;">överfört<span class="_ _0"></span>s till kunden för<span class="_ _0"></span> respektive <span class="_ _0"></span>typ av intäktsslag/<span class="_ _2"></span>prestationsåtagande. In<span class="_ _0"></span>täkter<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y97d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--20" continuedAt="s10_notes__7__34-t--21"><ix:continuation id="s10_notes__7__33-1-t--21" continuedAt="s10_notes__7__33-1-t--22"><ix:continuation id="s10_notes__7__5-t--177" continuedAt="s10_notes__7__5-t--178"><span style="display:inherit;clear:left;">innefattar<span class="_ _2"></span> det verkliga v<span class="_ _0"></span>ärdet<span class="_ _2"></span> av vad som erhållits eller k<span class="_ _0"></span>ommer att<span class="_ _2"></span> erhållas för </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y97e ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__34-t--21" continuedAt="s10_notes__7__34-t--22"><ix:continuation id="s10_notes__7__33-1-t--22" continuedAt="s10_notes__7__33-1-t--23"><ix:continuation id="s10_notes__7__5-t--178" continuedAt="s10_notes__7__5-t--179"><span style="display:inherit;clear:left;">tjänster<span class="_ _0"></span> i koncernens löpande v<span class="_ _0"></span>erksamhet. In<span class="_ _0"></span>täkter<span class="_ _0"></span> redovisas e<span class="_ _0"></span>xklusive mervär<span class="_ _0"></span>desskatt<span class="_ _2"></span>,<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y97f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--22" continuedAt="s10_notes__7__34-t--23"><ix:continuation id="s10_notes__7__33-1-t--23" continuedAt="s10_notes__7__33-1-t--24"><ix:continuation id="s10_notes__7__5-t--179" continuedAt="s10_notes__7__5-t--180"><span style="display:inherit;clear:left;">retur<span class="_ _2"></span>er, r<span class="_ _0"></span>abatteroch <span class="_ _0"></span>viten samt<span class="_ _0"></span> efter<span class="_ _0"></span> eliminering av koncernin<span class="_ _0"></span>tern försäljning.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y980 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__34-t--23" continuedAt="s10_notes__7__34-t--24"><ix:continuation id="s10_notes__7__33-1-t--24" continuedAt="s10_notes__7__33-1-t--25"><ix:continuation id="s10_notes__7__5-t--180" continuedAt="s10_notes__7__5-t--181"><span style="display:inherit;clear:left;">Eniro r<span class="_ _0"></span>edovisar en avt<span class="_ _0"></span>alsskuld för<span class="_ _0"></span> mottagen ersättning av<span class="_ _0"></span>seende ouppfyllda </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y981 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__34-t--24" continuedAt="s10_notes__7__34-t--25"><ix:continuation id="s10_notes__7__33-1-t--25" continuedAt="s10_notes__7__33-1-t--26"><ix:continuation id="s10_notes__7__5-t--181" continuedAt="s10_notes__7__5-t--182"><span style="display:inherit;clear:left;">prestationsåt<span class="_ _0"></span>aganden.  Å<span class="_ _2"></span> andra sidan, om Eniro uppfyller<span class="_ _2"></span> ett prestationsåt<span class="_ _0"></span>agande </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y982 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__34-t--25" continuedAt="s10_notes__7__34-t--26"><ix:continuation id="s10_notes__7__33-1-t--26" continuedAt="s10_notes__7__33-1-t--27"><ix:continuation id="s10_notes__7__5-t--182" continuedAt="s10_notes__7__5-t--183"><span style="display:inherit;clear:left;">innan ersättningen erhålls, redo<span class="_ _0"></span>visas en avtalstillgång. Merparten av <span class="_ _0"></span>vad som </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y983 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__34-t--26" continuedAt="s10_notes__7__34-t--27"><ix:continuation id="s10_notes__7__33-1-t--27" continuedAt="s10_notes__7__33-1-t--28"><ix:continuation id="s10_notes__7__5-t--183" continuedAt="s10_notes__7__5-t--184"><span style="display:inherit;clear:left;">ligger uppt<span class="_ _0"></span>aget som avt<span class="_ _0"></span>alsskuld förvän<span class="_ _0"></span>tas att r<span class="_ _2"></span>edovisas som intäkt 2024, endast<span class="_ _2"></span> en<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y984 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__34-t--27" continuedAt="s10_notes__7__34-t--28"><ix:continuation id="s10_notes__7__33-1-t--28" continuedAt="s10_notes__7__33-1-t--29"><ix:continuation id="s10_notes__7__5-t--184" continuedAt="s10_notes__7__5-t--185"><span style="display:inherit;clear:left;">försummande del (<span class="_ _2"></span>under 1 MSEK) hänför sig <span class="_ _0"></span>till 2025 och senare. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e y985 ff1 fs11 fc3 sc0 ls48 ws89"><ix:nonNumeric name="ifrs-full:DisclosureOfDeferredIncomeExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__35" continuedAt="s10_notes__7__35-t--2"><ix:continuation id="s10_notes__7__33-1-t--52" continuedAt="s10_notes__7__33-1-t--53"><ix:continuation id="s10_notes__7__5-t--208" continuedAt="s10_notes__7__5-t--209"><span style="display:inherit;clear:left;">Intäktsrelaterade avtalstillgångar och avtalsskulder</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x59 h3f y986 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--209" continuedAt="s10_notes__7__5-t--210"><ix:continuation id="s10_notes__7__33-1-t--53" continuedAt="s10_notes__7__33-1-t--54"><ix:continuation id="s10_notes__7__35-t--2" continuedAt="s10_notes__7__35-t--3"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 y987 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--210" continuedAt="s10_notes__7__5-t--211"><ix:continuation id="s10_notes__7__33-1-t--54" continuedAt="s10_notes__7__33-1-t--55"><ix:continuation id="s10_notes__7__35-t--3" continuedAt="s10_notes__7__35-t--4"><span style="display:inherit;clear:left;">T<span class="_ _2"></span>redjepar<span class="_ _6"></span>tsp<span class="_ _6"></span>rodukter Marketing Part<span class="_ _6"></span>ner<span class="_ _1b"> </span><span class="ls2 ws2">8<span class="_ _15b"> </span>7</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 y988 ff5 fs11 fc3 sc0 lsd7 ws12a"><ix:continuation id="s10_notes__7__5-t--211" continuedAt="s10_notes__7__5-t--212"><ix:continuation id="s10_notes__7__33-1-t--55" continuedAt="s10_notes__7__33-1-t--56"><ix:continuation id="s10_notes__7__35-t--4" continuedAt="s10_notes__7__35-t--5"><span style="display:inherit;clear:left;">Dy<span class="_ _6"></span>nava<span class="_ _13c"> </span><span class="lsd8 ws12b">18<span class="_ _8b"> </span><span class="lsd9 ws12c">22</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e y989 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--212" continuedAt="s10_notes__7__5-t--213"><ix:continuation id="s10_notes__7__33-1-t--56" continuedAt="s10_notes__7__33-1-t--57"><ix:continuation id="s10_notes__7__35-t--5" continuedAt="s10_notes__7__35-t--6"><span style="display:inherit;clear:left;">Summa avtalstillgångar<span class="_ _190"> </span><span class="ls88 wsc1">26<span class="_ _ac"> </span><span class="ls64 wsa5">29</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 y98a ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--213" continuedAt="s10_notes__7__5-t--214"><ix:continuation id="s10_notes__7__33-1-t--57" continuedAt="s10_notes__7__33-1-t--58"><ix:continuation id="s10_notes__7__35-t--6" continuedAt="s10_notes__7__35-t--7"><span style="display:inherit;clear:left;">Förskotts<span class="_ _6"></span>fakt<span class="_ _6"></span>urering<span class="_ _191"> </span><span class="ls90 ws5f">170<span class="_ _91"> </span><span class="lsc7 ws11c">180</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e y98b ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--214" continuedAt="s10_notes__7__5-t--215"><ix:continuation id="s10_notes__7__33-1-t--58" continuedAt="s10_notes__7__33-1-t--59"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__35-t--7" continuedAt="s10_notes__7__35-t--7-2"><span style="display:inherit;clear:left;">Summa avtalsskulder<span class="_ _192"> </span></span></ix:continuation></span><span class="lsd wsd"><span><ix:continuation id="s10_notes__7__35-t--7-2" continuedAt="s10_notes__7__35-t--7-3"><span style="display:inherit;clear:left;">170</span></ix:continuation></span><span><ix:continuation id="s10_notes__7__35-t--7-3"><span style="display:inherit;clear:left;"><span class="_ _2d"> </span><span class="lsd6 ws128">180</span></span></ix:continuation></span></span></span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y98c ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__34-t--28" continuedAt="s10_notes__7__34-t--29"><ix:continuation id="s10_notes__7__33-1-t--29" continuedAt="s10_notes__7__33-1-t--30"><ix:continuation id="s10_notes__7__5-t--185" continuedAt="s10_notes__7__5-t--186"><span style="display:inherit;clear:left;">Eniros säljpr<span class="_ _0"></span>ovisioner upp<span class="_ _0"></span>fyller krit<span class="_ _0"></span>erierna för<span class="_ _0"></span> att r<span class="_ _0"></span>edovisas som kon<span class="_ _0"></span>traktsutgift<span class="_ _0"></span>er då</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y98d ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__34-t--29" continuedAt="s10_notes__7__34-t--30"><ix:continuation id="s10_notes__7__33-1-t--30" continuedAt="s10_notes__7__33-1-t--31"><ix:continuation id="s10_notes__7__5-t--186" continuedAt="s10_notes__7__5-t--187"><span style="display:inherit;clear:left;">Eniro int<span class="_ _0"></span>e skulle ha ådragit<span class="_ _0"></span> sig dessa kostnader<span class="_ _2"></span> om kontrakt<span class="_ _0"></span> inte erhållits. K<span class="_ _0"></span>ontrakt<span class="_ _0"></span>s<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y98e ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__34-t--30" continuedAt="s10_notes__7__34-t--31"><ix:continuation id="s10_notes__7__33-1-t--31" continuedAt="s10_notes__7__33-1-t--32"><ix:continuation id="s10_notes__7__5-t--187" continuedAt="s10_notes__7__5-t--188"><span style="display:inherit;clear:left;">utgifter<span class="_ _2"></span> ingår i balansräkningens under<span class="_ _0"></span> Förutbetalda k<span class="_ _2"></span>ostnader (se not 20<span class="_ _2"></span>) och<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y98f ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__34-t--31" continuedAt="s10_notes__7__34-t--32"><ix:continuation id="s10_notes__7__33-1-t--32" continuedAt="s10_notes__7__33-1-t--33"><ix:continuation id="s10_notes__7__5-t--188" continuedAt="s10_notes__7__5-t--189"><span style="display:inherit;clear:left;">periodiseras öv<span class="_ _0"></span>er den genomsnittliga livslängden f<span class="_ _0"></span>ör e<span class="_ _0"></span>tt k<span class="_ _0"></span>ontrakt<span class="_ _2"></span>, vilket<span class="_ _0"></span> är ber<span class="_ _0"></span>äknat till </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y990 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__34-t--32" continuedAt="s10_notes__7__34-t--33"><ix:continuation id="s10_notes__7__33-1-t--33" continuedAt="s10_notes__7__33-1-t--34"><ix:continuation id="s10_notes__7__5-t--189" continuedAt="s10_notes__7__5-t--190"><span style="display:inherit;clear:left;">mellan 24-27 månader<span class="_ _2"></span>. Kostnaderna r<span class="_ _0"></span>edovisas som övriga ext<span class="_ _0"></span>erna kostnader<span class="_ _2"></span>. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y991 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--33" continuedAt="s10_notes__7__34-t--34"><ix:continuation id="s10_notes__7__33-1-t--34" continuedAt="s10_notes__7__33-1-t--35"><ix:continuation id="s10_notes__7__5-t--190" continuedAt="s10_notes__7__5-t--191"><span style="display:inherit;clear:left;">Eniro bedriver<span class="_ _2"></span> sin verksamhet inom tv<span class="_ _0"></span>å affärsomr<span class="_ _0"></span>åden tillika r<span class="_ _2"></span>örelsesegment, </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y992 ff20 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--34" continuedAt="s10_notes__7__34-t--35"><ix:continuation id="s10_notes__7__33-1-t--35" continuedAt="s10_notes__7__33-1-t--36"><ix:continuation id="s10_notes__7__5-t--191" continuedAt="s10_notes__7__5-t--192"><span style="display:inherit;clear:left;">Marke<span class="_ _0"></span>ting Partner <span class="ff2">och </span>Dynav<span class="_ _0"></span>a<span class="ff2">. Det är<span class="_ _2"></span> samma rapporteringsstruktur som f<span class="_ _0"></span>öljer </span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y993 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--35" continuedAt="s10_notes__7__34-t--36"><ix:continuation id="s10_notes__7__33-1-t--36" continuedAt="s10_notes__7__33-1-t--37"><ix:continuation id="s10_notes__7__5-t--192" continuedAt="s10_notes__7__5-t--193"><span style="display:inherit;clear:left;">den interna r<span class="_ _0"></span>apportstrukturen. Mark<span class="_ _2"></span>eting Partner hjälper<span class="_ _0"></span> mikro<span class="_ _0"></span>, små och medel-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y994 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--36" continuedAt="s10_notes__7__34-t--37"><ix:continuation id="s10_notes__7__33-1-t--37" continuedAt="s10_notes__7__33-1-t--38"><ix:continuation id="s10_notes__7__5-t--193" continuedAt="s10_notes__7__5-t--194"><span style="display:inherit;clear:left;">stora f<span class="_ _2"></span>öretag med online sök och digit<span class="_ _0"></span>al marknadsföring. Intäkt<span class="_ _0"></span>smodellen bygger<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y995 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--37" continuedAt="s10_notes__7__34-t--38"><ix:continuation id="s10_notes__7__33-1-t--38" continuedAt="s10_notes__7__33-1-t--39"><ix:continuation id="s10_notes__7__5-t--194" continuedAt="s10_notes__7__5-t--195"><span style="display:inherit;clear:left;">på abonnemangsintäkter<span class="_ _2"></span> och tjänsteintäkter<span class="_ _2"></span>. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y996 ff21 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--38" continuedAt="s10_notes__7__34-t--39"><ix:continuation id="s10_notes__7__33-1-t--39" continuedAt="s10_notes__7__33-1-t--40"><ix:continuation id="s10_notes__7__5-t--195" continuedAt="s10_notes__7__5-t--196"><span style="display:inherit;clear:left;">Abonnemangsintäkter<span class="ff2"> - <span class="_ _2"></span>Affärsområdet<span class="_ _2"></span> säljer olika typer<span class="_ _2"></span> av online sök tjänster </span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y997 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--39" continuedAt="s10_notes__7__34-t--40"><ix:continuation id="s10_notes__7__33-1-t--40" continuedAt="s10_notes__7__33-1-t--41"><ix:continuation id="s10_notes__7__5-t--196" continuedAt="s10_notes__7__5-t--197"><span style="display:inherit;clear:left;">och digitala marknadsföringspr<span class="_ _2"></span>odukter i abonnemangsform genom att<span class="_ _0"></span> ge </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y998 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--40" continuedAt="s10_notes__7__34-t--41"><ix:continuation id="s10_notes__7__33-1-t--41" continuedAt="s10_notes__7__33-1-t--42"><ix:continuation id="s10_notes__7__5-t--197" continuedAt="s10_notes__7__5-t--198"><span style="display:inherit;clear:left;">kunderna rätt<span class="_ _0"></span> att tillgå dessa. Dessa <span class="_ _0"></span>tjänster erhåller<span class="_ _2"></span> kunden löpande under </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y999 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--41" continuedAt="s10_notes__7__34-t--42"><ix:continuation id="s10_notes__7__33-1-t--42" continuedAt="s10_notes__7__33-1-t--43"><ix:continuation id="s10_notes__7__5-t--198" continuedAt="s10_notes__7__5-t--199"><span style="display:inherit;clear:left;">avtalstiden och de intäktsf<span class="_ _2"></span>örs linjärt över<span class="_ _0"></span> kontr<span class="_ _2"></span>aktstiden då kontrollen ö<span class="_ _0"></span>verförs </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y99a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--42" continuedAt="s10_notes__7__34-t--43"><ix:continuation id="s10_notes__7__33-1-t--43" continuedAt="s10_notes__7__33-1-t--44"><ix:continuation id="s10_notes__7__5-t--199" continuedAt="s10_notes__7__5-t--200"><span style="display:inherit;clear:left;">till kunden löpande under avt<span class="_ _0"></span>alstiden. Abonnemangens eller<span class="_ _0"></span> avtalens löptider<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y99b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--43" continuedAt="s10_notes__7__34-t--44"><ix:continuation id="s10_notes__7__33-1-t--44" continuedAt="s10_notes__7__33-1-t--45"><ix:continuation id="s10_notes__7__5-t--200" continuedAt="s10_notes__7__5-t--201"><span style="display:inherit;clear:left;">varierar<span class="_ _2"></span> mellan 6-24 månader<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y99c ff21 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__34-t--44" continuedAt="s10_notes__7__34-t--45"><ix:continuation id="s10_notes__7__33-1-t--45" continuedAt="s10_notes__7__33-1-t--46"><ix:continuation id="s10_notes__7__5-t--201" continuedAt="s10_notes__7__5-t--202"><span style="display:inherit;clear:left;">Övriga tjänster<span class="ff2"> – <span class="_ _0"></span>Affärsomr<span class="_ _2"></span>ådet säljer annonspak<span class="_ _0"></span>et<span class="_ _0"></span>, konsulttjänst<span class="_ _0"></span>er vidar<span class="_ _0"></span>e-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y99d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--45" continuedAt="s10_notes__7__34-t--46"><ix:continuation id="s10_notes__7__33-1-t--46" continuedAt="s10_notes__7__33-1-t--47"><ix:continuation id="s10_notes__7__5-t--202" continuedAt="s10_notes__7__5-t--203"><span style="display:inherit;clear:left;">faktur<span class="_ _0"></span>erade mediak<span class="_ _0"></span>ostnader fr<span class="_ _2"></span>ån samarbetspartners samt andra digit<span class="_ _0"></span>ala mark<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y99e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--46" continuedAt="s10_notes__7__34-t--47"><ix:continuation id="s10_notes__7__33-1-t--47" continuedAt="s10_notes__7__33-1-t--48"><ix:continuation id="s10_notes__7__5-t--203" continuedAt="s10_notes__7__5-t--204"><span style="display:inherit;clear:left;">nadsföringstjänster<span class="_ _2"></span> och som inte erbjuds i abonnemangsform. Dessa redo<span class="_ _0"></span>visas </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y99f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--47" continuedAt="s10_notes__7__34-t--48"><ix:continuation id="s10_notes__7__33-1-t--48" continuedAt="s10_notes__7__33-1-t--49"><ix:continuation id="s10_notes__7__5-t--204" continuedAt="s10_notes__7__5-t--205"><span style="display:inherit;clear:left;">och intäktsf<span class="_ _0"></span>örs vanligen i den period då tjänst<span class="_ _0"></span>erna lever<span class="_ _0"></span>eras. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y9a0 ff21 fs11 fc3 sc0 lsa9 ws12d"><ix:continuation id="s10_notes__7__34-t--48" continuedAt="s10_notes__7__34-t--49"><ix:continuation id="s10_notes__7__33-1-t--49" continuedAt="s10_notes__7__33-1-t--50"><ix:continuation id="s10_notes__7__5-t--205" continuedAt="s10_notes__7__5-t--206"><span style="display:inherit;clear:left;">Dynava<span class="ff2 ws2"> omfatt<span class="_ _0"></span>ar con<span class="_ _0"></span>tact cent<span class="_ _0"></span>er<span class="_ _0"></span>-verksamhet<span class="_ _0"></span> och nummerupplysning v<span class="_ _6"></span>ia<span class="_ _6"></span> <span class="_ _6"></span>s<span class="_ _6"></span>am<span class="_ _6"></span>ta<span class="_ _6"></span>l<span class="_ _6"></span> <span class="_ _6"></span>oc<span class="_ _6"></span>h<span class="_ _6"></span> </span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y9a1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--49" continuedAt="s10_notes__7__34-t--50"><ix:continuation id="s10_notes__7__33-1-t--50" continuedAt="s10_notes__7__33-1-t--51"><ix:continuation id="s10_notes__7__5-t--206" continuedAt="s10_notes__7__5-t--207"><span style="display:inherit;clear:left;">SMS. Intäkterna fr<span class="_ _2"></span>ån dessa tjänster r<span class="_ _0"></span>edovisas vanligen i den period då tjänst<span class="_ _0"></span>erna </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y9a2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__34-t--50"><ix:continuation id="s10_notes__7__33-1-t--51" continuedAt="s10_notes__7__33-1-t--52"><ix:continuation id="s10_notes__7__5-t--207" continuedAt="s10_notes__7__5-t--208"><span style="display:inherit;clear:left;">lever<span class="_ _0"></span>eras till slut<span class="_ _0"></span>användaren <span class="_ _0"></span>via samtal eller<span class="_ _0"></span> sms.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e y9a3 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__33-1-t--59" continuedAt="s10_notes__7__33-1-t--60"><ix:continuation id="s10_notes__7__5-t--215" continuedAt="s10_notes__7__5-t--216"><span style="display:inherit;clear:left;">Ex<span class="_ _6"></span>t<span class="_ _6"></span>er<span class="_ _6"></span>na in<span class="_ _6"></span>tä<span class="_ _6"></span>k<span class="_ _6"></span>te<span class="_ _6"></span>r frå<span class="_ _6"></span>n av<span class="_ _6"></span>t<span class="_ _6"></span>al m<span class="_ _6"></span>ed k<span class="_ _6"></span>un<span class="_ _6"></span>de<span class="_ _6"></span>r pe<span class="_ _6"></span>r kat<span class="_ _6"></span>eg<span class="_ _6"></span>ori o<span class="_ _6"></span>ch r<span class="_ _6"></span>ör<span class="_ _6"></span>el<span class="_ _6"></span>se<span class="_ _6"></span>se<span class="_ _6"></span>gm<span class="_ _6"></span>en<span class="_ _6"></span>t:</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f y9a4 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--216" continuedAt="s10_notes__7__5-t--217"><ix:continuation id="s10_notes__7__33-1-t--60" continuedAt="s10_notes__7__33-1-t--61"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x4c h32 y9a5 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--217" continuedAt="s10_notes__7__5-t--218"><ix:continuation id="s10_notes__7__33-1-t--61" continuedAt="s10_notes__7__33-1-t--62"><span style="display:inherit;clear:left;">Abonnem<span class="_ _6"></span>angsintäkter<span class="_ _12e"> </span><span class="ls63 wsa4">481<span class="_ _188"> </span><span class="ls64 wsa5">506</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x4c h32 y9a6 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--218" continuedAt="s10_notes__7__5-t--219"><ix:continuation id="s10_notes__7__33-1-t--62" continuedAt="s10_notes__7__33-1-t--63"><span style="display:inherit;clear:left;">Övriga digitala markn<span class="_ _6"></span>adsföringsintäkter<span class="_ _1f"> </span><span class="lsca ws11e">103<span class="_ _ac"> </span><span class="ls64 wsa5">90</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e y9a7 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--219" continuedAt="s10_notes__7__5-t--220"><ix:continuation id="s10_notes__7__33-1-t--63" continuedAt="s10_notes__7__33-1-t--64"><span style="display:inherit;clear:left;">Summa Market<span class="_ _0"></span>ing Partner<span class="_ _193"> </span><span class="ls82 ws10d">583<span class="_ _188"> </span><span class="lscb ws11f">5<span class="_ _6"></span>96</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x4c h42 y9a8 ff2 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--220" continuedAt="s10_notes__7__5-t--221"><ix:continuation id="s10_notes__7__33-1-t--64" continuedAt="s10_notes__7__33-1-t--65"><span style="display:inherit;clear:left;">Dynava <span class="_ _194"> </span><span class="ls9d wse5">376<span class="_ _cb"> </span><span class="ls82 ws10d">334</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e y9a9 ff1 fs11 fc3 sc0 ls3d ws8a"><ix:continuation id="s10_notes__7__5-t--221" continuedAt="s10_notes__7__5-t--222"><ix:continuation id="s10_notes__7__33-1-t--65" continuedAt="s10_notes__7__33-1-t--66"><span style="display:inherit;clear:left;">Summa Dynava<span class="_ _195"> </span><span class="lsd0 ws123">376<span class="_ _2d"> </span><span class="ls9d wse5">334</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e y9aa ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__33-1-t--66" continuedAt="s10_notes__7__33-1-t--67"><ix:continuation id="s10_notes__7__5-t--222" continuedAt="s10_notes__7__5-t--223"><span style="display:inherit;clear:left;">Summa intäkter<span class="_ _159"> </span><span class="lscb ws11f">960<span class="_ _188"> </span></span>930</span></ix:continuation></ix:continuation></div><div class="t m0 xa h2e y9ab ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__33-1-t--67" continuedAt="s10_notes__7__33-1-t--68"><ix:continuation id="s10_notes__7__5-t--223" continuedAt="s10_notes__7__5-t--224"><span style="display:inherit;clear:left;">Tidpunkt för int<span class="_ _0"></span>äktsredovisning:</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h3f y9ac ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--224" continuedAt="s10_notes__7__5-t--225"><ix:continuation id="s10_notes__7__33-1-t--68" continuedAt="s10_notes__7__33-1-t--69"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 y9ad ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--225" continuedAt="s10_notes__7__5-t--226"><ix:continuation id="s10_notes__7__33-1-t--69" continuedAt="s10_notes__7__33-1-t--70"><span style="display:inherit;clear:left;">Öv<span class="_ _6"></span>er t<span class="_ _6"></span>id<span class="_ _183"> </span><span class="ls63 wsa4">481<span class="_ _188"> </span><span class="ls64 wsa5">506</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h42 y9ae ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--226" continuedAt="s10_notes__7__5-t--227"><ix:continuation id="s10_notes__7__33-1-t--70" continuedAt="s10_notes__7__33-1-t--71"><span style="display:inherit;clear:left;">Vi<span class="_ _6"></span>d en v<span class="_ _6"></span>iss t<span class="_ _6"></span>id<span class="_ _6"></span>pu<span class="_ _6"></span>nk<span class="_ _6"></span>t<span class="_ _196"> </span><span class="ls4a ws8b">479<span class="_ _cb"> </span><span class="lsa0 wsee">4<span class="_ _6"></span>24</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e y9af ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__33-1-t--71" continuedAt="s10_notes__7__33-1-t--71-2"><ix:continuation id="s10_notes__7__5-t--227" continuedAt="s10_notes__7__5-t--227-2"><span style="display:inherit;clear:left;">Summa<span class="_ _173"> </span></span></ix:continuation></ix:continuation><span class="lscb ws11f"><span><ix:continuation id="s10_notes__7__33-1-t--71-2" continuedAt="s10_notes__7__33-1-t--71-3"><ix:continuation id="s10_notes__7__5-t--227-2" continuedAt="s10_notes__7__5-t--227-3"><span style="display:inherit;clear:left;">960</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--227-3" continuedAt="s10_notes__7__5-t--228"><ix:continuation id="s10_notes__7__33-1-t--71-3" continuedAt="s10_notes__7__62-1"><span style="display:inherit;clear:left;"><span class="_ _188"> </span><span class="ls54 ws95">93<span class="_ _6"></span>0</span></span></ix:continuation></ix:continuation></span></span></div><div class="c x8 y9b0 w5 h4b"><div class="t m0 xec ha y92f ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfRevenueFromContractsWithCustomersExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__33-1" escape="true" continuedAt="s10_notes__7__33-1-2"><ix:continuation id="s10_notes__7__5-t--157" continuedAt="s10_notes__7__5-t--157-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 3<span class="_ _ad"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws2"><span><ix:continuation id="s10_notes__7__33-1-2" continuedAt="s10_notes__7__33-1-t--2"><ix:continuation id="s10_notes__7__5-t--157-2" continuedAt="s10_notes__7__5-t--158"><span style="display:inherit;clear:left;">INT<span class="_ _1"></span>ÄKTER FRÅN A<span class="_ _1"></span>VT<span class="_ _2"></span>AL MED KUNDER</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 x8 h42 y9b1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__36-t--2" continuedAt="s10_notes__7__36-t--3"><ix:continuation id="s10_notes__7__5-t--229" continuedAt="s10_notes__7__5-t--230"><span style="display:inherit;clear:left;">Övriga rör<span class="_ _0"></span>elseintäkter<span class="_ _2"></span> består främst<span class="_ _2"></span> av vidarefaktur<span class="_ _2"></span>ering, vinst vid försäljning av<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 y9b2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__36-t--3" continuedAt="s10_notes__7__36-t--4"><ix:continuation id="s10_notes__7__5-t--230" continuedAt="s10_notes__7__5-t--231"><span style="display:inherit;clear:left;">materiella anläggningstillgångar<span class="_ _0"></span> samt v<span class="_ _0"></span>alutakurseff<span class="_ _0"></span>ekter<span class="_ _2"></span>,  </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y9b1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__36-t--4" continuedAt="s10_notes__7__36-t--5"><ix:continuation id="s10_notes__7__5-t--231" continuedAt="s10_notes__7__5-t--232"><span style="display:inherit;clear:left;">För<span class="_ _0"></span>egående år bestod den äv<span class="_ _0"></span>en av av effekt<span class="_ _0"></span>en avseende avyttringen ”På sjön<span class="_ _2"></span>” </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y9b2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__36-t--5" continuedAt="s10_notes__7__36-t--6"><ix:continuation id="s10_notes__7__5-t--232" continuedAt="s10_notes__7__5-t--233"><span style="display:inherit;clear:left;">till Skippo AB. Den <span class="_ _0"></span>totala r<span class="_ _2"></span>esultateffekten om 30 MSEK<span class="_ _2"></span> av denna transaktion </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y9b3 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__36-t--6" continuedAt="s10_notes__7__36-t--7"><ix:continuation id="s10_notes__7__5-t--233" continuedAt="s10_notes__7__5-t--234"><span style="display:inherit;clear:left;">ingår i Övriga R<span class="_ _0"></span>örelseint<span class="_ _0"></span>äkter<span class="_ _0"></span> 2022 i koncernens r<span class="_ _0"></span>esultaträkning. F<span class="_ _2"></span>ör ytterligare </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 y9b4 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--234" continuedAt="s10_notes__7__5-t--235"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__36-t--7"><span style="display:inherit;clear:left;">information kring dett<span class="_ _0"></span>a se not 4 i år<span class="_ _0"></span>sredovisningen f<span class="_ _0"></span>ör 2022.</span></ix:continuation></span> </span></ix:continuation></div><div class="c x8 y9b5 w5 h4d"><div class="t m0 xec ha y9b6 ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfOtherOperatingIncomeExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__36" continuedAt="s10_notes__7__36-2"><ix:continuation id="s10_notes__7__5-t--228" continuedAt="s10_notes__7__5-t--228-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 4<span class="_ _a8"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws2"><span><ix:continuation id="s10_notes__7__36-2" continuedAt="s10_notes__7__36-t--2"><ix:continuation id="s10_notes__7__5-t--228-2" continuedAt="s10_notes__7__5-t--229"><span style="display:inherit;clear:left;">ÖVRIGA<span class="_ _2"></span> RÖRELSEINT<span class="_ _2"></span>ÄKTER</span></ix:continuation></ix:continuation></span></span></div></div></div><div class="pi"></div></div><div id="pf2c" class="pf w0 h0"><div class="pc pc2c w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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D8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAA4InFTACES7Z/2Ah0s0pp5pv/rNfrr/z6LbPQzS4dP+rSEupLy1pEvvX7CaDLzdy6aoQOSuUG+nbstcPGadZXZm9fs0MHFYZH0/lBO7i0ITK0Z38QT9qBzRLEU8lMwUs9AQAAepzwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAACsR6yHf7ZGs/Xy0T85YwC+S5eOH/3WL6OfHX/fLB1lT5fWpXVpjxrhSfXyE79Y4HkmAJssiEaMgEsLCD8A6GWRiL+hcWkB4QcAAMAGi1RKM1YAQmTm1lUjdFAqN9C3Y68dNk6zvjJ7+5odOqgwPJrOD9rBpQ2RoT37g3jSDmyWIJ5KZgqe+AEAAPQ44QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8TAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAA8XswEQLgUhkeN0EFBLGGEDRUNYi5tZyVSWSO4tKGb1AhsukilNGMFAACAnhTEU8lMwUs9AQAAepzwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEnwkAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAABAR8W2+M+/UF6+cvPOPz+8Nj55Z4tPcebwQf8fAADYFNEglu7bnsz2x5Npawi/Tqqu1E+cu3T64oRLAAAAm6vVbFTmi5X5YiyRzm//XiKds4nwe1qNZuvU2Mfvnr/s+AEAoLv+Vq9VF+5OJtL5vh2j0SBuEOG3TtWV+m/+/A8v7AQAgK5Vq5bvf/HpwK7ve/Qn/NajOLf4+h//Pl9edvAAANDlFu5O5od2Z/qfNcXT20Kf6rlQXlZ9AAAQIuXZ6eXSV3YQfmvVaLZ++ftTqg8AAELXfrXqkh2E35q88c5Z1QcAAGG0cHey1azbQfit4vK1L3yaCwAAhNfivSkjCL/HaTRbv/vbmJMGAIDwqlXLXvAp/B7nP59MepEnAACEXfn+l0YQfo/01tn3HTMAAIRdo1atr1TtIPzaWCgve9wHAAC9YaVSMoLwa+Pfn0w6YwAA6A3VxftGEH5tXPrv584YAAB6Q6vZMILwa8O3OAAAwP/au5uXKMI4gOPPzsw6u6vrS2miSYa9GAhRYdClFyKEukQQXaKXi7cIIoIuvfwJ1T2oe0F/QVHUVaKgQxQUQSVRVCZdersIdbDEWHVn5vM5DQu6O79nBL88wyxERgAAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADh96fR9ausMQAAIPzybN+2EWsMAAD5kLRUDUH4zWLrsB0/AADIibSt0xCE3yy66rU1/d2WGQAA8hB+rcJP+P3F4T1bLTMAAGRd0lItp271FH5/MTa6waYfAABkXWffkCEIv385fWi3lQYAgOyqtHXF5dQchN+/bBxaeXDHJosNAACZjJY4qfcMmIPwm9uJAzt9px8AAGRRZ/+6KC6bg/CbWxJHF47tXVavWXIAAMhS9fWt8UwX4TcPXfXa9bNHPOgFAAAyVH1pa4c5CL95t9/VM4f3bBm28AAA0NShEifdgyOqT/j9pySOLh7fd/6o2z4BAKBJVTt6ugdHPMazkR1UzNMeG92we/P6Ww8eXbpxx0UAAABNotLW1ba8X/I1XGn642SRz//b9x9PXr65PfH0xr2HBb8Ubp7c6e8BAIAl0VKtV9qXp7W6p3c2XFyupLX2ooffn968/xRCePfpy9sPUwU8/e3DK1wDAAAsau9VWkMIUZyUotg0hB8AAAD/H36RQQAAAOSb8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhJ8RAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAEDxJEYAAEw+mzAEGq537RZDgCZhxw8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4Afl/FpYAAAb7SURBVAAAIPwAAAAQfgAAAEWT5Pjcvn3/sevUZWsMALBE7hoBC+H+lVOGMF953vFLYvuZAAAAbvUEAAAQfgAAAGRaafrjpCkAQJF9nfrwefKFOdBw3YMjcTk1B1hacbmS1trt+AEAAOSc8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhJ8RAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAALK7ECACg4Foqre29q82Bhoti/2qC8AMAmkNcTqvl1BwAcsytngAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8DMCAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAAAAAZFXUmYQQQvi5xJ7P8RnGSyGMlxb2c16Lfv/+1zPH66IQHs8cr5zl/V9FIQzGv18/F4UwEIWwf+ZnfgGeC1CUtto1mwAAAABJRU5ErkJggg==" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">44</div><div class="t m0 x1 h11 y9b7 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__39" continuedAt="s10_notes__7__39-t--2"><ix:continuation id="s10_notes__7__37-t--2" continuedAt="s10_notes__7__37-t--3"><ix:continuation id="s10_notes__7__5-t--236" continuedAt="s10_notes__7__5-t--237"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x1 h42 y9b8 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__39-t--2" continuedAt="s10_notes__7__39-t--3"><ix:continuation id="s10_notes__7__37-t--3" continuedAt="s10_notes__7__37-t--4"><ix:continuation id="s10_notes__7__5-t--237" continuedAt="s10_notes__7__5-t--238"><span style="display:inherit;clear:left;">Koncernen leasar<span class="_ _2"></span> diverse kontor<span class="_ _2"></span> samt bilar<span class="_ _2"></span>. Leasingavtalen skrivs normalt för<span class="_ _2"></span> fas-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9b9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__39-t--3" continuedAt="s10_notes__7__39-t--4"><ix:continuation id="s10_notes__7__37-t--4" continuedAt="s10_notes__7__37-t--5"><ix:continuation id="s10_notes__7__5-t--238" continuedAt="s10_notes__7__5-t--239"><span style="display:inherit;clear:left;">ta perioder<span class="_ _0"></span> mellan 1 och 5 år med möjlighet<span class="_ _2"></span> till förlängning. Leasingbetalningar<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9ba ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__39-t--4" continuedAt="s10_notes__7__39-t--5"><ix:continuation id="s10_notes__7__37-t--5" continuedAt="s10_notes__7__37-t--6"><ix:continuation id="s10_notes__7__5-t--239" continuedAt="s10_notes__7__5-t--240"><span style="display:inherit;clear:left;">som kommer<span class="_ _2"></span> att göras för<span class="_ _2"></span> att rimligtvis säkra förlängningsop<span class="_ _0"></span>tioner ingår<span class="_ _2"></span> också i </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9bb ff2 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__39-t--5" continuedAt="s10_notes__7__39-t--6"><ix:continuation id="s10_notes__7__37-t--6" continuedAt="s10_notes__7__37-t--7"><ix:continuation id="s10_notes__7__5-t--240" continuedAt="s10_notes__7__5-t--241"><span style="display:inherit;clear:left;">värd<span class="_ _6"></span>er<span class="_ _6"></span>in<span class="_ _6"></span>ge<span class="_ _6"></span>n a<span class="_ _6"></span>v s<span class="_ _6"></span>ku<span class="_ _6"></span>ld<span class="_ _6"></span>en<span class="_ _6"></span>. Ko<span class="_ _6"></span>nc<span class="_ _6"></span>ern<span class="_ _6"></span>en<span class="_ _6"></span> är exponerad f<span class="_ _0"></span>ör <span class="_ _0"></span>eventuella <span class="_ _0"></span>framtida <span class="_ _2"></span>ökningar </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9bc ff2 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__39-t--6" continuedAt="s10_notes__7__39-t--7"><ix:continuation id="s10_notes__7__37-t--7" continuedAt="s10_notes__7__37-t--8"><ix:continuation id="s10_notes__7__5-t--241" continuedAt="s10_notes__7__5-t--242"><span style="display:inherit;clear:left;">av r<span class="_ _2"></span>örliga leasingbetalningar <span class="_ _2"></span>baserade på<span class="_ _6"></span> et<span class="_ _6"></span>t in<span class="_ _6"></span>dex<span class="_ _6"></span> el<span class="_ _6"></span>le<span class="_ _6"></span>r en<span class="_ _6"></span> ränt<span class="_ _6"></span>a,<span class="_ _6"></span> so<span class="_ _6"></span>m i<span class="_ _6"></span>nte<span class="_ _6"></span> in<span class="_ _6"></span>gå<span class="_ _6"></span>r </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9bd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__39-t--7" continuedAt="s10_notes__7__39-t--8"><ix:continuation id="s10_notes__7__37-t--8" continuedAt="s10_notes__7__37-t--9"><ix:continuation id="s10_notes__7__5-t--242" continuedAt="s10_notes__7__5-t--243"><span style="display:inherit;clear:left;">i leasingskulden förr<span class="_ _0"></span>än de träder<span class="_ _2"></span> ikraft. Nyttjander<span class="_ _0"></span>ätten redo<span class="_ _0"></span>visades initialt till </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9be ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__39-t--8" continuedAt="s10_notes__7__39-t--9"><ix:continuation id="s10_notes__7__37-t--9" continuedAt="s10_notes__7__37-t--10"><ix:continuation id="s10_notes__7__5-t--243" continuedAt="s10_notes__7__5-t--244"><span style="display:inherit;clear:left;">ett <span class="_ _0"></span>värde mo<span class="_ _0"></span>tsvarande leasingskulden, just<span class="_ _0"></span>erad f<span class="_ _0"></span>ör ev<span class="_ _0"></span>entuella förutbet<span class="_ _0"></span>alda </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9bf ff2 fs11 fc3 sc0 ls2 ws8a"><ix:continuation id="s10_notes__7__39-t--9" continuedAt="s10_notes__7__39-t--10"><ix:continuation id="s10_notes__7__37-t--10" continuedAt="s10_notes__7__37-t--11"><ix:continuation id="s10_notes__7__5-t--244" continuedAt="s10_notes__7__5-t--245"><span style="display:inherit;clear:left;">leasingavgifter<span class="_ _2"></span>. Kontrakt<span class="_ _0"></span> med <span class="_ _6"></span>kort<span class="_ _0"></span>are löptid än e<span class="_ _2"></span>tt å<span class="_ _2"></span>r o<span class="_ _0"></span>ch k<span class="_ _2"></span>on<span class="_ _0"></span>tr<span class="_ _2"></span>akt<span class="_ _2"></span> av m<span class="_ _0"></span>in<span class="_ _0"></span>dr<span class="_ _2"></span>e vä<span class="_ _2"></span>rde </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9c0 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__39-t--10" continuedAt="s10_notes__7__39-t--11"><ix:continuation id="s10_notes__7__37-t--11" continuedAt="s10_notes__7__37-t--12"><ix:continuation id="s10_notes__7__5-t--245" continuedAt="s10_notes__7__5-t--246"><span style="display:inherit;clear:left;">har undant<span class="_ _0"></span>agits i enlighet med de<span class="_ _0"></span>t undant<span class="_ _0"></span>ag s<span class="_ _6"></span>om<span class="_ _6"></span> s<span class="_ _6"></span>tan<span class="_ _6"></span>da<span class="_ _6"></span>rde<span class="_ _6"></span>n <span class="_ _6"></span>ti<span class="_ _6"></span>ll<span class="_ _6"></span>åte<span class="_ _6"></span>r.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9c1 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__39-t--11" continuedAt="s10_notes__7__39-t--12"><ix:continuation id="s10_notes__7__37-t--12" continuedAt="s10_notes__7__37-t--13"><ix:continuation id="s10_notes__7__5-t--246" continuedAt="s10_notes__7__5-t--247"><span style="display:inherit;clear:left;">Tillk<span class="_ _0"></span>ommande investeringar<span class="_ _2"></span> under året<span class="_ _2"></span> har främst<span class="_ _0"></span> avsett er<span class="_ _0"></span>satta utgångna k<span class="_ _0"></span>ontrakt </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9c2 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__39-t--12"><ix:continuation id="s10_notes__7__37-t--13" continuedAt="s10_notes__7__37-t--14"><ix:continuation id="s10_notes__7__5-t--247" continuedAt="s10_notes__7__5-t--248"><span style="display:inherit;clear:left;">samt <span class="_ _0"></span>tillkommande avtal av<span class="_ _0"></span>seende lokaler<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h11 y9c3 ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__37-t--14" continuedAt="s10_notes__7__37-t--15"><ix:continuation id="s10_notes__7__5-t--248" continuedAt="s10_notes__7__5-t--249"><span style="display:inherit;clear:left;">VIKTIGA<span class="_ _0"></span> UPPSKA<span class="_ _1"></span>TTNINGAR OCH BEDÖMNINGAR</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9c4 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1" continuedAt="s10_notes__7__38-1-t--2"><ix:continuation id="s10_notes__7__37-t--15" continuedAt="s10_notes__7__37-t--16"><ix:continuation id="s10_notes__7__5-t--249" continuedAt="s10_notes__7__5-t--250"><span style="display:inherit;clear:left;">Merparten av k<span class="_ _2"></span>oncernens leasingavtal som redovisas som nyttjander<span class="_ _0"></span>ättstillgångar </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9c5 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--2" continuedAt="s10_notes__7__38-1-t--3"><ix:continuation id="s10_notes__7__37-t--16" continuedAt="s10_notes__7__37-t--17"><ix:continuation id="s10_notes__7__5-t--250" continuedAt="s10_notes__7__5-t--251"><span style="display:inherit;clear:left;">och leasingskulder i k<span class="_ _2"></span>oncernens balansräkning och är ber<span class="_ _0"></span>oende av</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9c6 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--3" continuedAt="s10_notes__7__38-1-t--4"><ix:continuation id="s10_notes__7__37-t--17" continuedAt="s10_notes__7__37-t--18"><ix:continuation id="s10_notes__7__5-t--251" continuedAt="s10_notes__7__5-t--252"><span style="display:inherit;clear:left;">ledningens bedömningar och uppsk<span class="_ _2"></span>attningar av vissa variabler<span class="_ _2"></span> som har en</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9c7 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--4" continuedAt="s10_notes__7__38-1-t--5"><ix:continuation id="s10_notes__7__37-t--18" continuedAt="s10_notes__7__37-t--19"><ix:continuation id="s10_notes__7__5-t--252" continuedAt="s10_notes__7__5-t--253"><span style="display:inherit;clear:left;">direkt<span class="_ _0"></span> påverk<span class="_ _0"></span>an på de redovisade v<span class="_ _0"></span>ärdena. Det<span class="_ _2"></span> mest betydande är an<span class="_ _0"></span>tagande</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9c8 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--5" continuedAt="s10_notes__7__38-1-t--6"><ix:continuation id="s10_notes__7__37-t--19" continuedAt="s10_notes__7__37-t--20"><ix:continuation id="s10_notes__7__5-t--253" continuedAt="s10_notes__7__5-t--254"><span style="display:inherit;clear:left;">om diskont<span class="_ _0"></span>eringsränt<span class="_ _0"></span>or som har<span class="_ _2"></span> tillämpats vid värdering av leasingskulder</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9c9 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--6" continuedAt="s10_notes__7__38-1-t--7"><ix:continuation id="s10_notes__7__37-t--20" continuedAt="s10_notes__7__37-t--21"><ix:continuation id="s10_notes__7__5-t--254" continuedAt="s10_notes__7__5-t--255"><span style="display:inherit;clear:left;">och de motsvar<span class="_ _2"></span>ande tillgångar med nyttjanderätt<span class="_ _2"></span>. Andra bedömningar<span class="_ _2"></span> som</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9ca ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--7" continuedAt="s10_notes__7__38-1-t--8"><ix:continuation id="s10_notes__7__37-t--21" continuedAt="s10_notes__7__37-t--22"><ix:continuation id="s10_notes__7__5-t--255" continuedAt="s10_notes__7__5-t--256"><span style="display:inherit;clear:left;">kan ha en v<span class="_ _0"></span>äsentlig inverk<span class="_ _2"></span>an på de redovisade vär<span class="_ _0"></span>dena är bedömningar<span class="_ _0"></span> för</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9cb ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--8" continuedAt="s10_notes__7__38-1-t--9"><ix:continuation id="s10_notes__7__37-t--22" continuedAt="s10_notes__7__37-t--23"><ix:continuation id="s10_notes__7__5-t--256" continuedAt="s10_notes__7__5-t--257"><span style="display:inherit;clear:left;">sannolikheten f<span class="_ _0"></span>ör nyttjande<span class="_ _0"></span>t av f<span class="_ _0"></span>örlängnings- och uppsägningsoptioner</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9cc ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--9" continuedAt="s10_notes__7__38-1-t--10"><ix:continuation id="s10_notes__7__37-t--23" continuedAt="s10_notes__7__37-t--24"><ix:continuation id="s10_notes__7__5-t--257" continuedAt="s10_notes__7__5-t--258"><span style="display:inherit;clear:left;">i leasingavtal. <span class="_ _0"></span>Vid bedömning av om det är<span class="_ _2"></span> rimligt säkert<span class="_ _0"></span> att en option att</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9cd ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--10" continuedAt="s10_notes__7__38-1-t--11"><ix:continuation id="s10_notes__7__37-t--24" continuedAt="s10_notes__7__37-t--25"><ix:continuation id="s10_notes__7__5-t--258" continuedAt="s10_notes__7__5-t--259"><span style="display:inherit;clear:left;">förlänga eller<span class="_ _0"></span> en option att av<span class="_ _0"></span>sluta ett<span class="_ _0"></span> leasingavtal kommer<span class="_ _2"></span> att nyttjas eller</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9ce ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--11" continuedAt="s10_notes__7__38-1-t--12"><ix:continuation id="s10_notes__7__37-t--25" continuedAt="s10_notes__7__37-t--26"><ix:continuation id="s10_notes__7__5-t--259" continuedAt="s10_notes__7__5-t--260"><span style="display:inherit;clear:left;">inte, beaktas r<span class="_ _2"></span>elevanta faktor<span class="_ _2"></span>er och omständigheter<span class="_ _2"></span> som utgör ekonomisk<span class="_ _2"></span>a incita<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9cf ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--12" continuedAt="s10_notes__7__38-1-t--13"><ix:continuation id="s10_notes__7__37-t--26" continuedAt="s10_notes__7__37-t--27"><ix:continuation id="s10_notes__7__5-t--260" continuedAt="s10_notes__7__5-t--261"><span style="display:inherit;clear:left;">ment f<span class="_ _0"></span>ör att<span class="_ _2"></span> bedöma sannolikheten. T<span class="_ _0"></span>ill exempel den leasade</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9d0 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--13" continuedAt="s10_notes__7__38-1-t--14"><ix:continuation id="s10_notes__7__37-t--27" continuedAt="s10_notes__7__37-t--28"><ix:continuation id="s10_notes__7__5-t--261" continuedAt="s10_notes__7__5-t--262"><span style="display:inherit;clear:left;">tillgångens betydelse för<span class="_ _2"></span> verksamheten, k<span class="_ _0"></span>ostnaden för<span class="_ _0"></span> att ersätta <span class="_ _0"></span>tillgången,</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9d1 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--14" continuedAt="s10_notes__7__38-1-t--15"><ix:continuation id="s10_notes__7__37-t--28" continuedAt="s10_notes__7__37-t--29"><ix:continuation id="s10_notes__7__5-t--262" continuedAt="s10_notes__7__5-t--263"><span style="display:inherit;clear:left;">invester<span class="_ _2"></span>ade anpassningar i den leasade tillgången, ekonomisk<span class="_ _2"></span>a incitament</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9d2 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--15" continuedAt="s10_notes__7__38-1-t--16"><ix:continuation id="s10_notes__7__37-t--29" continuedAt="s10_notes__7__37-t--30"><ix:continuation id="s10_notes__7__5-t--263" continuedAt="s10_notes__7__5-t--264"><span style="display:inherit;clear:left;">vad gäller avt<span class="_ _0"></span>alsvillkor<span class="_ _2"></span>en etc. Under 2023 har<span class="_ _0"></span> omvär<span class="_ _0"></span>dering av leasingavtal uppgått </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9d3 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__38-1-t--16" continuedAt="s10_notes__7__38-1-t--17"><ix:continuation id="s10_notes__7__37-t--30" continuedAt="s10_notes__7__37-t--31"><ix:continuation id="s10_notes__7__5-t--264" continuedAt="s10_notes__7__5-t--265"><span style="display:inherit;clear:left;">till 14 MSEK (<span class="_ _2"></span>6)<span class="_ _0"></span>, som i huvudsak avser<span class="_ _2"></span> bedömning av nyttjandet av f<span class="_ _0"></span>örlängningsop<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9d4 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__37-t--31" continuedAt="s10_notes__7__37-t--32"><ix:continuation id="s10_notes__7__5-t--265" continuedAt="s10_notes__7__5-t--266"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__38-1-t--17" continuedAt="s10_notes__7__44-1"><span style="display:inherit;clear:left;">tioner f<span class="_ _0"></span>ör lok<span class="_ _2"></span>aler.</span></ix:continuation></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f y9d5 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--289" continuedAt="s10_notes__7__5-t--290"><ix:continuation id="s10_notes__7__40-t--10" continuedAt="s10_notes__7__40-t--11"><span style="display:inherit;clear:left;">MSEK<span class="_ _197"> </span><span class="lsc4 ws11a">2023<span class="_ _17b"> </span>2022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9d6 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--290" continuedAt="s10_notes__7__5-t--291"><ix:continuation id="s10_notes__7__40-t--11" continuedAt="s10_notes__7__40-t--12"><span style="display:inherit;clear:left;">Ackumulerade anskaffnin<span class="_ _6"></span>gsvärden<span class="_ _198"> </span><span class="ls64 wsa5">40<span class="_ _199"> </span><span class="lsda ws12e">34</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9d7 ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--291" continuedAt="s10_notes__7__5-t--292"><ix:continuation id="s10_notes__7__40-t--12" continuedAt="s10_notes__7__40-t--13"><span style="display:inherit;clear:left;">Ackumuler<span class="_ _0"></span>ade avskrivninga<span class="_ _0"></span>r <span class="_ _19a"> </span><span class="lscd ws121">-28<span class="_ _19b"> </span>-20</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9d8 ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--292" continuedAt="s10_notes__7__5-t--293"><ix:continuation id="s10_notes__7__40-t--13" continuedAt="s10_notes__7__40-t--14"><span style="display:inherit;clear:left;">Ackumuler<span class="_ _0"></span>ade nedskrivnin<span class="_ _0"></span>gar <span class="_ _19c"> </span><span class="lscd ws121">-2<span class="_ _77"> </span>-2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y9d9 ff1 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__5-t--293" continuedAt="s10_notes__7__5-t--294"><ix:continuation id="s10_notes__7__40-t--14" continuedAt="s10_notes__7__40-t--15"><span style="display:inherit;clear:left;">Redov<span class="_ _6"></span>is<span class="_ _6"></span>at värd<span class="_ _6"></span>e<span class="_ _19d"> </span><span class="lsd3 ws126">11<span class="_ _77"> </span><span class="lsa8 wsf5">13</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y9da ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__40-t--15" continuedAt="s10_notes__7__40-t--16"><ix:continuation id="s10_notes__7__5-t--294" continuedAt="s10_notes__7__5-t--295"><span style="display:inherit;clear:left;">Vi<span class="_ _6"></span>d år<span class="_ _6"></span>et<span class="_ _6"></span>s bö<span class="_ _6"></span>rja<span class="_ _6"></span>n<span class="_ _19e"> </span><span class="lsa8 wsf5">13<span class="_ _19f"> </span></span>9</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9db ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--295" continuedAt="s10_notes__7__5-t--296"><ix:continuation id="s10_notes__7__40-t--16" continuedAt="s10_notes__7__40-t--17"><span style="display:inherit;clear:left;">Årets investeringar<span class="_ _1a0"> </span><span class="ls2 ws2">5<span class="_ _f2"> </span>7</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9dc ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--296" continuedAt="s10_notes__7__5-t--297"><ix:continuation id="s10_notes__7__40-t--17" continuedAt="s10_notes__7__40-t--18"><span style="display:inherit;clear:left;">Förvärv av koncern<span class="_ _0"></span>föret<span class="_ _2"></span>ag<span class="_ _1a1"> </span><span class="ls2 ws2">-<span class="_ _19f"> </span>4</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9dd ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--297" continuedAt="s10_notes__7__5-t--298"><ix:continuation id="s10_notes__7__40-t--18" continuedAt="s10_notes__7__40-t--19"><span style="display:inherit;clear:left;">Årets avskriv<span class="_ _6"></span>ningar<span class="_ _150"> </span><span class="lsdc ws12f">-7<span class="_ _8e"> </span>-7</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y9de ff1 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__40-t--19" continuedAt="s10_notes__7__40-t--19-2"><ix:continuation id="s10_notes__7__5-t--298" continuedAt="s10_notes__7__5-t--298-2"><span style="display:inherit;clear:left;">Redov<span class="_ _6"></span>is<span class="_ _6"></span>at värd<span class="_ _6"></span>e<span class="_ _19d"> </span></span></ix:continuation></ix:continuation><span class="lsd3 ws126"><span><ix:continuation id="s10_notes__7__40-t--19-2" continuedAt="s10_notes__7__40-t--19-3"><ix:continuation id="s10_notes__7__5-t--298-2" continuedAt="s10_notes__7__5-t--298-3"><span style="display:inherit;clear:left;">11</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--298-3" continuedAt="s10_notes__7__5-t--299"><ix:continuation id="s10_notes__7__40-t--19-3"><span style="display:inherit;clear:left;"><span class="_ _77"> </span><span class="lsa8 wsf5">13</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x1 h11 y9df ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForPropertyPlantAndEquipmentExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__41" continuedAt="s10_notes__7__41-t--2"><ix:continuation id="s10_notes__7__40-t--2" continuedAt="s10_notes__7__40-t--3"><ix:continuation id="s10_notes__7__5-t--281" continuedAt="s10_notes__7__5-t--282"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x1 h42 y9e0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__41-t--2" continuedAt="s10_notes__7__41-t--3"><ix:continuation id="s10_notes__7__40-t--3" continuedAt="s10_notes__7__40-t--4"><ix:continuation id="s10_notes__7__5-t--282" continuedAt="s10_notes__7__5-t--283"><span style="display:inherit;clear:left;">Materiella anläggningstillgångar<span class="_ _0"></span> redovisas <span class="_ _0"></span>till anskaffningsv<span class="_ _0"></span>ärde minsk<span class="_ _0"></span>at med </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9e1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__41-t--3" continuedAt="s10_notes__7__41-t--4"><ix:continuation id="s10_notes__7__40-t--4" continuedAt="s10_notes__7__40-t--5"><ix:continuation id="s10_notes__7__5-t--283" continuedAt="s10_notes__7__5-t--284"><span style="display:inherit;clear:left;">avskrivningar<span class="_ _2"></span>. Materiella anläggningstillgångar skrivs av linjärt<span class="_ _2"></span> över tillgångens </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9e2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__41-t--4" continuedAt="s10_notes__7__41-t--5"><ix:continuation id="s10_notes__7__40-t--5" continuedAt="s10_notes__7__40-t--6"><ix:continuation id="s10_notes__7__5-t--284" continuedAt="s10_notes__7__5-t--285"><span style="display:inherit;clear:left;">bedömda nyttjandeperiod. När<span class="_ _0"></span> tillgångarnas avskrivnin<span class="_ _0"></span>gsba<span class="_ _0"></span>ra<span class="_ _0"></span> belo<span class="_ _0"></span>pp f<span class="_ _2"></span>astst<span class="_ _0"></span>älls </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 y9e3 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__41-t--5" continuedAt="s10_notes__7__41-t--6"><ix:continuation id="s10_notes__7__40-t--6" continuedAt="s10_notes__7__40-t--7"><ix:continuation id="s10_notes__7__5-t--285" continuedAt="s10_notes__7__5-t--286"><span style="display:inherit;clear:left;">beaktas i för<span class="_ _2"></span>ekommande fall tillgångens r<span class="_ _0"></span>estvärde. K<span class="_ _2"></span>oncernens materiella </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9e4 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__41-t--6" continuedAt="s10_notes__7__41-t--7"><ix:continuation id="s10_notes__7__40-t--7" continuedAt="s10_notes__7__40-t--8"><ix:continuation id="s10_notes__7__5-t--286" continuedAt="s10_notes__7__5-t--287"><span style="display:inherit;clear:left;">tillgångar best<span class="_ _0"></span>år fr<span class="_ _0"></span>ämst av dat<span class="_ _0"></span>autrustningar och k<span class="_ _2"></span>ontorsinventarier<span class="_ _2"></span>. Bed<span class="_ _6"></span>ömd </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9e5 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__41-t--7" continuedAt="s10_notes__7__41-t--8"><ix:continuation id="s10_notes__7__40-t--8" continuedAt="s10_notes__7__40-t--9"><ix:continuation id="s10_notes__7__5-t--287" continuedAt="s10_notes__7__5-t--288"><span style="display:inherit;clear:left;">nyttjandeperiod varier<span class="_ _2"></span>ar mellan tre och f<span class="_ _0"></span>em år<span class="_ _0"></span>. När de<span class="_ _0"></span>t gäller<span class="_ _0"></span> nedskrivningsregler<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 y9e6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__40-t--9" continuedAt="s10_notes__7__40-t--10"><ix:continuation id="s10_notes__7__5-t--288" continuedAt="s10_notes__7__5-t--289"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__41-t--8"><span style="display:inherit;clear:left;">se not 6 immat<span class="_ _0"></span>eriella anläggningstillgångar</span></ix:continuation></span><span class="_ _2"></span>.</span></ix:continuation></ix:continuation></div><div class="c x1 y9b0 w5 h4b"><div class="t m0 xec ha y92f ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfLeasesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__37" continuedAt="s10_notes__7__37-2"><ix:continuation id="s10_notes__7__5-t--235" continuedAt="s10_notes__7__5-t--235-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 5<span class="_ _a8"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws2"><span><ix:continuation id="s10_notes__7__37-2" continuedAt="s10_notes__7__37-t--2"><ix:continuation id="s10_notes__7__5-t--235-2" continuedAt="s10_notes__7__5-t--236"><span style="display:inherit;clear:left;">NYTT<span class="_ _1"></span>JANDERÄ<span class="_ _2"></span>TTSTILL<span class="_ _2"></span>GÅNGAR</span></ix:continuation></ix:continuation></span></span></div></div><div class="c x1 y9e7 w5 h4d"><div class="t m0 xec ha y9b6 ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfPropertyPlantAndEquipmentExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__40" continuedAt="s10_notes__7__40-2"><ix:continuation id="s10_notes__7__5-t--280" continuedAt="s10_notes__7__5-t--280-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 6<span class="_ _a8"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws130"><span><ix:continuation id="s10_notes__7__40-2" continuedAt="s10_notes__7__40-t--2"><ix:continuation id="s10_notes__7__5-t--280-2" continuedAt="s10_notes__7__5-t--281"><span style="display:inherit;clear:left;">ÖVRIGA<span class="_ _2"></span> <span class="_ _6"></span>MA<span class="_ _2"></span>TERIELLA ANLÄ<span class="_ _0"></span>GGNINGSTILL<span class="_ _2"></span>GÅNGAR</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 xed h3f y9e8 ff1 fs2b fc3 sc0 lsdd ws131"><ix:continuation id="s10_notes__7__5-t--266" continuedAt="s10_notes__7__5-t--267"><ix:continuation id="s10_notes__7__37-t--32" continuedAt="s10_notes__7__37-t--33"><span style="display:inherit;clear:left;">Lo<span class="_ _6"></span>kale<span class="_ _6"></span>r<span class="_ _1a2"> </span><span class="ls10 ws10">Bilar<span class="_ _1a3"> </span><span class="ls3 ws3">Summa</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f y9e9 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--267" continuedAt="s10_notes__7__5-t--268"><ix:continuation id="s10_notes__7__37-t--33" continuedAt="s10_notes__7__37-t--34"><span style="display:inherit;clear:left;">MSEK<span class="_ _1a4"> </span><span class="lsc4 ws11a">2023<span class="_ _184"> </span>2<span class="_ _6"></span>022<span class="_ _15b"> </span>2023<span class="_ _94"> </span>2022<span class="_ _15b"> </span>2<span class="_ _6"></span>023<span class="_ _184"> </span>2022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9ea ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--268" continuedAt="s10_notes__7__5-t--269"><ix:continuation id="s10_notes__7__37-t--34" continuedAt="s10_notes__7__37-t--35"><span style="display:inherit;clear:left;">Ackumulerade anskaffnin<span class="_ _6"></span>gsvärde<span class="_ _11d"> </span>102<span class="_ _15c"> </span><span class="lsde ws132">105<span class="_ _bf"> </span><span class="ls2 ws2">3<span class="_ _46"> </span>6<span class="_ _83"> </span></span>105<span class="_ _1a5"> </span><span class="ls49 ws8a">111</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9eb ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__37-t--35" continuedAt="s10_notes__7__37-t--35-2"><ix:continuation id="s10_notes__7__5-t--269" continuedAt="s10_notes__7__5-t--269-2"><span style="display:inherit;clear:left;">Ackumuler<span class="_ _0"></span>ade avskrivninga<span class="_ _0"></span>r<span class="_ _1a6"> </span></span></ix:continuation></ix:continuation><span class="lsce ws122"><span><ix:continuation id="s10_notes__7__5-t--269-2" continuedAt="s10_notes__7__5-t--269-3"><ix:continuation id="s10_notes__7__37-t--35-2" continuedAt="s10_notes__7__37-t--35-3"><span style="display:inherit;clear:left;">-63<span class="_ _15b"> </span></span></ix:continuation></ix:continuation></span><span class="lsdb wsed"><span><ix:continuation id="s10_notes__7__5-t--269-3" continuedAt="s10_notes__7__5-t--269-4"><ix:continuation id="s10_notes__7__37-t--35-3" continuedAt="s10_notes__7__37-t--35-4"><span style="display:inherit;clear:left;">-<span class="_ _6"></span>62<span class="_ _13"> </span></span></ix:continuation></ix:continuation></span><span class="lscd ws121"><span><ix:continuation id="s10_notes__7__5-t--269-4" continuedAt="s10_notes__7__5-t--269-5"><ix:continuation id="s10_notes__7__37-t--35-4" continuedAt="s10_notes__7__37-t--35-5"><span style="display:inherit;clear:left;">-2<span class="_ _d9"> </span></span></ix:continuation></ix:continuation></span><span class="ls5c ws9c"><span><ix:continuation id="s10_notes__7__5-t--269-5" continuedAt="s10_notes__7__5-t--270"><ix:continuation id="s10_notes__7__37-t--35-5" continuedAt="s10_notes__7__37-t--36"><span style="display:inherit;clear:left;">-5<span class="_ _1a7"> </span><span class="lsdf ws133">-64<span class="_ _161"> </span><span class="lsd4 ws127">-<span class="_ _f"></span>67</span></span></span></ix:continuation></ix:continuation></span></span></span></span></span></div><div class="t m0 x18 h32 y9ec ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--270" continuedAt="s10_notes__7__5-t--271"><ix:continuation id="s10_notes__7__37-t--36" continuedAt="s10_notes__7__37-t--37"><span style="display:inherit;clear:left;">Ackumulerade<span class="_ _2"></span> av<span class="_ _6"></span>y<span class="_ _6"></span>t<span class="_ _6"></span>tringar och utr<span class="_ _0"></span>angeringar<span class="_ _1a8"> </span><span class="ls2 ws2">0<span class="_ _89"> </span><span class="lscd ws121">-2<span class="_ _1d"> </span></span>0<span class="_ _92"> </span>0<span class="_ _bf"> </span>0<span class="_ _89"> </span><span class="lscd ws121">-2</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y9ed ff1 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__37-t--37" continuedAt="s10_notes__7__37-t--37-2"><ix:continuation id="s10_notes__7__5-t--271" continuedAt="s10_notes__7__5-t--271-2"><span style="display:inherit;clear:left;">Redov<span class="_ _6"></span>is<span class="_ _6"></span>at värd<span class="_ _6"></span>e<span class="_ _178"> </span></span></ix:continuation></ix:continuation><span class="lsc7 ws11c"><span><ix:continuation id="s10_notes__7__5-t--271-2" continuedAt="s10_notes__7__5-t--272"><ix:continuation id="s10_notes__7__37-t--37-2" continuedAt="s10_notes__7__37-t--38"><span style="display:inherit;clear:left;">40<span class="_ _d9"> </span><span class="ls7a wsb7">41<span class="_ _cf"> </span><span class="ls2 ws2">1<span class="_ _1e"> </span>1<span class="_ _13"> </span></span>41<span class="_ _86"> </span><span class="ls88 wsc1">42</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h2e y9ee ff1 fs11 fc3 sc0 ls93 ws2"><ix:continuation id="s10_notes__7__37-t--38" continuedAt="s10_notes__7__37-t--38-2"><ix:continuation id="s10_notes__7__5-t--272" continuedAt="s10_notes__7__5-t--272-2"><span style="display:inherit;clear:left;">Vi<span class="_ _6"></span>d år<span class="_ _6"></span>et<span class="_ _6"></span>s bö<span class="_ _6"></span>rja<span class="_ _6"></span>n<span class="_ _14b"> </span></span></ix:continuation></ix:continuation><span class="lsd7 ws12a"><span><ix:continuation id="s10_notes__7__5-t--272-2" continuedAt="s10_notes__7__5-t--272-3"><ix:continuation id="s10_notes__7__37-t--38-2" continuedAt="s10_notes__7__37-t--38-3"><span style="display:inherit;clear:left;">41<span class="_ _86"> </span><span class="ls9d wse5">46<span class="_ _cf"> </span></span></span></ix:continuation></ix:continuation></span></span><span class="ls2"><span><ix:continuation id="s10_notes__7__5-t--272-3" continuedAt="s10_notes__7__5-t--273"><ix:continuation id="s10_notes__7__37-t--38-3" continuedAt="s10_notes__7__37-t--39"><span style="display:inherit;clear:left;">1<span class="_ _46"> </span>2<span class="_ _44"> </span><span class="lse0 ws134">42<span class="_ _20"> </span><span class="lsd8 ws12b">48</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 y9ef ff5 fs11 fc3 sc0 lse1 wsbf"><ix:continuation id="s10_notes__7__37-t--39" continuedAt="s10_notes__7__37-t--39-2"><ix:continuation id="s10_notes__7__5-t--273" continuedAt="s10_notes__7__5-t--273-2"><span style="display:inherit;clear:left;">Årets investeringar<span class="_ _173"> </span></span></ix:continuation></ix:continuation><span class="lse2 ws135"><span><ix:continuation id="s10_notes__7__5-t--273-2" continuedAt="s10_notes__7__5-t--274"><ix:continuation id="s10_notes__7__37-t--39-2" continuedAt="s10_notes__7__37-t--40"><span style="display:inherit;clear:left;">12<span class="_ _46"> </span><span class="ls2 ws2">4<span class="_ _cf"> </span>1<span class="_ _92"> </span>0<span class="_ _1e"> </span><span class="lse3 ws136">14<span class="_ _46"> </span></span>4</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 y9f0 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--274" continuedAt="s10_notes__7__5-t--275"><ix:continuation id="s10_notes__7__37-t--40" continuedAt="s10_notes__7__37-t--41"><span style="display:inherit;clear:left;">Förvärv av koncern<span class="_ _0"></span>föret<span class="_ _2"></span>ag<span class="_ _1a9"> </span><span class="ls2 ws2">-<span class="_ _2c"> </span><span class="lse2 ws135">12<span class="_ _36"> </span></span>-<span class="_ _1e"> </span>-<span class="_ _36"> </span>-<span class="_ _2c"> </span><span class="lse2 ws135">12</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9f1 ff5 fs11 fc3 sc0 lse1 ws137"><ix:continuation id="s10_notes__7__5-t--275" continuedAt="s10_notes__7__5-t--276"><ix:continuation id="s10_notes__7__37-t--41" continuedAt="s10_notes__7__37-t--42"><span style="display:inherit;clear:left;">Omräkningar<span class="_ _1aa"> </span><span class="lse3 ws136">14<span class="_ _46"> </span><span class="ls2 ws2">5<span class="_ _bf"> </span>0<span class="_ _1a"> </span>1<span class="_ _4e"> </span></span>14<span class="_ _46"> </span><span class="ls2 ws2">6</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9f2 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--276" continuedAt="s10_notes__7__5-t--277"><ix:continuation id="s10_notes__7__37-t--42" continuedAt="s10_notes__7__37-t--43"><span style="display:inherit;clear:left;">Avy<span class="_ _6"></span>t<span class="_ _6"></span>tringar och<span class="_ _0"></span> utrangeringar<span class="_ _1ab"> </span><span class="lsd0 ws123">-1<span class="_ _92"> </span>-1<span class="_ _bf"> </span><span class="ls2 ws2">0<span class="_ _92"> </span>0<span class="_ _bf"> </span>0<span class="_ _44"> </span></span>-1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9f3 ff5 fs11 fc3 sc0 lse1 wsbf"><ix:continuation id="s10_notes__7__5-t--277" continuedAt="s10_notes__7__5-t--278"><ix:continuation id="s10_notes__7__37-t--43" continuedAt="s10_notes__7__37-t--44"><span style="display:inherit;clear:left;">Årets avskriv<span class="_ _6"></span>ningar<span class="_ _131"> </span><span class="lse4 ws138">-2<span class="_ _6"></span>8<span class="_ _ea"> </span>-2<span class="_ _6"></span>5<span class="_ _1d"> </span><span class="lsd0 ws123">-1<span class="_ _2c"> </span></span>-2<span class="_ _d9"> </span>-2<span class="_ _f"></span>9<span class="_ _dc"> </span>-27</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 y9f4 ff5 fs11 fc3 sc0 lse1 wsbf"><ix:continuation id="s10_notes__7__5-t--278" continuedAt="s10_notes__7__5-t--279"><ix:continuation id="s10_notes__7__37-t--44" continuedAt="s10_notes__7__37-t--45"><span style="display:inherit;clear:left;">Årets valutakursdif<span class="_ _6"></span>ferens<span class="_ _152"> </span><span class="ls2 ws2">1<span class="_ _92"> </span>0<span class="_ _1d"> </span>0<span class="_ _92"> </span>0<span class="_ _cf"> </span>1<span class="_ _46"> </span>0</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e y9f5 ff1 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__37-t--45" continuedAt="s10_notes__7__37-t--45-2"><ix:continuation id="s10_notes__7__5-t--279" continuedAt="s10_notes__7__5-t--279-2"><span style="display:inherit;clear:left;">Redov<span class="_ _6"></span>is<span class="_ _6"></span>at värd<span class="_ _6"></span>e<span class="_ _178"> </span></span></ix:continuation></ix:continuation><span class="lsc7 ws11c"><span><ix:continuation id="s10_notes__7__5-t--279-2" continuedAt="s10_notes__7__5-t--279-3"><ix:continuation id="s10_notes__7__37-t--45-2" continuedAt="s10_notes__7__37-t--45-3"><span style="display:inherit;clear:left;">40<span class="_ _d9"> </span></span></ix:continuation></ix:continuation></span><span class="ls7a wsb7"><span><ix:continuation id="s10_notes__7__37-t--45-3" continuedAt="s10_notes__7__37-t--45-4"><ix:continuation id="s10_notes__7__5-t--279-3" continuedAt="s10_notes__7__5-t--279-4"><span style="display:inherit;clear:left;">41</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--279-4" continuedAt="s10_notes__7__5-t--279-5"><ix:continuation id="s10_notes__7__37-t--45-4" continuedAt="s10_notes__7__37-t--45-5"><span style="display:inherit;clear:left;"><span class="_ _cf"> </span><span class="ls2 ws2">1<span class="_ _1e"> </span>1<span class="_ _13"> </span></span></span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__37-t--45-5" continuedAt="s10_notes__7__37-t--45-6"><ix:continuation id="s10_notes__7__5-t--279-5" continuedAt="s10_notes__7__5-t--279-6"><span style="display:inherit;clear:left;">41</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--279-6" continuedAt="s10_notes__7__5-t--280"><ix:continuation id="s10_notes__7__37-t--45-6"><span style="display:inherit;clear:left;"><span class="_ _86"> </span><span class="ls88 wsc1">42</span></span></ix:continuation></ix:continuation></span></span></span></div></div><div class="pi"></div></div><div id="pf2d" class="pf w0 h0"><div class="pc pc2d w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">45</div><div class="c x8 y9b0 w5 h4b"><div class="t m0 xec ha y92f ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfIntangibleAssetsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__42" continuedAt="s10_notes__7__42-2"><ix:continuation id="s10_notes__7__5-t--299" continuedAt="s10_notes__7__5-t--299-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 7<span class="_ _ad"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws130"><span><ix:continuation id="s10_notes__7__42-2" continuedAt="s10_notes__7__42-t--2"><ix:continuation id="s10_notes__7__5-t--299-2" continuedAt="s10_notes__7__5-t--300"><span style="display:inherit;clear:left;">IMMA<span class="_ _2"></span>TERIELLA ANLÄ<span class="_ _2"></span>GGNINGSTILL<span class="_ _0"></span>GÅNGAR</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 xee h3f y9f6 ff1 fs2b fc3 sc0 lse5 wsba"><ix:continuation id="s10_notes__7__42-t--17" continuedAt="s10_notes__7__42-t--17-2"><ix:continuation id="s10_notes__7__5-t--315" continuedAt="s10_notes__7__5-t--315-2"><span style="display:inherit;clear:left;">Goodwill</span></ix:continuation></ix:continuation></div><div class="t m0 xb6 h3f y9f7 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__42-t--15" continuedAt="s10_notes__7__42-t--15-2"><ix:continuation id="s10_notes__7__5-t--313" continuedAt="s10_notes__7__5-t--313-2"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>arumärken <span class="ls2 ws2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 xef h3f y9f8 ff1 fs2b fc3 sc0 lse5 wsba"><ix:continuation id="s10_notes__7__42-t--16" continuedAt="s10_notes__7__42-t--16-2"><ix:continuation id="s10_notes__7__5-t--314" continuedAt="s10_notes__7__5-t--314-2"><span style="display:inherit;clear:left;">med obestämbar<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xf0 h3f y9f9 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__42-t--17-2" continuedAt="s10_notes__7__42-t--17-3"><ix:continuation id="s10_notes__7__5-t--315-2" continuedAt="s10_notes__7__5-t--315-3"><span style="display:inherit;clear:left;">nyttjandeperiod</span></ix:continuation></ix:continuation></div><div class="t m0 xb9 h3f y9f6 ff1 fs2b fc3 sc0 ls74 wsb2"><ix:continuation id="s10_notes__7__42-t--17-3" continuedAt="s10_notes__7__42-t--17-4"><ix:continuation id="s10_notes__7__5-t--315-3" continuedAt="s10_notes__7__5-t--315-4"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>arumärken<span class="_ _0"></span> övriga<span class="_ _1ac"> </span><span class="ls55 ws96">Kundrelationer</span></span></ix:continuation></ix:continuation></div><div class="t m0 x4f h3f y9f7 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__42-t--15-2" continuedAt="s10_notes__7__42-t--16"><ix:continuation id="s10_notes__7__5-t--313-2" continuedAt="s10_notes__7__5-t--314"><span style="display:inherit;clear:left;">Andra <span class="ls2 ws2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 xf1 h3f y9f8 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__42-t--16-2" continuedAt="s10_notes__7__42-t--17"><ix:continuation id="s10_notes__7__5-t--314-2" continuedAt="s10_notes__7__5-t--315"><span style="display:inherit;clear:left;">immateriella <span class="ls2 ws2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 x3e h3f y9f9 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__42-t--17-4" continuedAt="s10_notes__7__42-t--17-5"><ix:continuation id="s10_notes__7__5-t--315-4" continuedAt="s10_notes__7__5-t--315-5"><span style="display:inherit;clear:left;">anläggningstillgångar</span></ix:continuation></ix:continuation></div><div class="t m0 xf2 h3f y9f6 ff1 fs2b fc3 sc0 ls74 wsb2"><ix:continuation id="s10_notes__7__42-t--17-5" continuedAt="s10_notes__7__42-t--18"><ix:continuation id="s10_notes__7__5-t--315-5" continuedAt="s10_notes__7__5-t--316"><span style="display:inherit;clear:left;">Summa </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f y9fa ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--316" continuedAt="s10_notes__7__5-t--317"><ix:continuation id="s10_notes__7__42-t--18" continuedAt="s10_notes__7__42-t--19"><span style="display:inherit;clear:left;">MSEK<span class="_ _66"> </span><span class="lsc4 ws11a">2023<span class="_ _104"> </span>2022<span class="_ _104"> </span>2023<span class="_ _b0"> </span>2<span class="_ _6"></span>022<span class="_ _b0"> </span>2<span class="_ _6"></span>023<span class="_ _b0"> </span>2<span class="_ _6"></span>022<span class="_ _b0"> </span>202<span class="_ _6"></span>3<span class="_ _b0"> </span>202<span class="_ _6"></span>2<span class="_ _b0"> </span>202<span class="_ _6"></span>3<span class="_ _af"> </span>2022<span class="_ _ab"> </span>2023<span class="_ _aa"> </span>2022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 y9fb ff5 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__42-t--19" continuedAt="s10_notes__7__42-t--20"><ix:continuation id="s10_notes__7__5-t--317" continuedAt="s10_notes__7__5-t--318"><span style="display:inherit;clear:left;">Ackumulerade </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 y9fc ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__42-t--20" continuedAt="s10_notes__7__42-t--20-2"><ix:continuation id="s10_notes__7__5-t--318" continuedAt="s10_notes__7__5-t--318-2"><span style="display:inherit;clear:left;">anskaffnings<span class="_ _6"></span>värden<span class="_ _b1"> </span><span class="ls2 ws2">1<span class="_ _6"></span>0 6<span class="_ _6"></span>62<span class="_ _ab"> </span>11 15<span class="_ _6"></span>1<span class="_ _aa"> </span></span>302<span class="_ _aa"> </span>3<span class="_ _6"></span>02<span class="_ _1ac"> </span><span class="ls64 wsa5">840<span class="_ _1ad"> </span></span>917<span class="_ _68"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--318-2" continuedAt="s10_notes__7__5-t--318-3"><ix:continuation id="s10_notes__7__42-t--20-2" continuedAt="s10_notes__7__42-t--20-3"><span style="display:inherit;clear:left;">1 9<span class="_ _6"></span>95<span class="_ _af"> </span>2 128<span class="_ _1ae"> </span></span></ix:continuation></ix:continuation></span><span class="lse6 ws139"><span><ix:continuation id="s10_notes__7__5-t--318-3" continuedAt="s10_notes__7__5-t--318-4"><ix:continuation id="s10_notes__7__42-t--20-3" continuedAt="s10_notes__7__42-t--20-4"><span style="display:inherit;clear:left;">4<span class="_ _6"></span>41<span class="_ _1af"> </span></span></ix:continuation></ix:continuation></span><span class="lse7 ws13a"><span><ix:continuation id="s10_notes__7__5-t--318-4" continuedAt="s10_notes__7__5-t--319"><ix:continuation id="s10_notes__7__42-t--20-4" continuedAt="s10_notes__7__42-t--21"><span style="display:inherit;clear:left;">434<span class="_ _7e"> </span><span class="ls9d wse5">14 24<span class="_ _6"></span>1<span class="_ _7b"> </span><span class="lsa8 wsf5">14 933</span></span></span></ix:continuation></ix:continuation></span></span></span></span></div><div class="t m0 x59 h32 y9fd ff5 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__42-t--21" continuedAt="s10_notes__7__42-t--22"><ix:continuation id="s10_notes__7__5-t--319" continuedAt="s10_notes__7__5-t--320"><span style="display:inherit;clear:left;">Ackumulerade </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 y9fe ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__42-t--22" continuedAt="s10_notes__7__42-t--22-2"><ix:continuation id="s10_notes__7__5-t--320" continuedAt="s10_notes__7__5-t--320-2"><span style="display:inherit;clear:left;">avskri<span class="_ _6"></span>vningar<span class="_ _1b0"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--320-2" continuedAt="s10_notes__7__5-t--320-3"><ix:continuation id="s10_notes__7__42-t--22-2" continuedAt="s10_notes__7__42-t--22-3"><span style="display:inherit;clear:left;">-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _1b1"> </span></span></ix:continuation></ix:continuation></span><span class="lsdc ws12f"><span><ix:continuation id="s10_notes__7__5-t--320-3" continuedAt="s10_notes__7__5-t--320-4"><ix:continuation id="s10_notes__7__42-t--22-3" continuedAt="s10_notes__7__42-t--22-4"><span style="display:inherit;clear:left;">-7<span class="_ _f"></span>1<span class="_ _f"></span>0<span class="_ _aa"> </span>-7<span class="_ _6"></span>5<span class="_ _6"></span>1<span class="_ _7e"> </span></span></ix:continuation></ix:continuation></span><span class="lscc ws120"><span><ix:continuation id="s10_notes__7__5-t--320-4" continuedAt="s10_notes__7__5-t--320-5"><ix:continuation id="s10_notes__7__42-t--22-4" continuedAt="s10_notes__7__42-t--22-5"><span style="display:inherit;clear:left;">-1 60<span class="_ _6"></span>8<span class="_ _75"> </span>-1<span class="_ _6"></span> 707<span class="_ _1ac"> </span></span></ix:continuation></ix:continuation></span><span class="ls63 wsa4"><span><ix:continuation id="s10_notes__7__5-t--320-5" continuedAt="s10_notes__7__5-t--321"><ix:continuation id="s10_notes__7__42-t--22-5" continuedAt="s10_notes__7__42-t--23"><span style="display:inherit;clear:left;">-317<span class="_ _64"> </span><span class="lscd ws121">-2<span class="_ _6"></span>9<span class="_ _6"></span>5<span class="_ _6d"> </span>-2<span class="_ _6"></span> 6<span class="_ _6"></span>3<span class="_ _6"></span>5<span class="_ _ae"> </span>-2 7<span class="_ _6"></span>5<span class="_ _6"></span>3</span></span></ix:continuation></ix:continuation></span></span></span></span></span></div><div class="t m0 x59 h32 y9ff ff5 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__42-t--23" continuedAt="s10_notes__7__42-t--24"><ix:continuation id="s10_notes__7__5-t--321" continuedAt="s10_notes__7__5-t--322"><span style="display:inherit;clear:left;">Ackumulerade </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ya00 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--322" continuedAt="s10_notes__7__5-t--323"><ix:continuation id="s10_notes__7__42-t--24" continuedAt="s10_notes__7__42-t--25"><span style="display:inherit;clear:left;">nedskri<span class="_ _6"></span>vningar <span class="_ _2d"> </span><span class="lscc ws120">-1<span class="_ _6"></span>0 1<span class="_ _6"></span>9<span class="_ _6"></span>2<span class="_ _a9"> </span>-1<span class="_ _6"></span>0 6<span class="_ _6"></span>8<span class="_ _6"></span>1<span class="_ _ab"> </span><span class="ls63 wsa4">-302<span class="_ _af"> </span>-3<span class="_ _6"></span>02<span class="_ _1af"> </span></span>-10<span class="_ _6"></span>2<span class="_ _1ac"> </span>-125<span class="_ _b0"> </span><span class="ls63 wsa4">-37<span class="_ _6"></span>2<span class="_ _1b2"> </span>-398<span class="_ _104"> </span></span>-1<span class="_ _6"></span>0<span class="_ _6"></span>0<span class="_ _1b3"> </span>-10<span class="_ _6"></span>1<span class="_ _e7"> </span>-1<span class="_ _6"></span>1 0<span class="_ _6"></span>6<span class="_ _6"></span>8<span class="_ _7e"> </span>-11 6<span class="_ _6"></span>07</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e ya01 ff1 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__42-t--25" continuedAt="s10_notes__7__42-t--25-2"><ix:continuation id="s10_notes__7__5-t--323" continuedAt="s10_notes__7__5-t--323-2"><span style="display:inherit;clear:left;">Redov<span class="_ _6"></span>is<span class="_ _6"></span>at värd<span class="_ _6"></span>e<span class="_ _94"> </span></span></ix:continuation></ix:continuation><span class="ls92 wsc8"><span><ix:continuation id="s10_notes__7__5-t--323-2" continuedAt="s10_notes__7__5-t--323-3"><ix:continuation id="s10_notes__7__42-t--25-2" continuedAt="s10_notes__7__42-t--25-3"><span style="display:inherit;clear:left;">470<span class="_ _aa"> </span>47<span class="_ _6"></span>0<span class="_ _3c"> </span></span></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--323-3" continuedAt="s10_notes__7__5-t--323-4"><ix:continuation id="s10_notes__7__42-t--25-3" continuedAt="s10_notes__7__42-t--25-4"><span style="display:inherit;clear:left;">0<span class="_ _3c"> </span>0<span class="_ _bb"> </span></span></ix:continuation></ix:continuation></span><span class="ls64 wsa5"><span><ix:continuation id="s10_notes__7__5-t--323-4" continuedAt="s10_notes__7__5-t--323-5"><ix:continuation id="s10_notes__7__42-t--25-4" continuedAt="s10_notes__7__42-t--25-5"><span style="display:inherit;clear:left;">28<span class="_ _48"> </span></span></ix:continuation></ix:continuation></span><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__5-t--323-5" continuedAt="s10_notes__7__5-t--324"><ix:continuation id="s10_notes__7__42-t--25-5" continuedAt="s10_notes__7__42-t--26"><span style="display:inherit;clear:left;">42<span class="_ _f3"> </span><span class="lsd3 ws126">16<span class="_ _bb"> </span><span class="lsd6 ws128">24<span class="_ _48"> </span>24<span class="_ _45"> </span><span class="lsc9 ws11d">38<span class="_ _1b1"> </span><span class="lsca ws11e">5<span class="_ _6"></span>37<span class="_ _45"> </span></span></span></span>573</span></span></ix:continuation></ix:continuation></span></span></span></span></span></div><div class="t m0 x59 h2e ya02 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__42-t--26" continuedAt="s10_notes__7__42-t--26-2"><ix:continuation id="s10_notes__7__5-t--324" continuedAt="s10_notes__7__5-t--324-2"><span style="display:inherit;clear:left;">Vi<span class="_ _6"></span>d år<span class="_ _6"></span>et<span class="_ _6"></span>s bö<span class="_ _6"></span>rja<span class="_ _6"></span>n<span class="_ _106"> </span><span class="ls92 wsc8">470<span class="_ _ed"> </span><span class="ls7a wsb7">414<span class="_ _3c"> </span></span></span>0<span class="_ _3c"> </span>0<span class="_ _48"> </span></span></ix:continuation></ix:continuation><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__5-t--324-2" continuedAt="s10_notes__7__5-t--325"><ix:continuation id="s10_notes__7__42-t--26-2" continuedAt="s10_notes__7__42-t--27"><span style="display:inherit;clear:left;">42<span class="_ _48"> </span><span class="lsd3 ws126">57<span class="_ _48"> </span><span class="lsd6 ws128">24<span class="_ _25"> </span><span class="lsc8 wse8">10<span class="_ _bb"> </span><span class="lsc9 ws11d">38<span class="_ _bc"> </span><span class="lse6 ws139">49<span class="_ _1b3"> </span></span></span></span></span>573<span class="_ _1ae"> </span><span class="lsde ws132">530</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h32 ya03 ff5 fs11 fc3 sc0 lsd7 ws12a"><ix:continuation id="s10_notes__7__5-t--325" continuedAt="s10_notes__7__5-t--326"><ix:continuation id="s10_notes__7__42-t--27" continuedAt="s10_notes__7__42-t--28"><span style="display:inherit;clear:left;">För<span class="_ _6"></span>vär<span class="_ _6"></span>v<span class="_ _14a"> </span><span class="ls2 ws2">-<span class="_ _48"> </span><span class="lsc5 ws5c">40<span class="_ _ef"> </span></span>-<span class="_ _3a"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _b2"> </span><span class="lse0 ws134">23<span class="_ _40"> </span></span>-<span class="_ _3c"> </span>-<span class="_ _2b"> </span>-<span class="_ _be"> </span><span class="ls91 wsc7">63</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ya04 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__42-t--28" continuedAt="s10_notes__7__42-t--28-2"><ix:continuation id="s10_notes__7__5-t--326" continuedAt="s10_notes__7__5-t--326-2"><span style="display:inherit;clear:left;">Årets investeringar<span class="_ _15c"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--326-2" continuedAt="s10_notes__7__5-t--327"><ix:continuation id="s10_notes__7__42-t--28-2" continuedAt="s10_notes__7__42-t--29"><span style="display:inherit;clear:left;">-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _32"> </span><span class="ls49 ws8a">11<span class="_ _25"> </span><span class="lsa8 wsf5">14<span class="_ _1b4"> </span></span>11<span class="_ _3c"> </span><span class="lsa8 wsf5">14</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h32 ya05 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__42-t--29" continuedAt="s10_notes__7__42-t--29-2"><ix:continuation id="s10_notes__7__5-t--327" continuedAt="s10_notes__7__5-t--327-2"><span style="display:inherit;clear:left;">Årets avskriv<span class="_ _6"></span>ningar <span class="_ _93"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--327-2" continuedAt="s10_notes__7__5-t--327-3"><ix:continuation id="s10_notes__7__42-t--29-2" continuedAt="s10_notes__7__42-t--29-3"><span style="display:inherit;clear:left;">-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _1b5"> </span></span></ix:continuation></ix:continuation></span><span class="lscc ws120"><span><ix:continuation id="s10_notes__7__5-t--327-3" continuedAt="s10_notes__7__5-t--327-4"><ix:continuation id="s10_notes__7__42-t--29-3" continuedAt="s10_notes__7__42-t--29-4"><span style="display:inherit;clear:left;">-14<span class="_ _1ae"> </span></span></ix:continuation></ix:continuation></span><span class="lscd ws121"><span><ix:continuation id="s10_notes__7__5-t--327-4" continuedAt="s10_notes__7__5-t--327-5"><ix:continuation id="s10_notes__7__42-t--29-4" continuedAt="s10_notes__7__42-t--29-5"><span style="display:inherit;clear:left;">-20<span class="_ _f3"> </span><span class="ls5c ws9c">-8<span class="_ _45"> </span></span></span></ix:continuation></ix:continuation></span></span><span><ix:continuation id="s10_notes__7__5-t--327-5" continuedAt="s10_notes__7__5-t--327-6"><ix:continuation id="s10_notes__7__42-t--29-5" continuedAt="s10_notes__7__42-t--29-6"><span style="display:inherit;clear:left;">-10<span class="_ _1ae"> </span></span></ix:continuation></ix:continuation></span><span class="lscd ws121"><span><ix:continuation id="s10_notes__7__5-t--327-6" continuedAt="s10_notes__7__5-t--328"><ix:continuation id="s10_notes__7__42-t--29-6" continuedAt="s10_notes__7__42-t--30"><span style="display:inherit;clear:left;">-2<span class="_ _6"></span>4<span class="_ _1ad"> </span>-2<span class="_ _6"></span>1<span class="_ _ed"> </span><span class="lsc6 ws11b">-47<span class="_ _25"> </span><span class="lsd6 ws128">-51</span></span></span></ix:continuation></ix:continuation></span></span></span></span></div><div class="t m0 x59 h32 ya06 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--328" continuedAt="s10_notes__7__5-t--329"><ix:continuation id="s10_notes__7__42-t--30" continuedAt="s10_notes__7__42-t--31"><span style="display:inherit;clear:left;">Årets nedskriv<span class="_ _6"></span>ningar<span class="_ _8d"> </span><span class="ls2 ws2">-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _ef"> </span>-<span class="_ _3a"> </span>-<span class="_ _3c"> </span>-<span class="_ _18d"> </span>-<span class="_ _167"> </span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ya07 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__42-t--31" continuedAt="s10_notes__7__42-t--32"><ix:continuation id="s10_notes__7__5-t--329" continuedAt="s10_notes__7__5-t--330"><span style="display:inherit;clear:left;">Åre<span class="_ _6"></span>ts </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ya08 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--330" continuedAt="s10_notes__7__5-t--331"><ix:continuation id="s10_notes__7__42-t--32" continuedAt="s10_notes__7__42-t--33"><span style="display:inherit;clear:left;">valutakursdif<span class="_ _6"></span>ferens<span class="_ _106"> </span><span class="ls2 ws2">0<span class="_ _2f"> </span><span class="ls54 ws95">16<span class="_ _ef"> </span></span>-<span class="_ _ef"> </span>-<span class="_ _3c"> </span>0<span class="_ _2b"> </span>4<span class="_ _3c"> </span>0<span class="_ _40"> </span>1<span class="_ _3e"> </span>1<span class="_ _48"> </span><span class="lscd ws121">-2<span class="_ _32"> </span></span>0<span class="_ _3a"> </span><span class="ls49 ws8a">11</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e ya09 ff1 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__42-t--33" continuedAt="s10_notes__7__42-t--33-2"><ix:continuation id="s10_notes__7__5-t--331" continuedAt="s10_notes__7__5-t--331-2"><span style="display:inherit;clear:left;">Redov<span class="_ _6"></span>is<span class="_ _6"></span>at värd<span class="_ _6"></span>e<span class="_ _94"> </span></span></ix:continuation></ix:continuation><span class="ls92 wsc8"><span><ix:continuation id="s10_notes__7__5-t--331-2" continuedAt="s10_notes__7__5-t--331-3"><ix:continuation id="s10_notes__7__42-t--33-2" continuedAt="s10_notes__7__42-t--33-3"><span style="display:inherit;clear:left;">470<span class="_ _aa"> </span>47<span class="_ _6"></span>0<span class="_ _3c"> </span></span></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--331-3" continuedAt="s10_notes__7__5-t--331-4"><ix:continuation id="s10_notes__7__42-t--33-3" continuedAt="s10_notes__7__42-t--33-4"><span style="display:inherit;clear:left;">0<span class="_ _3c"> </span>0<span class="_ _bb"> </span></span></ix:continuation></ix:continuation></span><span class="ls64 wsa5"><span><ix:continuation id="s10_notes__7__5-t--331-4" continuedAt="s10_notes__7__5-t--331-5"><ix:continuation id="s10_notes__7__42-t--33-4" continuedAt="s10_notes__7__42-t--33-5"><span style="display:inherit;clear:left;">28<span class="_ _48"> </span></span></ix:continuation></ix:continuation></span><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__5-t--331-5" continuedAt="s10_notes__7__5-t--332"><ix:continuation id="s10_notes__7__42-t--33-5" continuedAt="s10_notes__7__42-t--34"><span style="display:inherit;clear:left;">42<span class="_ _f3"> </span><span class="lsd3 ws126">16<span class="_ _bb"> </span><span class="lsd6 ws128">24<span class="_ _48"> </span>24<span class="_ _45"> </span><span class="lsc9 ws11d">38<span class="_ _1b1"> </span><span class="lsca ws11e">5<span class="_ _6"></span>37<span class="_ _45"> </span></span></span></span>573</span></span></ix:continuation></ix:continuation></span></span></span></span></span></div><div class="t m0 x8 h2e ya0a ff1 fs11 fc3 sc0 ls3d ws122"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfAssetsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__45" continuedAt="s10_notes__7__45-t--2"><ix:continuation id="s10_notes__7__42-t--34" continuedAt="s10_notes__7__42-t--35"><ix:continuation id="s10_notes__7__5-t--332" continuedAt="s10_notes__7__5-t--333"><span style="display:inherit;clear:left;">NEDSKRIVNINGSPRÖVNING A<span class="_ _2"></span>V IMMA<span class="_ _0"></span>TERIELLA TILL<span class="_ _2"></span>GÅNGAR</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h42 ya0b ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__45-t--2" continuedAt="s10_notes__7__45-t--3"><ix:continuation id="s10_notes__7__42-t--35" continuedAt="s10_notes__7__42-t--36"><ix:continuation id="s10_notes__7__5-t--333" continuedAt="s10_notes__7__5-t--334"><span style="display:inherit;clear:left;">Återvinningsbart<span class="_ _2"></span> belopp för en kassagener<span class="_ _2"></span>erande enhet f<span class="_ _0"></span>astställs baser<span class="_ _0"></span>at på </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya0c ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--3" continuedAt="s10_notes__7__45-t--4"><ix:continuation id="s10_notes__7__42-t--36" continuedAt="s10_notes__7__42-t--37"><ix:continuation id="s10_notes__7__5-t--334" continuedAt="s10_notes__7__5-t--335"><span style="display:inherit;clear:left;">beräkningar<span class="_ _0"></span> av nyttjandev<span class="_ _0"></span>ärde. Dessa ber<span class="_ _0"></span>äkningar utgår<span class="_ _2"></span> från uppskattade fr<span class="_ _2"></span>amtida<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya0d ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__45-t--4" continuedAt="s10_notes__7__45-t--5"><ix:continuation id="s10_notes__7__42-t--37" continuedAt="s10_notes__7__42-t--38"><ix:continuation id="s10_notes__7__5-t--335" continuedAt="s10_notes__7__5-t--336"><span style="display:inherit;clear:left;">kassaﬂöden f<span class="_ _0"></span>öre sk<span class="_ _2"></span>att baserade på finansiella budgetar<span class="_ _2"></span> och prognoser som god<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya0e ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__45-t--5" continuedAt="s10_notes__7__45-t--6"><ix:continuation id="s10_notes__7__42-t--38" continuedAt="s10_notes__7__42-t--39"><ix:continuation id="s10_notes__7__5-t--336" continuedAt="s10_notes__7__5-t--337"><span style="display:inherit;clear:left;">känt<span class="_ _0"></span>s av för<span class="_ _0"></span>etagsledningen och styr<span class="_ _0"></span>elsen och som täck<span class="_ _0"></span>er en f<span class="_ _0"></span>emårsperiod. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya0f ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--6" continuedAt="s10_notes__7__45-t--7"><ix:continuation id="s10_notes__7__42-t--39" continuedAt="s10_notes__7__42-t--40"><ix:continuation id="s10_notes__7__5-t--337" continuedAt="s10_notes__7__5-t--338"><span style="display:inherit;clear:left;">Kassaﬂödespr<span class="_ _0"></span>ognoserna grundar sig på en bedömning av<span class="_ _0"></span> förvänt<span class="_ _0"></span>ad tillväxttakt </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya10 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--7" continuedAt="s10_notes__7__45-t--8"><ix:continuation id="s10_notes__7__42-t--40" continuedAt="s10_notes__7__42-t--41"><ix:continuation id="s10_notes__7__5-t--338" continuedAt="s10_notes__7__5-t--339"><span style="display:inherit;clear:left;">och utvecklingen av EBITDA<span class="_ _2"></span>-marginal (rör<span class="_ _2"></span>elsemarginal före avskrivningar<span class="_ _2"></span> och ned<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya11 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--8" continuedAt="s10_notes__7__45-t--9"><ix:continuation id="s10_notes__7__42-t--41" continuedAt="s10_notes__7__42-t--42"><ix:continuation id="s10_notes__7__5-t--339" continuedAt="s10_notes__7__5-t--340"><span style="display:inherit;clear:left;">skrivningar av immat<span class="_ _0"></span>eriella tillgångar) med ut<span class="_ _0"></span>gångspunkt fr<span class="_ _0"></span>ån budget f<span class="_ _2"></span>ör nästa år<span class="_ _2"></span>,<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya12 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--9" continuedAt="s10_notes__7__45-t--10"><ix:continuation id="s10_notes__7__42-t--42" continuedAt="s10_notes__7__42-t--43"><ix:continuation id="s10_notes__7__5-t--340" continuedAt="s10_notes__7__5-t--341"><span style="display:inherit;clear:left;">prognoser<span class="_ _0"></span> för<span class="_ _0"></span> de nästkommande fyr<span class="_ _2"></span>a åren och ledningens långsiktiga förväntningar </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya13 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--10" continuedAt="s10_notes__7__45-t--11"><ix:continuation id="s10_notes__7__42-t--43" continuedAt="s10_notes__7__42-t--44"><ix:continuation id="s10_notes__7__5-t--341" continuedAt="s10_notes__7__5-t--342"><span style="display:inherit;clear:left;">på verksamhet<span class="_ _0"></span>en. Beräknade nyttjandev<span class="_ _0"></span>ärden är<span class="_ _0"></span> mest k<span class="_ _2"></span>änsliga för för<span class="_ _2"></span>ändringar i </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya14 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--11" continuedAt="s10_notes__7__45-t--12"><ix:continuation id="s10_notes__7__42-t--44" continuedAt="s10_notes__7__42-t--45"><ix:continuation id="s10_notes__7__5-t--342" continuedAt="s10_notes__7__5-t--343"><span style="display:inherit;clear:left;">antaganden om tillv<span class="_ _0"></span>äxttakt, EBITD<span class="_ _2"></span>A-marginal och diskon<span class="_ _0"></span>teringsrän<span class="_ _0"></span>ta. <span class="_ _0"></span>Tillämpade </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya15 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--12" continuedAt="s10_notes__7__45-t--13"><ix:continuation id="s10_notes__7__42-t--45" continuedAt="s10_notes__7__42-t--46"><ix:continuation id="s10_notes__7__5-t--343" continuedAt="s10_notes__7__5-t--344"><span style="display:inherit;clear:left;">antaganden baser<span class="_ _0"></span>as på tidigare erf<span class="_ _0"></span>arenhet<span class="_ _0"></span>er och marknadsutvecklingen och har<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya16 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--13" continuedAt="s10_notes__7__45-t--14"><ix:continuation id="s10_notes__7__42-t--46" continuedAt="s10_notes__7__42-t--47"><ix:continuation id="s10_notes__7__5-t--344" continuedAt="s10_notes__7__5-t--345"><span style="display:inherit;clear:left;">genomförts individuellt<span class="_ _2"></span> för varje k<span class="_ _2"></span>assagenererande enhet<span class="_ _0"></span>. De kassagener<span class="_ _2"></span>erande </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya17 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--14" continuedAt="s10_notes__7__45-t--15"><ix:continuation id="s10_notes__7__42-t--47" continuedAt="s10_notes__7__42-t--48"><ix:continuation id="s10_notes__7__5-t--345" continuedAt="s10_notes__7__5-t--346"><span style="display:inherit;clear:left;">enheterna är<span class="_ _0"></span> Marke<span class="_ _0"></span>ting partner och Dynava nedbrut<span class="_ _0"></span>et per<span class="_ _2"></span> land. Förutsättningarna </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya18 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--15" continuedAt="s10_notes__7__45-t--16"><ix:continuation id="s10_notes__7__42-t--48" continuedAt="s10_notes__7__42-t--49"><ix:continuation id="s10_notes__7__5-t--346" continuedAt="s10_notes__7__5-t--347"><span style="display:inherit;clear:left;">för<span class="_ _0"></span> dessa varier<span class="_ _0"></span>ar både per<span class="_ _0"></span> enhet och per<span class="_ _2"></span> land. Kassaﬂödesprognoserna f<span class="_ _0"></span>ör år </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya19 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--16" continuedAt="s10_notes__7__45-t--17"><ix:continuation id="s10_notes__7__42-t--49" continuedAt="s10_notes__7__42-t--50"><ix:continuation id="s10_notes__7__5-t--347" continuedAt="s10_notes__7__5-t--348"><span style="display:inherit;clear:left;">2024–2028 b<span class="_ _0"></span>ygger på en genomsnittlig omsättningstillv<span class="_ _0"></span>äxttakt på 4 (<span class="_ _0"></span>5) procent<span class="_ _2"></span>.<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya1a ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__45-t--17" continuedAt="s10_notes__7__45-t--18"><ix:continuation id="s10_notes__7__42-t--50" continuedAt="s10_notes__7__42-t--51"><ix:continuation id="s10_notes__7__5-t--348" continuedAt="s10_notes__7__5-t--349"><span style="display:inherit;clear:left;">Kassaﬂöden bort<span class="_ _0"></span>om femårsperioden extr<span class="_ _2"></span>apoleras med hjälp av en bedömd långsiktig </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya1b ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--18" continuedAt="s10_notes__7__45-t--19"><ix:continuation id="s10_notes__7__42-t--51" continuedAt="s10_notes__7__42-t--52"><ix:continuation id="s10_notes__7__5-t--349" continuedAt="s10_notes__7__5-t--350"><span style="display:inherit;clear:left;">tillväxttakt<span class="_ _0"></span> på 2 (2) procent<span class="_ _2"></span> för alla kassagener<span class="_ _2"></span>erande enheter<span class="_ _2"></span>.<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya1c ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--19" continuedAt="s10_notes__7__45-t--20"><ix:continuation id="s10_notes__7__42-t--52" continuedAt="s10_notes__7__42-t--53"><ix:continuation id="s10_notes__7__5-t--350" continuedAt="s10_notes__7__5-t--351"><span style="display:inherit;clear:left;">Om inte f<span class="_ _0"></span>örsäljningen utvecklas i den takt<span class="_ _2"></span> som  <span class="_ _28"></span>föret<span class="_ _0"></span>agsledningen antagit<span class="_ _0"></span> eller om </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya1d ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--20" continuedAt="s10_notes__7__45-t--21"><ix:continuation id="s10_notes__7__42-t--53" continuedAt="s10_notes__7__42-t--54"><ix:continuation id="s10_notes__7__5-t--351" continuedAt="s10_notes__7__5-t--352"><span style="display:inherit;clear:left;">andra ant<span class="_ _0"></span>aganden som legat till grund f<span class="_ _0"></span>ör nedskrivningspr<span class="_ _2"></span>övningen skulle förändras </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya1e ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--21" continuedAt="s10_notes__7__45-t--22"><ix:continuation id="s10_notes__7__42-t--54" continuedAt="s10_notes__7__42-t--55"><ix:continuation id="s10_notes__7__5-t--352" continuedAt="s10_notes__7__5-t--353"><span style="display:inherit;clear:left;">på ett negativt<span class="_ _2"></span> sätt, kan dett<span class="_ _0"></span>a komma att<span class="_ _2"></span> leda till nedskrivningar då de antagna </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya1f ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--22" continuedAt="s10_notes__7__45-t--23"><ix:continuation id="s10_notes__7__42-t--55" continuedAt="s10_notes__7__42-t--56"><ix:continuation id="s10_notes__7__5-t--353" continuedAt="s10_notes__7__5-t--354"><span style="display:inherit;clear:left;">kassaﬂödena int<span class="_ _0"></span>e kommer<span class="_ _2"></span> att inträff<span class="_ _0"></span>a alternativt skjuts längr<span class="_ _2"></span>e fram i tiden. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya20 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--23" continuedAt="s10_notes__7__45-t--24"><ix:continuation id="s10_notes__7__42-t--56" continuedAt="s10_notes__7__42-t--57"><ix:continuation id="s10_notes__7__5-t--354" continuedAt="s10_notes__7__5-t--355"><span style="display:inherit;clear:left;">Diskont<span class="_ _0"></span>eringsränt<span class="_ _0"></span>an som används vid ber<span class="_ _2"></span>äkning av återvinningsvärdet<span class="_ _2"></span> uppgick till </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya21 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--24" continuedAt="s10_notes__7__45-t--25"><ix:continuation id="s10_notes__7__42-t--57" continuedAt="s10_notes__7__42-t--58"><ix:continuation id="s10_notes__7__5-t--355" continuedAt="s10_notes__7__5-t--356"><span style="display:inherit;clear:left;">mellan 12,6-13,6 (13,<span class="_ _0"></span>0) pr<span class="_ _2"></span>ocent före sk<span class="_ _2"></span>att. Diskon<span class="_ _0"></span>teringsrän<span class="_ _0"></span>tan har ber<span class="_ _2"></span>äknats genom<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya22 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--25" continuedAt="s10_notes__7__45-t--26"><ix:continuation id="s10_notes__7__42-t--58" continuedAt="s10_notes__7__42-t--59"><ix:continuation id="s10_notes__7__5-t--356" continuedAt="s10_notes__7__5-t--357"><span style="display:inherit;clear:left;">vägd genomsnittlig kapit<span class="_ _0"></span>alkostnad (W<span class="_ _2"></span>ACC). Viktningen mellan k<span class="_ _2"></span>ostnaden för lån </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya23 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--26" continuedAt="s10_notes__7__45-t--27"><ix:continuation id="s10_notes__7__42-t--59" continuedAt="s10_notes__7__42-t--60"><ix:continuation id="s10_notes__7__5-t--357" continuedAt="s10_notes__7__5-t--358"><span style="display:inherit;clear:left;">och kostnaden f<span class="_ _0"></span>ör eget<span class="_ _2"></span> kapital är 20 (20<span class="_ _2"></span>) respektive 80 (80<span class="_ _2"></span>) procent. K<span class="_ _2"></span>ostnaden<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya24 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--27" continuedAt="s10_notes__7__45-t--28"><ix:continuation id="s10_notes__7__42-t--60" continuedAt="s10_notes__7__42-t--61"><ix:continuation id="s10_notes__7__5-t--358" continuedAt="s10_notes__7__5-t--359"><span style="display:inherit;clear:left;">för<span class="_ _0"></span> lån är ber<span class="_ _0"></span>äknad till mellan 4,3-5,0 (<span class="_ _0"></span>5,2) procent<span class="_ _0"></span> och baseras på den riskfria </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya25 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--28" continuedAt="s10_notes__7__45-t--29"><ix:continuation id="s10_notes__7__42-t--61" continuedAt="s10_notes__7__42-t--62"><ix:continuation id="s10_notes__7__5-t--359" continuedAt="s10_notes__7__5-t--360"><span style="display:inherit;clear:left;">ränt<span class="_ _0"></span>enivån och ett<span class="_ _0"></span> specifik riskpremium om 2.5 (2,5) pr<span class="_ _2"></span>ocent. Kostnaden f<span class="_ _2"></span>ör eget </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya26 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--29" continuedAt="s10_notes__7__45-t--30"><ix:continuation id="s10_notes__7__42-t--62" continuedAt="s10_notes__7__42-t--63"><ix:continuation id="s10_notes__7__5-t--360" continuedAt="s10_notes__7__5-t--361"><span style="display:inherit;clear:left;">kapit<span class="_ _0"></span>al är ber<span class="_ _0"></span>äknad till mellan 14,4-<span class="_ _0"></span>15,4. (15,0) pr<span class="_ _2"></span>ocent och baseras på den riskfria </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya27 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--30" continuedAt="s10_notes__7__45-t--31"><ix:continuation id="s10_notes__7__42-t--63" continuedAt="s10_notes__7__42-t--64"><ix:continuation id="s10_notes__7__5-t--361" continuedAt="s10_notes__7__5-t--362"><span style="display:inherit;clear:left;">ränt<span class="_ _0"></span>enivån, marknadsriskpremium, st<span class="_ _0"></span>orleksrelater<span class="_ _2"></span>at riskpremietillägg och en bedömd </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya28 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__45-t--31" continuedAt="s10_notes__7__45-t--32"><ix:continuation id="s10_notes__7__42-t--64" continuedAt="s10_notes__7__42-t--65"><ix:continuation id="s10_notes__7__5-t--362" continuedAt="s10_notes__7__5-t--363"><span style="display:inherit;clear:left;">bolagsspecifik riskpr<span class="_ _0"></span>emie om 2.8 (2,8) pr<span class="_ _0"></span>ocent. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya29 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--32" continuedAt="s10_notes__7__45-t--33"><ix:continuation id="s10_notes__7__42-t--65" continuedAt="s10_notes__7__42-t--66"><ix:continuation id="s10_notes__7__5-t--363" continuedAt="s10_notes__7__5-t--364"><span style="display:inherit;clear:left;">Känslighet<span class="_ _0"></span>sanalys har uppr<span class="_ _0"></span>ättats separ<span class="_ _0"></span>at f<span class="_ _0"></span>ör v<span class="_ _0"></span>arje kassagener<span class="_ _0"></span>erande enhet<span class="_ _2"></span>. En </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya2a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--33" continuedAt="s10_notes__7__45-t--34"><ix:continuation id="s10_notes__7__42-t--66" continuedAt="s10_notes__7__42-t--67"><ix:continuation id="s10_notes__7__5-t--364" continuedAt="s10_notes__7__5-t--365"><span style="display:inherit;clear:left;">ökning av diskon<span class="_ _0"></span>teringsrän<span class="_ _0"></span>tan med två pr<span class="_ _0"></span>ocentenhet<span class="_ _0"></span>er<span class="_ _2"></span>, en minskning av rörel-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya2b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--34" continuedAt="s10_notes__7__45-t--35"><ix:continuation id="s10_notes__7__42-t--67" continuedAt="s10_notes__7__42-t--68"><ix:continuation id="s10_notes__7__5-t--365" continuedAt="s10_notes__7__5-t--366"><span style="display:inherit;clear:left;">semarginalen f<span class="_ _0"></span>öre avskrivningar<span class="_ _2"></span> och nedskrivningar av immateriella tillgångar<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya2c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--35" continuedAt="s10_notes__7__45-t--36"><ix:continuation id="s10_notes__7__42-t--68" continuedAt="s10_notes__7__42-t--69"><ix:continuation id="s10_notes__7__5-t--366" continuedAt="s10_notes__7__5-t--367"><span style="display:inherit;clear:left;">(EBITDA-mar<span class="_ _2"></span>ginalen) med två procen<span class="_ _0"></span>tenheter<span class="_ _2"></span> eller en minskning av den antag-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya2d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--36" continuedAt="s10_notes__7__45-t--37"><ix:continuation id="s10_notes__7__42-t--69" continuedAt="s10_notes__7__42-t--70"><ix:continuation id="s10_notes__7__5-t--367" continuedAt="s10_notes__7__5-t--368"><span style="display:inherit;clear:left;">na långsiktiga tillväxttakt<span class="_ _0"></span>en med två pr<span class="_ _0"></span>ocentenheter<span class="_ _2"></span> skulle var för<span class="_ _2"></span> sig medföra </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya2e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--37" continuedAt="s10_notes__7__45-t--38"><ix:continuation id="s10_notes__7__42-t--70" continuedAt="s10_notes__7__42-t--71"><ix:continuation id="s10_notes__7__5-t--368" continuedAt="s10_notes__7__5-t--369"><span style="display:inherit;clear:left;">nedskrivningsbehov per<span class="_ _0"></span> 2023-12<span class="_ _2"></span>-31 med:</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya2f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--38" continuedAt="s10_notes__7__45-t--39"><ix:continuation id="s10_notes__7__42-t--71" continuedAt="s10_notes__7__42-t--72"><ix:continuation id="s10_notes__7__5-t--369" continuedAt="s10_notes__7__5-t--370"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>Ökning av disk<span class="_ _2"></span>onteringsräntan: <span class="_ _f3"> </span>12 MSEK</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya30 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--39" continuedAt="s10_notes__7__45-t--40"><ix:continuation id="s10_notes__7__42-t--72" continuedAt="s10_notes__7__42-t--73"><ix:continuation id="s10_notes__7__5-t--370" continuedAt="s10_notes__7__5-t--371"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>Minskning av EBITD<span class="_ _2"></span>A marginalen: <span class="_ _64"> </span>21 MSEK</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya31 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--40" continuedAt="s10_notes__7__45-t--41"><ix:continuation id="s10_notes__7__42-t--73" continuedAt="s10_notes__7__42-t--74"><ix:continuation id="s10_notes__7__5-t--371" continuedAt="s10_notes__7__5-t--372"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>Minskning av långsiktig <span class="_ _0"></span>tillväxttakt: <span class="_ _64"> </span>6 MSEK</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya32 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--41" continuedAt="s10_notes__7__45-t--42"><ix:continuation id="s10_notes__7__42-t--74" continuedAt="s10_notes__7__42-t--75"><ix:continuation id="s10_notes__7__5-t--372" continuedAt="s10_notes__7__5-t--373"><span style="display:inherit;clear:left;">Det är<span class="_ _2"></span> enbart den kassagener<span class="_ _0"></span>erande enhet<span class="_ _0"></span>en Dynava Finland som ger uppho<span class="_ _0"></span>v </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya33 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--42" continuedAt="s10_notes__7__45-t--43"><ix:continuation id="s10_notes__7__42-t--75" continuedAt="s10_notes__7__42-t--76"><ix:continuation id="s10_notes__7__5-t--373" continuedAt="s10_notes__7__5-t--374"><span style="display:inherit;clear:left;">till ovanstående <span class="_ _0"></span>värden i k<span class="_ _2"></span>änslighetsanalysen. De huvudsakliga antagandena för<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya34 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--43" continuedAt="s10_notes__7__45-t--44"><ix:continuation id="s10_notes__7__42-t--76" continuedAt="s10_notes__7__42-t--77"><ix:continuation id="s10_notes__7__5-t--374" continuedAt="s10_notes__7__5-t--375"><span style="display:inherit;clear:left;">denna enhet är<span class="_ _2"></span> en diskonteringsr<span class="_ _0"></span>änta för<span class="_ _2"></span>e skatt om 12,<span class="_ _2"></span>9 procent<span class="_ _2"></span>, för åren 202<span class="_ _0"></span>4 till </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya35 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--44" continuedAt="s10_notes__7__45-t--45"><ix:continuation id="s10_notes__7__42-t--77" continuedAt="s10_notes__7__42-t--78"><ix:continuation id="s10_notes__7__5-t--375" continuedAt="s10_notes__7__5-t--376"><span style="display:inherit;clear:left;">2028 en genomsnittlig årlig omsättningstillväxttakt<span class="_ _0"></span> om 3 procent<span class="_ _2"></span> och en EBITDA </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya36 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__45-t--45" continuedAt="s10_notes__7__45-t--46"><ix:continuation id="s10_notes__7__42-t--78" continuedAt="s10_notes__7__42-t--79"><ix:continuation id="s10_notes__7__5-t--376" continuedAt="s10_notes__7__5-t--377"><span style="display:inherit;clear:left;">marginal mellan 9<span class="_ _2"></span>,<span class="_ _2"></span>9-10<span class="_ _0"></span>,1 pr<span class="_ _2"></span>ocent, samt en långsiktig <span class="_ _0"></span>tillväxttakt<span class="_ _0"></span> om 2 procent<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya37 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__42-t--79" continuedAt="s10_notes__7__42-t--80"><ix:continuation id="s10_notes__7__5-t--377" continuedAt="s10_notes__7__5-t--378"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__45-t--46"><span style="display:inherit;clear:left;">bortom femårsperioden.</span></ix:continuation></span>  </span></ix:continuation></ix:continuation></div><div class="t m0 xa h2e ya38 ff1 fs11 fc3 sc0 ls2 ws11d"><ix:nonNumeric name="ifrs-full:DisclosureOfImpairmentOfAssetsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__46" continuedAt="s10_notes__7__46-t--2"><ix:continuation id="s10_notes__7__42-t--80" continuedAt="s10_notes__7__42-t--81"><ix:continuation id="s10_notes__7__5-t--378" continuedAt="s10_notes__7__5-t--379"><span style="display:inherit;clear:left;">RESUL<span class="_ _1"></span>T<span class="_ _0"></span>A<span class="_ _2"></span>T A<span class="_ _2"></span>V ÅRETS NEDSKRIVNINGSPRÖVNING</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 xa h42 ya39 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__46-t--2" continuedAt="s10_notes__7__46-t--3"><ix:continuation id="s10_notes__7__42-t--81" continuedAt="s10_notes__7__42-t--82"><ix:continuation id="s10_notes__7__5-t--379" continuedAt="s10_notes__7__5-t--380"><span style="display:inherit;clear:left;">Resultatet av<span class="_ _0"></span> nedskrivningsprövningen under<span class="_ _2"></span> 2023 och 2022 av goodwill</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya3a ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__46-t--3" continuedAt="s10_notes__7__46-t--4"><ix:continuation id="s10_notes__7__42-t--82" continuedAt="s10_notes__7__42-t--83"><ix:continuation id="s10_notes__7__5-t--380" continuedAt="s10_notes__7__5-t--381"><span style="display:inherit;clear:left;">visade att nyttjande<span class="_ _0"></span>värdet<span class="_ _2"></span> översteg de redo<span class="_ _0"></span>visade vär<span class="_ _0"></span>dena för<span class="_ _0"></span> samtliga kassagene<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya3b ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__46-t--4"><ix:continuation id="s10_notes__7__42-t--83" continuedAt="s10_notes__7__42-t--84"><ix:continuation id="s10_notes__7__5-t--381" continuedAt="s10_notes__7__5-t--382"><span style="display:inherit;clear:left;">rer<span class="_ _0"></span>ande enheter<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h2e ya3c ff1 fs11 fc3 sc0 ls2 ws11d"><ix:continuation id="s10_notes__7__47-1" continuedAt="s10_notes__7__47-1-t--2"><ix:continuation id="s10_notes__7__42-t--84" continuedAt="s10_notes__7__42-t--85"><ix:continuation id="s10_notes__7__5-t--382" continuedAt="s10_notes__7__5-t--383"><span style="display:inherit;clear:left;">ÖVRIGA<span class="_ _2"></span> <span class="_ _6"></span>IMMA<span class="_ _2"></span>TERIELLA ANLÄGGNINGSTILL<span class="_ _2"></span>GÅNGAR</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya3d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__47-1-t--2" continuedAt="s10_notes__7__47-1-t--3"><ix:continuation id="s10_notes__7__42-t--85" continuedAt="s10_notes__7__42-t--86"><ix:continuation id="s10_notes__7__5-t--383" continuedAt="s10_notes__7__5-t--384"><span style="display:inherit;clear:left;">Immateriella tillgångar<span class="_ _0"></span> med bestämbar<span class="_ _0"></span> nyttjandeperiod, d.<span class="_ _2"></span>v.s. varumärk<span class="_ _2"></span>en, </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya3e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__47-1-t--3" continuedAt="s10_notes__7__47-1-t--4"><ix:continuation id="s10_notes__7__42-t--86" continuedAt="s10_notes__7__42-t--87"><ix:continuation id="s10_notes__7__5-t--384" continuedAt="s10_notes__7__5-t--385"><span style="display:inherit;clear:left;">kundrelationer<span class="_ _0"></span> och andra immat<span class="_ _0"></span>eriella tillgångar uppgår<span class="_ _2"></span> till 68 MSEK (103) </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya3f ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__47-1-t--4" continuedAt="s10_notes__7__47-1-t--5"><ix:continuation id="s10_notes__7__42-t--87" continuedAt="s10_notes__7__42-t--88"><ix:continuation id="s10_notes__7__5-t--385" continuedAt="s10_notes__7__5-t--386"><span style="display:inherit;clear:left;">oc<span class="_ _6"></span>h <span class="_ _6"></span>redovisas <span class="_ _0"></span>till anskaffningsv<span class="_ _0"></span>ärde minsk<span class="_ _0"></span>at med ackumuler<span class="_ _0"></span>ade avskrivningar och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya40 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__47-1-t--5" continuedAt="s10_notes__7__47-1-t--6"><ix:continuation id="s10_notes__7__42-t--88" continuedAt="s10_notes__7__42-t--89"><ix:continuation id="s10_notes__7__5-t--386" continuedAt="s10_notes__7__5-t--387"><span style="display:inherit;clear:left;">eventuella nedskrivningar<span class="_ _2"></span>. Av<span class="_ _0"></span>skrivningar sk<span class="_ _2"></span>er över den ber<span class="_ _2"></span>äknade nyttjandeperioden<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya41 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__47-1-t--6" continuedAt="s10_notes__7__47-1-t--7"><ix:continuation id="s10_notes__7__42-t--89" continuedAt="s10_notes__7__42-t--90"><ix:continuation id="s10_notes__7__5-t--387" continuedAt="s10_notes__7__5-t--388"><span style="display:inherit;clear:left;">ned till ett<span class="_ _0"></span> bedömt r<span class="_ _0"></span>estvärde. Nyttjandeperioderna f<span class="_ _2"></span>astsälls vid förvärvstidpunkten. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya42 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__47-1-t--7"><ix:continuation id="s10_notes__7__42-t--90"><ix:continuation id="s10_notes__7__5-t--388" continuedAt="s10_notes__7__5-t--389"><span style="display:inherit;clear:left;">Koncernen pr<span class="_ _0"></span>övar<span class="_ _0"></span> med regelbundenhet<span class="_ _2"></span> om dessa fortsatt bedöms r<span class="_ _0"></span>elevanta.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h11 ya43 ff1 fs2 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsAndGoodwillExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__43-1" escape="true" continuedAt="s10_notes__7__43-1-t--2"><ix:continuation id="s10_notes__7__42-t--2" continuedAt="s10_notes__7__42-t--3"><ix:continuation id="s10_notes__7__5-t--300" continuedAt="s10_notes__7__5-t--301"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h42 ya44 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__43-1-t--2" continuedAt="s10_notes__7__43-1-t--3"><ix:continuation id="s10_notes__7__42-t--3" continuedAt="s10_notes__7__42-t--4"><ix:continuation id="s10_notes__7__5-t--301" continuedAt="s10_notes__7__5-t--302"><span style="display:inherit;clear:left;">Koncernens immat<span class="_ _0"></span>eriella tillgångar bedöms alla ha best<span class="_ _0"></span>ämd nyttjandeperiod </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya45 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__43-1-t--3" continuedAt="s10_notes__7__43-1-t--4"><ix:continuation id="s10_notes__7__42-t--4" continuedAt="s10_notes__7__42-t--5"><ix:continuation id="s10_notes__7__5-t--302" continuedAt="s10_notes__7__5-t--303"><span style="display:inherit;clear:left;">med undantag f<span class="_ _0"></span>ör Goodwill som har<span class="_ _0"></span> en obestämd nyttjandeperiod. Goodwill </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya46 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__43-1-t--4" continuedAt="s10_notes__7__43-1-t--5"><ix:continuation id="s10_notes__7__42-t--5" continuedAt="s10_notes__7__42-t--6"><ix:continuation id="s10_notes__7__5-t--303" continuedAt="s10_notes__7__5-t--304"><span style="display:inherit;clear:left;">skrivs inte av ut<span class="_ _0"></span>an pröv<span class="_ _0"></span>as avseende eventuellt<span class="_ _2"></span> nedskrivningsbehov årligen eller </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya47 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__43-1-t--5" continuedAt="s10_notes__7__43-1-t--6"><ix:continuation id="s10_notes__7__42-t--6" continuedAt="s10_notes__7__42-t--7"><ix:continuation id="s10_notes__7__5-t--304" continuedAt="s10_notes__7__5-t--305"><span style="display:inherit;clear:left;">oftar<span class="_ _0"></span>e vid indikation på <span class="_ _0"></span>värdenedgång (I enlighe<span class="_ _0"></span>t med IFRS). En nedskrivning </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya48 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__43-1-t--6" continuedAt="s10_notes__7__43-1-t--7"><ix:continuation id="s10_notes__7__42-t--7" continuedAt="s10_notes__7__42-t--8"><ix:continuation id="s10_notes__7__5-t--305" continuedAt="s10_notes__7__5-t--306"><span style="display:inherit;clear:left;">görs med det<span class="_ _0"></span> belopp tillgångens redovisade <span class="_ _0"></span>värde ö<span class="_ _0"></span>verstiger dess åt<span class="_ _0"></span>ervin-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya49 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__43-1-t--7" continuedAt="s10_notes__7__43-1-t--8"><ix:continuation id="s10_notes__7__42-t--8" continuedAt="s10_notes__7__42-t--9"><ix:continuation id="s10_notes__7__5-t--306" continuedAt="s10_notes__7__5-t--307"><span style="display:inherit;clear:left;">ningsvär<span class="_ _0"></span>de. Åt<span class="_ _0"></span>ervinningsvär<span class="_ _0"></span>det är<span class="_ _2"></span> det högre av en <span class="_ _0"></span>tillgångs verkliga vär<span class="_ _2"></span>de </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ya4a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__42-t--9" continuedAt="s10_notes__7__42-t--10"><ix:continuation id="s10_notes__7__5-t--307" continuedAt="s10_notes__7__5-t--308"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__43-1-t--8" continuedAt="s10_notes__7__47-1"><span style="display:inherit;clear:left;">minskat<span class="_ _2"></span> med försäljningskostnader<span class="_ _0"></span> och nyttjandevär<span class="_ _0"></span>de.</span></ix:continuation></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xa h11 ya43 ff1 fs2 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__44-1" continuedAt="s10_notes__7__44-1-t--2"><ix:continuation id="s10_notes__7__42-t--10" continuedAt="s10_notes__7__42-t--11"><ix:continuation id="s10_notes__7__5-t--308" continuedAt="s10_notes__7__5-t--309"><span style="display:inherit;clear:left;">VIKTIGA<span class="_ _0"></span> UPPSKA<span class="_ _1"></span>TTNINGAR OCH BEDÖMNINGAR</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya44 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__44-1-t--2" continuedAt="s10_notes__7__44-1-t--3"><ix:continuation id="s10_notes__7__42-t--11" continuedAt="s10_notes__7__42-t--12"><ix:continuation id="s10_notes__7__5-t--309" continuedAt="s10_notes__7__5-t--310"><span style="display:inherit;clear:left;">Bolaget har<span class="_ _2"></span> i anslutning till bokslutsarbetet gjort<span class="_ _2"></span> en noggrann analys av det<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya45 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__44-1-t--3" continuedAt="s10_notes__7__44-1-t--4"><ix:continuation id="s10_notes__7__42-t--12" continuedAt="s10_notes__7__42-t--13"><ix:continuation id="s10_notes__7__5-t--310" continuedAt="s10_notes__7__5-t--311"><span style="display:inherit;clear:left;">bokför<span class="_ _0"></span>da värde<span class="_ _0"></span>t på k<span class="_ _2"></span>oncernens rörelsetillgångar<span class="_ _0"></span> inklusive goodwill, så kallad </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya46 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__44-1-t--4" continuedAt="s10_notes__7__44-1-t--5"><ix:continuation id="s10_notes__7__42-t--13" continuedAt="s10_notes__7__42-t--14"><ix:continuation id="s10_notes__7__5-t--311" continuedAt="s10_notes__7__5-t--312"><span style="display:inherit;clear:left;">impairment <span class="_ _0"></span>test. E<span class="_ _0"></span>tt impairment<span class="_ _2"></span> test baseras på e<span class="_ _0"></span>tt ant<span class="_ _0"></span>al olika ant<span class="_ _0"></span>aganden och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ya47 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__42-t--14" continuedAt="s10_notes__7__42-t--15"><ix:continuation id="s10_notes__7__5-t--312" continuedAt="s10_notes__7__5-t--313"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__44-1-t--5" continuedAt="s10_notes__7__57-1"><span style="display:inherit;clear:left;">verksamhetens fr<span class="_ _2"></span>amtida utveckling. De viktigaste antagandena fr<span class="_ _0"></span>amgår nedan.</span></ix:continuation></span> </span></ix:continuation></ix:continuation></div></div><div class="pi"></div></div><div id="pf2e" class="pf w0 h0"><div class="pc pc2e w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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QAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPAzAgAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAiL744tykKdAijfrKaqNhDqwnEYTxRGAOAACtEyQz6Z5iaBC08mN9MuZTPQAAbPoncyMAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAADYmkIjqC6tjF6eOHth/NiZ0a08h+P7X3AwAADQfqlsIZ3rzRT6E0HSNIRf85Wn519989TI2HXHAQAAbJblamW5WqlMTSSCMD+wI5Pvj8fjxiL8mpN8h99659S5S44AAADoEI167dbk+MLURPHRx9O5XgMRfp/JyZGL3//JCWsPAACdmX9z5SupbKFvaJdLf82ytb7cpVZv/PjEr1QfAAB0uOVqZWr8t436ilE0xRa64lerN77zo595og8AACKhUa9NX79Q2vGFIJk2jc9oC13xe+Pke6oPAACi1X4zE5dc9xN+D+rkyMUjJ9613gAAELn2m785vrq6ahTCbwPl6XnP9QEAQEQtVyuLszfNQfht4PBb71hpAACIrsWZ8mqjbg7Cb13l6Xm/1wcAAFF36398YYfwW9+rb56yzAAAEHV3FmZ9y4vwW1t1acU3eQIAQHdYul0xBOG3htHLE9YYAAC6w51b04Yg/NZw9sK4NQYAgO6wXHXFT/it5diZUWsMAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8/s9TQwPWGAAAEH7d7MVnd1tjAABA+HWzrz67yxoDAEB3yPY+YgjCbw1u9QQAgK6RyfcbgvBb2ytff94yAwBA5NMlCJOZnDkIv7V966UvWWYAAIi6/MCOeDxuDsJvbdl08sA3v2alAQAgwt0ShO7zFH4bePkre0qFHosNAAAR1Te02+U+4beBMEgcPbTPYgMAQBTlSoPJdNYchN/G+gs9rx/Ya70BACBaMvn+fGnQHITfg9qzc/gH337ZkgMAQFSksoXi9ifMQfh9Os8/8+TrB/Z63g8AADpfrjTYN7TLo33C72Hs2Tl89NA+P+wOAACdWylB2Df4VL40qPqE38PrL/QcPbTPpT8AAOhAudLgwOPPpHO9RtFE8cW5yS375mv1xvsXr/3i/Qunzl1yKBzf/4IhAACwWcJUNlvcli1uiycC02iiIJlJ9xS3dPjdW4Dnr5VvzlTOj5fnFqpzC9WRsevCDwAAWiQRhKlsIRaLJTO5eBCmewqJIGkswg8AAICHDL+EQQAAAHQ34QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8jAAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAB5W2MXvrVZvvHjwh9YYoBXefu2gIQBAVHTzFb8wcD0TAADArZ4AAADCDwAAgEiLL85NmgIAAEBXCpKZdE/RFT8AAIAuJ/wAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+wP+2X+8oDAJRGEZ/b7IAewOpsh5X4TLci3uytgpkG0kzYCOkCrE4pxoG5sHtPgAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMLPCAAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIBajF3AAAAlESURBVPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8jAAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/IwAAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAAAAATqD6a5Lk/Wfblz9MXTJ1v/3nUvv9r7Z+VLK29XDw/rOS+2Xfnyu5VTK2Mx859U71eifu1AAAAABJRU5ErkJggg==" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">46</div><div class="t m0 x1 h2e ya4b ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__48-t--2" continuedAt="s10_notes__7__48-t--3"><ix:continuation id="s10_notes__7__5-t--390" continuedAt="s10_notes__7__5-t--391"><span style="display:inherit;clear:left;">Medelantalet heltidsanställda</span></ix:continuation></ix:continuation></div><div class="t m0 x94 h2e ya4c ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__48-t--3" continuedAt="s10_notes__7__48-t--4"><ix:continuation id="s10_notes__7__5-t--391" continuedAt="s10_notes__7__5-t--392"><span style="display:inherit;clear:left;">2023<span class="_ _62"> </span>2022</span></ix:continuation></ix:continuation></div><div class="t m0 xf3 h3f ya4d ff1 fs2b fc3 sc0 ls55 ws96"><ix:continuation id="s10_notes__7__48-t--5" continuedAt="s10_notes__7__48-t--5-2"><ix:continuation id="s10_notes__7__5-t--393" continuedAt="s10_notes__7__5-t--393-2"><span style="display:inherit;clear:left;">T<span class="_ _2"></span>otalt</span></ix:continuation></ix:continuation></div><div class="t m0 x37 h3f ya4e ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__48-t--4" continuedAt="s10_notes__7__48-t--4-2"><ix:continuation id="s10_notes__7__5-t--392" continuedAt="s10_notes__7__5-t--392-2"><span style="display:inherit;clear:left;">An<span class="_ _6"></span>de<span class="_ _6"></span>l <span class="_ _28"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xf4 h3f ya4d ff1 fs2b fc3 sc0 ls74 wsb2"><ix:continuation id="s10_notes__7__48-t--5-2" continuedAt="s10_notes__7__48-t--5-3"><ix:continuation id="s10_notes__7__5-t--393-2" continuedAt="s10_notes__7__5-t--393-3"><span style="display:inherit;clear:left;">kvinnor,<span class="_ _0"></span> %<span class="_ _f3"> </span><span class="ls55 ws96">T<span class="_ _2"></span>otalt</span></span></ix:continuation></ix:continuation></div><div class="t m0 xf5 h3f ya4e ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__48-t--4-2" continuedAt="s10_notes__7__48-t--5"><ix:continuation id="s10_notes__7__5-t--392-2" continuedAt="s10_notes__7__5-t--393"><span style="display:inherit;clear:left;">An<span class="_ _6"></span>de<span class="_ _6"></span>l <span class="_ _28"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xf6 h3f ya4d ff1 fs2b fc3 sc0 ls74 wsb2"><ix:continuation id="s10_notes__7__48-t--5-3" continuedAt="s10_notes__7__48-t--6"><ix:continuation id="s10_notes__7__5-t--393-3" continuedAt="s10_notes__7__5-t--394"><span style="display:inherit;clear:left;">kvinnor,<span class="_ _0"></span> %</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 ya4f ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__48-t--6" continuedAt="s10_notes__7__48-t--6-2"><ix:continuation id="s10_notes__7__5-t--394" continuedAt="s10_notes__7__5-t--394-2"><span style="display:inherit;clear:left;">Sveri<span class="_ _0"></span>ge<span class="_ _1a8"> </span></span></ix:continuation></ix:continuation><span class="ls86 wsbf"><span><ix:continuation id="s10_notes__7__5-t--394-2" continuedAt="s10_notes__7__5-t--394-3"><ix:continuation id="s10_notes__7__48-t--6-2" continuedAt="s10_notes__7__48-t--6-3"><span style="display:inherit;clear:left;">298<span class="_ _c9"> </span></span></ix:continuation></ix:continuation></span><span class="lsd6 ws128"><span><ix:continuation id="s10_notes__7__5-t--394-3" continuedAt="s10_notes__7__5-t--395"><ix:continuation id="s10_notes__7__48-t--6-3" continuedAt="s10_notes__7__48-t--7"><span style="display:inherit;clear:left;">51<span class="_ _40"> </span><span class="ls9d wse5">24<span class="_ _f"></span>4<span class="_ _165"> </span><span class="lsdf ws133">54</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h32 ya50 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--395" continuedAt="s10_notes__7__5-t--396"><ix:continuation id="s10_notes__7__48-t--7" continuedAt="s10_notes__7__48-t--8"><span style="display:inherit;clear:left;">Norge<span class="_ _145"> </span><span class="lsce ws122">65<span class="_ _165"> </span><span class="lsc6 ws11b">47<span class="_ _165"> </span></span>63<span class="_ _c9"> </span><span class="lse6 ws139">41</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 ya51 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__48-t--8" continuedAt="s10_notes__7__48-t--8-2"><ix:continuation id="s10_notes__7__5-t--396" continuedAt="s10_notes__7__5-t--396-2"><span style="display:inherit;clear:left;">Finland<span class="_ _1a8"> </span></span></ix:continuation></ix:continuation><span class="lsc6 ws11b"><span><ix:continuation id="s10_notes__7__5-t--396-2" continuedAt="s10_notes__7__5-t--396-3"><ix:continuation id="s10_notes__7__48-t--8-2" continuedAt="s10_notes__7__48-t--8-3"><span style="display:inherit;clear:left;">287<span class="_ _91"> </span></span></ix:continuation></ix:continuation></span><span class="ls63 wsa4"><span><ix:continuation id="s10_notes__7__5-t--396-3" continuedAt="s10_notes__7__5-t--397"><ix:continuation id="s10_notes__7__48-t--8-3" continuedAt="s10_notes__7__48-t--9"><span style="display:inherit;clear:left;">78<span class="_ _40"> </span><span class="lsc9 ws11d">300<span class="_ _91"> </span><span class="lsd wsd">75</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h32 ya52 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__48-t--9" continuedAt="s10_notes__7__48-t--9-2"><ix:continuation id="s10_notes__7__5-t--397" continuedAt="s10_notes__7__5-t--397-2"><span style="display:inherit;clear:left;">Danmark<span class="_ _4a"> </span></span></ix:continuation></ix:continuation><span class="ls9d wse5"><span><ix:continuation id="s10_notes__7__5-t--397-2" continuedAt="s10_notes__7__5-t--397-3"><ix:continuation id="s10_notes__7__48-t--9-2" continuedAt="s10_notes__7__48-t--9-3"><span style="display:inherit;clear:left;">61<span class="_ _165"> </span></span></ix:continuation></ix:continuation></span><span class="lsc8 wse8"><span><ix:continuation id="s10_notes__7__5-t--397-3" continuedAt="s10_notes__7__5-t--398"><ix:continuation id="s10_notes__7__48-t--9-3" continuedAt="s10_notes__7__48-t--10"><span style="display:inherit;clear:left;">58<span class="_ _91"> </span><span class="ls48 ws89">57<span class="_ _165"> </span><span class="lsdb wsed">62</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h32 ya53 ff5 fs11 fc3 sc0 lse1 ws137"><ix:continuation id="s10_notes__7__48-t--10" continuedAt="s10_notes__7__48-t--10-2"><ix:continuation id="s10_notes__7__5-t--398" continuedAt="s10_notes__7__5-t--398-2"><span style="display:inherit;clear:left;">Est<span class="_ _6"></span>land<span class="_ _17f"> </span></span></ix:continuation></ix:continuation><span class="lse8 ws13b"><span><ix:continuation id="s10_notes__7__5-t--398-2" continuedAt="s10_notes__7__5-t--399"><ix:continuation id="s10_notes__7__48-t--10-2" continuedAt="s10_notes__7__48-t--11"><span style="display:inherit;clear:left;">19<span class="_ _91"> </span><span class="lse9 ws13c">94<span class="_ _184"> </span><span class="ls3d ws61">11<span class="_ _91"> </span></span>94</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 ya54 ff5 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__48-t--11" continuedAt="s10_notes__7__48-t--11-2"><ix:continuation id="s10_notes__7__5-t--399" continuedAt="s10_notes__7__5-t--399-2"><span style="display:inherit;clear:left;">Moldavien<span class="_ _1b6"> </span></span></ix:continuation></ix:continuation><span class="ls7a wsb7"><span><ix:continuation id="s10_notes__7__5-t--399-2" continuedAt="s10_notes__7__5-t--399-3"><ix:continuation id="s10_notes__7__48-t--11-2" continuedAt="s10_notes__7__48-t--11-3"><span style="display:inherit;clear:left;">64<span class="_ _7a"> </span></span></ix:continuation></ix:continuation></span><span class="lsa9 ws12d"><span><ix:continuation id="s10_notes__7__5-t--399-3" continuedAt="s10_notes__7__5-t--400"><ix:continuation id="s10_notes__7__48-t--11-3" continuedAt="s10_notes__7__48-t--12"><span style="display:inherit;clear:left;">87<span class="_ _7a"> </span><span class="lse2 ws135">37<span class="_ _91"> </span><span class="ls8f wsc6">88</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h32 ya55 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__48-t--12" continuedAt="s10_notes__7__48-t--12-2"><ix:continuation id="s10_notes__7__5-t--400" continuedAt="s10_notes__7__5-t--400-2"><span style="display:inherit;clear:left;">Seneg<span class="_ _6"></span>al<span class="_ _6c"> </span></span></ix:continuation></ix:continuation><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__5-t--400-2" continuedAt="s10_notes__7__5-t--400-3"><ix:continuation id="s10_notes__7__48-t--12-2" continuedAt="s10_notes__7__48-t--12-3"><span style="display:inherit;clear:left;">120<span class="_ _165"> </span></span></ix:continuation></ix:continuation></span><span class="ls4a ws8b"><span><ix:continuation id="s10_notes__7__5-t--400-3" continuedAt="s10_notes__7__5-t--401"><ix:continuation id="s10_notes__7__48-t--12-3" continuedAt="s10_notes__7__48-t--13"><span style="display:inherit;clear:left;">49<span class="_ _2d"> </span><span class="lsea ws13d">64<span class="_ _2d"> </span><span class="lse7 ws13a">55</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h2e ya56 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__48-t--13" continuedAt="s10_notes__7__48-t--13-2"><ix:continuation id="s10_notes__7__5-t--401" continuedAt="s10_notes__7__5-t--401-2"><span style="display:inherit;clear:left;">Summa <span class="_ _6a"> </span></span></ix:continuation></ix:continuation><span class="lsd6 ws128"><span><ix:continuation id="s10_notes__7__5-t--401-2" continuedAt="s10_notes__7__5-t--401-3"><ix:continuation id="s10_notes__7__48-t--13-2" continuedAt="s10_notes__7__48-t--13-3"><span style="display:inherit;clear:left;">915<span class="_ _2d"> </span></span></ix:continuation></ix:continuation></span><span class="lsce ws122"><span><ix:continuation id="s10_notes__7__5-t--401-3" continuedAt="s10_notes__7__5-t--402"><ix:continuation id="s10_notes__7__48-t--13-3" continuedAt="s10_notes__7__48-t--14"><span style="display:inherit;clear:left;">63<span class="_ _42"> </span><span class="ls56 ws97">775<span class="_ _2d"> </span><span class="lsb9 ws10b">64</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x1 h42 ya57 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__5-t--402" continuedAt="s10_notes__7__5-t--403"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__48-t--14"><span style="display:inherit;clear:left;">Antalet<span class="_ _2"></span> heltidsanställda vid årets utgång uppgår<span class="_ _2"></span> till 875 (880)</span></ix:continuation></span><span class="_ _0"></span>. </span></ix:continuation></div><div class="t m0 x3c h3f ya58 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--404" continuedAt="s10_notes__7__5-t--405"><ix:continuation id="s10_notes__7__49-1-t--2" continuedAt="s10_notes__7__49-1-t--3"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 ya59 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--405" continuedAt="s10_notes__7__5-t--406"><ix:continuation id="s10_notes__7__49-1-t--3" continuedAt="s10_notes__7__49-1-t--4"><span style="display:inherit;clear:left;">Löner och andra ersät<span class="_ _6"></span>tningar<span class="_ _1b7"> </span><span class="lseb ws13e">428<span class="_ _cb"> </span><span class="lsdb wsed">3<span class="_ _6"></span>62</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 ya5a ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--406" continuedAt="s10_notes__7__5-t--407"><ix:continuation id="s10_notes__7__49-1-t--4" continuedAt="s10_notes__7__49-1-t--5"><span style="display:inherit;clear:left;">Pensions<span class="_ _0"></span>kostnader av<span class="_ _0"></span>gift<span class="_ _6"></span>sbestämda pla<span class="_ _0"></span>ner<span class="_ _20"> </span><span class="lsc8 wse8">58<span class="_ _ac"> </span><span class="lsc9 ws11d">48</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 ya5b ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--407" continuedAt="s10_notes__7__5-t--408"><ix:continuation id="s10_notes__7__49-1-t--5" continuedAt="s10_notes__7__49-1-t--6"><span style="display:inherit;clear:left;">Sociala avgif<span class="_ _6"></span>ter<span class="_ _1a9"> </span><span class="lsce ws122">66<span class="_ _8f"> </span><span class="lsdf ws133">54</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h2e ya5c ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__49-1-t--6" continuedAt="s10_notes__7__49-1-t--6-2"><ix:continuation id="s10_notes__7__5-t--408" continuedAt="s10_notes__7__5-t--408-2"><span style="display:inherit;clear:left;">Summa<span class="_ _1b8"> </span></span></ix:continuation></ix:continuation><span class="lsd wsd"><span><ix:continuation id="s10_notes__7__49-1-t--6-2" continuedAt="s10_notes__7__49-1-t--6-3"><ix:continuation id="s10_notes__7__5-t--408-2" continuedAt="s10_notes__7__5-t--408-3"><span style="display:inherit;clear:left;">552</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--408-3" continuedAt="s10_notes__7__5-t--409"><ix:continuation id="s10_notes__7__49-1-t--6-3" continuedAt="s10_notes__7__75-1"><span style="display:inherit;clear:left;"><span class="_ _188"> </span><span class="ls82 ws10d">465</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x24 h2e ya5d ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--33" continuedAt="s10_notes__7__50-t--34"><ix:continuation id="s10_notes__7__5-t--441" continuedAt="s10_notes__7__5-t--442"><span style="display:inherit;clear:left;">RÖRLIG K<span class="_ _2"></span>ONTANTL<span class="_ _2"></span>ÖN</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya5e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--34" continuedAt="s10_notes__7__50-t--35"><ix:continuation id="s10_notes__7__5-t--442" continuedAt="s10_notes__7__5-t--443"><span style="display:inherit;clear:left;">Mål för<span class="_ _0"></span> eventuella r<span class="_ _2"></span>örliga kontanta lönedelar<span class="_ _2"></span> ska bestämmas av styr<span class="_ _0"></span>elsen med </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya5f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--35" continuedAt="s10_notes__7__50-t--36"><ix:continuation id="s10_notes__7__5-t--443" continuedAt="s10_notes__7__5-t--444"><span style="display:inherit;clear:left;">början den 1 januari 2023 och baseras på utf<span class="_ _0"></span>allet i f<span class="_ _0"></span>örhållande till definier<span class="_ _0"></span>ade </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya60 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--36" continuedAt="s10_notes__7__50-t--37"><ix:continuation id="s10_notes__7__5-t--444" continuedAt="s10_notes__7__5-t--445"><span style="display:inherit;clear:left;">mätbara mål , såväl gemensamma som individuella mål, och <span class="_ _0"></span>vara maximer<span class="_ _2"></span>ad i </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya61 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--37" continuedAt="s10_notes__7__50-t--38"><ix:continuation id="s10_notes__7__5-t--445" continuedAt="s10_notes__7__5-t--446"><span style="display:inherit;clear:left;">förhållande till den f<span class="_ _0"></span>asta lönen. Even<span class="_ _0"></span>tuella rörliga ersättningar<span class="_ _2"></span> ska var k<span class="_ _2"></span>opplade </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya62 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--38" continuedAt="s10_notes__7__50-t--39"><ix:continuation id="s10_notes__7__5-t--446" continuedAt="s10_notes__7__5-t--447"><span style="display:inherit;clear:left;">till förutbestämda och mätbar<span class="_ _2"></span>a kriterier baserade på utf<span class="_ _0"></span>allet av<span class="_ _0"></span> bolagets </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya63 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--39" continuedAt="s10_notes__7__50-t--40"><ix:continuation id="s10_notes__7__5-t--447" continuedAt="s10_notes__7__5-t--448"><span style="display:inherit;clear:left;">rör<span class="_ _0"></span>elseresultat<span class="_ _2"></span> och intäkter<span class="_ _2"></span>. Syftet med dessa krit<span class="_ _0"></span>erier är<span class="_ _0"></span> att fr<span class="_ _2"></span>ämja långsiktigt </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya64 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--40" continuedAt="s10_notes__7__50-t--41"><ix:continuation id="s10_notes__7__5-t--448" continuedAt="s10_notes__7__5-t--449"><span style="display:inherit;clear:left;">värdesk<span class="_ _2"></span>apande. Mätperioden kan var<span class="_ _0"></span>a tolv månader<span class="_ _2"></span> varvid utfall baseras på av </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya65 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--41" continuedAt="s10_notes__7__50-t--42"><ix:continuation id="s10_notes__7__5-t--449" continuedAt="s10_notes__7__5-t--450"><span style="display:inherit;clear:left;">årsstämman fast<span class="_ _0"></span>ställd result<span class="_ _0"></span>at- och balansr<span class="_ _2"></span>äkning. Rörlig kontan<span class="_ _0"></span>t ersättning till </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya66 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--42" continuedAt="s10_notes__7__50-t--43"><ix:continuation id="s10_notes__7__5-t--450" continuedAt="s10_notes__7__5-t--451"><span style="display:inherit;clear:left;">verkställande dir<span class="_ _0"></span>ektören k<span class="_ _2"></span>an uppgå till maximalt 150 procen<span class="_ _0"></span>t av f<span class="_ _0"></span>ast lön och f<span class="_ _0"></span>ör </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya67 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--43" continuedAt="s10_notes__7__50-t--44"><ix:continuation id="s10_notes__7__5-t--451" continuedAt="s10_notes__7__5-t--452"><span style="display:inherit;clear:left;">övriga ledande befattningshav<span class="_ _0"></span>are till 100 pr<span class="_ _2"></span>ocent av fast<span class="_ _0"></span> lön.</span></ix:continuation></ix:continuation></div><div class="t m0 x49 h42 ya68 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--44" continuedAt="s10_notes__7__50-t--45"><ix:continuation id="s10_notes__7__5-t--452" continuedAt="s10_notes__7__5-t--453"><span style="display:inherit;clear:left;">Denna rörliga k<span class="_ _2"></span>ontantersättning är ej pensionsgrundande eller<span class="_ _2"></span> semestergrun<span class="ls2">-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya69 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--45" continuedAt="s10_notes__7__50-t--46"><ix:continuation id="s10_notes__7__5-t--453" continuedAt="s10_notes__7__5-t--454"><span style="display:inherit;clear:left;">dande. Bolaget sk<span class="_ _2"></span>a ha rätt att<span class="_ _0"></span> kräva åt<span class="_ _0"></span>erbetalning av r<span class="_ _0"></span>örlig lön om en utbetalning </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya6a ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--46" continuedAt="s10_notes__7__50-t--47"><ix:continuation id="s10_notes__7__5-t--454" continuedAt="s10_notes__7__5-t--455"><span style="display:inherit;clear:left;">grundats på information som senar<span class="_ _2"></span>e visat sig vara uppenbart<span class="_ _2"></span> felaktig. Utbetalning </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya6b ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--47" continuedAt="s10_notes__7__50-t--48"><ix:continuation id="s10_notes__7__5-t--455" continuedAt="s10_notes__7__5-t--456"><span style="display:inherit;clear:left;">av del av even<span class="_ _0"></span>tuell rörlig lön sk<span class="_ _0"></span>a var<span class="_ _0"></span>a villkor<span class="_ _2"></span>ad av att de underliggande målen har </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya6c ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--48" continuedAt="s10_notes__7__50-t--49"><ix:continuation id="s10_notes__7__5-t--456" continuedAt="s10_notes__7__5-t--457"><span style="display:inherit;clear:left;">uppnåtts på ett långsiktigt<span class="_ _2"></span> hållbart sätt.</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e ya6d ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--49" continuedAt="s10_notes__7__50-t--50"><ix:continuation id="s10_notes__7__5-t--457" continuedAt="s10_notes__7__5-t--458"><span style="display:inherit;clear:left;">PENSION</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya6e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--50" continuedAt="s10_notes__7__50-t--51"><ix:continuation id="s10_notes__7__5-t--458" continuedAt="s10_notes__7__5-t--459"><span style="display:inherit;clear:left;">Ordinarie pensionsålder<span class="_ _0"></span> är 65 år<span class="_ _2"></span>. Eniros pensionspolicy är<span class="_ _2"></span> baserad på endera en </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya6f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--51" continuedAt="s10_notes__7__50-t--52"><ix:continuation id="s10_notes__7__5-t--459" continuedAt="s10_notes__7__5-t--460"><span style="display:inherit;clear:left;">individuell tjänstepensionsplan eller<span class="_ _0"></span> en premiebaser<span class="_ _0"></span>ad pensionsplan.</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e ya70 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--52" continuedAt="s10_notes__7__50-t--53"><ix:continuation id="s10_notes__7__5-t--460" continuedAt="s10_notes__7__5-t--461"><span style="display:inherit;clear:left;">ÖVRIGA<span class="_ _2"></span> FÖRMÅNER OCH ERSÄ<span class="_ _2"></span>TTNINGAR</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya71 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--53" continuedAt="s10_notes__7__50-t--54"><ix:continuation id="s10_notes__7__5-t--461" continuedAt="s10_notes__7__5-t--462"><span style="display:inherit;clear:left;">Övriga ersättningar och f<span class="_ _2"></span>örmåner, t<span class="_ _0"></span> ex tjänst<span class="_ _0"></span>ebil och sjukförsäkring, sk<span class="_ _0"></span>a var<span class="_ _0"></span>a </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya72 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--54" continuedAt="s10_notes__7__50-t--55"><ix:continuation id="s10_notes__7__5-t--462" continuedAt="s10_notes__7__5-t--463"><span style="display:inherit;clear:left;">marknadsmässiga och får<span class="_ _0"></span> högst uppgå till 10 pr<span class="_ _2"></span>ocent av den fasta lönen.</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e ya73 ff1 fs11 fc3 sc0 ls2 ws11d"><ix:continuation id="s10_notes__7__50-t--55" continuedAt="s10_notes__7__50-t--56"><ix:continuation id="s10_notes__7__5-t--463" continuedAt="s10_notes__7__5-t--464"><span style="display:inherit;clear:left;">UPPSÄGNING A<span class="_ _2"></span>V ANST<span class="_ _1"></span>ÄLLNING</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya74 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--56" continuedAt="s10_notes__7__50-t--57"><ix:continuation id="s10_notes__7__5-t--464" continuedAt="s10_notes__7__5-t--465"><span style="display:inherit;clear:left;">Uppsägningstiden för<span class="_ _0"></span> verkställande dir<span class="_ _2"></span>ektören och ledande befattningshavar<span class="_ _2"></span>e är </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ya75 ff2 fs11 fc3 sc0 ls2 ws8a"><ix:continuation id="s10_notes__7__50-t--57" continuedAt="s10_notes__7__50-t--58"><ix:continuation id="s10_notes__7__5-t--465" continuedAt="s10_notes__7__5-t--466"><span style="display:inherit;clear:left;">no<span class="_ _0"></span>rm<span class="_ _0"></span>alt<span class="_ _2"></span> se<span class="_ _0"></span>x m<span class="_ _0"></span>ån<span class="_ _0"></span>ad<span class="_ _0"></span>er<span class="_ _2"></span>. A<span class="_ _0"></span>vgångsvederlag utgår<span class="_ _0"></span> ej.</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e ya76 ff1 fs11 fc3 sc0 ls2 ws122"><ix:continuation id="s10_notes__7__50-t--2" continuedAt="s10_notes__7__50-t--3"><ix:continuation id="s10_notes__7__5-t--410" continuedAt="s10_notes__7__5-t--411"><span style="display:inherit;clear:left;">ERSÄ<span class="_ _2"></span>TTNING TILL STYRELSEN</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya77 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--3" continuedAt="s10_notes__7__50-t--4"><ix:continuation id="s10_notes__7__5-t--411" continuedAt="s10_notes__7__5-t--412"><span style="display:inherit;clear:left;">Stämman beslutar<span class="_ _2"></span> om den ersättning som ska utgå till styr<span class="_ _2"></span>elseledamöterna för </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya78 ff2 fs11 fc3 sc0 ls2 wsec"><ix:continuation id="s10_notes__7__50-t--4" continuedAt="s10_notes__7__50-t--5"><ix:continuation id="s10_notes__7__5-t--412" continuedAt="s10_notes__7__5-t--413"><span style="display:inherit;clear:left;">perioden fram till <span class="_ _6"></span>nästa <span class="_ _6"></span>årsstämma. Å<span class="_ _0"></span>r<span class="_ _0"></span>ss<span class="_ _2"></span>tä<span class="_ _0"></span>mm<span class="_ _2"></span>an<span class="_ _0"></span> 20<span class="_ _2"></span>23 b<span class="_ _2"></span>es<span class="_ _0"></span>lu<span class="_ _2"></span>ta<span class="_ _0"></span>de<span class="_ _2"></span> at<span class="_ _0"></span>t<span class="_ _0"></span> ar<span class="_ _2"></span>vo<span class="_ _2"></span>de t<span class="_ _2"></span>ill </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya79 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--5" continuedAt="s10_notes__7__50-t--6"><ix:continuation id="s10_notes__7__5-t--413" continuedAt="s10_notes__7__5-t--414"><span style="display:inherit;clear:left;">styrelsen sk<span class="_ _0"></span>a utgå med t<span class="_ _0"></span>otalt<span class="_ _0"></span> 1 600 000 kronor (oförändrat)<span class="_ _6"></span> att förde<span class="_ _6"></span>las <span class="_ _6"></span>med <span class="_ _6"></span>600<span class="_ _6"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya7a ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__50-t--6" continuedAt="s10_notes__7__50-t--7"><ix:continuation id="s10_notes__7__5-t--414" continuedAt="s10_notes__7__5-t--415"><span style="display:inherit;clear:left;">000 kronor<span class="_ _0"></span> (<span class="_ _0"></span>oför<span class="_ _0"></span>ändrat) till styr<span class="_ _2"></span>elsens ordförande och 250 000 kr<span class="_ _2"></span>onor (of<span class="_ _2"></span>örändrat) </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya7b ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__50-t--7" continuedAt="s10_notes__7__50-t--8"><ix:continuation id="s10_notes__7__5-t--415" continuedAt="s10_notes__7__5-t--416"><span style="display:inherit;clear:left;">till var<span class="_ _0"></span> och en av de övriga stämmo<span class="_ _0"></span>valda styrelseledamöt<span class="_ _0"></span>erna som ej är anst<span class="_ _0"></span>ällda </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya7c ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__50-t--8" continuedAt="s10_notes__7__50-t--9"><ix:continuation id="s10_notes__7__5-t--416" continuedAt="s10_notes__7__5-t--417"><span style="display:inherit;clear:left;">i bola<span class="_ _6"></span>get. Utöver s<span class="_ _6"></span>tyrelse<span class="_ _6"></span>arvo<span class="_ _6"></span>det utgår<span class="_ _0"></span> ingen ersättning för<span class="_ _0"></span> utsko<span class="_ _0"></span>ttsarbete (<span class="_ _2"></span>oför<span class="_ _0"></span><span class="ls2">-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya7d ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__50-t--9" continuedAt="s10_notes__7__50-t--10"><ix:continuation id="s10_notes__7__5-t--417" continuedAt="s10_notes__7__5-t--418"><span style="display:inherit;clear:left;">ändrat). <span class="_ _2"></span>Arbetstagarledamöterna är<span class="_ _0"></span> berättigade till 1 500 kr<span class="_ _2"></span>onor per möt<span class="_ _0"></span>e (som </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya7e ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__50-t--10" continuedAt="s10_notes__7__50-t--11"><ix:continuation id="s10_notes__7__5-t--418" continuedAt="s10_notes__7__5-t--419"><span style="display:inherit;clear:left;">ett inläsningsarv<span class="_ _0"></span>ode) (<span class="_ _2"></span>oförändr<span class="_ _0"></span>at). Se även t<span class="_ _0"></span>abell om  <span class="_ _fc"></span>närvaro och styrelsearv<span class="_ _0"></span>ode i </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya7f ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__50-t--11" continuedAt="s10_notes__7__50-t--12"><ix:continuation id="s10_notes__7__5-t--419" continuedAt="s10_notes__7__5-t--420"><span style="display:inherit;clear:left;">avsnitt Bolagsstyrning. <span class="_ _2"></span>T<span class="_ _2"></span>abellen nedan visar belopp avseende k<span class="_ _2"></span>alenderåret<span class="_ _0"></span> 2023.</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f ya80 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__50-t--13" continuedAt="s10_notes__7__50-t--13-2"><ix:continuation id="s10_notes__7__5-t--421" continuedAt="s10_notes__7__5-t--421-2"><span style="display:inherit;clear:left;">KSEK<span class="_ _105"> </span><span class="ls76 wsbb">Styrelsear<span class="_ _6"></span>vode</span></span></ix:continuation></ix:continuation></div><div class="t m0 xe9 h3f ya81 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__50-t--12" continuedAt="s10_notes__7__50-t--13"><ix:continuation id="s10_notes__7__5-t--420" continuedAt="s10_notes__7__5-t--421"><span style="display:inherit;clear:left;">Ersättning </span></ix:continuation></ix:continuation></div><div class="t m0 x5a h3f ya80 ff1 fs2b fc3 sc0 lsec wsbd"><ix:continuation id="s10_notes__7__50-t--13-2" continuedAt="s10_notes__7__50-t--14"><ix:continuation id="s10_notes__7__5-t--421-2" continuedAt="s10_notes__7__5-t--422"><span style="display:inherit;clear:left;">utskottsarbete<span class="_ _45"> </span><span class="ls74 wsb2">S<span class="_ _6"></span>umma</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 ya82 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--422" continuedAt="s10_notes__7__5-t--423"><ix:continuation id="s10_notes__7__50-t--14" continuedAt="s10_notes__7__50-t--15"><span style="display:inherit;clear:left;">Styrelsens or<span class="_ _0"></span>dföra<span class="_ _0"></span>nde<span class="_ _4c"> </span><span class="ls64 wsa5">600<span class="_ _73"> </span><span class="ls2 ws2">-<span class="_ _15f"> </span></span>600</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 ya83 ff5 fs11 fc3 sc0 ls48 ws13f"><ix:continuation id="s10_notes__7__5-t--423" continuedAt="s10_notes__7__5-t--424"><ix:continuation id="s10_notes__7__50-t--15" continuedAt="s10_notes__7__50-t--16"><span style="display:inherit;clear:left;">Övriga st<span class="_ _6"></span>yrelseledamöt<span class="_ _2"></span>e<span class="_ _6"></span>r <span class="_ _18d"> </span><span class="ls2 ws2">1 021<span class="_ _161"> </span>-<span class="_ _3e"> </span>1 021</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e ya84 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--424" continuedAt="s10_notes__7__5-t--425"><ix:continuation id="s10_notes__7__50-t--16" continuedAt="s10_notes__7__50-t--17"><span style="display:inherit;clear:left;">Summa<span class="_ _37"> </span><span class="ls2 ws2">1 621<span class="_ _161"> </span>-<span class="_ _40"> </span>1 62<span class="_ _6"></span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e ya85 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--17" continuedAt="s10_notes__7__50-t--18"><ix:continuation id="s10_notes__7__5-t--425" continuedAt="s10_notes__7__5-t--426"><span style="display:inherit;clear:left;">ERSÄ<span class="_ _2"></span>TTNING TILL<span class="_ _2"></span> LEDANDE BEF<span class="_ _0"></span>A<span class="_ _2"></span>TTNINGSHAV<span class="_ _2"></span>ARE</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya86 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__50-t--18" continuedAt="s10_notes__7__50-t--19"><ix:continuation id="s10_notes__7__5-t--426" continuedAt="s10_notes__7__5-t--427"><span style="display:inherit;clear:left;">Bolagsstämman 2023 fatt<span class="_ _0"></span>ade beslut om att<span class="_ _0"></span> tills vidar<span class="_ _0"></span>e, dock längst <span class="_ _0"></span>till årsstämman </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya87 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--19" continuedAt="s10_notes__7__50-t--20"><ix:continuation id="s10_notes__7__5-t--427" continuedAt="s10_notes__7__5-t--428"><span style="display:inherit;clear:left;">2025, anta f<span class="_ _0"></span>öljande riktlinjer<span class="_ _0"></span>. Riktlinjerna gäller f<span class="_ _0"></span>ör ersättningar<span class="_ _2"></span> till VD och övriga </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya88 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--20" continuedAt="s10_notes__7__50-t--21"><ix:continuation id="s10_notes__7__5-t--428" continuedAt="s10_notes__7__5-t--429"><span style="display:inherit;clear:left;">personer i k<span class="_ _2"></span>oncernledningen. Målsättningen med riktlinjerna för ersättning </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya89 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--21" continuedAt="s10_notes__7__50-t--22"><ix:continuation id="s10_notes__7__5-t--429" continuedAt="s10_notes__7__5-t--430"><span style="display:inherit;clear:left;">till ledande befattningshavar<span class="_ _2"></span>e är att Enir<span class="_ _0"></span>o ska erbjuda en marknadsmässig </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya8a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--22" continuedAt="s10_notes__7__50-t--23"><ix:continuation id="s10_notes__7__5-t--430" continuedAt="s10_notes__7__5-t--431"><span style="display:inherit;clear:left;">ersättning bestående av f<span class="_ _0"></span>ast lön, ev<span class="_ _0"></span>entuell rörlig k<span class="_ _2"></span>ontant lön samt<span class="_ _0"></span> pensionsav-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya8b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--23" continuedAt="s10_notes__7__50-t--24"><ix:continuation id="s10_notes__7__5-t--431" continuedAt="s10_notes__7__5-t--432"><span style="display:inherit;clear:left;">sättningar och övriga er<span class="_ _0"></span>sättningar och f<span class="_ _0"></span>örmåner<span class="_ _2"></span>. Härutöver k<span class="_ _2"></span>an bolagsstämman </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya8c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--24" continuedAt="s10_notes__7__50-t--25"><ix:continuation id="s10_notes__7__5-t--432" continuedAt="s10_notes__7__5-t--433"><span style="display:inherit;clear:left;">från tid <span class="_ _0"></span>till annan besluta om aktie- och aktiekursrelat<span class="_ _0"></span>erad ersättning. S<span class="_ _0"></span>tyrelsen </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya8d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--25" continuedAt="s10_notes__7__50-t--26"><ix:continuation id="s10_notes__7__5-t--433" continuedAt="s10_notes__7__5-t--434"><span style="display:inherit;clear:left;">ska ha r<span class="_ _2"></span>ätt att tillfälligt<span class="_ _2"></span> frångå, helt eller<span class="_ _0"></span> delvis, riktlinjer f<span class="_ _0"></span>ör ersättning <span class="_ _0"></span>till ledande </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya8e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--26" continuedAt="s10_notes__7__50-t--27"><ix:continuation id="s10_notes__7__5-t--434" continuedAt="s10_notes__7__5-t--435"><span style="display:inherit;clear:left;">befattningshavar<span class="_ _2"></span>e om det i det enskilda f<span class="_ _0"></span>allet finns sär<span class="_ _0"></span>skilda skäl f<span class="_ _0"></span>ör det<span class="_ _2"></span> och ett </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya8f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--27" continuedAt="s10_notes__7__50-t--28"><ix:continuation id="s10_notes__7__5-t--435" continuedAt="s10_notes__7__5-t--436"><span style="display:inherit;clear:left;">avsteg är<span class="_ _0"></span> nödvändigt f<span class="_ _2"></span>ör att tillgodose bolagets långsiktiga in<span class="_ _0"></span>tressen, inklusive </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya90 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--28" continuedAt="s10_notes__7__50-t--29"><ix:continuation id="s10_notes__7__5-t--436" continuedAt="s10_notes__7__5-t--437"><span style="display:inherit;clear:left;">dess hållbarhet eller<span class="_ _2"></span> för att säk<span class="_ _2"></span>erställa bolagets ekonomisk<span class="_ _2"></span>a bärkraft. <span class="_ _2"></span>Avvikelse </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya91 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--29" continuedAt="s10_notes__7__50-t--30"><ix:continuation id="s10_notes__7__5-t--437" continuedAt="s10_notes__7__5-t--438"><span style="display:inherit;clear:left;">ska r<span class="_ _2"></span>edovisas i ersättningsrapporten inf<span class="_ _0"></span>ör nästk<span class="_ _0"></span>ommande årsstämma.</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e ya92 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--30" continuedAt="s10_notes__7__50-t--31"><ix:continuation id="s10_notes__7__5-t--438" continuedAt="s10_notes__7__5-t--439"><span style="display:inherit;clear:left;">F<span class="_ _2"></span>AST L<span class="_ _0"></span>ÖN</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya93 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--31" continuedAt="s10_notes__7__50-t--32"><ix:continuation id="s10_notes__7__5-t--439" continuedAt="s10_notes__7__5-t--440"><span style="display:inherit;clear:left;">Den fasta lönen baser<span class="_ _2"></span>as på den enskilde befattningshavarens ansv<span class="_ _0"></span>arsområde, </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ya94 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--32" continuedAt="s10_notes__7__50-t--33"><ix:continuation id="s10_notes__7__5-t--440" continuedAt="s10_notes__7__5-t--441"><span style="display:inherit;clear:left;">kompet<span class="_ _0"></span>ens och erfar<span class="_ _0"></span>enhet<span class="_ _0"></span>.</span></ix:continuation></ix:continuation></div><div class="c x1 ya95 w5 h4d"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfInformationAboutKeyManagementPersonnelExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__50" continuedAt="s10_notes__7__50-2"><ix:continuation id="s10_notes__7__5-t--409" continuedAt="s10_notes__7__5-t--409-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 10<span class="_ _a9"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__50-2" continuedAt="s10_notes__7__50-t--2"><ix:continuation id="s10_notes__7__5-t--409-2" continuedAt="s10_notes__7__5-t--410"><span style="display:inherit;clear:left;">ERSÄ<span class="_ _1"></span>TTNING STYRELSE OCH LED<span class="_ _0"></span>ANDE BEF<span class="_ _2"></span>A<span class="_ _2"></span>TTNINGSHA<span class="_ _2"></span>V<span class="_ _2"></span>ARE</span></ix:continuation></ix:continuation></span></span></div></div><div class="c x1 y957 wa h4b"><div class="t m0 xec ha y92f ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfInformationAboutEmployeesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__48" continuedAt="s10_notes__7__48-2"><ix:continuation id="s10_notes__7__5-t--389" continuedAt="s10_notes__7__5-t--389-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 8<span class="_ _a8"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws2"><span><ix:continuation id="s10_notes__7__48-2" continuedAt="s10_notes__7__48-t--2"><ix:continuation id="s10_notes__7__5-t--389-2" continuedAt="s10_notes__7__5-t--390"><span style="display:inherit;clear:left;">ANST<span class="_ _2"></span>ÄLLDA</span></ix:continuation></ix:continuation></span></span></div></div><div class="c x24 y957 wa h4b"><div class="t m0 xec ha y92f ff1 fs7 fc1 sc0 lsc3 ws119"><ix:nonNumeric name="ifrs-full:DisclosureOfEmployeeBenefitsExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__49-1" escape="true" continuedAt="s10_notes__7__49-1-2"><ix:continuation id="s10_notes__7__5-t--403" continuedAt="s10_notes__7__5-t--403-2"><span style="display:inherit;clear:left;">N<span class="_ _6"></span>OT 9<span class="_ _a8"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls2 ws2"><span><ix:continuation id="s10_notes__7__49-1-2" continuedAt="s10_notes__7__49-1-t--2"><ix:continuation id="s10_notes__7__5-t--403-2" continuedAt="s10_notes__7__5-t--404"><span style="display:inherit;clear:left;">LÖNER OCH <span class="_ _2"></span>ANDRA ERSÄ<span class="_ _1"></span>TTNINGAR</span></ix:continuation></ix:continuation></span></span></div></div></div><div class="pi"></div></div><div id="pf2f" class="pf w0 h0"><div class="pc pc2f w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 lsed ws140">47</div><div class="t m0 x8 h2e ya96 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__50-t--58" continuedAt="s10_notes__7__50-t--59"><ix:continuation id="s10_notes__7__5-t--466" continuedAt="s10_notes__7__5-t--467"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>erkställande direktören och andra<span class="_ _2"></span> ledand<span class="_ _6"></span>e befattningshavar<span class="_ _0"></span>e</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f ya97 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__50-t--60" continuedAt="s10_notes__7__50-t--60-2"><ix:continuation id="s10_notes__7__5-t--468" continuedAt="s10_notes__7__5-t--468-2"><span style="display:inherit;clear:left;">KSEK<span class="_ _1b9"> </span></span></ix:continuation></ix:continuation><span class="ls76 wsbb"><span><ix:continuation id="s10_notes__7__5-t--468-2" continuedAt="s10_notes__7__5-t--468-3"><ix:continuation id="s10_notes__7__50-t--60-2" continuedAt="s10_notes__7__50-t--60-3"><span style="display:inherit;clear:left;">Grundlön/<span class="_ _2"></span>arvode<span class="_ _78"> </span></span></ix:continuation></ix:continuation></span><span class="ls70 wsb0"><span><ix:continuation id="s10_notes__7__5-t--468-3" continuedAt="s10_notes__7__5-t--468-4"><ix:continuation id="s10_notes__7__50-t--60-3" continuedAt="s10_notes__7__50-t--60-4"><span style="display:inherit;clear:left;">Rörlig ersättning<span class="_ _78"> </span><span class="ls74 wsb2">Övriga förmåner<span class="_ _25"> </span>Pensioner</span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 xf7 h3f ya98 ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--59" continuedAt="s10_notes__7__50-t--60"><ix:continuation id="s10_notes__7__5-t--467" continuedAt="s10_notes__7__5-t--468"><span style="display:inherit;clear:left;">Öv<span class="_ _6"></span>ri<span class="_ _6"></span>g <span class="_ _28"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xf8 h3f ya97 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__50-t--60-4" continuedAt="s10_notes__7__50-t--61"><ix:continuation id="s10_notes__7__5-t--468-4" continuedAt="s10_notes__7__5-t--469"><span style="display:inherit;clear:left;">ersättning<span class="_ _35"> </span><span class="ls74 wsb2">Summa </span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ya99 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--62" continuedAt="s10_notes__7__50-t--62-2"><ix:continuation id="s10_notes__7__5-t--470" continuedAt="s10_notes__7__5-t--470-2"><span style="display:inherit;clear:left;">VD o<span class="_ _6"></span>ch kon<span class="_ _6"></span>ce<span class="_ _6"></span>rn<span class="_ _6"></span>che<span class="_ _6"></span>f, Hosn<span class="_ _6"></span>i T<span class="_ _2"></span>e<span class="_ _6"></span>qu<span class="_ _6"></span>e<span class="_ _6"></span>-<span class="_ _6"></span>Om<span class="_ _6"></span>eir<span class="_ _6"></span>at </span></ix:continuation></ix:continuation></div><div class="t m0 x63 h4e ya9a ff5 fs2d fc3 sc0 lsee ws141"><ix:continuation id="s10_notes__7__50-t--61" continuedAt="s10_notes__7__50-t--62"><ix:continuation id="s10_notes__7__5-t--469" continuedAt="s10_notes__7__5-t--470"><span style="display:inherit;clear:left;">1)</span></ix:continuation></ix:continuation></div><div class="t m0 xf9 h32 ya99 ff5 fs11 fc3 sc0 ls93 ws2"><ix:continuation id="s10_notes__7__50-t--62-2" continuedAt="s10_notes__7__50-t--62-3"><ix:continuation id="s10_notes__7__5-t--470-2" continuedAt="s10_notes__7__5-t--470-3"><span style="display:inherit;clear:left;">3 523<span class="_ _1ba"> </span></span></ix:continuation></ix:continuation><span class="lsef ws142"><span><ix:continuation id="s10_notes__7__5-t--470-3" continuedAt="s10_notes__7__5-t--470-4"><ix:continuation id="s10_notes__7__50-t--62-3" continuedAt="s10_notes__7__50-t--62-4"><span style="display:inherit;clear:left;">825<span class="_ _dc"> </span></span></ix:continuation></ix:continuation></span><span class="ls4b ws8c"><span><ix:continuation id="s10_notes__7__5-t--470-4" continuedAt="s10_notes__7__5-t--470-5"><ix:continuation id="s10_notes__7__50-t--62-4" continuedAt="s10_notes__7__50-t--62-5"><span style="display:inherit;clear:left;">128<span class="_ _161"> </span><span class="lsc5 ws5c">990<span class="_ _4e"> </span></span></span></ix:continuation></ix:continuation></span></span></span><ix:continuation id="s10_notes__7__5-t--470-5" continuedAt="s10_notes__7__5-t--471"><ix:continuation id="s10_notes__7__50-t--62-5" continuedAt="s10_notes__7__50-t--63"><span style="display:inherit;clear:left;"><span class="ls2">5<span class="_ _ac"> </span></span>5 470</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ya9b ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__50-t--64" continuedAt="s10_notes__7__50-t--65"><ix:continuation id="s10_notes__7__5-t--472" continuedAt="s10_notes__7__5-t--473"><span style="display:inherit;clear:left;">Koncernledning<span class="_ _2"></span> 5 personer </span></ix:continuation></ix:continuation></div><div class="t m0 xb5 h4e ya9c ff5 fs2d fc3 sc0 lsf0 ws143"><ix:continuation id="s10_notes__7__50-t--63" continuedAt="s10_notes__7__50-t--64"><ix:continuation id="s10_notes__7__5-t--471" continuedAt="s10_notes__7__5-t--472"><span style="display:inherit;clear:left;">2,3<span class="_ _6"></span>,4)</span></ix:continuation></ix:continuation></div><div class="t m0 xed h32 ya9d ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--473" continuedAt="s10_notes__7__5-t--474"><ix:continuation id="s10_notes__7__50-t--65" continuedAt="s10_notes__7__50-t--66"><span style="display:inherit;clear:left;">7 359<span class="_ _106"> </span><span class="ls82 ws10d"> 330<span class="_ _1ba"> </span><span class="lsd wsd">1<span class="_ _6"></span>59<span class="_ _163"> </span></span></span>1 552<span class="_ _15b"> </span><span class="ls7e wseb">26<span class="_ _6"></span>5<span class="_ _7a"> </span><span class="lsce ws122">9 666</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e ya9e ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__50-t--66" continuedAt="s10_notes__7__50-t--66-2"><ix:continuation id="s10_notes__7__5-t--474" continuedAt="s10_notes__7__5-t--474-2"><span style="display:inherit;clear:left;">Summa <span class="_ _f1"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--474-2" continuedAt="s10_notes__7__5-t--475"><ix:continuation id="s10_notes__7__50-t--66-2" continuedAt="s10_notes__7__50-t--67"><span style="display:inherit;clear:left;">10 8<span class="_ _6"></span>82<span class="_ _184"> </span>1 1<span class="_ _6"></span>55<span class="_ _15b"> </span><span class="lsca ws11e">287<span class="_ _7a"> </span></span>2 5<span class="_ _6"></span>42<span class="_ _73"> </span><span class="lsca ws11e">270<span class="_ _165"> </span><span class="lsd6 ws128">15 136</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x8 h4f ya9f ff5 fs2e fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--67" continuedAt="s10_notes__7__50-t--68"><ix:continuation id="s10_notes__7__5-t--475" continuedAt="s10_notes__7__5-t--476"><span style="display:inherit;clear:left;">1) För 2022 uppgick<span class="_ _0"></span> ersättning för<span class="_ _0"></span> VD till grundlön inklusiv<span class="_ _0"></span>e semesterersättning 3 792 KSEK, r<span class="_ _2"></span>örlig ersättning 450 KSEK, övriga förmåner 41 KSEK, pensionsk<span class="_ _0"></span>ostnad 1 012 KSEK och övrig er<span class="_ _0"></span>sättning 5 KSEK.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h4f yaa0 ff5 fs2e fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--68" continuedAt="s10_notes__7__50-t--69"><ix:continuation id="s10_notes__7__5-t--476" continuedAt="s10_notes__7__5-t--477"><span style="display:inherit;clear:left;">2) För 2022 uppgick<span class="_ _0"></span> ersättning för<span class="_ _0"></span> koncernledning till  grundlön inklusiv<span class="_ _0"></span>e semesterersättning 9 446 KSEK, r<span class="_ _2"></span>örlig ersättning 208 KSEK övriga förmåner<span class="_ _0"></span> 46 KSEK, pensionskostnad 1 290 KSEK<span class="_ _0"></span> och övriga ersättningar </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h4f yaa1 ff5 fs2e fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--69" continuedAt="s10_notes__7__50-t--70"><ix:continuation id="s10_notes__7__5-t--477" continuedAt="s10_notes__7__5-t--478"><span style="display:inherit;clear:left;">238 KSEK.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h4f yaa2 ff5 fs2e fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--70" continuedAt="s10_notes__7__50-t--71"><ix:continuation id="s10_notes__7__5-t--478" continuedAt="s10_notes__7__5-t--479"><span style="display:inherit;clear:left;">3) Under<span class="_ _0"></span> 2023 ingår 0 st (<span class="_ _0"></span>3) personer<span class="_ _0"></span> som faktur<span class="_ _0"></span>erar<span class="_ _0"></span> sitt arvode med 0 KSEK<span class="_ _0"></span> (3 46<span class="_ _0"></span>1).</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h4f yaa3 ff5 fs2e fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__50-t--71"><ix:continuation id="s10_notes__7__5-t--479" continuedAt="s10_notes__7__5-t--480"><span style="display:inherit;clear:left;">4) Koncernledningen best<span class="_ _0"></span>od av fem personer<span class="_ _0"></span> per 31 december<span class="_ _0"></span> 2023, var<span class="_ _0"></span>av 4 män (80%) och 1 kvinna (20%)<span class="_ _0"></span>. Samtliga är f<span class="_ _0"></span>ast anställda.</span></ix:continuation></ix:continuation></div><div class="c x8 y9b0 w5 h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2">NO<span class="_ _0"></span>T<span class="_ _0"></span> 10<span class="_ _a9"> </span><span class="fc3">ERSÄ<span class="_ _1"></span>TTNING STYRELSE OCH LED<span class="_ _0"></span>ANDE BEF<span class="_ _2"></span>A<span class="_ _2"></span>TTNINGSHA<span class="_ _2"></span>V<span class="_ _2"></span>ARE <span class="ff21">(FORTSÄ<span class="_ _1"></span>TTNING)</span></span></div></div><div class="c x8 ya95 wa h4d"><div class="t m0 xfa ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfAuditorsRemunerationExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__51" continuedAt="s10_notes__7__51-2"><ix:continuation id="s10_notes__7__5-t--480" continuedAt="s10_notes__7__5-t--480-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 11<span class="_ _74"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ws144"><span><ix:continuation id="s10_notes__7__51-2" continuedAt="s10_notes__7__51-t--2"><ix:continuation id="s10_notes__7__5-t--480-2" continuedAt="s10_notes__7__5-t--481"><span style="display:inherit;clear:left;">ARVODEN TILL<span class="_ _2"></span> <span class="_ _6"></span>REVISORER</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 x59 h3f yaa4 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--481" continuedAt="s10_notes__7__5-t--482"><ix:continuation id="s10_notes__7__51-t--2" continuedAt="s10_notes__7__51-t--3"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yaa5 ff1 fs11 fc9 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__51-t--3" continuedAt="s10_notes__7__51-t--4"><ix:continuation id="s10_notes__7__5-t--482" continuedAt="s10_notes__7__5-t--483"><span style="display:inherit;clear:left;">Grant Thorn<span class="_ _0"></span>ton</span></ix:continuation></ix:continuation></div><div class="t m0 x4a h32 yaa6 ff5 fs11 fc3 sc0 lsa8 wsf5"><ix:continuation id="s10_notes__7__51-t--4" continuedAt="s10_notes__7__51-t--5"><ix:continuation id="s10_notes__7__5-t--483" continuedAt="s10_notes__7__5-t--484"><span style="display:inherit;clear:left;">- Revisionsuppdrag</span></ix:continuation></ix:continuation></div><div class="t m0 x17 h32 yaa7 ff5 fs11 fc3 sc0 lsa0 wsee"><ix:continuation id="s10_notes__7__51-t--5" continuedAt="s10_notes__7__51-t--6"><ix:continuation id="s10_notes__7__5-t--484" continuedAt="s10_notes__7__5-t--485"><span style="display:inherit;clear:left;">6,2<span class="_ _8d"> </span><span class="lsf1 ws145">4,5</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yaa8 ff5 fs11 fc3 sc0 lse3 wsf5"><ix:continuation id="s10_notes__7__5-t--485" continuedAt="s10_notes__7__5-t--486"><ix:continuation id="s10_notes__7__51-t--6" continuedAt="s10_notes__7__51-t--7"><span style="display:inherit;clear:left;"> - Revisionsverksamhet utöver r<span class="_ _0"></span>evisionsuppdrag<span class="_ _1a7"> </span><span class="lscf ws146">0,2<span class="_ _8d"> </span>0,<span class="_ _6"></span>2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yaa9 ff5 fs11 fc3 sc0 lsa8 wsf5"><ix:continuation id="s10_notes__7__5-t--486" continuedAt="s10_notes__7__5-t--487"><ix:continuation id="s10_notes__7__51-t--7" continuedAt="s10_notes__7__51-t--8"><span style="display:inherit;clear:left;"> - Övriga tjänster<span class="_ _1bb"> </span><span class="ls2 ws2">-<span class="_ _163"> </span><span class="lscb ws11f">0,1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yaaa ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--487" continuedAt="s10_notes__7__5-t--488"><ix:continuation id="s10_notes__7__51-t--8" continuedAt="s10_notes__7__51-t--9"><span style="display:inherit;clear:left;">Summa<span class="_ _183"> </span><span class="ls5c ws9c">6,4<span class="_ _15a"> </span><span class="lsd3 ws126">4,7</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yaab ff1 fs11 fc9 sc0 lsbb ws95"><ix:continuation id="s10_notes__7__51-t--9" continuedAt="s10_notes__7__51-t--10"><ix:continuation id="s10_notes__7__5-t--488" continuedAt="s10_notes__7__5-t--489"><span style="display:inherit;clear:left;">Övriga revisionsbyråer</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yaac ff5 fs11 fc3 sc0 lse3 wsf5"><ix:continuation id="s10_notes__7__5-t--489" continuedAt="s10_notes__7__5-t--490"><ix:continuation id="s10_notes__7__51-t--10" continuedAt="s10_notes__7__51-t--11"><span style="display:inherit;clear:left;">- Revisionsuppdrag<span class="_ _1bc"> </span><span class="lscf ws146">0,3<span class="_ _8d"> </span>0,4</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yaad ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--490" continuedAt="s10_notes__7__5-t--491"><ix:continuation id="s10_notes__7__51-t--11" continuedAt="s10_notes__7__51-t--12"><span style="display:inherit;clear:left;">Summa<span class="_ _1bd"> </span><span class="ls3d ws61">0,3<span class="_ _15a"> </span>0,<span class="_ _6"></span>4</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yaae ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__51-t--12" continuedAt="s10_notes__7__51-t--12-2"><ix:continuation id="s10_notes__7__5-t--491" continuedAt="s10_notes__7__5-t--491-2"><span style="display:inherit;clear:left;">T<span class="_ _2"></span>otalt<span class="_ _13c"> </span></span></ix:continuation></ix:continuation><span class="lsd3 ws126"><span><ix:continuation id="s10_notes__7__51-t--12-2" continuedAt="s10_notes__7__51-t--12-3"><ix:continuation id="s10_notes__7__5-t--491-2" continuedAt="s10_notes__7__5-t--491-3"><span style="display:inherit;clear:left;">6,7</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--491-3" continuedAt="s10_notes__7__5-t--492"><ix:continuation id="s10_notes__7__51-t--12-3"><span style="display:inherit;clear:left;"><span class="_ _ac"> </span><span class="ls56 ws97">5,1</span></span></ix:continuation></ix:continuation></span></span></div><div class="c xa ya95 wb h4d"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfFinanceIncomeExpenseExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__52" continuedAt="s10_notes__7__52-2"><ix:continuation id="s10_notes__7__5-t--492" continuedAt="s10_notes__7__5-t--492-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 12<span class="_ _a9"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ls8e"><span><ix:continuation id="s10_notes__7__52-2" continuedAt="s10_notes__7__52-3"><ix:continuation id="s10_notes__7__5-t--492-2" continuedAt="s10_notes__7__5-t--492-3"><span style="display:inherit;clear:left;"> <span class="_ _fc"></span></span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__52-3" continuedAt="s10_notes__7__52-t--2"><ix:continuation id="s10_notes__7__5-t--492-3" continuedAt="s10_notes__7__5-t--493"><span style="display:inherit;clear:left;">FINANSIELLA INT<span class="_ _1"></span>ÄKTER OCH K<span class="_ _2"></span>OSTNADER</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 x86 h3f yaa4 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--493" continuedAt="s10_notes__7__5-t--494"><ix:continuation id="s10_notes__7__52-t--2" continuedAt="s10_notes__7__52-t--3"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yaa5 ff1 fs11 fc3 sc0 lsb wsb"><ix:continuation id="s10_notes__7__52-t--3" continuedAt="s10_notes__7__52-t--4"><ix:continuation id="s10_notes__7__5-t--494" continuedAt="s10_notes__7__5-t--495"><span style="display:inherit;clear:left;">Finansiella intäkter</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yaaf ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--495" continuedAt="s10_notes__7__5-t--496"><ix:continuation id="s10_notes__7__52-t--4" continuedAt="s10_notes__7__52-t--5"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>alutakurs<span class="_ _6"></span>vinster<span class="_ _195"> </span><span class="ls63 wsa4">12<span class="_ _94"> </span><span class="lsde ws132">10</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yab0 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--496" continuedAt="s10_notes__7__5-t--497"><ix:continuation id="s10_notes__7__52-t--5" continuedAt="s10_notes__7__52-t--6"><span style="display:inherit;clear:left;">Övriga finansie<span class="_ _6"></span>lla intäkter<span class="_ _1be"> </span><span class="ls2 ws2">2<span class="_ _15d"> </span>0</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yab1 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--497" continuedAt="s10_notes__7__5-t--498"><ix:continuation id="s10_notes__7__52-t--6" continuedAt="s10_notes__7__52-t--7"><span style="display:inherit;clear:left;">Ränteint<span class="_ _0"></span>äkter<span class="_ _13a"> </span><span class="ls2 ws2">2<span class="_ _ea"> </span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yab2 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--498" continuedAt="s10_notes__7__5-t--499"><ix:continuation id="s10_notes__7__52-t--7" continuedAt="s10_notes__7__52-t--8"><span style="display:inherit;clear:left;">Summa<span class="_ _1bf"> </span><span class="lsd wsd">17<span class="_ _6e"> </span><span class="lsd3 ws126">11</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yab3 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__52-t--8" continuedAt="s10_notes__7__52-t--9"><ix:continuation id="s10_notes__7__5-t--499" continuedAt="s10_notes__7__5-t--500"><span style="display:inherit;clear:left;">Finansiella k<span class="_ _0"></span>ostnader</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yab4 ff5 fs11 fc3 sc0 lsa8 wsf5"><ix:continuation id="s10_notes__7__5-t--500" continuedAt="s10_notes__7__5-t--501"><ix:continuation id="s10_notes__7__52-t--9" continuedAt="s10_notes__7__52-t--10"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>alutakursförluster<span class="_ _1bc"> </span><span class="ls5c ws9c">-8<span class="_ _c9"> </span><span class="lscc ws120">-19</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yab5 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--501" continuedAt="s10_notes__7__5-t--502"><ix:continuation id="s10_notes__7__52-t--10" continuedAt="s10_notes__7__52-t--11"><span style="display:inherit;clear:left;">Övriga finansiell<span class="_ _0"></span>a ko<span class="_ _0"></span>stnader<span class="_ _1c0"> </span><span class="ls2 ws2">0<span class="_ _94"> </span><span class="lscd ws121">-2</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yab6 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--502" continuedAt="s10_notes__7__5-t--503"><ix:continuation id="s10_notes__7__52-t--11" continuedAt="s10_notes__7__52-t--12"><span style="display:inherit;clear:left;">Ränt<span class="_ _0"></span>ekostnad på<span class="_ _2"></span> pe<span class="_ _6"></span>nsionsskuld<span class="_ _17b"> </span><span class="lse6 ws139">-9<span class="_ _184"> </span><span class="ls5c ws9c">-8</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yab7 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--503" continuedAt="s10_notes__7__5-t--504"><ix:continuation id="s10_notes__7__52-t--12" continuedAt="s10_notes__7__52-t--13"><span style="display:inherit;clear:left;">Ränt<span class="_ _0"></span>ekostnader<span class="_ _a3"> </span><span class="ls63 wsa4">-3<span class="_ _184"> </span>-3</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yab8 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--504" continuedAt="s10_notes__7__5-t--505"><ix:continuation id="s10_notes__7__52-t--13" continuedAt="s10_notes__7__52-t--14"><span style="display:inherit;clear:left;">Summa <span class="_ _b4"> </span><span class="ls3d ws61">-2<span class="_ _6"></span>1<span class="_ _c9"> </span><span class="ls90 ws5f">-31</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yab9 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--505" continuedAt="s10_notes__7__5-t--506"><ix:continuation id="s10_notes__7__52-t--14" continuedAt="s10_notes__7__52-t--15"><span style="display:inherit;clear:left;">Finansnetto<span class="_ _1c1"> </span><span class="lsd2 ws125">-4<span class="_ _2d"> </span><span class="ls3d ws61">-20</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yaba ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__52-t--15" continuedAt="s10_notes__7__52-t--16"><ix:continuation id="s10_notes__7__5-t--506" continuedAt="s10_notes__7__5-t--507"><span style="display:inherit;clear:left;">• <span class="_ _108"> </span><span class="ws97">Samtliga räntein<span class="_ _0"></span>täkter<span class="_ _0"></span> hänför<span class="_ _0"></span> sig till finansiella tillgångar  <span class="_ _fc"></span>värder<span class="_ _0"></span>ade till </span></span></ix:continuation></ix:continuation></div><div class="t m0 x87 h42 yabb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__52-t--16" continuedAt="s10_notes__7__52-t--17"><ix:continuation id="s10_notes__7__5-t--507" continuedAt="s10_notes__7__5-t--508"><span style="display:inherit;clear:left;">upplupet ansk<span class="_ _2"></span>affningsvärde.</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yabc ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__52-t--17" continuedAt="s10_notes__7__52-t--18"><ix:continuation id="s10_notes__7__5-t--508" continuedAt="s10_notes__7__5-t--509"><span style="display:inherit;clear:left;">• <span class="_ _108"> </span>Samtliga ränt<span class="_ _0"></span>ekostnader<span class="_ _0"></span> hänför<span class="_ _2"></span> sig till finansiella skulder  <span class="_ _fc"></span>värder<span class="_ _2"></span>ade till </span></ix:continuation></ix:continuation></div><div class="t m0 x87 h42 yabd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__52-t--18" continuedAt="s10_notes__7__52-t--19"><ix:continuation id="s10_notes__7__5-t--509" continuedAt="s10_notes__7__5-t--510"><span style="display:inherit;clear:left;">upplupet ansk<span class="_ _2"></span>affningsvärde.</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yabe ff2 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__52-t--19"><ix:continuation id="s10_notes__7__5-t--510" continuedAt="s10_notes__7__5-t--511"><span style="display:inherit;clear:left;">• <span class="_ _108"> </span><span class="ws2">Räntekostnader<span class="_ _2"></span> avseende den finansiella leasingskulden ingår med 3 MSEK (<span class="_ _0"></span>3).</span></span></ix:continuation></ix:continuation></div></div><div class="pi"></div></div><div id="pf30" class="pf w0 h0"><div class="pc pc30 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">48</div><div class="t m0 x1 h2e yabf ff1 fs11 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIncomeTaxExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__54" continuedAt="s10_notes__7__54-t--2"><ix:continuation id="s10_notes__7__53-t--2" continuedAt="s10_notes__7__53-t--3"><ix:continuation id="s10_notes__7__5-t--512" continuedAt="s10_notes__7__5-t--513"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x1 h42 yac0 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__54-t--2" continuedAt="s10_notes__7__54-t--3"><ix:continuation id="s10_notes__7__53-t--3" continuedAt="s10_notes__7__53-t--4"><ix:continuation id="s10_notes__7__5-t--513" continuedAt="s10_notes__7__5-t--514"><span style="display:inherit;clear:left;">Redovisade ink<span class="_ _2"></span>omstskatter<span class="_ _0"></span> innefattar<span class="_ _2"></span> skatt som sk<span class="_ _0"></span>a betalas eller<span class="_ _0"></span> erhållas avseende </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yac1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__54-t--3" continuedAt="s10_notes__7__54-t--4"><ix:continuation id="s10_notes__7__53-t--4" continuedAt="s10_notes__7__53-t--5"><ix:continuation id="s10_notes__7__5-t--514" continuedAt="s10_notes__7__5-t--515"><span style="display:inherit;clear:left;">aktuellt år<span class="_ _2"></span>, justeringar avseende <span class="_ _0"></span>tidigare års aktuella sk<span class="_ _2"></span>att samt f<span class="_ _0"></span>örändringar<span class="_ _0"></span> i </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yac2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__54-t--4" continuedAt="s10_notes__7__54-t--5"><ix:continuation id="s10_notes__7__53-t--5" continuedAt="s10_notes__7__53-t--6"><ix:continuation id="s10_notes__7__5-t--515" continuedAt="s10_notes__7__5-t--516"><span style="display:inherit;clear:left;">uppskjuten sk<span class="_ _0"></span>att.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x48 h42 yac3 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__54-t--5" continuedAt="s10_notes__7__54-t--6"><ix:continuation id="s10_notes__7__53-t--6" continuedAt="s10_notes__7__53-t--7"><ix:continuation id="s10_notes__7__5-t--516" continuedAt="s10_notes__7__5-t--517"><span style="display:inherit;clear:left;">Skatt<span class="_ _2"></span> redovisas i resultatr<span class="_ _2"></span>äkningen, utom när skatt<span class="_ _0"></span>en avser post<span class="_ _0"></span>er som r<span class="_ _2"></span>edovisas<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yac4 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__54-t--6" continuedAt="s10_notes__7__54-t--7"><ix:continuation id="s10_notes__7__53-t--7" continuedAt="s10_notes__7__53-t--8"><ix:continuation id="s10_notes__7__5-t--517" continuedAt="s10_notes__7__5-t--518"><span style="display:inherit;clear:left;">i övrigt <span class="_ _0"></span>totalr<span class="_ _2"></span>esultat eller dir<span class="_ _2"></span>ekt i eget k<span class="_ _0"></span>apital. I sådana fall r<span class="_ _2"></span>edovisas även skatten </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yac5 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__54-t--7"><ix:continuation id="s10_notes__7__53-t--8" continuedAt="s10_notes__7__53-t--9"><ix:continuation id="s10_notes__7__5-t--518" continuedAt="s10_notes__7__5-t--519"><span style="display:inherit;clear:left;">i övrigt <span class="_ _0"></span>total r<span class="_ _2"></span>esultat respektive ege<span class="_ _0"></span>t k<span class="_ _0"></span>apital.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e yac6 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__53-t--9" continuedAt="s10_notes__7__53-t--10"><ix:continuation id="s10_notes__7__5-t--519" continuedAt="s10_notes__7__5-t--520"><span style="display:inherit;clear:left;">Inkomstsk<span class="_ _0"></span>att:</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yac7 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--520" continuedAt="s10_notes__7__5-t--521"><ix:continuation id="s10_notes__7__53-t--10" continuedAt="s10_notes__7__53-t--11"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yac8 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--521" continuedAt="s10_notes__7__5-t--522"><ix:continuation id="s10_notes__7__53-t--11" continuedAt="s10_notes__7__53-t--12"><span style="display:inherit;clear:left;">Ak<span class="_ _6"></span>t<span class="_ _6"></span>ue<span class="_ _6"></span>ll s<span class="_ _6"></span>kat<span class="_ _6"></span>t<span class="_ _6"></span>ekos<span class="_ _6"></span>t<span class="_ _6"></span>na<span class="_ _6"></span>d på år<span class="_ _6"></span>ets r<span class="_ _6"></span>esu<span class="_ _6"></span>lta<span class="_ _6"></span>t<span class="_ _129"> </span><span class="lscd ws121">-2<span class="_ _93"> </span>-2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yac9 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--522" continuedAt="s10_notes__7__5-t--523"><ix:continuation id="s10_notes__7__53-t--12" continuedAt="s10_notes__7__53-t--13"><span style="display:inherit;clear:left;">Su<span class="_ _6"></span>mm<span class="_ _6"></span>a ak<span class="_ _6"></span>t<span class="_ _6"></span>ue<span class="_ _6"></span>ll s<span class="_ _6"></span>kat<span class="_ _6"></span>t<span class="_ _1c2"> </span><span class="ls3d ws61">-2<span class="_ _94"> </span>-2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yaca ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__53-t--13" continuedAt="s10_notes__7__53-t--14"><ix:continuation id="s10_notes__7__5-t--523" continuedAt="s10_notes__7__5-t--524"><span style="display:inherit;clear:left;">Uppskjuten skattekostnad</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yacb ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__53-t--14" continuedAt="s10_notes__7__53-t--15"><ix:continuation id="s10_notes__7__5-t--524" continuedAt="s10_notes__7__5-t--525"><span style="display:inherit;clear:left;">Förändring uppskjutna skat<span class="_ _6"></span>tefordringar och<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yacc ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--525" continuedAt="s10_notes__7__5-t--526"><ix:continuation id="s10_notes__7__53-t--15" continuedAt="s10_notes__7__53-t--16"><span style="display:inherit;clear:left;">skatteskuld<span class="_ _6"></span>er <span class="_ _1b9"> </span><span class="ls2 ws2">8<span class="_ _73"> </span>6</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yacd ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--526" continuedAt="s10_notes__7__5-t--527"><ix:continuation id="s10_notes__7__53-t--16" continuedAt="s10_notes__7__53-t--17"><span style="display:inherit;clear:left;">Summa uppskjuten<span class="_ _0"></span> skatt<span class="_ _1c3"> </span><span class="ls2 ws2">8<span class="_ _73"> </span>6</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yace ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--527" continuedAt="s10_notes__7__5-t--528"><ix:continuation id="s10_notes__7__53-t--17" continuedAt="s10_notes__7__53-t--18"><span style="display:inherit;clear:left;">Inkomstsk<span class="_ _0"></span>att<span class="_ _1c1"> </span><span class="ls2 ws2">6<span class="_ _73"> </span>4</span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e yacf ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__53-t--18" continuedAt="s10_notes__7__53-t--19"><ix:continuation id="s10_notes__7__5-t--528" continuedAt="s10_notes__7__5-t--529"><span style="display:inherit;clear:left;">Avstämning mellan teoretisk skattekostnad och redovisad sk<span class="_ _0"></span>att<span class="ls2 ws2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e yad0 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__53-t--19" continuedAt="s10_notes__7__53-t--20"><ix:continuation id="s10_notes__7__5-t--529" continuedAt="s10_notes__7__5-t--530"><span style="display:inherit;clear:left;">enligt gällande svensk skattesats:</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yad1 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--530" continuedAt="s10_notes__7__5-t--531"><ix:continuation id="s10_notes__7__53-t--20" continuedAt="s10_notes__7__53-t--21"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yad2 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__5-t--531" continuedAt="s10_notes__7__5-t--532"><ix:continuation id="s10_notes__7__53-t--21" continuedAt="s10_notes__7__53-t--22"><span style="display:inherit;clear:left;">Redovisat resultat före<span class="_ _0"></span> skatt<span class="_ _1c4"> </span><span class="lsa0 wsee">-10<span class="_ _ac"> </span><span class="lsce ws122">44</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yad3 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--22" continuedAt="s10_notes__7__53-t--23"><ix:continuation id="s10_notes__7__5-t--532" continuedAt="s10_notes__7__5-t--533"><span style="display:inherit;clear:left;">Ska<span class="_ _6"></span>t<span class="_ _6"></span>t en<span class="_ _6"></span>lig<span class="_ _6"></span>t s<span class="_ _6"></span>ven<span class="_ _6"></span>sk ska<span class="_ _6"></span>t<span class="_ _6"></span>te<span class="_ _6"></span>sa<span class="_ _6"></span>ts 2<span class="_ _6"></span>0,<span class="_ _6"></span>6% <span class="_ _17f"> </span>2<span class="_ _184"> </span><span class="lse6 ws139">-9</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yad4 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__53-t--23" continuedAt="s10_notes__7__53-t--24"><ix:continuation id="s10_notes__7__5-t--533" continuedAt="s10_notes__7__5-t--534"><span style="display:inherit;clear:left;">Skatteeffe<span class="_ _6"></span>kt av</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yad5 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--534" continuedAt="s10_notes__7__5-t--535"><ix:continuation id="s10_notes__7__53-t--24" continuedAt="s10_notes__7__53-t--25"><span style="display:inherit;clear:left;">Ej av<span class="_ _0"></span>dragsgi<span class="_ _0"></span>lla k<span class="_ _0"></span>ostnader<span class="_ _1c3"> </span><span class="lscc ws120">-1<span class="_ _6e"> </span>-1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yad6 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--535" continuedAt="s10_notes__7__5-t--536"><ix:continuation id="s10_notes__7__53-t--25" continuedAt="s10_notes__7__53-t--26"><span style="display:inherit;clear:left;">Ej sk<span class="_ _0"></span>at<span class="_ _6"></span>teplik<span class="_ _6"></span>tiga intäkter<span class="_ _1c5"> </span><span class="ls2 ws2">1<span class="_ _73"> </span>9</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yad7 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--536" continuedAt="s10_notes__7__5-t--537"><ix:continuation id="s10_notes__7__53-t--26" continuedAt="s10_notes__7__53-t--27"><span style="display:inherit;clear:left;">Skillnad i<span class="_ _0"></span> utländsk<span class="_ _0"></span>a sk<span class="_ _0"></span>at<span class="_ _6"></span>tesatser<span class="_ _11d"> </span><span class="ls2 ws2">0<span class="_ _e6"> </span><span class="lsd0 ws123">-1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yad8 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--27" continuedAt="s10_notes__7__53-t--28"><ix:continuation id="s10_notes__7__5-t--537" continuedAt="s10_notes__7__5-t--538"><span style="display:inherit;clear:left;">För<span class="_ _6"></span>lus<span class="_ _6"></span>te<span class="_ _6"></span>r för v<span class="_ _6"></span>ilka u<span class="_ _6"></span>pp<span class="_ _6"></span>skj<span class="_ _6"></span>ut<span class="_ _6"></span>en ska<span class="_ _6"></span>t<span class="_ _6"></span>t ej b<span class="_ _6"></span>o<span class="_ _6"></span>k<span class="_ _6"></span>för<span class="_ _6"></span>t<span class="_ _6"></span>s<span class="_ _dc"> </span><span class="lscc ws120">-1<span class="_ _15b"> </span></span>5</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yad9 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--28" continuedAt="s10_notes__7__53-t--29"><ix:continuation id="s10_notes__7__5-t--538" continuedAt="s10_notes__7__5-t--539"><span style="display:inherit;clear:left;">Ti<span class="_ _6"></span>dig<span class="_ _6"></span>are å<span class="_ _6"></span>rs e<span class="_ _6"></span>j ak<span class="_ _6"></span>t<span class="_ _6"></span>ive<span class="_ _6"></span>rad<span class="_ _6"></span>e för<span class="_ _6"></span>lu<span class="_ _6"></span>st<span class="_ _6"></span>avd<span class="_ _6"></span>rag s<span class="_ _6"></span>om </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yada ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--29" continuedAt="s10_notes__7__53-t--30"><ix:continuation id="s10_notes__7__5-t--539" continuedAt="s10_notes__7__5-t--540"><span style="display:inherit;clear:left;">nu b<span class="_ _6"></span>ed<span class="_ _6"></span>öm<span class="_ _6"></span>s kun<span class="_ _6"></span>na u<span class="_ _6"></span>tny<span class="_ _f"></span>t<span class="_ _6"></span>t<span class="_ _6"></span>jas<span class="_ _1c6"> </span>8<span class="_ _ea"> </span>1</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yadb ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--540" continuedAt="s10_notes__7__5-t--541"><ix:continuation id="s10_notes__7__53-t--30" continuedAt="s10_notes__7__53-t--31"><span style="display:inherit;clear:left;">Återförda<span class="_ _2"></span> tidigare års a<span class="_ _0"></span>kt<span class="_ _6"></span>iverade<span class="_ _2"></span> förlustavdrag<span class="_ _13"> </span><span class="lse4 ws138">-2<span class="_ _4c"> </span><span class="ls2 ws2">-</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yadc ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--541" continuedAt="s10_notes__7__5-t--542"><ix:continuation id="s10_notes__7__53-t--31" continuedAt="s10_notes__7__53-t--32"><span style="display:inherit;clear:left;">Result<span class="_ _0"></span>atandel fr<span class="_ _2"></span>ån intressebolag<span class="_ _117"> </span><span class="lse4 ws138">-2<span class="_ _15b"> </span><span class="ls2 ws2">0</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yadd ff5 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__5-t--542" continuedAt="s10_notes__7__5-t--543"><ix:continuation id="s10_notes__7__53-t--32" continuedAt="s10_notes__7__53-t--33"><span style="display:inherit;clear:left;">Övrigt<span class="_ _b6"> </span><span class="ls2 ws2">0<span class="_ _15d"> </span>0</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yade ff1 fs11 fc3 sc0 lsb wsb"><ix:continuation id="s10_notes__7__5-t--543" continuedAt="s10_notes__7__5-t--544"><ix:continuation id="s10_notes__7__53-t--33" continuedAt="s10_notes__7__53-t--34"><span style="display:inherit;clear:left;">Redovisad<span class="_ _0"></span> skatt<span class="_ _1bb"> </span><span class="ls2 ws2">6<span class="_ _73"> </span>4</span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yadf ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--34" continuedAt="s10_notes__7__53-t--35"><ix:continuation id="s10_notes__7__5-t--544" continuedAt="s10_notes__7__5-t--545"><span style="display:inherit;clear:left;">Den redovisade sk<span class="_ _2"></span>atten för år<span class="_ _2"></span>et uppgick till 6 MSEK<span class="_ _0"></span> (<span class="_ _2"></span>4). Koncernen har<span class="_ _0"></span> stora </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yae0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--35" continuedAt="s10_notes__7__53-t--36"><ix:continuation id="s10_notes__7__5-t--545" continuedAt="s10_notes__7__5-t--546"><span style="display:inherit;clear:left;">skatt<span class="_ _0"></span>e <span class="_ _fc"></span>mässiga underskott<span class="_ _0"></span> i Sverige och Danmark<span class="_ _0"></span> och förvänt<span class="_ _0"></span>as därmed att ha </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yae1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--36" continuedAt="s10_notes__7__53-t--37"><ix:continuation id="s10_notes__7__5-t--546" continuedAt="s10_notes__7__5-t--547"><span style="display:inherit;clear:left;">fortsatt<span class="_ _0"></span> låga skatt<span class="_ _0"></span>ebetalningar<span class="_ _0"></span> under k<span class="_ _2"></span>ommande år.</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e yae2 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__53-t--37" continuedAt="s10_notes__7__53-t--38"><ix:continuation id="s10_notes__7__5-t--547" continuedAt="s10_notes__7__5-t--548"><span style="display:inherit;clear:left;">Skatt hänförlig till k<span class="_ _2"></span>om<span class="_ _6"></span>ponenter i övrigt<span class="_ _0"></span> totalresultat uppgår till följande </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e yae3 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__53-t--38" continuedAt="s10_notes__7__53-t--39"><ix:continuation id="s10_notes__7__5-t--548" continuedAt="s10_notes__7__5-t--549"><span style="display:inherit;clear:left;">belopp:</span></ix:continuation></ix:continuation></div><div class="t m0 xfb h3f yae4 ff1 fs2b fc3 sc0 lsc4 ws11a"><ix:continuation id="s10_notes__7__53-t--39" continuedAt="s10_notes__7__53-t--40"><ix:continuation id="s10_notes__7__5-t--549" continuedAt="s10_notes__7__5-t--550"><span style="display:inherit;clear:left;">2023<span class="_ _bd"> </span>2022</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yae5 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__53-t--41" continuedAt="s10_notes__7__53-t--41-2"><ix:continuation id="s10_notes__7__5-t--551" continuedAt="s10_notes__7__5-t--551-2"><span style="display:inherit;clear:left;">MSEK</span></ix:continuation></ix:continuation></div><div class="t m0 x95 h3f yae6 ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--40" continuedAt="s10_notes__7__53-t--40-2"><ix:continuation id="s10_notes__7__5-t--550" continuedAt="s10_notes__7__5-t--550-2"><span style="display:inherit;clear:left;">För<span class="_ _6"></span>e </span></ix:continuation></ix:continuation></div><div class="t m0 x56 h3f yae5 ff1 fs2b fc3 sc0 ls7c ws57"><ix:continuation id="s10_notes__7__53-t--41-2" continuedAt="s10_notes__7__53-t--41-3"><ix:continuation id="s10_notes__7__5-t--551-2" continuedAt="s10_notes__7__5-t--551-3"><span style="display:inherit;clear:left;">skat<span class="_ _6"></span>t<span class="_ _78"> </span>S<span class="_ _6"></span>kat<span class="_ _6"></span>t</span></ix:continuation></ix:continuation></div><div class="t m0 x69 h3f yae6 ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--40-2" continuedAt="s10_notes__7__53-t--40-3"><ix:continuation id="s10_notes__7__5-t--550-2" continuedAt="s10_notes__7__5-t--550-3"><span style="display:inherit;clear:left;">Ef<span class="_ _6"></span>te<span class="_ _6"></span>r </span></ix:continuation></ix:continuation></div><div class="t m0 xfc h3f yae5 ff1 fs2b fc3 sc0 ls7c ws57"><ix:continuation id="s10_notes__7__53-t--41-3" continuedAt="s10_notes__7__53-t--41-4"><ix:continuation id="s10_notes__7__5-t--551-3" continuedAt="s10_notes__7__5-t--551-4"><span style="display:inherit;clear:left;">skat<span class="_ _6"></span>t</span></ix:continuation></ix:continuation></div><div class="t m0 x1a h3f yae6 ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--40-3" continuedAt="s10_notes__7__53-t--40-4"><ix:continuation id="s10_notes__7__5-t--550-3" continuedAt="s10_notes__7__5-t--550-4"><span style="display:inherit;clear:left;">För<span class="_ _6"></span>e </span></ix:continuation></ix:continuation></div><div class="t m0 xb6 h3f yae5 ff1 fs2b fc3 sc0 ls7c ws57"><ix:continuation id="s10_notes__7__53-t--41-4" continuedAt="s10_notes__7__53-t--41-5"><ix:continuation id="s10_notes__7__5-t--551-4" continuedAt="s10_notes__7__5-t--551-5"><span style="display:inherit;clear:left;">skat<span class="_ _6"></span>t<span class="_ _78"> </span>S<span class="_ _6"></span>kat<span class="_ _6"></span>t</span></ix:continuation></ix:continuation></div><div class="t m0 xfd h3f yae6 ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__53-t--40-4" continuedAt="s10_notes__7__53-t--41"><ix:continuation id="s10_notes__7__5-t--550-4" continuedAt="s10_notes__7__5-t--551"><span style="display:inherit;clear:left;">Ef<span class="_ _6"></span>te<span class="_ _6"></span>r </span></ix:continuation></ix:continuation></div><div class="t m0 xce h3f yae5 ff1 fs2b fc3 sc0 ls7c ws57"><ix:continuation id="s10_notes__7__53-t--41-5" continuedAt="s10_notes__7__53-t--42"><ix:continuation id="s10_notes__7__5-t--551-5" continuedAt="s10_notes__7__5-t--552"><span style="display:inherit;clear:left;">skat<span class="_ _6"></span>t</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yae7 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__53-t--42" continuedAt="s10_notes__7__53-t--42-2"><ix:continuation id="s10_notes__7__5-t--552" continuedAt="s10_notes__7__5-t--552-2"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>alutakursdif<span class="_ _6"></span>ferens<span class="_ _92"> </span></span></ix:continuation></ix:continuation><span class="lsdf ws133"><span><ix:continuation id="s10_notes__7__5-t--552-2" continuedAt="s10_notes__7__5-t--553"><ix:continuation id="s10_notes__7__53-t--42-2" continuedAt="s10_notes__7__53-t--43"><span style="display:inherit;clear:left;">-6<span class="_ _ab"> </span><span class="ls2 ws2">-<span class="_ _7e"> </span></span>-6<span class="_ _ad"> </span><span class="ls88 wsc1">23<span class="_ _b0"> </span><span class="ls2 ws2">-<span class="_ _ad"> </span></span>23</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 yae8 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__53-t--43" continuedAt="s10_notes__7__53-t--44"><ix:continuation id="s10_notes__7__5-t--553" continuedAt="s10_notes__7__5-t--554"><span style="display:inherit;clear:left;">Omvärdering </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yae9 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__53-t--44" continuedAt="s10_notes__7__53-t--44-2"><ix:continuation id="s10_notes__7__5-t--554" continuedAt="s10_notes__7__5-t--554-2"><span style="display:inherit;clear:left;">pensionsförpliktelser<span class="_ _1a5"> </span></span></ix:continuation></ix:continuation><span class="lsb wsb"><span><ix:continuation id="s10_notes__7__5-t--554-2" continuedAt="s10_notes__7__5-t--555"><ix:continuation id="s10_notes__7__53-t--44-2" continuedAt="s10_notes__7__53-t--45"><span style="display:inherit;clear:left;">21<span class="_ _ab"> </span><span class="ls2 ws2">-<span class="_ _ae"> </span></span>21<span class="_ _1c7"> </span><span class="ls86 wsbf">138<span class="_ _b0"> </span><span class="ls2 ws2">-<span class="_ _1c7"> </span></span>138</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h2e yaea ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__53-t--45" continuedAt="s10_notes__7__53-t--45-2"><ix:continuation id="s10_notes__7__5-t--555" continuedAt="s10_notes__7__5-t--555-2"><span style="display:inherit;clear:left;">Summa<span class="_ _37"> </span></span></ix:continuation></ix:continuation><span class="lsd6 ws128"><span><ix:continuation id="s10_notes__7__5-t--555-2" continuedAt="s10_notes__7__5-t--555-3"><ix:continuation id="s10_notes__7__53-t--45-2" continuedAt="s10_notes__7__53-t--45-3"><span style="display:inherit;clear:left;">15<span class="_ _ab"> </span><span class="ls2 ws2">-<span class="_ _75"> </span></span>15<span class="_ _1c8"> </span></span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--555-3" continuedAt="s10_notes__7__5-t--556"><span style="display:inherit;clear:left;"><span class="lscb ws11f"><span><ix:continuation id="s10_notes__7__53-t--45-3" continuedAt="s10_notes__7__53-t--45-4"><span style="display:inherit;clear:left;">161</span></ix:continuation></span><span><ix:continuation id="s10_notes__7__53-t--45-4" continuedAt="s10_notes__7__53-t--45-5"><span style="display:inherit;clear:left;"><span class="_ _b0"> </span><span class="ls2 ws2">-<span class="_ _74"> </span></span></span></ix:continuation></span><span><ix:continuation id="s10_notes__7__53-t--45-5"><span style="display:inherit;clear:left;">1<span class="_ _6"></span>61</span></ix:continuation></span></span></span></ix:continuation></span></span></div><div class="c x1 y957 wa h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfIncomeTaxExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__53" continuedAt="s10_notes__7__53-2"><ix:continuation id="s10_notes__7__5-t--511" continuedAt="s10_notes__7__5-t--511-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 13<span class="_ _a9"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3 ws129"><span><ix:continuation id="s10_notes__7__53-2" continuedAt="s10_notes__7__53-3"><ix:continuation id="s10_notes__7__5-t--511-2" continuedAt="s10_notes__7__5-t--511-3"><span style="display:inherit;clear:left;">  </span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__53-3" continuedAt="s10_notes__7__53-t--2"><ix:continuation id="s10_notes__7__5-t--511-3" continuedAt="s10_notes__7__5-t--512"><span style="display:inherit;clear:left;">INK<span class="_ _0"></span>OMSTSKA<span class="_ _1"></span>TT</span></ix:continuation></ix:continuation></span></span></div></div><div class="c x24 y957 wa h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfDeferredTaxesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__55" continuedAt="s10_notes__7__55-2"><ix:continuation id="s10_notes__7__5-t--556" continuedAt="s10_notes__7__5-t--556-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 14<span class="_ _1c7"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__55-2" continuedAt="s10_notes__7__55-t--2"><ix:continuation id="s10_notes__7__5-t--556-2" continuedAt="s10_notes__7__5-t--557"><span style="display:inherit;clear:left;">UPPSKJUTEN SKA<span class="_ _2"></span>TT</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 x24 h2e yaeb ff1 fs11 fc3 sc0 ls54 ws95"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForDeferredIncomeTaxExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__56" continuedAt="s10_notes__7__56-t--2"><ix:continuation id="s10_notes__7__55-t--2" continuedAt="s10_notes__7__55-t--3"><ix:continuation id="s10_notes__7__5-t--557" continuedAt="s10_notes__7__5-t--558"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x24 h42 yaec ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--2" continuedAt="s10_notes__7__56-t--3"><ix:continuation id="s10_notes__7__55-t--3" continuedAt="s10_notes__7__55-t--4"><ix:continuation id="s10_notes__7__5-t--558" continuedAt="s10_notes__7__5-t--559"><span style="display:inherit;clear:left;">V<span class="_ _2"></span>ärdering av samtliga skatt<span class="_ _0"></span>eskulder/-<span class="_ _0"></span>fordringar<span class="_ _2"></span> sker till nominella belopp och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaed ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--3" continuedAt="s10_notes__7__56-t--4"><ix:continuation id="s10_notes__7__55-t--4" continuedAt="s10_notes__7__55-t--5"><ix:continuation id="s10_notes__7__5-t--559" continuedAt="s10_notes__7__5-t--560"><span style="display:inherit;clear:left;">görs enligt de sk<span class="_ _2"></span>atteregler och sk<span class="_ _2"></span>attesatser som är<span class="_ _0"></span> beslutade eller aviser<span class="_ _2"></span>ade och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaee ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--4" continuedAt="s10_notes__7__56-t--5"><ix:continuation id="s10_notes__7__55-t--5" continuedAt="s10_notes__7__55-t--6"><ix:continuation id="s10_notes__7__5-t--560" continuedAt="s10_notes__7__5-t--561"><span style="display:inherit;clear:left;">med stor<span class="_ _0"></span> sannolikhet k<span class="_ _2"></span>ommer att fastst<span class="_ _0"></span>ällas.  Uppskjuten sk<span class="_ _0"></span>attef<span class="_ _0"></span>ordr<span class="_ _0"></span>an avseende </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaef ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--5" continuedAt="s10_notes__7__56-t--6"><ix:continuation id="s10_notes__7__55-t--6" continuedAt="s10_notes__7__55-t--7"><ix:continuation id="s10_notes__7__5-t--561" continuedAt="s10_notes__7__5-t--562"><span style="display:inherit;clear:left;">undersko<span class="_ _0"></span>ttsavdrag eller<span class="_ _2"></span> andra framtida sk<span class="_ _2"></span>attemässiga avdrag redo<span class="_ _0"></span>visas i den </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--6" continuedAt="s10_notes__7__56-t--7"><ix:continuation id="s10_notes__7__55-t--7" continuedAt="s10_notes__7__55-t--8"><ix:continuation id="s10_notes__7__5-t--562" continuedAt="s10_notes__7__5-t--563"><span style="display:inherit;clear:left;">utsträckning det<span class="_ _2"></span> är sannolikt att<span class="_ _0"></span> avdrage<span class="_ _0"></span>t k<span class="_ _0"></span>an avräknas mot<span class="_ _2"></span> överskott<span class="_ _2"></span> vid framti-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--7" continuedAt="s10_notes__7__56-t--8"><ix:continuation id="s10_notes__7__55-t--8" continuedAt="s10_notes__7__55-t--9"><ix:continuation id="s10_notes__7__5-t--563" continuedAt="s10_notes__7__5-t--564"><span style="display:inherit;clear:left;">da beskattning. Uppskjutna sk<span class="_ _2"></span>attefordringar<span class="_ _2"></span> respektive uppskjutna skatt<span class="_ _0"></span>eskulder </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--8" continuedAt="s10_notes__7__56-t--9"><ix:continuation id="s10_notes__7__55-t--9" continuedAt="s10_notes__7__55-t--10"><ix:continuation id="s10_notes__7__5-t--564" continuedAt="s10_notes__7__5-t--565"><span style="display:inherit;clear:left;">avser <span class="_ _0"></span>temporär<span class="_ _2"></span>a skillnader och skattemässiga under<span class="_ _0"></span>skott<span class="_ _0"></span>savdrag. <span class="_ _2"></span>T<span class="_ _2"></span>emporära </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf3 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--9" continuedAt="s10_notes__7__56-t--10"><ix:continuation id="s10_notes__7__55-t--10" continuedAt="s10_notes__7__55-t--11"><ix:continuation id="s10_notes__7__5-t--565" continuedAt="s10_notes__7__5-t--566"><span style="display:inherit;clear:left;">skillnader f<span class="_ _0"></span>öreligger<span class="_ _0"></span> i de fall där<span class="_ _0"></span> tillgångarnas eller<span class="_ _0"></span> skulders redovisade r<span class="_ _2"></span>espektive </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf4 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__56-t--10"><ix:continuation id="s10_notes__7__55-t--11" continuedAt="s10_notes__7__55-t--12"><ix:continuation id="s10_notes__7__5-t--566" continuedAt="s10_notes__7__5-t--567"><span style="display:inherit;clear:left;">skatt<span class="_ _0"></span>emässiga värden är<span class="_ _2"></span> olika.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e yaf5 ff1 fs11 fc3 sc0 lsca ws11e"><ix:continuation id="s10_notes__7__57-1" continuedAt="s10_notes__7__57-1-t--2"><ix:continuation id="s10_notes__7__55-t--12" continuedAt="s10_notes__7__55-t--13"><ix:continuation id="s10_notes__7__5-t--567" continuedAt="s10_notes__7__5-t--568"><span style="display:inherit;clear:left;">VIKTIGA UPPSK<span class="_ _6"></span>A<span class="_ _2"></span>T<span class="_ _6"></span>TNINGAR OCH BEDÖMNINGAR</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__57-1-t--2" continuedAt="s10_notes__7__57-1-t--3"><ix:continuation id="s10_notes__7__55-t--13" continuedAt="s10_notes__7__55-t--14"><ix:continuation id="s10_notes__7__5-t--568" continuedAt="s10_notes__7__5-t--569"><span style="display:inherit;clear:left;">Uppskjuten sk<span class="_ _0"></span>attefor<span class="_ _2"></span>dran avseende skatt<span class="_ _0"></span>emässiga undersko<span class="_ _0"></span>ttsavdrag eller<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf7 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__57-1-t--3" continuedAt="s10_notes__7__57-1-t--4"><ix:continuation id="s10_notes__7__55-t--14" continuedAt="s10_notes__7__55-t--15"><ix:continuation id="s10_notes__7__5-t--569" continuedAt="s10_notes__7__5-t--570"><span style="display:inherit;clear:left;">andra sk<span class="_ _2"></span>attemässiga avdrag redo<span class="_ _0"></span>visas endast i den utstr<span class="_ _0"></span>äckning det är<span class="_ _2"></span> sannolikt </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf8 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__57-1-t--4" continuedAt="s10_notes__7__57-1-t--5"><ix:continuation id="s10_notes__7__55-t--15" continuedAt="s10_notes__7__55-t--16"><ix:continuation id="s10_notes__7__5-t--570" continuedAt="s10_notes__7__5-t--571"><span style="display:inherit;clear:left;">att avdr<span class="_ _2"></span>ag kan avräknas mot<span class="_ _2"></span> överskott<span class="_ _0"></span> vid fram<span class="_ _0"></span>tida beskattning. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yaf9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__57-1-t--5" continuedAt="s10_notes__7__57-1-t--6"><ix:continuation id="s10_notes__7__55-t--16" continuedAt="s10_notes__7__55-t--17"><ix:continuation id="s10_notes__7__5-t--571" continuedAt="s10_notes__7__5-t--572"><span style="display:inherit;clear:left;">Uppskjutna skatt<span class="_ _0"></span>efor<span class="_ _0"></span>dringar och uppskjutna sk<span class="_ _2"></span>atteskulder avser<span class="_ _0"></span> på respektive </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yafa ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__57-1-t--6" continuedAt="s10_notes__7__58-1"><ix:continuation id="s10_notes__7__55-t--17" continuedAt="s10_notes__7__55-t--18"><ix:continuation id="s10_notes__7__5-t--572" continuedAt="s10_notes__7__5-t--573"><span style="display:inherit;clear:left;">balansdag tempor<span class="_ _0"></span>ära skillnader<span class="_ _0"></span> och undersko<span class="_ _0"></span>ttsavdr<span class="_ _0"></span>ag enligt följande:</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x3c h3f yafb ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--573" continuedAt="s10_notes__7__5-t--574"><ix:continuation id="s10_notes__7__55-t--18" continuedAt="s10_notes__7__55-t--19"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h2e yafc ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__55-t--19" continuedAt="s10_notes__7__55-t--20"><ix:continuation id="s10_notes__7__5-t--574" continuedAt="s10_notes__7__5-t--575"><span style="display:inherit;clear:left;">Uppskjutna skattefordringar</span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yafd ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__55-t--20" continuedAt="s10_notes__7__55-t--21"><ix:continuation id="s10_notes__7__5-t--575" continuedAt="s10_notes__7__5-t--576"><span style="display:inherit;clear:left;">T<span class="_ _2"></span>emporära<span class="_ _0"></span> skillnader<span class="_ _0"></span> hänförliga<span class="_ _2"></span> till:</span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yafe ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--576" continuedAt="s10_notes__7__5-t--577"><ix:continuation id="s10_notes__7__55-t--21" continuedAt="s10_notes__7__55-t--22"><span style="display:inherit;clear:left;">Skattemässiga<span class="_ _0"></span> undersko<span class="_ _0"></span>tt<span class="_ _1c3"> </span><span class="ls2 ws2">7<span class="_ _15b"> </span>3</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yaff ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--577" continuedAt="s10_notes__7__5-t--578"><ix:continuation id="s10_notes__7__55-t--22" continuedAt="s10_notes__7__55-t--23"><span style="display:inherit;clear:left;">Förmånsbestämda<span class="_ _2"></span> p<span class="_ _6"></span>ensionsförpli<span class="_ _0"></span>ktelser<span class="_ _1b6"> </span><span class="ls2 ws2">1<span class="_ _ea"> </span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb00 ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--578" continuedAt="s10_notes__7__5-t--579"><ix:continuation id="s10_notes__7__55-t--23" continuedAt="s10_notes__7__55-t--24"><span style="display:inherit;clear:left;">Övrigt<span class="_ _1c9"> </span><span class="ls2 ws2">0<span class="_ _ea"> </span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h2e yb01 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--579" continuedAt="s10_notes__7__5-t--580"><ix:continuation id="s10_notes__7__55-t--24" continuedAt="s10_notes__7__55-t--25"><span style="display:inherit;clear:left;">Summa<span class="_ _13c"> </span><span class="ls2 ws2">8<span class="_ _73"> </span>5</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h2e yb02 ff1 fs11 fc3 sc0 ls64 wsa5"><ix:continuation id="s10_notes__7__55-t--25" continuedAt="s10_notes__7__55-t--26"><ix:continuation id="s10_notes__7__5-t--580" continuedAt="s10_notes__7__5-t--581"><span style="display:inherit;clear:left;">Uppskjutna<span class="_ _2"></span> skatteskulder</span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb03 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--581" continuedAt="s10_notes__7__5-t--582"><ix:continuation id="s10_notes__7__55-t--26" continuedAt="s10_notes__7__55-t--27"><span style="display:inherit;clear:left;">Immateriella<span class="_ _2"></span> t<span class="_ _6"></span>illgångar<span class="_ _1ca"> </span><span class="ls63 wsa4">-37<span class="_ _c9"> </span><span class="lse6 ws139">-41</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h2e yb04 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--582" continuedAt="s10_notes__7__5-t--583"><ix:continuation id="s10_notes__7__55-t--27" continuedAt="s10_notes__7__55-t--28"><span style="display:inherit;clear:left;">Summa<span class="_ _183"> </span><span class="ls90 ws5f">-37<span class="_ _7a"> </span><span class="ls7a wsb7">-<span class="_ _6"></span>41</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb05 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__58-1" continuedAt="s10_notes__7__58-1-t--2"><ix:continuation id="s10_notes__7__55-t--28" continuedAt="s10_notes__7__55-t--29"><ix:continuation id="s10_notes__7__5-t--583" continuedAt="s10_notes__7__5-t--584"><span style="display:inherit;clear:left;">Eniro Gr<span class="_ _0"></span>oup AB och dess helägda sv<span class="_ _0"></span>enska dott<span class="_ _0"></span>erbolag kan genom möjlighe<span class="_ _0"></span>t till </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb06 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--2" continuedAt="s10_notes__7__58-1-t--3"><ix:continuation id="s10_notes__7__55-t--29" continuedAt="s10_notes__7__55-t--30"><ix:continuation id="s10_notes__7__5-t--584" continuedAt="s10_notes__7__5-t--585"><span style="display:inherit;clear:left;">k<span class="_ _0"></span>oncer<span class="_ _0"></span>nbid<span class="_ _0"></span>ra<span class="_ _0"></span>g kvitta uppskjutna sk<span class="_ _0"></span>attef<span class="_ _0"></span>ordringar<span class="_ _0"></span> och uppskjutna skatteskulder<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb07 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--3" continuedAt="s10_notes__7__58-1-t--4"><ix:continuation id="s10_notes__7__55-t--30" continuedAt="s10_notes__7__55-t--31"><ix:continuation id="s10_notes__7__5-t--585" continuedAt="s10_notes__7__5-t--586"><span style="display:inherit;clear:left;">för<span class="_ _0"></span> dessa enheter<span class="_ _0"></span> i koncernr<span class="_ _2"></span>edovisningen. Mot bak<span class="_ _0"></span>grund av bedömningen att </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb08 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--4" continuedAt="s10_notes__7__58-1-t--5"><ix:continuation id="s10_notes__7__55-t--31" continuedAt="s10_notes__7__55-t--32"><ix:continuation id="s10_notes__7__5-t--586" continuedAt="s10_notes__7__5-t--587"><span style="display:inherit;clear:left;">osäkerhet<span class="_ _2"></span> föreligger<span class="_ _0"></span> avseende när undersk<span class="_ _2"></span>ottsavdragen k<span class="_ _0"></span>ommer att<span class="_ _2"></span> kunna ut-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb09 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--5" continuedAt="s10_notes__7__58-1-t--6"><ix:continuation id="s10_notes__7__55-t--32" continuedAt="s10_notes__7__55-t--33"><ix:continuation id="s10_notes__7__5-t--587" continuedAt="s10_notes__7__5-t--588"><span style="display:inherit;clear:left;">nyttjas mot<span class="_ _0"></span> framtida  <span class="_ _fd"></span>skattemässiga översk<span class="_ _2"></span>ott i Sverige r<span class="_ _2"></span>edovisas endast de upp-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb0a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--6" continuedAt="s10_notes__7__58-1-t--7"><ix:continuation id="s10_notes__7__55-t--33" continuedAt="s10_notes__7__55-t--34"><ix:continuation id="s10_notes__7__5-t--588" continuedAt="s10_notes__7__5-t--589"><span style="display:inherit;clear:left;">skjutna for<span class="_ _0"></span>dringar som k<span class="_ _0"></span>an  <span class="_ _fc"></span>kvittas mot<span class="_ _0"></span> uppskjutna skatteskulder<span class="_ _2"></span>. Undersko<span class="_ _0"></span>tts-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb0b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--7" continuedAt="s10_notes__7__58-1-t--8"><ix:continuation id="s10_notes__7__55-t--34" continuedAt="s10_notes__7__55-t--35"><ix:continuation id="s10_notes__7__5-t--589" continuedAt="s10_notes__7__5-t--590"><span style="display:inherit;clear:left;">avdragen hän<span class="_ _0"></span>för<span class="_ _0"></span> sig främst<span class="_ _0"></span> till Danmark och Sv<span class="_ _0"></span>erige. I Danmark har<span class="_ _0"></span> 6 MSEK </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb0c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--8" continuedAt="s10_notes__7__58-1-t--9"><ix:continuation id="s10_notes__7__55-t--35" continuedAt="s10_notes__7__55-t--36"><ix:continuation id="s10_notes__7__5-t--590" continuedAt="s10_notes__7__5-t--591"><span style="display:inherit;clear:left;">upptagits som en uppskjut<span class="_ _0"></span>en skatte<span class="_ _0"></span>fordr<span class="_ _2"></span>an under 2023 med bakgrund av att<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb0d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--9" continuedAt="s10_notes__7__58-1-t--10"><ix:continuation id="s10_notes__7__55-t--36" continuedAt="s10_notes__7__55-t--37"><ix:continuation id="s10_notes__7__5-t--591" continuedAt="s10_notes__7__5-t--592"><span style="display:inherit;clear:left;">dessa belopp bedöms kunna utnyttjas mot<span class="_ _0"></span> framtida ö<span class="_ _0"></span>versk<span class="_ _0"></span>ott inom de närmast<span class="_ _0"></span>e </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb0e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__58-1-t--10" continuedAt="s10_notes__7__58-1-t--11"><ix:continuation id="s10_notes__7__55-t--37" continuedAt="s10_notes__7__55-t--38"><ix:continuation id="s10_notes__7__5-t--592" continuedAt="s10_notes__7__5-t--593"><span style="display:inherit;clear:left;">åren. I Sv<span class="_ _0"></span>erige redovisas ingen uppskjut<span class="_ _0"></span>en skatt<span class="_ _2"></span> avseende underskottsavdr<span class="_ _2"></span>ag.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x49 h42 yb0f ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__58-1-t--11" continuedAt="s10_notes__7__58-1-t--12"><ix:continuation id="s10_notes__7__55-t--38" continuedAt="s10_notes__7__55-t--39"><ix:continuation id="s10_notes__7__5-t--593" continuedAt="s10_notes__7__5-t--594"><span style="display:inherit;clear:left;">Vid årsskiftet<span class="_ _2"></span> har koncernen 558 MSEK<span class="_ _0"></span> (540) i undersk<span class="_ _2"></span>ottsavdrag mots<span class="_ _0"></span>varande </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb10 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__58-1-t--12" continuedAt="s10_notes__7__58-1-t--13"><ix:continuation id="s10_notes__7__55-t--39" continuedAt="s10_notes__7__55-t--40"><ix:continuation id="s10_notes__7__5-t--594" continuedAt="s10_notes__7__5-t--595"><span style="display:inherit;clear:left;">118 MSEK (116<span class="_ _2"></span>) i uppskjutna skattef<span class="_ _0"></span>ordringar<span class="_ _0"></span> som inte är<span class="_ _0"></span>  <span class="_ _fc"></span>värder<span class="_ _0"></span>ade av vilk<span class="_ _0"></span>a 558 </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yb11 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__58-1-t--13" continuedAt="s10_notes__7__66-1"><ix:continuation id="s10_notes__7__55-t--40"><ix:continuation id="s10_notes__7__5-t--595" continuedAt="s10_notes__7__5-t--596"><span style="display:inherit;clear:left;">MSEK (540<span class="_ _2"></span>) kan nyttjas utan tidsbegr<span class="_ _2"></span>änsning.</span></ix:continuation></ix:continuation></ix:continuation></div></div><div class="pi"></div></div><div id="pf31" class="pf w0 h0"><div class="pc pc31 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 lsf2 ws147">49</div><div class="t m0 x8 ha yb12 ff1 fs7 fc3 sc0 ls7d ws12"><ix:continuation id="s10_notes__7__59-t--2" continuedAt="s10_notes__7__59-t--3"><ix:continuation id="s10_notes__7__5-t--597" continuedAt="s10_notes__7__5-t--598"><span style="display:inherit;clear:left;">FÖR<span class="_ _0"></span>V<span class="_ _2"></span>ÄRV GENOMFÖRD<span class="_ _2"></span>A UNDER R<span class="_ _6"></span>ÄKENSK<span class="_ _f"></span>APSÅRET</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb13 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--3" continuedAt="s10_notes__7__59-t--4"><ix:continuation id="s10_notes__7__5-t--598" continuedAt="s10_notes__7__5-t--599"><span style="display:inherit;clear:left;">Inga förvärv av<span class="_ _0"></span> dotterbolag har<span class="_ _0"></span> ske<span class="_ _0"></span>tt under<span class="_ _0"></span> 2023.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 ha yb14 ff1 fs7 fc3 sc0 lsc ws2"><ix:continuation id="s10_notes__7__59-t--4" continuedAt="s10_notes__7__59-t--5"><ix:continuation id="s10_notes__7__5-t--599" continuedAt="s10_notes__7__5-t--600"><span style="display:inherit;clear:left;">FÖRV<span class="_ _2"></span>ÄRV GENOMFÖRDA UNDER 2022</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e yb15 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--5" continuedAt="s10_notes__7__59-t--6"><ix:continuation id="s10_notes__7__5-t--600" continuedAt="s10_notes__7__5-t--601"><span style="display:inherit;clear:left;">FÖRVÄRV AV SAM<span class="_ _6"></span>RE<span class="_ _6"></span>S AB </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb16 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--6" continuedAt="s10_notes__7__59-t--7"><ix:continuation id="s10_notes__7__5-t--601" continuedAt="s10_notes__7__5-t--602"><span style="display:inherit;clear:left;">Den 14 juni 2022 förvärvade Enir<span class="_ _2"></span>o Group ABs dott<span class="_ _0"></span>erbolag Dynava Oy<span class="_ _2"></span>, Finland </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb17 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--7" continuedAt="s10_notes__7__59-t--8"><ix:continuation id="s10_notes__7__5-t--602" continuedAt="s10_notes__7__5-t--603"><span style="display:inherit;clear:left;">kundservicebolaget Samr<span class="_ _2"></span>es AB med dotterbolag. Förv<span class="_ _0"></span>ärvet<span class="_ _0"></span> innebär att<span class="_ _0"></span> Dynava, </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb18 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--8" continuedAt="s10_notes__7__59-t--9"><ix:continuation id="s10_notes__7__5-t--603" continuedAt="s10_notes__7__5-t--604"><span style="display:inherit;clear:left;">som bedriver con<span class="_ _0"></span>tact cen<span class="_ _0"></span>ter<span class="_ _2"></span>- och nummerupplysningsverksamhet utök<span class="_ _2"></span>ar sin när<span class="_ _0"></span>-</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb19 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--9" continuedAt="s10_notes__7__59-t--10"><ix:continuation id="s10_notes__7__5-t--604" continuedAt="s10_notes__7__5-t--605"><span style="display:inherit;clear:left;">varo i S<span class="_ _0"></span>verige. Genom förvärv<span class="_ _0"></span>et av<span class="_ _0"></span> Samres-k<span class="_ _2"></span>oncernen blir Dynava en betydelse-</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb1a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--10" continuedAt="s10_notes__7__59-t--11"><ix:continuation id="s10_notes__7__5-t--605" continuedAt="s10_notes__7__5-t--606"><span style="display:inherit;clear:left;">full aktör<span class="_ _0"></span> inom kundservice i Norden med tillv<span class="_ _0"></span>äxtpotential inom såväl priv<span class="_ _0"></span>at som </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb1b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--11" continuedAt="s10_notes__7__59-t--12"><ix:continuation id="s10_notes__7__5-t--606" continuedAt="s10_notes__7__5-t--607"><span style="display:inherit;clear:left;">offentlig sekt<span class="_ _0"></span>or<span class="_ _2"></span>, bl a genom den utökade geografisk<span class="_ _2"></span>a spridningen samt utök<span class="_ _0"></span>ade </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb1c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--12" continuedAt="s10_notes__7__59-t--13"><ix:continuation id="s10_notes__7__5-t--607" continuedAt="s10_notes__7__5-t--608"><span style="display:inherit;clear:left;">effektivite<span class="_ _0"></span>ten som följer<span class="_ _2"></span> av verksamhet i Nor<span class="_ _2"></span>den och genom off-shore. F<span class="_ _2"></span>ör mer </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb1d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--13" continuedAt="s10_notes__7__59-t--14"><ix:continuation id="s10_notes__7__5-t--608" continuedAt="s10_notes__7__5-t--609"><span style="display:inherit;clear:left;">detaljer<span class="_ _0"></span>ad information om Samr<span class="_ _0"></span>es-koncernen hän<span class="_ _0"></span>visas till Samres hemsida <span class="_ _0"></span>www<span class="_ _0"></span>.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb1e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--14" continuedAt="s10_notes__7__59-t--15"><ix:continuation id="s10_notes__7__5-t--609" continuedAt="s10_notes__7__5-t--610"><span style="display:inherit;clear:left;">samres.se. </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb1f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--15" continuedAt="s10_notes__7__59-t--16"><ix:continuation id="s10_notes__7__5-t--610" continuedAt="s10_notes__7__5-t--611"><span style="display:inherit;clear:left;">T<span class="_ _1"></span>ransaktionen är en aktieaff<span class="_ _0"></span>är där<span class="_ _0"></span> Dynava Oy<span class="_ _2"></span>, Finland har förvärvat<span class="_ _2"></span> 100 % </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb20 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--16" continuedAt="s10_notes__7__59-t--17"><ix:continuation id="s10_notes__7__5-t--611" continuedAt="s10_notes__7__5-t--612"><span style="display:inherit;clear:left;">aktierna för<span class="_ _0"></span> en köpeskilling om 62 MSEK<span class="_ _2"></span> kontant<span class="_ _0"></span> och en villk<span class="_ _0"></span>orad tilläggsk<span class="_ _2"></span>öpeskil-</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb21 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--17" continuedAt="s10_notes__7__59-t--18"><ix:continuation id="s10_notes__7__5-t--612" continuedAt="s10_notes__7__5-t--613"><span style="display:inherit;clear:left;">ling att erläggas 2023 om maximalt<span class="_ _0"></span> 14 MSEK. Den slutliga tilläggsk<span class="_ _0"></span>öpeskillingen </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb22 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--18" continuedAt="s10_notes__7__59-t--19"><ix:continuation id="s10_notes__7__5-t--613" continuedAt="s10_notes__7__5-t--614"><span style="display:inherit;clear:left;">uppgick till 1,4 MSEK<span class="_ _2"></span> och utbetalades i sin helhet under<span class="_ _0"></span> 2023.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e yb23 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--19" continuedAt="s10_notes__7__59-t--20"><ix:continuation id="s10_notes__7__5-t--614" continuedAt="s10_notes__7__5-t--615"><span style="display:inherit;clear:left;">EFFE<span class="_ _6"></span>K<span class="_ _6"></span>TE<span class="_ _6"></span>R AV FÖRVÄRVE<span class="_ _6"></span>T AV SAMRE<span class="_ _6"></span>S A<span class="_ _6"></span>B </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb24 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--20" continuedAt="s10_notes__7__59-t--21"><ix:continuation id="s10_notes__7__5-t--615" continuedAt="s10_notes__7__5-t--616"><span style="display:inherit;clear:left;">Det f<span class="_ _0"></span>örvärvade bolagets ne<span class="_ _0"></span>ttotillgångar<span class="_ _0"></span> som är in<span class="_ _0"></span>tagna i den förvärv<span class="_ _0"></span>sanalysen </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb25 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--21" continuedAt="s10_notes__7__59-t--22"><ix:continuation id="s10_notes__7__5-t--616" continuedAt="s10_notes__7__5-t--617"><span style="display:inherit;clear:left;">är f<span class="_ _0"></span>öljande:</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yb26 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__59-t--22" continuedAt="s10_notes__7__59-t--23"><ix:continuation id="s10_notes__7__5-t--617" continuedAt="s10_notes__7__5-t--618"><span style="display:inherit;clear:left;">KONCERNEN, MSEK<span class="_ _137"> </span><span class="ls55 ws96">V<span class="_ _0"></span>erkligt värde</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb27 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__59-t--23" continuedAt="s10_notes__7__59-t--24"><ix:continuation id="s10_notes__7__5-t--618" continuedAt="s10_notes__7__5-t--619"><span style="display:inherit;clear:left;">Materiella<span class="_ _0"></span> tillgångar<span class="_ _b9"> </span><span class="ls2 ws2">2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb28 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__59-t--24" continuedAt="s10_notes__7__59-t--25"><ix:continuation id="s10_notes__7__5-t--619" continuedAt="s10_notes__7__5-t--620"><span style="display:inherit;clear:left;">Övriga finansiell<span class="_ _0"></span>a tillgångar<span class="_ _1cb"> </span><span class="ls2 ws2">1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb29 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__59-t--25" continuedAt="s10_notes__7__59-t--26"><ix:continuation id="s10_notes__7__5-t--620" continuedAt="s10_notes__7__5-t--621"><span style="display:inherit;clear:left;">Uppskjutna skat<span class="_ _6"></span>tefordringar<span class="_ _194"> </span><span class="ls2 ws2">2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb2a ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__59-t--26" continuedAt="s10_notes__7__59-t--27"><ix:continuation id="s10_notes__7__5-t--621" continuedAt="s10_notes__7__5-t--622"><span style="display:inherit;clear:left;">Immateriella<span class="_ _2"></span> t<span class="_ _6"></span>illgångar:<span class="_ _0"></span> Kundk<span class="_ _0"></span>ontrakt<span class="_ _1cc"> </span><span class="lse0 ws134">23</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb2b ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__59-t--27" continuedAt="s10_notes__7__59-t--28"><ix:continuation id="s10_notes__7__5-t--622" continuedAt="s10_notes__7__5-t--623"><span style="display:inherit;clear:left;">Kundf<span class="_ _0"></span>ordringar<span class="_ _0"></span> och övri<span class="_ _0"></span>ga rör<span class="_ _0"></span>elsefor<span class="_ _2"></span>dringar<span class="_ _192"> </span><span class="ls2 ws2">8</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb2c ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__59-t--28" continuedAt="s10_notes__7__59-t--29"><ix:continuation id="s10_notes__7__5-t--623" continuedAt="s10_notes__7__5-t--624"><span style="display:inherit;clear:left;">Likvida medel<span class="_ _139"> </span><span class="lsd9 ws12c">22</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb2d ff5 fs11 fc3 sc0 lse1 wsbf"><ix:continuation id="s10_notes__7__59-t--29" continuedAt="s10_notes__7__59-t--30"><ix:continuation id="s10_notes__7__5-t--624" continuedAt="s10_notes__7__5-t--625"><span style="display:inherit;clear:left;">Uppskjuten skatteskul<span class="_ _6"></span>d<span class="_ _1c9"> </span><span class="ls50 ws91">-5</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb2e ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__59-t--30" continuedAt="s10_notes__7__59-t--31"><ix:continuation id="s10_notes__7__5-t--625" continuedAt="s10_notes__7__5-t--626"><span style="display:inherit;clear:left;">Lever<span class="_ _0"></span>antörsskulder<span class="_ _2"></span> o<span class="_ _6"></span>ch ö<span class="_ _0"></span>vriga rör<span class="_ _2"></span>elseskulder<span class="_ _1c4"> </span><span class="ls63 wsa4">-30</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yb2f ff1 fs11 fc3 sc0 lsd6 ws128"><ix:continuation id="s10_notes__7__59-t--31" continuedAt="s10_notes__7__59-t--32"><ix:continuation id="s10_notes__7__5-t--626" continuedAt="s10_notes__7__5-t--627"><span style="display:inherit;clear:left;">Netto identi<span class="_ _0"></span>fierbara ti<span class="_ _0"></span>llgångar och<span class="_ _2"></span> skulder<span class="_ _f2"> </span><span class="ls48 ws89">23</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb30 ff5 fs11 fc3 sc0 lsd3 ws126"><ix:continuation id="s10_notes__7__59-t--32" continuedAt="s10_notes__7__59-t--33"><ix:continuation id="s10_notes__7__5-t--627" continuedAt="s10_notes__7__5-t--628"><span style="display:inherit;clear:left;">Goo<span class="_ _6"></span>dwill<span class="_ _1cd"> </span><span class="ls64 wsa5">40</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yb31 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__59-t--33" continuedAt="s10_notes__7__59-t--34"><ix:continuation id="s10_notes__7__5-t--628" continuedAt="s10_notes__7__5-t--629"><span style="display:inherit;clear:left;">Förvärvade nettotillgå<span class="_ _0"></span>ngar<span class="_ _f9"> </span><span class="lsb9 ws10b">64</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yb32 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__59-t--34" continuedAt="s10_notes__7__59-t--35"><ix:continuation id="s10_notes__7__5-t--629" continuedAt="s10_notes__7__5-t--630"><span style="display:inherit;clear:left;">KONCERNEN, MSEK<span class="_ _137"> </span><span class="ls55 ws96">V<span class="_ _0"></span>erkligt värde</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb33 ff5 fs11 fc3 sc0 lsd3 ws126"><ix:continuation id="s10_notes__7__59-t--35" continuedAt="s10_notes__7__59-t--36"><ix:continuation id="s10_notes__7__5-t--630" continuedAt="s10_notes__7__5-t--631"><span style="display:inherit;clear:left;">T<span class="_ _2"></span>otal köpeskilling inkl tilläggsköpesk<span class="_ _6"></span>illing<span class="_ _1ce"> </span><span class="lsea ws13d">64</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb34 ff5 fs11 fc3 sc0 lsd3 ws126"><ix:continuation id="s10_notes__7__59-t--36" continuedAt="s10_notes__7__59-t--37"><ix:continuation id="s10_notes__7__5-t--631" continuedAt="s10_notes__7__5-t--632"><span style="display:inherit;clear:left;">Tilläggsköpesk<span class="_ _6"></span>illing<span class="_ _1cf"> </span><span class="lscd ws121">-2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yb35 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__59-t--37" continuedAt="s10_notes__7__59-t--38"><ix:continuation id="s10_notes__7__5-t--632" continuedAt="s10_notes__7__5-t--633"><span style="display:inherit;clear:left;">Kont<span class="_ _0"></span>ant<span class="_ _0"></span> erlagd tilläggs<span class="_ _0"></span>köpeskilli<span class="_ _0"></span>ng på til<span class="_ _0"></span>lträdesdagen<span class="_ _71"> </span><span class="lsdb wsed">62</span></span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb36 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--38" continuedAt="s10_notes__7__59-t--39"><ix:continuation id="s10_notes__7__5-t--633" continuedAt="s10_notes__7__5-t--634"><span style="display:inherit;clear:left;">Förvärvsr<span class="_ _2"></span>elaterade utgifter<span class="_ _2"></span> uppgår till ca 1 MSEK. Förvärvsk<span class="_ _2"></span>ostnaderna ligger i </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb37 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--39" continuedAt="s10_notes__7__59-t--40"><ix:continuation id="s10_notes__7__5-t--634" continuedAt="s10_notes__7__5-t--635"><span style="display:inherit;clear:left;">koncernen bland övriga e<span class="_ _0"></span>xterna k<span class="_ _0"></span>ostnader i r<span class="_ _0"></span>esultatr<span class="_ _0"></span>äkningen samt i k<span class="_ _2"></span>assaﬂöde </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb38 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--40" continuedAt="s10_notes__7__59-t--41"><ix:continuation id="s10_notes__7__5-t--635" continuedAt="s10_notes__7__5-t--636"><span style="display:inherit;clear:left;">från den löpande v<span class="_ _0"></span>erksamheten.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e yb39 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--41" continuedAt="s10_notes__7__59-t--42"><ix:continuation id="s10_notes__7__5-t--636" continuedAt="s10_notes__7__5-t--637"><span style="display:inherit;clear:left;">ALLO<span class="_ _6"></span>KE<span class="_ _6"></span>RI<span class="_ _6"></span>NG AV ÖVERVÄRD<span class="_ _6"></span>E I DEN S<span class="_ _6"></span>LUT<span class="_ _6"></span>LIG<span class="_ _6"></span>A FÖR<span class="_ _6"></span>VÄRVSAN<span class="_ _6"></span>AL<span class="_ _0"></span>YSEN</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb3a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--42" continuedAt="s10_notes__7__59-t--43"><ix:continuation id="s10_notes__7__5-t--637" continuedAt="s10_notes__7__5-t--638"><span style="display:inherit;clear:left;">Det ö<span class="_ _0"></span>vervär<span class="_ _0"></span>de om 63 MSEK inklusive disk<span class="_ _2"></span>onterade vär<span class="_ _2"></span>den av tilläggsköpeskilling-</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb3b ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--43" continuedAt="s10_notes__7__59-t--44"><ix:continuation id="s10_notes__7__5-t--638" continuedAt="s10_notes__7__5-t--639"><span style="display:inherit;clear:left;">en som identifierats <span class="_ _0"></span>vid förvärve<span class="_ _0"></span>t har<span class="_ _0"></span> alloker<span class="_ _2"></span>ats med 23 MSEK på kundkontr<span class="_ _2"></span>akt </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb3c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--44" continuedAt="s10_notes__7__59-t--45"><ix:continuation id="s10_notes__7__5-t--639" continuedAt="s10_notes__7__5-t--640"><span style="display:inherit;clear:left;">och de rester<span class="_ _2"></span>ande 40 MSEK på goodwill. Goodwill är fr<span class="_ _0"></span>ämst hänf<span class="_ _0"></span>örligt till fr<span class="_ _2"></span>amti-</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yb3d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--45" continuedAt="s10_notes__7__59-t--46"><ix:continuation id="s10_notes__7__5-t--640" continuedAt="s10_notes__7__5-t--641"><span style="display:inherit;clear:left;">da synergieff<span class="_ _2"></span>ekter i form av samlad personalstyrk<span class="_ _2"></span>a och nya kundkontr<span class="_ _2"></span>akt. </span></ix:continuation></ix:continuation></div><div class="c x8 y957 w5 h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfBusinessCombinationsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__59" continuedAt="s10_notes__7__59-2"><ix:continuation id="s10_notes__7__5-t--596" continuedAt="s10_notes__7__5-t--596-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 15<span class="_ _a9"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__59-2" continuedAt="s10_notes__7__59-3"><ix:continuation id="s10_notes__7__5-t--596-2" continuedAt="s10_notes__7__5-t--596-3"><span style="display:inherit;clear:left;"> </span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__59-3" continuedAt="s10_notes__7__59-t--2"><ix:continuation id="s10_notes__7__5-t--596-3" continuedAt="s10_notes__7__5-t--597"><span style="display:inherit;clear:left;">RÖRELSEFÖR<span class="_ _0"></span>V<span class="_ _2"></span>ÄRV</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 xa h2e yb3e ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__59-t--46" continuedAt="s10_notes__7__59-t--47"><ix:continuation id="s10_notes__7__5-t--641" continuedAt="s10_notes__7__5-t--642"><span style="display:inherit;clear:left;">NET<span class="_ _6"></span>TOKASSAFLÖDE GENOM<span class="_ _2"></span> FÖRV<span class="_ _0"></span>ÄRV</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h3f yb3f ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__59-t--47" continuedAt="s10_notes__7__59-t--48"><ix:continuation id="s10_notes__7__5-t--642" continuedAt="s10_notes__7__5-t--643"><span style="display:inherit;clear:left;">MSEK<span class="_ _1d0"> </span><span class="lsc4 ws11a">2022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb40 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__59-t--48" continuedAt="s10_notes__7__59-t--49"><ix:continuation id="s10_notes__7__5-t--643" continuedAt="s10_notes__7__5-t--644"><span style="display:inherit;clear:left;">Kont<span class="_ _0"></span>ant<span class="_ _0"></span> betald<span class="_ _0"></span> ersät<span class="_ _6"></span>tning på<span class="_ _0"></span> tillträdesdagen<span class="_ _1d1"> </span><span class="lsdb wsed">-<span class="_ _6"></span>62</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb41 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__59-t--49" continuedAt="s10_notes__7__59-t--50"><ix:continuation id="s10_notes__7__5-t--644" continuedAt="s10_notes__7__5-t--645"><span style="display:inherit;clear:left;">Förvärvade likvida medel<span class="_ _1d2"> </span><span class="lsde ws132">22</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb42 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__59-t--50" continuedAt="s10_notes__7__59-t--51"><ix:continuation id="s10_notes__7__5-t--645" continuedAt="s10_notes__7__5-t--646"><span style="display:inherit;clear:left;">Nettokassaﬂöde<span class="_ _1d3"> </span><span class="ls63 wsa4">-39</span></span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb43 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--51" continuedAt="s10_notes__7__59-t--52"><ix:continuation id="s10_notes__7__5-t--646" continuedAt="s10_notes__7__5-t--647"><span style="display:inherit;clear:left;">Genom förvärve<span class="_ _0"></span>t minsk<span class="_ _2"></span>ade koncernens likvida medel med 39 MSEK.</span></ix:continuation></ix:continuation></div><div class="t m0 xa h2e yb44 ff1 fs11 fc3 sc0 lsa8 wsf5"><ix:continuation id="s10_notes__7__59-t--52" continuedAt="s10_notes__7__59-t--53"><ix:continuation id="s10_notes__7__5-t--647" continuedAt="s10_notes__7__5-t--648"><span style="display:inherit;clear:left;">PROFORMA RESUL<span class="_ _2"></span>T<span class="_ _2"></span>A<span class="_ _2"></span>T FÖR SAMRESKONCERNEN FÖR<span class="_ _0"></span> PERIODEN</span></ix:continuation></ix:continuation></div><div class="t m0 xa h2e yb45 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--53" continuedAt="s10_notes__7__59-t--54"><ix:continuation id="s10_notes__7__5-t--648" continuedAt="s10_notes__7__5-t--649"><span style="display:inherit;clear:left;">1 JANUA<span class="_ _6"></span>RI<span class="_ _6"></span>, 20<span class="_ _6"></span>22 TI<span class="_ _6"></span>LL 13 J<span class="_ _6"></span>UN<span class="_ _6"></span>I<span class="_ _6"></span>, 202<span class="_ _6"></span>2 SA<span class="_ _6"></span>MT RE<span class="_ _6"></span>S<span class="_ _6"></span>UL<span class="_ _0"></span>T<span class="_ _2"></span>AT EFT<span class="_ _6"></span>ER FÖ<span class="_ _6"></span>RVÄRVE<span class="_ _6"></span>T</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb46 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--54" continuedAt="s10_notes__7__59-t--55"><ix:continuation id="s10_notes__7__5-t--649" continuedAt="s10_notes__7__5-t--650"><span style="display:inherit;clear:left;">Prof<span class="_ _2"></span>ormaredovisningen nedan beskriver hur<span class="_ _2"></span> Samres-koncernens r<span class="_ _2"></span>esultat för<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb47 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--55" continuedAt="s10_notes__7__59-t--56"><ix:continuation id="s10_notes__7__5-t--650" continuedAt="s10_notes__7__5-t--651"><span style="display:inherit;clear:left;">perioden 1 januari-13 juni 2022 skulle ha påv<span class="_ _0"></span>erkat<span class="_ _0"></span> Eniro Gr<span class="_ _0"></span>oup-koncernens </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb48 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--56" continuedAt="s10_notes__7__59-t--57"><ix:continuation id="s10_notes__7__5-t--651" continuedAt="s10_notes__7__5-t--652"><span style="display:inherit;clear:left;">resultatr<span class="_ _2"></span>äkning om förvärvet<span class="_ _0"></span> av Samres-k<span class="_ _2"></span>oncernen hade gjorts per den 1 januari </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb49 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--57" continuedAt="s10_notes__7__59-t--58"><ix:continuation id="s10_notes__7__5-t--652" continuedAt="s10_notes__7__5-t--653"><span style="display:inherit;clear:left;">2022. Noter<span class="_ _2"></span>a att enbart result<span class="_ _0"></span>at hänf<span class="_ _0"></span>örda till perioden e<span class="_ _0"></span>fter f<span class="_ _2"></span>örvärvstidpunkten </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb4a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--58" continuedAt="s10_notes__7__59-t--59"><ix:continuation id="s10_notes__7__5-t--653" continuedAt="s10_notes__7__5-t--654"><span style="display:inherit;clear:left;">den 14 J<span class="_ _0"></span>uni 2022 är medtagna i Enir<span class="_ _2"></span>o-koncernens resultatr<span class="_ _2"></span>äkning.</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h3f yb4b ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__59-t--59" continuedAt="s10_notes__7__59-t--60"><ix:continuation id="s10_notes__7__5-t--654" continuedAt="s10_notes__7__5-t--655"><span style="display:inherit;clear:left;">MSEK<span class="_ _1d4"> </span><span class="lsb wsb">220101-220613<span class="_ _1d5"> </span>220614-221231</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb4c ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--655" continuedAt="s10_notes__7__5-t--656"><ix:continuation id="s10_notes__7__59-t--60" continuedAt="s10_notes__7__59-t--61"><span style="display:inherit;clear:left;">Omsät<span class="_ _6"></span>tning<span class="_ _137"> </span><span class="lsce ws122">66<span class="_ _6e"> </span><span class="lsf3 ws148">77</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yb4d ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__5-t--656" continuedAt="s10_notes__7__5-t--657"><ix:continuation id="s10_notes__7__59-t--61" continuedAt="s10_notes__7__59-t--62"><span style="display:inherit;clear:left;">Rörelseresultat<span class="_ _a6"> </span><span class="ls2 ws2">4<span class="_ _15d"> </span><span class="ls90 ws5f">-3</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb4e ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__59-t--62" continuedAt="s10_notes__7__59-t--63"><ix:continuation id="s10_notes__7__5-t--657" continuedAt="s10_notes__7__5-t--658"><span style="display:inherit;clear:left;">Periodens<span class="_ _0"></span> finansiel<span class="_ _0"></span>la in<span class="_ _0"></span>täkter<span class="_ _2"></span>, </span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb4f ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--658" continuedAt="s10_notes__7__5-t--659"><ix:continuation id="s10_notes__7__59-t--63" continuedAt="s10_notes__7__59-t--64"><span style="display:inherit;clear:left;">kostnader och<span class="_ _2"></span> skat<span class="_ _6"></span>t<span class="_ _1d6"> </span><span class="lscc ws120">-1<span class="_ _4c"> </span>-1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yb50 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__59-t--64" continuedAt="s10_notes__7__59-t--64-2"><ix:continuation id="s10_notes__7__5-t--659" continuedAt="s10_notes__7__5-t--659-2"><span style="display:inherit;clear:left;">Periodens resultat<span class="_ _1d7"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__59-t--64-2" continuedAt="s10_notes__7__59-t--64-3"><ix:continuation id="s10_notes__7__5-t--659-2" continuedAt="s10_notes__7__5-t--659-3"><span style="display:inherit;clear:left;">3</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--659-3" continuedAt="s10_notes__7__5-t--660"><ix:continuation id="s10_notes__7__59-t--64-3" continuedAt="s10_notes__7__59-t--65"><span style="display:inherit;clear:left;"><span class="_ _15d"> </span><span class="ls90 ws5f">-3</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 xa h2e yb51 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--65" continuedAt="s10_notes__7__59-t--66"><ix:continuation id="s10_notes__7__5-t--660" continuedAt="s10_notes__7__5-t--661"><span style="display:inherit;clear:left;">FÖRVÄRV N<span class="_ _6"></span>EW G<span class="_ _6"></span>LUE A<span class="_ _6"></span>B</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb52 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--66" continuedAt="s10_notes__7__59-t--67"><ix:continuation id="s10_notes__7__5-t--661" continuedAt="s10_notes__7__5-t--662"><span style="display:inherit;clear:left;">Den 14 oktober<span class="_ _0"></span> 2022 förvärvade Enir<span class="_ _2"></span>o Group ABs dott<span class="_ _0"></span>erbolag Eniro <span class="_ _2"></span>T<span class="_ _2"></span>reasury AB </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb53 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--67" continuedAt="s10_notes__7__59-t--68"><ix:continuation id="s10_notes__7__5-t--662" continuedAt="s10_notes__7__5-t--663"><span style="display:inherit;clear:left;">bolaget Ne<span class="_ _0"></span>w Glue AB. N<span class="_ _0"></span>ew Glue AB har<span class="_ _2"></span> skapat en plattf<span class="_ _0"></span>orm där f<span class="_ _0"></span>öret<span class="_ _0"></span>agskunder </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb54 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--68" continuedAt="s10_notes__7__59-t--69"><ix:continuation id="s10_notes__7__5-t--663" continuedAt="s10_notes__7__5-t--664"><span style="display:inherit;clear:left;">får<span class="_ _0"></span> möjligheten att<span class="_ _0"></span> ta fr<span class="_ _0"></span>am en högklassig och prof<span class="_ _0"></span>essionell grafisk<span class="_ _0"></span> profil. I pr<span class="_ _2"></span>o-</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb55 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--69" continuedAt="s10_notes__7__59-t--70"><ix:continuation id="s10_notes__7__5-t--664" continuedAt="s10_notes__7__5-t--665"><span style="display:inherit;clear:left;">duktportföljen ingår<span class="_ _0"></span> design av logotyper<span class="_ _2"></span>, hemsidor<span class="_ _0"></span>, social media content<span class="_ _2"></span>, digital </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb56 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--70" continuedAt="s10_notes__7__59-t--71"><ix:continuation id="s10_notes__7__5-t--665" continuedAt="s10_notes__7__5-t--666"><span style="display:inherit;clear:left;">marknadsföring, visitk<span class="_ _2"></span>ort, bildbanker<span class="_ _0"></span> och pro<span class="_ _0"></span>filprodukter<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb57 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--71" continuedAt="s10_notes__7__59-t--72"><ix:continuation id="s10_notes__7__5-t--666" continuedAt="s10_notes__7__5-t--667"><span style="display:inherit;clear:left;">T<span class="_ _1"></span>ransaktionen är en aktieaff<span class="_ _0"></span>är där<span class="_ _0"></span> Eniro <span class="_ _2"></span>T<span class="_ _2"></span>reasury <span class="_ _0"></span>AB förvärv<span class="_ _0"></span>at 100 % aktierna för<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb58 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--72" continuedAt="s10_notes__7__59-t--73"><ix:continuation id="s10_notes__7__5-t--667" continuedAt="s10_notes__7__5-t--668"><span style="display:inherit;clear:left;">en köpeskilling om 0 MSEK<span class="_ _2"></span> (<span class="_ _6"></span>1 SEK) kont<span class="_ _0"></span>ant<span class="_ _0"></span>, vilket<span class="_ _2"></span> motsvarar<span class="_ _2"></span> det egna kapitale<span class="_ _0"></span>t i </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb59 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--73" continuedAt="s10_notes__7__59-t--74"><ix:continuation id="s10_notes__7__5-t--668" continuedAt="s10_notes__7__5-t--669"><span style="display:inherit;clear:left;">New Glue <span class="_ _0"></span>AB. Nettok<span class="_ _2"></span>assaﬂödet av förvärv<span class="_ _0"></span>et är<span class="_ _2"></span> 0 MSEK.</span></ix:continuation></ix:continuation></div><div class="t m0 xa h2e yb5a ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--74" continuedAt="s10_notes__7__59-t--75"><ix:continuation id="s10_notes__7__5-t--669" continuedAt="s10_notes__7__5-t--670"><span style="display:inherit;clear:left;">PRO<span class="_ _6"></span>FOR<span class="_ _6"></span>MA RE<span class="_ _6"></span>SU<span class="_ _6"></span>L<span class="_ _0"></span>T<span class="_ _2"></span>AT FÖR NE<span class="_ _6"></span>W GLU<span class="_ _6"></span>E AB FÖ<span class="_ _6"></span>R PER<span class="_ _6"></span>IO<span class="_ _6"></span>DE<span class="_ _6"></span>N 1 JANUA<span class="_ _6"></span>RI<span class="_ _6"></span>, </span></ix:continuation></ix:continuation></div><div class="t m0 xa h2e yb5b ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--75" continuedAt="s10_notes__7__59-t--76"><ix:continuation id="s10_notes__7__5-t--670" continuedAt="s10_notes__7__5-t--671"><span style="display:inherit;clear:left;">202<span class="_ _6"></span>2 TI<span class="_ _6"></span>LL 13 O<span class="_ _6"></span>K<span class="_ _6"></span>TO<span class="_ _6"></span>BER<span class="_ _6"></span>, 2<span class="_ _6"></span>02<span class="_ _6"></span>2 SAM<span class="_ _6"></span>T RE<span class="_ _6"></span>SU<span class="_ _6"></span>L<span class="_ _2"></span>TA<span class="_ _2"></span>T EF<span class="_ _6"></span>TE<span class="_ _6"></span>R FÖRVÄRV<span class="_ _6"></span>ET</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb5c ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--76" continuedAt="s10_notes__7__59-t--77"><ix:continuation id="s10_notes__7__5-t--671" continuedAt="s10_notes__7__5-t--672"><span style="display:inherit;clear:left;">Prof<span class="_ _2"></span>ormaredovisningen nedan beskriver hur<span class="_ _2"></span> New Glue ABs result<span class="_ _0"></span>at f<span class="_ _0"></span>ör perioden </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb5d ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--77" continuedAt="s10_notes__7__59-t--78"><ix:continuation id="s10_notes__7__5-t--672" continuedAt="s10_notes__7__5-t--673"><span style="display:inherit;clear:left;">1 januari-13 okt<span class="_ _0"></span>ober 2022 skulle ha påverk<span class="_ _2"></span>at Eniro Gr<span class="_ _0"></span>oupkoncernens r<span class="_ _2"></span>esulta-</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb5e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--78" continuedAt="s10_notes__7__59-t--79"><ix:continuation id="s10_notes__7__5-t--673" continuedAt="s10_notes__7__5-t--674"><span style="display:inherit;clear:left;">träkning om f<span class="_ _0"></span>örvärvet<span class="_ _0"></span> av bolaget<span class="_ _0"></span> hade gjorts per den 1 januari 2022. No<span class="_ _0"></span>tera att<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb5f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--79" continuedAt="s10_notes__7__59-t--80"><ix:continuation id="s10_notes__7__5-t--674" continuedAt="s10_notes__7__5-t--675"><span style="display:inherit;clear:left;">enbart r<span class="_ _0"></span>esultat hän<span class="_ _0"></span>för<span class="_ _0"></span>da till perioden efter<span class="_ _0"></span> förvärvstidpunkt<span class="_ _0"></span>en den 14 oktober<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb60 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--80" continuedAt="s10_notes__7__59-t--81"><ix:continuation id="s10_notes__7__5-t--675" continuedAt="s10_notes__7__5-t--676"><span style="display:inherit;clear:left;">2022 är medt<span class="_ _0"></span>agna i Eniro-k<span class="_ _0"></span>oncernens resultatr<span class="_ _2"></span>äkning.</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h3f yb61 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__59-t--81" continuedAt="s10_notes__7__59-t--82"><ix:continuation id="s10_notes__7__5-t--676" continuedAt="s10_notes__7__5-t--677"><span style="display:inherit;clear:left;">MSEK<span class="_ _1d4"> </span><span class="lsb wsb">220201-221013<span class="_ _69"> </span>221014-221231</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb62 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--677" continuedAt="s10_notes__7__5-t--678"><ix:continuation id="s10_notes__7__59-t--82" continuedAt="s10_notes__7__59-t--83"><span style="display:inherit;clear:left;">Omsät<span class="_ _6"></span>tning<span class="_ _1d8"> </span><span class="ls2 ws2">1<span class="_ _dc"> </span>0</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yb63 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__5-t--678" continuedAt="s10_notes__7__5-t--679"><ix:continuation id="s10_notes__7__59-t--83" continuedAt="s10_notes__7__59-t--84"><span style="display:inherit;clear:left;">Rörelseresultat<span class="_ _1d9"> </span><span class="lsdc ws12f">-7<span class="_ _ea"> </span><span class="lsf4 ws149">-1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb64 ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__59-t--84" continuedAt="s10_notes__7__59-t--85"><ix:continuation id="s10_notes__7__5-t--679" continuedAt="s10_notes__7__5-t--680"><span style="display:inherit;clear:left;">Periodens<span class="_ _0"></span> finansiel<span class="_ _0"></span>la in<span class="_ _0"></span>täkter<span class="_ _2"></span>, </span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb65 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--680" continuedAt="s10_notes__7__5-t--681"><ix:continuation id="s10_notes__7__59-t--85" continuedAt="s10_notes__7__59-t--86"><span style="display:inherit;clear:left;">kostnader och<span class="_ _2"></span> skat<span class="_ _6"></span>t<span class="_ _1da"> </span><span class="ls2 ws2">0<span class="_ _dc"> </span>0</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yb66 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__5-t--681" continuedAt="s10_notes__7__5-t--682"><ix:continuation id="s10_notes__7__59-t--86" continuedAt="s10_notes__7__59-t--87"><span style="display:inherit;clear:left;">Periodens resultat<span class="_ _1da"> </span><span class="lsb9 ws10b">-6<span class="_ _15c"> </span><span class="lsf4 ws149">-1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yb67 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__59-t--87"><ix:continuation id="s10_notes__7__5-t--682" continuedAt="s10_notes__7__5-t--683"><span style="display:inherit;clear:left;">Inga eventualf<span class="_ _0"></span>örpliktelser fr<span class="_ _2"></span>ån förvärven har iden<span class="_ _0"></span>tifierats.</span></ix:continuation></ix:continuation></div></div><div class="pi"></div></div><div id="pf32" class="pf w0 h0"><div class="pc pc32 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">50</div><div class="t m0 x1 h42 yb68 ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--2" continuedAt="s10_notes__7__60-t--3"><ix:continuation id="s10_notes__7__5-t--684" continuedAt="s10_notes__7__5-t--685"><span style="display:inherit;clear:left;">Eniro har<span class="_ _0"></span> en ägarandel om 39<span class="_ _2"></span>,22 % i Skippo AB, or<span class="_ _2"></span>g nr 559386-0942, med säte </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb69 ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--3" continuedAt="s10_notes__7__60-t--4"><ix:continuation id="s10_notes__7__5-t--685" continuedAt="s10_notes__7__5-t--686"><span style="display:inherit;clear:left;">i Stockholm. Bolaget<span class="_ _2"></span> hanteras som ett<span class="_ _0"></span> intressef<span class="_ _0"></span>öret<span class="_ _0"></span>ag i koncernr<span class="_ _2"></span>edovisningen </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb6a ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--4" continuedAt="s10_notes__7__60-t--5"><ix:continuation id="s10_notes__7__5-t--686" continuedAt="s10_notes__7__5-t--687"><span style="display:inherit;clear:left;">och redovisas enligt<span class="_ _2"></span> kapitalandelsmetoden.<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb6b ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--5" continuedAt="s10_notes__7__60-t--6"><ix:continuation id="s10_notes__7__5-t--687" continuedAt="s10_notes__7__5-t--688"><span style="display:inherit;clear:left;">Skippo är klassificer<span class="_ _0"></span>at som ett<span class="_ _2"></span> intresseför<span class="_ _0"></span>etag då Enir<span class="_ _0"></span>o har ett<span class="_ _2"></span> betydande men </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb6c ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--6" continuedAt="s10_notes__7__60-t--7"><ix:continuation id="s10_notes__7__5-t--688" continuedAt="s10_notes__7__5-t--689"><span style="display:inherit;clear:left;">inte ett<span class="_ _2"></span> bestämmande inﬂytande över<span class="_ _0"></span> före<span class="_ _0"></span>taget; Enir<span class="_ _0"></span>o har int<span class="_ _0"></span>e röstmajorite<span class="_ _0"></span>t,<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb6d ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--7" continuedAt="s10_notes__7__60-t--8"><ix:continuation id="s10_notes__7__5-t--689" continuedAt="s10_notes__7__5-t--690"><span style="display:inherit;clear:left;">kan int<span class="_ _0"></span>e utse mer än hälft<span class="_ _0"></span>en av styrelseledamö<span class="_ _0"></span>terna och har in<span class="_ _0"></span>te på annat sätt<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb6e ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--8" continuedAt="s10_notes__7__60-t--9"><ix:continuation id="s10_notes__7__5-t--690" continuedAt="s10_notes__7__5-t--691"><span style="display:inherit;clear:left;">bestämmande inﬂytande ö<span class="_ _0"></span>ver f<span class="_ _0"></span>öret<span class="_ _0"></span>aget<span class="_ _0"></span>.  </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb6f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__60-t--9" continuedAt="s10_notes__7__60-t--10"><ix:continuation id="s10_notes__7__5-t--691" continuedAt="s10_notes__7__5-t--692"><span style="display:inherit;clear:left;">Skippo förvärvades under<span class="_ _2"></span> 2022 via en apportemission avseende ”På Sjön<span class="_ _0"></span>”<span class="_ _1"></span>. </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb70 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__60-t--10" continuedAt="s10_notes__7__60-t--11"><ix:continuation id="s10_notes__7__5-t--692" continuedAt="s10_notes__7__5-t--693"><span style="display:inherit;clear:left;">Förvärvsanaly<span class="_ _0"></span>sen identifierade ett<span class="_ _2"></span> övervärde om 16 MSEK<span class="_ _0"></span> där 10 MSEK<span class="_ _2"></span> allokerats </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb71 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__60-t--11" continuedAt="s10_notes__7__60-t--12"><ix:continuation id="s10_notes__7__5-t--693" continuedAt="s10_notes__7__5-t--694"><span style="display:inherit;clear:left;">som IT plattf<span class="_ _2"></span>orm och 6 MSEK som kundrelationer<span class="_ _2"></span>. IT plattformen och kundr<span class="_ _2"></span>ela-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb72 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__60-t--12" continuedAt="s10_notes__7__60-t--13"><ix:continuation id="s10_notes__7__5-t--694" continuedAt="s10_notes__7__5-t--695"><span style="display:inherit;clear:left;">tionerna skrivs av över<span class="_ _2"></span> fem år<span class="_ _0"></span>. </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb73 ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__60-t--13" continuedAt="s10_notes__7__60-t--14"><ix:continuation id="s10_notes__7__5-t--695" continuedAt="s10_notes__7__5-t--696"><span style="display:inherit;clear:left;">Siffrorna i t<span class="_ _0"></span>abellen nedan avser f<span class="_ _2"></span>örändringen i bokfört v<span class="_ _0"></span>ärde på andelar<span class="_ _0"></span> i </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb74 ff2 fs11 fc3 sc0 lsd ws14"><ix:continuation id="s10_notes__7__60-t--14" continuedAt="s10_notes__7__60-t--15"><ix:continuation id="s10_notes__7__5-t--696" continuedAt="s10_notes__7__5-t--697"><span style="display:inherit;clear:left;">intressef<span class="_ _2"></span>öretag:   </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yb75 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--697" continuedAt="s10_notes__7__5-t--698"><ix:continuation id="s10_notes__7__60-t--15" continuedAt="s10_notes__7__60-t--16"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb76 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__60-t--16" continuedAt="s10_notes__7__60-t--17"><ix:continuation id="s10_notes__7__5-t--698" continuedAt="s10_notes__7__5-t--699"><span style="display:inherit;clear:left;">Bo<span class="_ _6"></span>k<span class="_ _6"></span>för<span class="_ _f"></span>t värd<span class="_ _6"></span>e vi<span class="_ _6"></span>d året<span class="_ _6"></span>s b<span class="_ _6"></span>örj<span class="_ _6"></span>an<span class="_ _1c4"> </span><span class="lsa8 wsf5">39<span class="_ _1ba"> </span></span>-</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb77 ff5 fs11 fc3 sc0 lsd7 ws12a"><ix:continuation id="s10_notes__7__5-t--699" continuedAt="s10_notes__7__5-t--700"><ix:continuation id="s10_notes__7__60-t--17" continuedAt="s10_notes__7__60-t--18"><span style="display:inherit;clear:left;">För<span class="_ _6"></span>vär<span class="_ _6"></span>v<span class="_ _cd"> </span><span class="ls2 ws2">-<span class="_ _ac"> </span><span class="lsc5 ws5c">40</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb78 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--700" continuedAt="s10_notes__7__5-t--701"><ix:continuation id="s10_notes__7__60-t--18" continuedAt="s10_notes__7__60-t--19"><span style="display:inherit;clear:left;">Nyemission<span class="_ _2"></span> i intressef<span class="_ _0"></span>öret<span class="_ _0"></span>aget<span class="_ _102"> </span><span class="ls2 ws2">0<span class="_ _15c"> </span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb79 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--701" continuedAt="s10_notes__7__5-t--702"><ix:continuation id="s10_notes__7__60-t--19" continuedAt="s10_notes__7__60-t--20"><span style="display:inherit;clear:left;">Årets a<span class="_ _0"></span>ndel i i<span class="_ _0"></span>ntressef<span class="_ _0"></span>öret<span class="_ _0"></span>agets re<span class="_ _0"></span>sultat<span class="_ _145"> </span><span class="ls50 ws91">-8<span class="_ _ea"> </span><span class="ls2 ws2">1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb7a ff5 fs11 fc3 sc0 ls3d ws8a"><ix:continuation id="s10_notes__7__5-t--702" continuedAt="s10_notes__7__5-t--703"><ix:continuation id="s10_notes__7__60-t--20" continuedAt="s10_notes__7__60-t--21"><span style="display:inherit;clear:left;">Avskrivning<span class="_ _2"></span> över<span class="_ _6"></span>vär<span class="_ _0"></span>den<span class="_ _1c2"> </span><span class="lse2 ws135">-3<span class="_ _e6"> </span><span class="lsd0 ws123">-1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yb7b ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--703" continuedAt="s10_notes__7__5-t--704"><ix:continuation id="s10_notes__7__60-t--21" continuedAt="s10_notes__7__60-t--22"><span style="display:inherit;clear:left;">Bo<span class="_ _6"></span>k<span class="_ _6"></span>för<span class="_ _6"></span>t vä<span class="_ _6"></span>rd<span class="_ _6"></span>e vi<span class="_ _6"></span>d år<span class="_ _6"></span>et<span class="_ _6"></span>s sl<span class="_ _6"></span>ut<span class="_ _1db"> </span><span class="ls64 wsa5">29<span class="_ _ac"> </span><span class="lsa8 wsf5">39</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb7c ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__60-t--22" continuedAt="s10_notes__7__60-t--23"><ix:continuation id="s10_notes__7__5-t--704" continuedAt="s10_notes__7__5-t--705"><span style="display:inherit;clear:left;">Nedan specificeras t<span class="_ _0"></span>otal finansiell st<span class="_ _0"></span>ällning för<span class="_ _0"></span> intressef<span class="_ _0"></span>öret<span class="_ _0"></span>aget och mo<span class="_ _0"></span>tsvar<span class="_ _0"></span>ande </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yb7d ff2 fs11 fc3 sc0 ls15 ws97"><ix:continuation id="s10_notes__7__60-t--23" continuedAt="s10_notes__7__60-t--24"><ix:continuation id="s10_notes__7__5-t--705" continuedAt="s10_notes__7__5-t--706"><span style="display:inherit;clear:left;">bokför<span class="_ _0"></span>da värden.</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yb7e ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--706" continuedAt="s10_notes__7__5-t--707"><ix:continuation id="s10_notes__7__60-t--24" continuedAt="s10_notes__7__60-t--25"><span style="display:inherit;clear:left;">MSEK<span class="_ _f1"> </span><span class="lsf5 ws14a">2023<span class="_ _162"> </span><span class="lsc4 ws11a">202<span class="_ _6"></span>2</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb7f ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--707" continuedAt="s10_notes__7__5-t--708"><ix:continuation id="s10_notes__7__60-t--25" continuedAt="s10_notes__7__60-t--26"><span style="display:inherit;clear:left;">Net<span class="_ _6"></span>toomsät<span class="_ _6"></span>tning<span class="_ _1dc"> </span><span class="lsef ws142">25<span class="_ _15b"> </span><span class="ls2 ws2">4</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb80 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--708" continuedAt="s10_notes__7__5-t--709"><ix:continuation id="s10_notes__7__60-t--26" continuedAt="s10_notes__7__60-t--27"><span style="display:inherit;clear:left;">Rörel<span class="_ _0"></span>sereultat<span class="_ _3d"> </span><span class="lse4 ws138">-20<span class="_ _dc"> </span><span class="ls2 ws2">1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb81 ff5 fs11 fc3 sc0 ls3d ws8a"><ix:continuation id="s10_notes__7__5-t--709" continuedAt="s10_notes__7__5-t--710"><ix:continuation id="s10_notes__7__60-t--27" continuedAt="s10_notes__7__60-t--28"><span style="display:inherit;clear:left;">Result<span class="_ _2"></span>a<span class="_ _6"></span>t e<span class="_ _0"></span>xklusive<span class="_ _0"></span> övrigt<span class="_ _0"></span> tot<span class="_ _0"></span>alres<span class="_ _0"></span>ultat<span class="_ _16b"> </span><span class="lse4 ws138">-2<span class="_ _6"></span>0<span class="_ _dc"> </span><span class="ls2 ws2">1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yb82 ff1 fs11 fc3 sc0 lsbb ws95"><ix:continuation id="s10_notes__7__5-t--710" continuedAt="s10_notes__7__5-t--711"><ix:continuation id="s10_notes__7__60-t--28" continuedAt="s10_notes__7__60-t--29"><span style="display:inherit;clear:left;">Årets totalresultat<span class="_ _1dd"> </span><span class="ls40 ws14b">-2<span class="_ _6"></span>0<span class="_ _ea"> </span><span class="ls2 ws2">1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb83 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--711" continuedAt="s10_notes__7__5-t--712"><ix:continuation id="s10_notes__7__60-t--29" continuedAt="s10_notes__7__60-t--30"><span style="display:inherit;clear:left;">Summa omsättningstillgångar<span class="_ _1db"> </span><span class="lse0 ws134">23<span class="_ _106"> </span><span class="lse1 ws137">31</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb84 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--712" continuedAt="s10_notes__7__5-t--713"><ix:continuation id="s10_notes__7__60-t--30" continuedAt="s10_notes__7__60-t--31"><span style="display:inherit;clear:left;">Summa anlägg<span class="_ _0"></span>ningstillgångar<span class="_ _11d"> </span><span class="lsf6 ws14c">51<span class="_ _163"> </span><span class="lsc5 ws5c">40</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb85 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--713" continuedAt="s10_notes__7__5-t--714"><ix:continuation id="s10_notes__7__60-t--31" continuedAt="s10_notes__7__60-t--32"><span style="display:inherit;clear:left;">Summa k<span class="_ _0"></span>ort<span class="_ _6"></span>fristiga skulder<span class="_ _1c3"> </span><span class="ls8f wsc6">30<span class="_ _93"> </span><span class="lsd9 ws12c">10</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb86 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--714" continuedAt="s10_notes__7__5-t--715"><ix:continuation id="s10_notes__7__60-t--32" continuedAt="s10_notes__7__60-t--33"><span style="display:inherit;clear:left;">Summa lång<span class="_ _0"></span>fristiga skulder<span class="_ _18e"> </span><span class="ls2 ws2">1<span class="_ _1ba"> </span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yb87 ff1 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--715" continuedAt="s10_notes__7__5-t--716"><ix:continuation id="s10_notes__7__60-t--33" continuedAt="s10_notes__7__60-t--34"><span style="display:inherit;clear:left;">Eget k<span class="_ _2"></span>apital<span class="_ _130"> </span><span class="ls91 wsc7">44<span class="_ _93"> </span><span class="lse9 ws13c">61</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yb88 ff1 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__60-t--34" continuedAt="s10_notes__7__60-t--35"><ix:continuation id="s10_notes__7__5-t--716" continuedAt="s10_notes__7__5-t--717"><span style="display:inherit;clear:left;">Eget k<span class="_ _2"></span>apitalandel<span class="_ _1de"> </span><span class="lsa9 ws12d">17<span class="_ _8b"> </span></span><span class="ws146">23</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb89 ff5 fs11 fc3 sc0 lsbb ws10e"><ix:continuation id="s10_notes__7__5-t--717" continuedAt="s10_notes__7__5-t--718"><ix:continuation id="s10_notes__7__60-t--35" continuedAt="s10_notes__7__60-t--36"><span style="display:inherit;clear:left;">IT<span class="_ _2"></span>-plat<span class="_ _6"></span>t<span class="_ _6"></span>form<span class="_ _e3"> </span><span class="ls2 ws2">4<span class="_ _15b"> </span>6</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yb8a ff5 fs11 fc3 sc0 lscf ws146"><ix:continuation id="s10_notes__7__5-t--718" continuedAt="s10_notes__7__5-t--719"><ix:continuation id="s10_notes__7__60-t--36" continuedAt="s10_notes__7__60-t--37"><span style="display:inherit;clear:left;">Kundr<span class="_ _0"></span>elationer<span class="_ _1c1"> </span><span class="ls2 ws2">8<span class="_ _93"> </span><span class="lsd9 ws12c">10</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yb8b ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--719" continuedAt="s10_notes__7__5-t--720"><ix:continuation id="s10_notes__7__60-t--37" continuedAt="s10_notes__7__60-t--38"><span style="display:inherit;clear:left;">Bo<span class="_ _6"></span>k<span class="_ _6"></span>för<span class="_ _6"></span>t vä<span class="_ _6"></span>rd<span class="_ _6"></span>e vi<span class="_ _6"></span>d år<span class="_ _6"></span>et<span class="_ _6"></span>s sl<span class="_ _6"></span>ut<span class="_ _1df"> </span><span class="lsc5 ws5c">29<span class="_ _163"> </span><span class="lsa8 wsf5">39</span></span></span></ix:continuation></ix:continuation></div><div class="c x1 y957 wc h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfSignificantInvestmentsInAssociatesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__60" continuedAt="s10_notes__7__60-2"><ix:continuation id="s10_notes__7__5-t--683" continuedAt="s10_notes__7__5-t--683-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 16<span class="_ _a9"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__60-2" continuedAt="s10_notes__7__60-3"><ix:continuation id="s10_notes__7__5-t--683-2" continuedAt="s10_notes__7__5-t--683-3"><span style="display:inherit;clear:left;"> </span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__60-3" continuedAt="s10_notes__7__60-t--2"><ix:continuation id="s10_notes__7__5-t--683-3" continuedAt="s10_notes__7__5-t--684"><span style="display:inherit;clear:left;">ANDELAR I INTRESSEF<span class="_ _0"></span>ÖRET<span class="_ _1"></span>AG</span></ix:continuation></ix:continuation></span></span></div></div><div class="c x24 yb8c wa h50"><div class="t m0 x5 ha yb8d ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfInvestmentsOtherThanInvestmentsAccountedForUsingEquityMethodExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__61" continuedAt="s10_notes__7__61-t--2"><ix:continuation id="s10_notes__7__5-t--721" continuedAt="s10_notes__7__5-t--722"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 17</span></ix:continuation></ix:nonNumeric></div><div class="t m0 x8f ha yb8e ff1 fs7 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--720" continuedAt="s10_notes__7__5-t--721"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__60-t--38"><span style="display:inherit;clear:left;">FINANSIELLA</span></ix:continuation></span><span class="_ _0"></span> </span></ix:continuation></div><div class="t m0 x8f ha yb8f ff1 fs7 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__61-t--2" continuedAt="s10_notes__7__61-t--3"><ix:continuation id="s10_notes__7__5-t--722" continuedAt="s10_notes__7__5-t--723"><span style="display:inherit;clear:left;">ANLÄGGNINGS<span class="_ _0"></span>TILL<span class="_ _2"></span>GÅNGAR</span></ix:continuation></ix:continuation></div></div><div class="t m0 x3c h3f yb90 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--723" continuedAt="s10_notes__7__5-t--724"><ix:continuation id="s10_notes__7__61-t--3" continuedAt="s10_notes__7__61-t--4"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb91 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--724" continuedAt="s10_notes__7__5-t--725"><ix:continuation id="s10_notes__7__61-t--4" continuedAt="s10_notes__7__61-t--5"><span style="display:inherit;clear:left;">Andelar i<span class="_ _0"></span> externa för<span class="_ _2"></span>etag<span class="_ _18e"> </span><span class="ls2 ws2">1<span class="_ _4c"> </span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb92 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__61-t--5" continuedAt="s10_notes__7__61-t--6"><ix:continuation id="s10_notes__7__5-t--725" continuedAt="s10_notes__7__5-t--726"><span style="display:inherit;clear:left;">Räntebärande f<span class="_ _0"></span>ordringar,<span class="_ _0"></span> spärrade </span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb93 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--726" continuedAt="s10_notes__7__5-t--727"><ix:continuation id="s10_notes__7__61-t--6" continuedAt="s10_notes__7__61-t--7"><span style="display:inherit;clear:left;">bankmedel<span class="_ _b5"> </span><span class="ls2 ws2">0<span class="_ _15d"> </span>0</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb94 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--727" continuedAt="s10_notes__7__5-t--728"><ix:continuation id="s10_notes__7__61-t--7" continuedAt="s10_notes__7__61-t--8"><span style="display:inherit;clear:left;">Övriga räntebärande fordringar<span class="_ _100"> </span><span class="ls2 ws2">6<span class="_ _15b"> </span>6</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb95 ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--728" continuedAt="s10_notes__7__5-t--729"><ix:continuation id="s10_notes__7__61-t--8" continuedAt="s10_notes__7__61-t--9"><span style="display:inherit;clear:left;">Övriga for<span class="_ _0"></span>dringar<span class="_ _2"></span>, pensionsförpliktelser<span class="_ _11e"> </span><span class="lsd9 ws12c">22<span class="_ _106"> </span><span class="lse1 ws137">31</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yb96 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--729" continuedAt="s10_notes__7__5-t--730"><ix:continuation id="s10_notes__7__61-t--9" continuedAt="s10_notes__7__61-t--10"><span style="display:inherit;clear:left;">Övriga for<span class="_ _0"></span>dringar<span class="_ _1d4"> </span><span class="ls49 ws8a">11<span class="_ _15d"> </span><span class="ls2 ws2">4</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h2e yb97 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__61-t--10" continuedAt="s10_notes__7__61-t--10-2"><ix:continuation id="s10_notes__7__5-t--730" continuedAt="s10_notes__7__5-t--730-2"><span style="display:inherit;clear:left;">Summa<span class="_ _1e0"> </span></span></ix:continuation></ix:continuation><span class="lsc7 ws11c"><span><ix:continuation id="s10_notes__7__61-t--10-2" continuedAt="s10_notes__7__61-t--10-3"><ix:continuation id="s10_notes__7__5-t--730-2" continuedAt="s10_notes__7__5-t--730-3"><span style="display:inherit;clear:left;">40</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--730-3" continuedAt="s10_notes__7__5-t--731"><ix:continuation id="s10_notes__7__61-t--10-3"><span style="display:inherit;clear:left;"><span class="_ _ac"> </span><span class="ls88 wsc1">42</span></span></ix:continuation></ix:continuation></span></span></div></div><div class="pi"></div></div><div id="pf33" class="pf w0 h0"><div class="pc pc33 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">51</div><div class="t m0 xa h2e yb98 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__63-t--29" continuedAt="s10_notes__7__63-t--30"><ix:continuation id="s10_notes__7__62-1-t--29" continuedAt="s10_notes__7__62-1-t--30"><ix:continuation id="s10_notes__7__5-t--759" continuedAt="s10_notes__7__5-t--760"><span style="display:inherit;clear:left;">Avsättningar<span class="_ _0"></span> osäkra kundfordringar</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h3f yb99 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--760" continuedAt="s10_notes__7__5-t--761"><ix:continuation id="s10_notes__7__62-1-t--30" continuedAt="s10_notes__7__62-1-t--31"><ix:continuation id="s10_notes__7__63-t--30" continuedAt="s10_notes__7__63-t--31"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb9a ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--761" continuedAt="s10_notes__7__5-t--762"><ix:continuation id="s10_notes__7__62-1-t--31" continuedAt="s10_notes__7__62-1-t--32"><ix:continuation id="s10_notes__7__63-t--31" continuedAt="s10_notes__7__63-t--32"><span style="display:inherit;clear:left;">Ingående avsättningar <span class="_ _1e1"> </span><span class="ls2 ws2">3<span class="_ _15b"> </span>2</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb9b ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--762" continuedAt="s10_notes__7__5-t--763"><ix:continuation id="s10_notes__7__62-1-t--32" continuedAt="s10_notes__7__62-1-t--33"><ix:continuation id="s10_notes__7__63-t--32" continuedAt="s10_notes__7__63-t--33"><span style="display:inherit;clear:left;">Nya avsät<span class="_ _6"></span>tningar<span class="_ _1de"> </span><span class="ls2 ws2">8<span class="_ _15b"> </span>3</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb9c ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--763" continuedAt="s10_notes__7__5-t--764"><ix:continuation id="s10_notes__7__62-1-t--33" continuedAt="s10_notes__7__62-1-t--34"><ix:continuation id="s10_notes__7__63-t--33" continuedAt="s10_notes__7__63-t--34"><span style="display:inherit;clear:left;">Återförda<span class="_ _2"></span> ej utnyt<span class="_ _6"></span>tjade avsät<span class="_ _6"></span>tningar<span class="_ _111"> </span><span class="lsd1 ws124">-4<span class="_ _94"> </span><span class="lscd ws121">-2</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb9d ff5 fs11 fc3 sc0 ls3d ws8a"><ix:continuation id="s10_notes__7__63-t--34" continuedAt="s10_notes__7__63-t--35"><ix:continuation id="s10_notes__7__62-1-t--34" continuedAt="s10_notes__7__62-1-t--35"><ix:continuation id="s10_notes__7__5-t--764" continuedAt="s10_notes__7__5-t--765"><span style="display:inherit;clear:left;">Återvunna kund<span class="_ _0"></span>förluster<span class="_ _1e2"> </span><span class="lsd0 ws123">-1</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yb9e ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--765" continuedAt="s10_notes__7__5-t--766"><ix:continuation id="s10_notes__7__62-1-t--35" continuedAt="s10_notes__7__62-1-t--36"><ix:continuation id="s10_notes__7__63-t--35" continuedAt="s10_notes__7__63-t--36"><span style="display:inherit;clear:left;">Övrigt<span class="_ _1c9"> </span><span class="ls2 ws2">0<span class="_ _15d"> </span>0</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yb9f ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--766" continuedAt="s10_notes__7__5-t--767"><ix:continuation id="s10_notes__7__62-1-t--36" continuedAt="s10_notes__7__62-1-t--37"><ix:continuation id="s10_notes__7__63-t--36" continuedAt="s10_notes__7__63-t--37"><span style="display:inherit;clear:left;">Utgående avsättningar<span class="_ _0"></span> <span class="_ _1e3"> </span><span class="ls2 ws2">6<span class="_ _15b"> </span>3</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yba0 ff2 fs11 fc3 sc0 ls15 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfCommitmentsExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__67-1" escape="true" continuedAt="s10_notes__7__67-1-t--2"><ix:nonNumeric name="ifrs-full:DisclosureOfProvisionsExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__65-1" escape="true" continuedAt="s10_notes__7__65-1-t--2"><ix:continuation id="s10_notes__7__63-t--37" continuedAt="s10_notes__7__63-t--38"><ix:continuation id="s10_notes__7__62-1-t--37" continuedAt="s10_notes__7__62-1-t--38"><ix:continuation id="s10_notes__7__5-t--767" continuedAt="s10_notes__7__5-t--768"><span style="display:inherit;clear:left;">Koncernen har<span class="_ _2"></span> gjort avsättningar f<span class="_ _0"></span>ör osäkr<span class="_ _0"></span>a kundfor<span class="_ _0"></span>dringar där<span class="_ _0"></span> ett nedskrivnings<span class="_ _0"></span><span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 xa h42 yba1 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__67-1-t--2" continuedAt="s10_notes__7__67-1-t--3"><ix:continuation id="s10_notes__7__65-1-t--2" continuedAt="s10_notes__7__65-1-t--3"><ix:continuation id="s10_notes__7__63-t--38" continuedAt="s10_notes__7__63-t--39"><ix:continuation id="s10_notes__7__62-1-t--38" continuedAt="s10_notes__7__62-1-t--39"><ix:continuation id="s10_notes__7__5-t--768" continuedAt="s10_notes__7__5-t--769"><span style="display:inherit;clear:left;">behov för<span class="_ _2"></span>e <span class="_ _28"></span>ligger<span class="_ _2"></span>. Kundförluster<span class="_ _0"></span> redovisas under<span class="_ _2"></span> övriga externa kostnader<span class="_ _2"></span> och<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yba2 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__67-1-t--3" continuedAt="s10_notes__7__83-1"><ix:continuation id="s10_notes__7__65-1-t--3" continuedAt="s10_notes__7__88-1"><ix:continuation id="s10_notes__7__63-t--39" continuedAt="s10_notes__7__63-t--40"><ix:continuation id="s10_notes__7__62-1-t--39" continuedAt="s10_notes__7__62-1-t--40"><ix:continuation id="s10_notes__7__5-t--769" continuedAt="s10_notes__7__5-t--770"><span style="display:inherit;clear:left;">uppgår till -<span class="_ _2"></span>7 MSEK (-3)<span class="_ _0"></span>.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yba3 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--749" continuedAt="s10_notes__7__5-t--750"><ix:continuation id="s10_notes__7__62-1-t--19" continuedAt="s10_notes__7__62-1-t--20"><ix:continuation id="s10_notes__7__63-t--19" continuedAt="s10_notes__7__63-t--20"><span style="display:inherit;clear:left;">MSEK<span class="_ _1bf"> </span><span class="lsc4 ws11a">2023<span class="_ _162"> </span>2022</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yba4 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__63-t--20" continuedAt="s10_notes__7__63-t--20-2"><ix:continuation id="s10_notes__7__62-1-t--20" continuedAt="s10_notes__7__62-1-t--20-2"><ix:continuation id="s10_notes__7__5-t--750" continuedAt="s10_notes__7__5-t--750-2"><span style="display:inherit;clear:left;">Kundfordringar<span class="_ _a6"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lsd wsd"><span><ix:continuation id="s10_notes__7__63-t--20-2" continuedAt="s10_notes__7__63-t--20-3"><ix:continuation id="s10_notes__7__62-1-t--20-2" continuedAt="s10_notes__7__62-1-t--20-3"><ix:continuation id="s10_notes__7__5-t--750-2" continuedAt="s10_notes__7__5-t--750-3"><span style="display:inherit;clear:left;">75</span></ix:continuation></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--750-3" continuedAt="s10_notes__7__5-t--751"><ix:continuation id="s10_notes__7__62-1-t--20-3" continuedAt="s10_notes__7__62-1-t--21"><ix:continuation id="s10_notes__7__63-t--20-3" continuedAt="s10_notes__7__63-t--21"><span style="display:inherit;clear:left;"><span class="_ _8b"> </span><span class="lsc5 ws5c">76</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h32 yba5 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--751" continuedAt="s10_notes__7__5-t--752"><ix:continuation id="s10_notes__7__62-1-t--21" continuedAt="s10_notes__7__62-1-t--22"><ix:continuation id="s10_notes__7__63-t--21" continuedAt="s10_notes__7__63-t--22"><span style="display:inherit;clear:left;">Avsät<span class="_ _6"></span>tningar osäkra kundfordringar<span class="_ _c"> </span><span class="lsdf ws133">-6<span class="_ _8b"> </span><span class="ls63 wsa4">-3</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yba6 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--752" continuedAt="s10_notes__7__5-t--753"><ix:continuation id="s10_notes__7__62-1-t--22" continuedAt="s10_notes__7__62-1-t--23"><ix:continuation id="s10_notes__7__63-t--22" continuedAt="s10_notes__7__63-t--23"><span style="display:inherit;clear:left;">Summa<span class="_ _1e0"> </span><span class="ls63 wsa4">69<span class="_ _8b"> </span><span class="lsc9 ws11d">73</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yba7 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__63-t--23" continuedAt="s10_notes__7__63-t--24"><ix:continuation id="s10_notes__7__62-1-t--23" continuedAt="s10_notes__7__62-1-t--24"><ix:continuation id="s10_notes__7__5-t--753" continuedAt="s10_notes__7__5-t--754"><span style="display:inherit;clear:left;">Åldersanalys för<span class="_ _0"></span> kundfordringar</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yba8 ff5 fs11 fc3 sc0 lsd3 ws126"><ix:continuation id="s10_notes__7__5-t--754" continuedAt="s10_notes__7__5-t--755"><ix:continuation id="s10_notes__7__62-1-t--24" continuedAt="s10_notes__7__62-1-t--25"><ix:continuation id="s10_notes__7__63-t--24" continuedAt="s10_notes__7__63-t--25"><span style="display:inherit;clear:left;">– ej förfallna<span class="_ _f6"> </span><span class="lsc8 wse8">58<span class="_ _ac"> </span><span class="lsdf ws133">54</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yba9 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--755" continuedAt="s10_notes__7__5-t--756"><ix:continuation id="s10_notes__7__62-1-t--25" continuedAt="s10_notes__7__62-1-t--26"><ix:continuation id="s10_notes__7__63-t--25" continuedAt="s10_notes__7__63-t--26"><span style="display:inherit;clear:left;">– för<span class="_ _6"></span>fa<span class="_ _6"></span>lln<span class="_ _6"></span>a yn<span class="_ _6"></span>gre ä<span class="_ _6"></span>n en m<span class="_ _6"></span>åna<span class="_ _6"></span>d<span class="_ _19b"> </span><span class="lsa8 wsf5">14<span class="_ _93"> </span><span class="ls86 wsbf">13</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ybaa ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__63-t--26" continuedAt="s10_notes__7__63-t--27"><ix:continuation id="s10_notes__7__62-1-t--26" continuedAt="s10_notes__7__62-1-t--27"><ix:continuation id="s10_notes__7__5-t--756" continuedAt="s10_notes__7__5-t--757"><span style="display:inherit;clear:left;">– för<span class="_ _6"></span>fa<span class="_ _6"></span>lln<span class="_ _6"></span>a en t<span class="_ _6"></span>il<span class="_ _6"></span>l tre m<span class="_ _6"></span>åna<span class="_ _6"></span>de<span class="_ _6"></span>r<span class="_ _f2"> </span>2<span class="_ _15b"> </span>2</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ybab ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--757" continuedAt="s10_notes__7__5-t--758"><ix:continuation id="s10_notes__7__62-1-t--27" continuedAt="s10_notes__7__62-1-t--28"><ix:continuation id="s10_notes__7__63-t--27" continuedAt="s10_notes__7__63-t--28"><span style="display:inherit;clear:left;">– förfall<span class="_ _0"></span>na äldr<span class="_ _0"></span>e än<span class="_ _0"></span> tre månader<span class="_ _177"> </span><span class="ls2 ws2">2<span class="_ _73"> </span>4</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e ybac ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--758" continuedAt="s10_notes__7__5-t--759"><ix:continuation id="s10_notes__7__62-1-t--28" continuedAt="s10_notes__7__62-1-t--29"><ix:continuation id="s10_notes__7__63-t--28" continuedAt="s10_notes__7__63-t--29"><span style="display:inherit;clear:left;">Summa <span class="_ _1bd"> </span><span class="ls56 ws97">75<span class="_ _8b"> </span><span class="lscc ws120">76</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e ybad ff1 fs11 fc3 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherReceivablesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__64" continuedAt="s10_notes__7__64-t--2"><ix:continuation id="s10_notes__7__63-t--2" continuedAt="s10_notes__7__63-t--3"><ix:continuation id="s10_notes__7__62-1-t--2" continuedAt="s10_notes__7__62-1-t--3"><ix:continuation id="s10_notes__7__5-t--732" continuedAt="s10_notes__7__5-t--733"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h42 ybae ff2 fs11 fc3 sc0 ls2 ws97"><ix:continuation id="s10_notes__7__64-t--2" continuedAt="s10_notes__7__64-t--3"><ix:continuation id="s10_notes__7__63-t--3" continuedAt="s10_notes__7__63-t--4"><ix:continuation id="s10_notes__7__62-1-t--3" continuedAt="s10_notes__7__62-1-t--4"><ix:continuation id="s10_notes__7__5-t--733" continuedAt="s10_notes__7__5-t--734"><span style="display:inherit;clear:left;">Kundfor<span class="_ _2"></span>dringar redovisas inledningsvis till verkligt<span class="_ _0"></span> vär<span class="_ _0"></span>de, vilket<span class="_ _2"></span> <span class="_ _6"></span>normalt </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ybaf ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__64-t--3" continuedAt="s10_notes__7__64-t--4"><ix:continuation id="s10_notes__7__63-t--4" continuedAt="s10_notes__7__63-t--5"><ix:continuation id="s10_notes__7__62-1-t--4" continuedAt="s10_notes__7__62-1-t--5"><ix:continuation id="s10_notes__7__5-t--734" continuedAt="s10_notes__7__5-t--735"><span style="display:inherit;clear:left;">över<span class="_ _0"></span>ensstämmer med f<span class="_ _2"></span>akturerat belopp<span class="_ _2"></span>. Därefter <span class="_ _0"></span>värder<span class="_ _0"></span>as kundfor<span class="_ _0"></span>dringar till </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ybb0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__64-t--4" continuedAt="s10_notes__7__64-t--5"><ix:continuation id="s10_notes__7__63-t--5" continuedAt="s10_notes__7__63-t--6"><ix:continuation id="s10_notes__7__62-1-t--5" continuedAt="s10_notes__7__62-1-t--6"><ix:continuation id="s10_notes__7__5-t--735" continuedAt="s10_notes__7__5-t--736"><span style="display:inherit;clear:left;">anskaffningsv<span class="_ _0"></span>ärde utan disk<span class="_ _2"></span>ontering, minskat<span class="_ _0"></span> med reservering f<span class="_ _0"></span>ör f<span class="_ _0"></span>örväntade </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ybb1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__64-t--5" continuedAt="s10_notes__7__64-t--6"><ix:continuation id="s10_notes__7__63-t--6" continuedAt="s10_notes__7__63-t--7"><ix:continuation id="s10_notes__7__62-1-t--6" continuedAt="s10_notes__7__62-1-t--7"><ix:continuation id="s10_notes__7__5-t--736" continuedAt="s10_notes__7__5-t--737"><span style="display:inherit;clear:left;">kundförluster<span class="_ _2"></span>. Ingen diskont<span class="_ _0"></span>ering sker<span class="_ _2"></span> då den genomsnittliga kredittiden är k<span class="_ _0"></span>ort </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ybb2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__64-t--6" continuedAt="s10_notes__7__64-t--7"><ix:continuation id="s10_notes__7__63-t--7" continuedAt="s10_notes__7__63-t--8"><ix:continuation id="s10_notes__7__62-1-t--7" continuedAt="s10_notes__7__62-1-t--8"><ix:continuation id="s10_notes__7__5-t--737" continuedAt="s10_notes__7__5-t--738"><span style="display:inherit;clear:left;">och ränt<span class="_ _0"></span>emomentet<span class="_ _0"></span> därmed inte är<span class="_ _2"></span> materiellt. Kreditrisk<span class="_ _2"></span>er hanter<span class="_ _0"></span>as genom akt<span class="_ _2"></span>iv </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ybb3 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__64-t--7" continuedAt="s10_notes__7__64-t--8"><ix:continuation id="s10_notes__7__63-t--8" continuedAt="s10_notes__7__63-t--9"><ix:continuation id="s10_notes__7__62-1-t--8" continuedAt="s10_notes__7__62-1-t--9"><ix:continuation id="s10_notes__7__5-t--738" continuedAt="s10_notes__7__5-t--739"><span style="display:inherit;clear:left;">kreditbev<span class="_ _0"></span>akning och rutiner f<span class="_ _0"></span>ör uppf<span class="_ _0"></span>öljning och inkassering. F<span class="_ _0"></span>örväntade kr<span class="_ _2"></span>editför<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ybb4 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__64-t--8" continuedAt="s10_notes__7__64-t--9"><ix:continuation id="s10_notes__7__63-t--9" continuedAt="s10_notes__7__63-t--10"><ix:continuation id="s10_notes__7__62-1-t--9" continuedAt="s10_notes__7__62-1-t--10"><ix:continuation id="s10_notes__7__5-t--739" continuedAt="s10_notes__7__5-t--740"><span style="display:inherit;clear:left;">luster<span class="_ _0"></span> för<span class="_ _0"></span> kundfordringar<span class="_ _2"></span> och avtalstillgångar utgör<span class="_ _0"></span> en bedömning av individuellt </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 ybb5 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__64-t--9" continuedAt="s10_notes__7__64-t--10"><ix:continuation id="s10_notes__7__63-t--10" continuedAt="s10_notes__7__63-t--11"><ix:continuation id="s10_notes__7__62-1-t--10" continuedAt="s10_notes__7__62-1-t--11"><ix:continuation id="s10_notes__7__5-t--740" continuedAt="s10_notes__7__5-t--741"><span style="display:inherit;clear:left;">betydande exponeringar<span class="_ _2"></span> samt en historisk kr<span class="_ _2"></span>editförlustnivå i kombination med </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybb6 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__64-t--10" continuedAt="s10_notes__7__64-t--11"><ix:continuation id="s10_notes__7__63-t--11" continuedAt="s10_notes__7__63-t--12"><ix:continuation id="s10_notes__7__62-1-t--11" continuedAt="s10_notes__7__62-1-t--12"><ix:continuation id="s10_notes__7__5-t--741" continuedAt="s10_notes__7__5-t--742"><span style="display:inherit;clear:left;">framåtblick<span class="_ _2"></span>ande faktorer<span class="_ _2"></span>. Förväntade kr<span class="_ _2"></span>editförluster på finansiella f<span class="_ _0"></span>ordringar<span class="_ _0"></span> utgör </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybb7 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__64-t--11" continuedAt="s10_notes__7__64-t--12"><ix:continuation id="s10_notes__7__63-t--12" continuedAt="s10_notes__7__63-t--13"><ix:continuation id="s10_notes__7__62-1-t--12" continuedAt="s10_notes__7__62-1-t--13"><ix:continuation id="s10_notes__7__5-t--742" continuedAt="s10_notes__7__5-t--743"><span style="display:inherit;clear:left;">en bedömning som återspeglar<span class="_ _0"></span> ett objektivt<span class="_ _2"></span>, sannolikhetsviktat utf<span class="_ _0"></span>all baserat<span class="_ _0"></span> på </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybb8 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__64-t--12"><ix:continuation id="s10_notes__7__63-t--13" continuedAt="s10_notes__7__63-t--14"><ix:continuation id="s10_notes__7__62-1-t--13" continuedAt="s10_notes__7__62-1-t--14"><ix:continuation id="s10_notes__7__5-t--743" continuedAt="s10_notes__7__5-t--744"><span style="display:inherit;clear:left;">rimliga och verifierbar<span class="_ _0"></span>a prognoser<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybb9 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__66-1" continuedAt="s10_notes__7__66-1-t--2"><ix:continuation id="s10_notes__7__63-t--14" continuedAt="s10_notes__7__63-t--15"><ix:continuation id="s10_notes__7__62-1-t--14" continuedAt="s10_notes__7__62-1-t--15"><ix:continuation id="s10_notes__7__5-t--744" continuedAt="s10_notes__7__5-t--745"><span style="display:inherit;clear:left;">I uppskattningar<span class="_ _2"></span> och bedömningar i före<span class="_ _0"></span>tagsledningens bedömning beaktas snab<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybba ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__66-1-t--2" continuedAt="s10_notes__7__66-1-t--3"><ix:continuation id="s10_notes__7__63-t--15" continuedAt="s10_notes__7__63-t--16"><ix:continuation id="s10_notes__7__62-1-t--15" continuedAt="s10_notes__7__62-1-t--16"><ix:continuation id="s10_notes__7__5-t--745" continuedAt="s10_notes__7__5-t--746"><span style="display:inherit;clear:left;">ba för<span class="_ _0"></span>ändringar av marknadsvillk<span class="_ _2"></span>or som tex ök<span class="_ _2"></span>ade räntor<span class="_ _2"></span>, ökad arbetslöshet<span class="_ _2"></span>, för<span class="_ _0"></span><span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybbb ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__66-1-t--3" continuedAt="s10_notes__7__66-1-t--4"><ix:continuation id="s10_notes__7__63-t--16" continuedAt="s10_notes__7__63-t--17"><ix:continuation id="s10_notes__7__62-1-t--16" continuedAt="s10_notes__7__62-1-t--17"><ix:continuation id="s10_notes__7__5-t--746" continuedAt="s10_notes__7__5-t--747"><span style="display:inherit;clear:left;">sämrad v<span class="_ _0"></span>aluta samt<span class="_ _0"></span> lågkonjunktur<span class="_ _2"></span>. Det genomf<span class="_ _0"></span>örs en över<span class="_ _0"></span>gripande bedömning för </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybbc ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__66-1-t--4" continuedAt="s10_notes__7__66-1-t--5"><ix:continuation id="s10_notes__7__63-t--17" continuedAt="s10_notes__7__63-t--18"><ix:continuation id="s10_notes__7__62-1-t--17" continuedAt="s10_notes__7__62-1-t--18"><ix:continuation id="s10_notes__7__5-t--747" continuedAt="s10_notes__7__5-t--748"><span style="display:inherit;clear:left;">att säk<span class="_ _2"></span>erställa en rimlig redovisad förlustr<span class="_ _2"></span>eserv <span class="_ _6"></span>Be<span class="_ _6"></span>l<span class="_ _6"></span>o<span class="_ _6"></span>pp<span class="_ _6"></span>,<span class="_ _6"></span> s<span class="_ _6"></span>o<span class="_ _6"></span>m<span class="_ _6"></span> i<span class="_ _6"></span>n<span class="_ _6"></span>te<span class="_ _6"></span> <span class="_ _6"></span>be<span class="_ _6"></span>rä<span class="_ _6"></span>k<span class="_ _6"></span>na<span class="_ _6"></span>s<span class="_ _6"></span> <span class="_ _6"></span>in<span class="_ _6"></span>ﬂ<span class="_ _6"></span>y<span class="_ _6"></span>ta<span class="_ _6"></span>, </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybbd ff2 fs11 fc3 sc0 lsd ws2"><ix:continuation id="s10_notes__7__63-t--18" continuedAt="s10_notes__7__63-t--19"><ix:continuation id="s10_notes__7__62-1-t--18" continuedAt="s10_notes__7__62-1-t--19"><ix:continuation id="s10_notes__7__5-t--748" continuedAt="s10_notes__7__5-t--749"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__66-1-t--5" continuedAt="s10_notes__7__77-1"><span style="display:inherit;clear:left;">reserver<span class="_ _2"></span>as och kostnadsförs i r<span class="_ _0"></span>esultaträkningen under<span class="_ _2"></span> övriga externa kostnader<span class="_ _2"></span>.</span></ix:continuation></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="c x8 y957 w5 h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__63" continuedAt="s10_notes__7__63-t--2"><ix:continuation id="s10_notes__7__62-1" continuedAt="s10_notes__7__62-1-t--2"><ix:continuation id="s10_notes__7__5-t--731" continuedAt="s10_notes__7__5-t--732"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 18<span class="_ _a9"> </span><span class="fc3">KUNDFORDRINGAR </span></span></ix:continuation></ix:continuation></ix:nonNumeric></div></div><div class="c x8 ybbe wa h4d"><div class="t m0 x5 ha ybbf ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfPrepaymentsAndOtherAssetsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__68" continuedAt="s10_notes__7__68-2"><ix:continuation id="s10_notes__7__5-t--781" continuedAt="s10_notes__7__5-t--781-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 19<span class="_ _a9"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__68-2" continuedAt="s10_notes__7__68-t--2"><ix:continuation id="s10_notes__7__5-t--781-2" continuedAt="s10_notes__7__5-t--782"><span style="display:inherit;clear:left;">FÖRUTBET<span class="_ _1"></span>ALDA<span class="_ _0"></span> K<span class="_ _2"></span>OSTNADER</span></ix:continuation></ix:continuation></span></span></div></div><div class="c xa ybbe wb h4d"><div class="t m0 x3a ha ybbf ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyToDetermineComponentsOfCashAndCashEquivalents" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__70" continuedAt="s10_notes__7__70-t--2"><ix:nonNumeric name="ifrs-full:DisclosureOfCashAndCashEquivalentsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__69" continuedAt="s10_notes__7__69-t--2"><ix:continuation id="s10_notes__7__5-t--789" continuedAt="s10_notes__7__5-t--790"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 20<span class="_ _e8"> </span><span class="fc3">LIKVIDA<span class="_ _2"></span> MEDEL</span></span></ix:continuation></ix:nonNumeric></ix:nonNumeric></div></div><div class="t m0 xa h2e ybc0 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__70-t--2" continuedAt="s10_notes__7__70-t--3"><ix:continuation id="s10_notes__7__69-t--2" continuedAt="s10_notes__7__69-t--3"><ix:continuation id="s10_notes__7__5-t--790" continuedAt="s10_notes__7__5-t--791"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybc1 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__70-t--3" continuedAt="s10_notes__7__70-t--4"><ix:continuation id="s10_notes__7__69-t--3" continuedAt="s10_notes__7__69-t--4"><ix:continuation id="s10_notes__7__5-t--791" continuedAt="s10_notes__7__5-t--792"><span style="display:inherit;clear:left;">I likvida medel ingår k<span class="_ _2"></span>assa, banktillgodohavanden, övriga kortfristiga placeringar </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybc2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__70-t--4" continuedAt="s10_notes__7__70-t--5"><ix:continuation id="s10_notes__7__69-t--4" continuedAt="s10_notes__7__69-t--5"><ix:continuation id="s10_notes__7__5-t--792" continuedAt="s10_notes__7__5-t--793"><span style="display:inherit;clear:left;">med en kort<span class="_ _0"></span>are löptid än tr<span class="_ _2"></span>e månader från ansk<span class="_ _0"></span>affningstidpunkten. Medel på </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 ybc3 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__70-t--5"><ix:continuation id="s10_notes__7__69-t--5" continuedAt="s10_notes__7__69-t--6"><ix:continuation id="s10_notes__7__5-t--793" continuedAt="s10_notes__7__5-t--794"><span style="display:inherit;clear:left;">spärrade bankk<span class="_ _2"></span>onton klassificeras som finansiell anläggningstillgång.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x86 h3f ybc4 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--794" continuedAt="s10_notes__7__5-t--795"><ix:continuation id="s10_notes__7__69-t--6" continuedAt="s10_notes__7__69-t--7"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 ybc5 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--795" continuedAt="s10_notes__7__5-t--796"><ix:continuation id="s10_notes__7__69-t--7" continuedAt="s10_notes__7__69-t--8"><span style="display:inherit;clear:left;">Kas<span class="_ _6"></span>sa o<span class="_ _6"></span>ch b<span class="_ _6"></span>ank<span class="_ _1d4"> </span><span class="ls54 ws95">164<span class="_ _2d"> </span><span class="ls88 wsc1">223</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e ybc6 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__69-t--8" continuedAt="s10_notes__7__69-t--8-2"><ix:continuation id="s10_notes__7__5-t--796" continuedAt="s10_notes__7__5-t--796-2"><span style="display:inherit;clear:left;">Summa<span class="_ _b4"> </span></span></ix:continuation></ix:continuation><span class="lsd3 ws126"><span><ix:continuation id="s10_notes__7__69-t--8-2" continuedAt="s10_notes__7__69-t--8-3"><ix:continuation id="s10_notes__7__5-t--796-2" continuedAt="s10_notes__7__5-t--796-3"><span style="display:inherit;clear:left;">16<span class="_ _6"></span>4</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--796-3" continuedAt="s10_notes__7__5-t--797"><ix:continuation id="s10_notes__7__69-t--8-3"><span style="display:inherit;clear:left;"><span class="_ _103"> </span><span class="lsca ws11e">223</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h3f ybc7 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--782" continuedAt="s10_notes__7__5-t--783"><ix:continuation id="s10_notes__7__68-t--2" continuedAt="s10_notes__7__68-t--3"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ybc8 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--783" continuedAt="s10_notes__7__5-t--784"><ix:continuation id="s10_notes__7__68-t--3" continuedAt="s10_notes__7__68-t--4"><span style="display:inherit;clear:left;">Kundanskaffningskostn<span class="_ _6"></span>ad<span class="_ _1e4"> </span><span class="lsb wsb">17<span class="_ _94"> </span><span class="ls54 ws95">16</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ybc9 ff5 fs11 fc3 sc0 lsf7 ws14d"><ix:continuation id="s10_notes__7__5-t--784" continuedAt="s10_notes__7__5-t--785"><ix:continuation id="s10_notes__7__68-t--4" continuedAt="s10_notes__7__68-t--5"><span style="display:inherit;clear:left;">Hyro<span class="_ _6"></span>r<span class="_ _1e5"> </span><span class="ls2 ws2">6<span class="_ _15b"> </span>3</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ybca ff5 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__5-t--785" continuedAt="s10_notes__7__5-t--786"><ix:continuation id="s10_notes__7__68-t--5" continuedAt="s10_notes__7__68-t--6"><span style="display:inherit;clear:left;">Licenser<span class="_ _164"> </span><span class="ls2 ws2">4<span class="_ _73"> </span>5</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ybcb ff5 fs11 fc3 sc0 lse1 ws137"><ix:continuation id="s10_notes__7__5-t--786" continuedAt="s10_notes__7__5-t--787"><ix:continuation id="s10_notes__7__68-t--6" continuedAt="s10_notes__7__68-t--7"><span style="display:inherit;clear:left;">Försäkrin<span class="_ _6"></span>gar<span class="_ _1d2"> </span><span class="ls2 ws2">1<span class="_ _ea"> </span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 ybcc ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--787" continuedAt="s10_notes__7__5-t--788"><ix:continuation id="s10_notes__7__68-t--7" continuedAt="s10_notes__7__68-t--8"><span style="display:inherit;clear:left;">Övriga förutbeta<span class="_ _0"></span>lda ko<span class="_ _0"></span>stnader<span class="_ _1a3"> </span><span class="lse3 ws136">14<span class="_ _106"> </span><span class="lse1 ws137">13</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e ybcd ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__68-t--8" continuedAt="s10_notes__7__68-t--8-2"><ix:continuation id="s10_notes__7__5-t--788" continuedAt="s10_notes__7__5-t--788-2"><span style="display:inherit;clear:left;">Summa <span class="_ _1bd"> </span></span></ix:continuation></ix:continuation><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__68-t--8-2" continuedAt="s10_notes__7__68-t--8-3"><ix:continuation id="s10_notes__7__5-t--788-2" continuedAt="s10_notes__7__5-t--788-3"><span style="display:inherit;clear:left;">42</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--788-3" continuedAt="s10_notes__7__5-t--789"><ix:continuation id="s10_notes__7__68-t--8-3"><span style="display:inherit;clear:left;"><span class="_ _ac"> </span><span class="lsc9 ws11d">38</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x8 h2e ybce ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__63-t--40" continuedAt="s10_notes__7__63-t--41"><ix:continuation id="s10_notes__7__62-1-t--40" continuedAt="s10_notes__7__62-1-t--41"><ix:continuation id="s10_notes__7__5-t--770" continuedAt="s10_notes__7__5-t--771"><span style="display:inherit;clear:left;">Kundfordri<span class="_ _0"></span>ngarnas förfallostruktur</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e ybcf ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__63-t--41" continuedAt="s10_notes__7__63-t--42"><ix:continuation id="s10_notes__7__62-1-t--41" continuedAt="s10_notes__7__62-1-t--42"><ix:continuation id="s10_notes__7__5-t--771" continuedAt="s10_notes__7__5-t--772"><span style="display:inherit;clear:left;">2023</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f ybd0 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__63-t--42" continuedAt="s10_notes__7__63-t--42-2"><ix:continuation id="s10_notes__7__62-1-t--42" continuedAt="s10_notes__7__62-1-t--42-2"><ix:continuation id="s10_notes__7__5-t--772" continuedAt="s10_notes__7__5-t--772-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _16f"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls55 ws96"><span><ix:continuation id="s10_notes__7__5-t--772-2" continuedAt="s10_notes__7__5-t--773"><ix:continuation id="s10_notes__7__62-1-t--42-2" continuedAt="s10_notes__7__62-1-t--43"><ix:continuation id="s10_notes__7__63-t--42-2" continuedAt="s10_notes__7__63-t--43"><span style="display:inherit;clear:left;">Ej förfallet<span class="_ _1ae"> </span><span class="ls2 ws2">Mer ä<span class="_ _6"></span>n 30 d<span class="_ _6"></span>ag<span class="_ _6"></span>ar<span class="_ _1ae"> </span>Me<span class="_ _6"></span>r än 6<span class="_ _6"></span>0 d<span class="_ _6"></span>ag<span class="_ _6"></span>ar<span class="_ _1ae"> </span>Me<span class="_ _6"></span>r än 9<span class="_ _6"></span>0 da<span class="_ _6"></span>ga<span class="_ _6"></span>r</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h32 ybd1 ff5 fs11 fc3 sc0 ls7a wsb7"><ix:continuation id="s10_notes__7__63-t--43" continuedAt="s10_notes__7__63-t--43-2"><ix:continuation id="s10_notes__7__62-1-t--43" continuedAt="s10_notes__7__62-1-t--43-2"><ix:continuation id="s10_notes__7__5-t--773" continuedAt="s10_notes__7__5-t--773-2"><span style="display:inherit;clear:left;">För<span class="_ _6"></span>vänta<span class="_ _6"></span>d kred<span class="_ _6"></span>it<span class="_ _6"></span>för<span class="_ _6"></span>lus<span class="_ _6"></span>t (%)<span class="_ _1e6"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls54 ws95"><span><ix:continuation id="s10_notes__7__5-t--773-2" continuedAt="s10_notes__7__5-t--773-3"><ix:continuation id="s10_notes__7__62-1-t--43-2" continuedAt="s10_notes__7__62-1-t--43-3"><ix:continuation id="s10_notes__7__63-t--43-2" continuedAt="s10_notes__7__63-t--43-3"><span style="display:inherit;clear:left;">0,3%<span class="_ _d7"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsf8 ws14e"><span><ix:continuation id="s10_notes__7__5-t--773-3" continuedAt="s10_notes__7__5-t--774"><ix:continuation id="s10_notes__7__62-1-t--43-3" continuedAt="s10_notes__7__62-1-t--44"><ix:continuation id="s10_notes__7__63-t--43-3" continuedAt="s10_notes__7__63-t--44"><span style="display:inherit;clear:left;">3<span class="_ _6"></span>,9<span class="_ _f"></span>%<span class="_ _1d"> </span><span class="lsef ws142">32<span class="_ _6"></span>,7%<span class="_ _d9"> </span><span class="ls2 ws2">204,8%</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x59 h32 ybd2 ff5 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__63-t--44" continuedAt="s10_notes__7__63-t--44-2"><ix:continuation id="s10_notes__7__62-1-t--44" continuedAt="s10_notes__7__62-1-t--44-2"><ix:continuation id="s10_notes__7__5-t--774" continuedAt="s10_notes__7__5-t--774-2"><span style="display:inherit;clear:left;">Red<span class="_ _6"></span>ovis<span class="_ _6"></span>at värd<span class="_ _6"></span>e, br<span class="_ _6"></span>ut<span class="_ _6"></span>to<span class="_ _c4"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lsc8 wse8"><span><ix:continuation id="s10_notes__7__5-t--774-2" continuedAt="s10_notes__7__5-t--774-3"><ix:continuation id="s10_notes__7__62-1-t--44-2" continuedAt="s10_notes__7__62-1-t--44-3"><ix:continuation id="s10_notes__7__63-t--44-2" continuedAt="s10_notes__7__63-t--44-3"><span style="display:inherit;clear:left;">58<span class="_ _1e7"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsa8 wsf5"><span><ix:continuation id="s10_notes__7__5-t--774-3" continuedAt="s10_notes__7__5-t--775"><ix:continuation id="s10_notes__7__62-1-t--44-3" continuedAt="s10_notes__7__62-1-t--45"><ix:continuation id="s10_notes__7__63-t--44-3" continuedAt="s10_notes__7__63-t--45"><span style="display:inherit;clear:left;">14<span class="_ _4a"> </span><span class="ls2 ws2">2<span class="_ _4a"> </span>2</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x59 h32 ybd3 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--775" continuedAt="s10_notes__7__5-t--776"><ix:continuation id="s10_notes__7__62-1-t--45" continuedAt="s10_notes__7__62-1-t--46"><ix:continuation id="s10_notes__7__63-t--45" continuedAt="s10_notes__7__63-t--46"><span style="display:inherit;clear:left;">Förväntade<span class="_ _0"></span> kreditförluster f<span class="_ _0"></span>ör återstående<span class="_ _0"></span> löptid<span class="_ _1d6"> </span>0,<span class="_ _6"></span>2<span class="_ _1c"> </span>0,<span class="_ _6"></span>5<span class="_ _8"> </span><span class="lscf ws146">0,5<span class="_ _1b"> </span><span class="lsf8 ws14e">4<span class="_ _f"></span>,9</span></span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e ybd4 ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__63-t--46" continuedAt="s10_notes__7__63-t--47"><ix:continuation id="s10_notes__7__62-1-t--46" continuedAt="s10_notes__7__62-1-t--47"><ix:continuation id="s10_notes__7__5-t--776" continuedAt="s10_notes__7__5-t--777"><span style="display:inherit;clear:left;">2022</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f ybd5 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__63-t--47" continuedAt="s10_notes__7__63-t--47-2"><ix:continuation id="s10_notes__7__62-1-t--47" continuedAt="s10_notes__7__62-1-t--47-2"><ix:continuation id="s10_notes__7__5-t--777" continuedAt="s10_notes__7__5-t--777-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _16f"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="ls55 ws96"><span><ix:continuation id="s10_notes__7__5-t--777-2" continuedAt="s10_notes__7__5-t--778"><ix:continuation id="s10_notes__7__62-1-t--47-2" continuedAt="s10_notes__7__62-1-t--48"><ix:continuation id="s10_notes__7__63-t--47-2" continuedAt="s10_notes__7__63-t--48"><span style="display:inherit;clear:left;">Ej förfallet<span class="_ _1ae"> </span><span class="ls2 ws2">Mer ä<span class="_ _6"></span>n 30 d<span class="_ _6"></span>ag<span class="_ _6"></span>ar<span class="_ _1ae"> </span>Me<span class="_ _6"></span>r än 6<span class="_ _6"></span>0 d<span class="_ _6"></span>ag<span class="_ _6"></span>ar<span class="_ _1ae"> </span>Me<span class="_ _6"></span>r än 9<span class="_ _6"></span>0 da<span class="_ _6"></span>ga<span class="_ _6"></span>r</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h32 ybd6 ff5 fs11 fc3 sc0 ls7a wsb7"><ix:continuation id="s10_notes__7__63-t--48" continuedAt="s10_notes__7__63-t--48-2"><ix:continuation id="s10_notes__7__62-1-t--48" continuedAt="s10_notes__7__62-1-t--48-2"><ix:continuation id="s10_notes__7__5-t--778" continuedAt="s10_notes__7__5-t--778-2"><span style="display:inherit;clear:left;">För<span class="_ _6"></span>vänta<span class="_ _6"></span>d kred<span class="_ _6"></span>it<span class="_ _6"></span>för<span class="_ _6"></span>lus<span class="_ _6"></span>t (%)<span class="_ _1e6"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lsa0 wsee"><span><ix:continuation id="s10_notes__7__5-t--778-2" continuedAt="s10_notes__7__5-t--778-3"><ix:continuation id="s10_notes__7__62-1-t--48-2" continuedAt="s10_notes__7__62-1-t--48-3"><ix:continuation id="s10_notes__7__63-t--48-2" continuedAt="s10_notes__7__63-t--48-3"><span style="display:inherit;clear:left;">0<span class="_ _6"></span>,4%<span class="_ _d7"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="lsbb ws10e"><span><ix:continuation id="s10_notes__7__5-t--778-3" continuedAt="s10_notes__7__5-t--779"><ix:continuation id="s10_notes__7__62-1-t--48-3" continuedAt="s10_notes__7__62-1-t--49"><ix:continuation id="s10_notes__7__63-t--48-3" continuedAt="s10_notes__7__63-t--49"><span style="display:inherit;clear:left;">2,3%<span class="_ _14"> </span><span class="lsef ws142">1<span class="_ _6"></span>0,7<span class="_ _6"></span>%<span class="_ _4e"> </span><span class="ls2 ws2">60,2%</span></span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x59 h32 ybd7 ff5 fs11 fc3 sc0 lsdb wsed"><ix:continuation id="s10_notes__7__63-t--49" continuedAt="s10_notes__7__63-t--49-2"><ix:continuation id="s10_notes__7__62-1-t--49" continuedAt="s10_notes__7__62-1-t--49-2"><ix:continuation id="s10_notes__7__5-t--779" continuedAt="s10_notes__7__5-t--779-2"><span style="display:inherit;clear:left;">Red<span class="_ _6"></span>ovis<span class="_ _6"></span>at värd<span class="_ _6"></span>e, br<span class="_ _6"></span>ut<span class="_ _6"></span>to<span class="_ _c4"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lsdf ws133"><span><ix:continuation id="s10_notes__7__5-t--779-2" continuedAt="s10_notes__7__5-t--779-3"><ix:continuation id="s10_notes__7__62-1-t--49-2" continuedAt="s10_notes__7__62-1-t--49-3"><ix:continuation id="s10_notes__7__63-t--49-2" continuedAt="s10_notes__7__63-t--49-3"><span style="display:inherit;clear:left;">54<span class="_ _f0"> </span></span></ix:continuation></ix:continuation></ix:continuation></span><span class="ls86 wsbf"><span><ix:continuation id="s10_notes__7__5-t--779-3" continuedAt="s10_notes__7__5-t--780"><ix:continuation id="s10_notes__7__62-1-t--49-3" continuedAt="s10_notes__7__62-1-t--50"><ix:continuation id="s10_notes__7__63-t--49-3" continuedAt="s10_notes__7__63-t--50"><span style="display:inherit;clear:left;">13<span class="_ _1e8"> </span><span class="ls2 ws2">2<span class="_ _4a"> </span>4</span></span></ix:continuation></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x59 h32 ybd8 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--780" continuedAt="s10_notes__7__5-t--781"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__63-t--50" continuedAt="s10_notes__7__63-t--50-2"><ix:continuation id="s10_notes__7__62-1-t--50" continuedAt="s10_notes__7__62-1-t--50-2"><span style="display:inherit;clear:left;">Förväntade<span class="_ _0"></span> kreditförluster f<span class="_ _0"></span>ör återstående<span class="_ _0"></span> löptid<span class="_ _1d6"> </span>0,<span class="_ _6"></span>2<span class="_ _1c"> </span>0,<span class="_ _6"></span>3<span class="_ _8"> </span></span></ix:continuation></ix:continuation></span><span class="lscf ws146"><span><ix:continuation id="s10_notes__7__63-t--50-2" continuedAt="s10_notes__7__63-t--50-3"><ix:continuation id="s10_notes__7__62-1-t--50-2" continuedAt="s10_notes__7__62-1-t--50-3"><span style="display:inherit;clear:left;">0,<span class="_ _6"></span>2</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__62-1-t--50-3" continuedAt="s10_notes__7__62-1-t--50-4"><ix:continuation id="s10_notes__7__63-t--50-3" continuedAt="s10_notes__7__63-t--50-4"><span style="display:inherit;clear:left;"><span class="_ _1e9"> </span></span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__63-t--50-4"><ix:continuation id="s10_notes__7__62-1-t--50-4"><span style="display:inherit;clear:left;">2,3</span></ix:continuation></ix:continuation></span></span></span></ix:continuation></div></div><div class="pi"></div></div><div id="pf34" class="pf w0 h0"><div class="pc pc34 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdv2/U9R/A8bv7fK73q9cfR/WbFhIClDg0gcGpMRF0c2MwxKWTgxuBxIHZjTjpgGEwpjoQE4kDQxNCNDGiog2SaKQ0gKVpuDb2astZzrZ31+/g4HJYKAXu87nH4z/o6/Ue+sz787lPcnV5IQEAAEAcBelsJt+TMggAAIB4E34AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPAzAgAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAIDtCY2gtrZx/dbc1RszX/08vVR90LFzuHDiiMMAAMCz15UrZgq92WJ/KkibhvDbeeXKypnzlyenZ50DAAB4XtZr1fVatbo4lwrC7oE92e7+ZDJpLMJvZ5Lv3MUrl6/ddAIAAKBNNBv1+wszfy3O9by4N1PoNRDh90QuTU699+mE3QMAQHvm33L5dleu2Dc07Opvp3TWj7vUG81PJn5QfQAA0ObWa9XFmV+ajQ2j2BEddONXbzTf/ehLb/QBAEAkNBv1yuyN0p6XgnTGNJ5QB934fXbpR9UHAADRar+luZubzYZRCL9Hcmly6uOJ7+0bAAAi137L5Tubm5tGIfy2UK6seK8PAAAiar1WXf1z3hyE3xbOXbxi0wAAEF2rS2UPfAq//1KurPheHwAARF21cs8QhN9DnTl/2ZoBACDqait/+LqD8HvI4Vjb8EueAAAQD2sPqoYg/Fq4fmvOjgEAIB7+vl8xBOHXwtUbM3YMAADxsF5z4yf8Wvnim+t2DAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/P51YGjAjgEAAOEXZ0cPH7RjAABA+MXZq4eH7RgAAOIh1/uCIQi/FjzqCQAAsZHt7jcE4dfa22+MWjMAAEQ+XYIwnS2Yg/Br7a3XX7ZmAACIuu6BPclk0hyEX2u5TPrkm6/ZNAAARLhbgtBznsJvC8deOVQq5i0bAAAiqm/ooOs+4beFMEiNnx6zbAAAiKJCaTCdyZmD8NtafzF/9uRx+wYAgGjpyhW7S4PmIPwe1aH9u99/55iVAwBAhKqvb8inuYXfYxod2Xf25HHv+wEAQPsrlAb7hoa92if8tuPQ/t3jp8d82B0AANq3UoKwb/BAd2lQ9Qm/7esv5sdPj7n6AwCANlQoDQ7sHckUeo1iByVXlxc69o+vN5o/Td39/Otrk9OzjsKFE0cMAQCA5yXsyuV6duV6diVTgWnsoCCdzeR7wo4+W0FqdGTf6Mi+eqP5293y/FL1u1/vJBKJ3+crt+8tOiIAAPCUpIKwK1dMJBLpbCEZhJl8MRWkjeXp6egbPwAAgHj758YvZRAAAADxJvwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOFnBAAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAEDUhDH+2+qN5tFTH9gxAADEybcfnjKExxXnG78wcJ8JAADgUU8AAADhBwAAQKQlV5cXTAEAACCWgnQ2k+9x4wcAABBzwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH5GAAAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAE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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">52</div><div class="t m0 x1 h42 ybd9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--20" continuedAt="s10_notes__7__72-1-t--21"><ix:continuation id="s10_notes__7__5-t--816" continuedAt="s10_notes__7__5-t--817"><span style="display:inherit;clear:left;">Eniro hade per<span class="_ _0"></span> 31 december 2023 endast<span class="_ _2"></span> ett aktieslag, stamaktie av serie <span class="_ _0"></span>A. Per<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ybda ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--21" continuedAt="s10_notes__7__72-1-t--22"><ix:continuation id="s10_notes__7__5-t--817" continuedAt="s10_notes__7__5-t--818"><span style="display:inherit;clear:left;">den sista december<span class="_ _0"></span> 2023 uppgick det<span class="_ _0"></span> tot<span class="_ _0"></span>ala antalet<span class="_ _0"></span> aktier <span class="_ _0"></span>till 7<span class="_ _0"></span>46 182 472 var<span class="_ _2"></span>av </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ybdb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--22" continuedAt="s10_notes__7__72-1-t--23"><ix:continuation id="s10_notes__7__5-t--818" continuedAt="s10_notes__7__5-t--819"><span style="display:inherit;clear:left;">18 175 356 ägs av Eniro Gr<span class="_ _2"></span>oup AB, Det <span class="_ _0"></span>totala ant<span class="_ _0"></span>alet r<span class="_ _2"></span>öster per sist<span class="_ _0"></span>a december </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ybdc ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--23" continuedAt="s10_notes__7__72-1-t--24"><ix:continuation id="s10_notes__7__5-t--819" continuedAt="s10_notes__7__5-t--820"><span style="display:inherit;clear:left;">2023 uppgick till 728 007 116.</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ybdd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--24" continuedAt="s10_notes__7__72-1-t--25"><ix:continuation id="s10_notes__7__5-t--820" continuedAt="s10_notes__7__5-t--821"><span style="display:inherit;clear:left;">Resultat<span class="_ _2"></span> per aktie beräknas och r<span class="_ _0"></span>edovisas med två olik<span class="_ _2"></span>a nyckeltal, f<span class="_ _0"></span>ör mer<span class="_ _0"></span> infor<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ybde ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--25" continuedAt="s10_notes__7__73-1"><ix:continuation id="s10_notes__7__5-t--821" continuedAt="s10_notes__7__5-t--822"><span style="display:inherit;clear:left;">mation se avsnittet<span class="_ _2"></span> Aktien, sida 12.</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e ybdf ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__72-1-t--2" continuedAt="s10_notes__7__72-1-t--3"><ix:continuation id="s10_notes__7__5-t--798" continuedAt="s10_notes__7__5-t--799"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ybe0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--3" continuedAt="s10_notes__7__72-1-t--4"><ix:continuation id="s10_notes__7__5-t--799" continuedAt="s10_notes__7__5-t--800"><span style="display:inherit;clear:left;">Stamaktier<span class="_ _0"></span> klassificeras som eget<span class="_ _2"></span> kapital, Innehav av egna aktier<span class="_ _2"></span>, som förvärvats </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ybe1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--4" continuedAt="s10_notes__7__72-1-t--5"><ix:continuation id="s10_notes__7__5-t--800" continuedAt="s10_notes__7__5-t--801"><span style="display:inherit;clear:left;">inom de av årsstämman beslut<span class="_ _0"></span>ade ramarna, r<span class="_ _0"></span>edovisas i koncernr<span class="_ _2"></span>edovisningen </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ybe2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--5" continuedAt="s10_notes__7__72-1-t--6"><ix:continuation id="s10_notes__7__5-t--801" continuedAt="s10_notes__7__5-t--802"><span style="display:inherit;clear:left;">som en minskning av övrigt<span class="_ _0"></span> tillskjutet<span class="_ _0"></span> eget k<span class="_ _2"></span>apital. I moderbolaget r<span class="_ _0"></span>edovisas </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ybe3 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__72-1-t--6" continuedAt="s10_notes__7__72-1-t--7"><ix:continuation id="s10_notes__7__5-t--802" continuedAt="s10_notes__7__5-t--803"><span style="display:inherit;clear:left;">minskningen mot balanser<span class="_ _2"></span>ad vinst eller i f<span class="_ _0"></span>örek<span class="_ _0"></span>ommande fall mot<span class="_ _2"></span> fond att användas </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ybe4 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--7" continuedAt="s10_notes__7__72-1-t--8"><ix:continuation id="s10_notes__7__5-t--803" continuedAt="s10_notes__7__5-t--804"><span style="display:inherit;clear:left;">enligt beslut<span class="_ _0"></span> av bolagsstämman. <span class="_ _2"></span>T<span class="_ _2"></span>ransaktionskostnader<span class="_ _2"></span>, utöver<span class="_ _2"></span> köpeskilling, i </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ybe5 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--8" continuedAt="s10_notes__7__72-1-t--9"><ix:continuation id="s10_notes__7__5-t--804" continuedAt="s10_notes__7__5-t--805"><span style="display:inherit;clear:left;">samband med förvärv av<span class="_ _0"></span> egna aktier belast<span class="_ _0"></span>ar balanser<span class="_ _0"></span>ad vinst. Innehav<span class="_ _0"></span>et ingår<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ybe6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--9" continuedAt="s10_notes__7__72-1-t--10"><ix:continuation id="s10_notes__7__5-t--805" continuedAt="s10_notes__7__5-t--806"><span style="display:inherit;clear:left;">inte i utest<span class="_ _0"></span>ående antal aktier<span class="_ _0"></span> vid beräkning av<span class="_ _0"></span> nyck<span class="_ _0"></span>eltal per<span class="_ _0"></span> aktie. </span></ix:continuation></ix:continuation></div><div class="c x1 y957 w5 h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfShareCapitalReservesAndOtherEquityInterestExplanatory" contextRef="ctx-1" xml:lang="sv" id="s10_notes__7__72-1" escape="true" continuedAt="s10_notes__7__72-1-2"><ix:continuation id="s10_notes__7__5-t--797" continuedAt="s10_notes__7__5-t--797-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 21<span class="_ _a9"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__72-1-2" continuedAt="s10_notes__7__72-1-t--2"><ix:continuation id="s10_notes__7__5-t--797-2" continuedAt="s10_notes__7__5-t--798"><span style="display:inherit;clear:left;">AKTIEKAPIT<span class="_ _2"></span>AL</span></ix:continuation></ix:continuation></span></span></div></div><div class="c x1 ybe7 w5 h4b"><div class="t m0 x3a ha ybe8 ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfCashFlowStatementExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__74" continuedAt="s10_notes__7__74-2"><ix:continuation id="s10_notes__7__73-1" continuedAt="s10_notes__7__73-1-2"><ix:continuation id="s10_notes__7__5-t--822" continuedAt="s10_notes__7__5-t--822-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 22<span class="_ _e7"> </span></span></ix:continuation></ix:continuation></ix:nonNumeric><span class="fc3 ws144"><span><ix:continuation id="s10_notes__7__74-2" continuedAt="s10_notes__7__74-t--2"><ix:continuation id="s10_notes__7__73-1-2" continuedAt="s10_notes__7__73-1-t--2"><ix:continuation id="s10_notes__7__5-t--822-2" continuedAt="s10_notes__7__5-t--823"><span style="display:inherit;clear:left;">SPECIFIKA<span class="_ _3"></span>TION TILL KASSAFLÖDET</span></ix:continuation></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 xfe h3f ybe9 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__74-t--2" continuedAt="s10_notes__7__74-t--3"><ix:continuation id="s10_notes__7__73-1-t--2" continuedAt="s10_notes__7__73-1-t--3"><ix:continuation id="s10_notes__7__5-t--823" continuedAt="s10_notes__7__5-t--824"><span style="display:inherit;clear:left;">Icke k<span class="_ _2"></span>assa<span class="_ _6"></span>ﬂödespåverkande<span class="_ _0"></span> förändringar</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f ybea ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__74-t--8" continuedAt="s10_notes__7__74-t--8-2"><ix:continuation id="s10_notes__7__73-1-t--8" continuedAt="s10_notes__7__73-1-t--8-2"><ix:continuation id="s10_notes__7__5-t--829" continuedAt="s10_notes__7__5-t--829-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _10e"> </span><span class="lse5 wsba">Skulder (<span class="_ _2"></span>+<span class="_ _0"></span>) IB<span class="_ _ed"> </span>Kassaﬂöden</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xff h3f ybeb ff1 fs2b fc3 sc0 lsf9 ws130"><ix:continuation id="s10_notes__7__74-t--5" continuedAt="s10_notes__7__74-t--5-2"><ix:continuation id="s10_notes__7__73-1-t--5" continuedAt="s10_notes__7__73-1-t--5-2"><ix:continuation id="s10_notes__7__5-t--826" continuedAt="s10_notes__7__5-t--826-2"><span style="display:inherit;clear:left;">Fö<span class="_ _2"></span>rvärv<span class="_ _2"></span>/</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xf5 h3f ybea ff1 fs2b fc3 sc0 ls73 ws48"><ix:continuation id="s10_notes__7__74-t--8-2" continuedAt="s10_notes__7__74-t--8-3"><ix:continuation id="s10_notes__7__73-1-t--8-2" continuedAt="s10_notes__7__73-1-t--8-3"><ix:continuation id="s10_notes__7__5-t--829-2" continuedAt="s10_notes__7__5-t--829-3"><span style="display:inherit;clear:left;">avy<span class="_ _6"></span>ttri<span class="_ _6"></span>ngar</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8a h3f ybeb ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__74-t--5-2" continuedAt="s10_notes__7__74-t--6"><ix:continuation id="s10_notes__7__73-1-t--5-2" continuedAt="s10_notes__7__73-1-t--6"><ix:continuation id="s10_notes__7__5-t--826-2" continuedAt="s10_notes__7__5-t--827"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>alutakurs-<span class="ls2 ws2"> </span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xe2 h3f ybea ff1 fs2b fc3 sc0 ls55 ws96"><ix:continuation id="s10_notes__7__74-t--8-3" continuedAt="s10_notes__7__74-t--9"><ix:continuation id="s10_notes__7__73-1-t--8-3" continuedAt="s10_notes__7__73-1-t--9"><ix:continuation id="s10_notes__7__5-t--829-3" continuedAt="s10_notes__7__5-t--830"><span style="display:inherit;clear:left;">effek<span class="_ _6"></span>ter</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x2a h3f ybec ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__74-t--3" continuedAt="s10_notes__7__74-t--4"><ix:continuation id="s10_notes__7__73-1-t--3" continuedAt="s10_notes__7__73-1-t--4"><ix:continuation id="s10_notes__7__5-t--824" continuedAt="s10_notes__7__5-t--825"><span style="display:inherit;clear:left;">Öv<span class="_ _6"></span>ri<span class="_ _6"></span>ga e<span class="_ _6"></span>j </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x100 h3f ybed ff1 fs2b fc3 sc0 lse5 wsba"><ix:continuation id="s10_notes__7__74-t--6" continuedAt="s10_notes__7__74-t--7"><ix:continuation id="s10_notes__7__73-1-t--6" continuedAt="s10_notes__7__73-1-t--7"><ix:continuation id="s10_notes__7__5-t--827" continuedAt="s10_notes__7__5-t--828"><span style="display:inherit;clear:left;">kassaﬂödes-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x22 h3f ybee ff1 fs2b fc3 sc0 lse5 wsba"><ix:continuation id="s10_notes__7__74-t--9" continuedAt="s10_notes__7__74-t--10"><ix:continuation id="s10_notes__7__73-1-t--9" continuedAt="s10_notes__7__73-1-t--10"><ix:continuation id="s10_notes__7__5-t--830" continuedAt="s10_notes__7__5-t--831"><span style="display:inherit;clear:left;">påverk<span class="_ _0"></span>ande poster</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1e h3f ybef ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__74-t--4" continuedAt="s10_notes__7__74-t--5"><ix:continuation id="s10_notes__7__73-1-t--4" continuedAt="s10_notes__7__73-1-t--5"><ix:continuation id="s10_notes__7__5-t--825" continuedAt="s10_notes__7__5-t--826"><span style="display:inherit;clear:left;">Förändrade<span class="_ _0"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x1f h3f ybf0 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__74-t--7" continuedAt="s10_notes__7__74-t--8"><ix:continuation id="s10_notes__7__73-1-t--7" continuedAt="s10_notes__7__73-1-t--8"><ix:continuation id="s10_notes__7__5-t--828" continuedAt="s10_notes__7__5-t--829"><span style="display:inherit;clear:left;">redovisnings- </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xc h3f ybf1 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__74-t--10" continuedAt="s10_notes__7__74-t--10-2"><ix:continuation id="s10_notes__7__73-1-t--10" continuedAt="s10_notes__7__73-1-t--10-2"><ix:continuation id="s10_notes__7__5-t--831" continuedAt="s10_notes__7__5-t--831-2"><span style="display:inherit;clear:left;">principer <span class="_ _7b"> </span></span></ix:continuation></ix:continuation></ix:continuation><span class="lse5 wsba"><span><ix:continuation id="s10_notes__7__74-t--10-2" continuedAt="s10_notes__7__74-t--11"><ix:continuation id="s10_notes__7__73-1-t--10-2" continuedAt="s10_notes__7__73-1-t--11"><ix:continuation id="s10_notes__7__5-t--831-2" continuedAt="s10_notes__7__5-t--832"><span style="display:inherit;clear:left;">Skulder (<span class="_ _2"></span>+<span class="_ _2"></span>) UB</span></ix:continuation></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 ybf2 ff5 fs11 fc3 sc0 lsd wsd"><ix:continuation id="s10_notes__7__5-t--832" continuedAt="s10_notes__7__5-t--833"><ix:continuation id="s10_notes__7__73-1-t--11" continuedAt="s10_notes__7__73-1-t--12"><ix:continuation id="s10_notes__7__74-t--11" continuedAt="s10_notes__7__74-t--12"><span style="display:inherit;clear:left;">Leasing<span class="_ _1ea"> </span><span class="lse7 ws13a">45<span class="_ _1a5"> </span><span class="ls88 wsc1">-32<span class="_ _cf"> </span><span class="ls2 ws2">-<span class="_ _17"> </span>1<span class="_ _17"> </span><span class="lsc9 ws11d">30<span class="_ _cf"> </span></span>-<span class="_ _44"> </span></span></span>43</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e ybf3 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--833" continuedAt="s10_notes__7__5-t--834"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__74-t--12" continuedAt="s10_notes__7__74-t--12-2"><ix:continuation id="s10_notes__7__73-1-t--12" continuedAt="s10_notes__7__73-1-t--12-2"><span style="display:inherit;clear:left;">Summa upplåning<span class="_ _b"> </span></span></ix:continuation></ix:continuation></span><span class="lsfa ws14f"><span><ix:continuation id="s10_notes__7__74-t--12-2" continuedAt="s10_notes__7__74-t--12-3"><ix:continuation id="s10_notes__7__73-1-t--12-2" continuedAt="s10_notes__7__73-1-t--12-3"><span style="display:inherit;clear:left;">45</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__74-t--12-3" continuedAt="s10_notes__7__74-t--12-4"><ix:continuation id="s10_notes__7__73-1-t--12-3" continuedAt="s10_notes__7__73-1-t--12-4"><span style="display:inherit;clear:left;"><span class="_ _83"> </span></span></ix:continuation></ix:continuation></span><span class="ls90 ws5f"><span><ix:continuation id="s10_notes__7__74-t--12-4" continuedAt="s10_notes__7__74-t--12-5"><ix:continuation id="s10_notes__7__73-1-t--12-4" continuedAt="s10_notes__7__73-1-t--12-5"><span style="display:inherit;clear:left;">-32</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__73-1-t--12-5" continuedAt="s10_notes__7__73-1-t--12-6"><ix:continuation id="s10_notes__7__74-t--12-5" continuedAt="s10_notes__7__74-t--12-6"><span style="display:inherit;clear:left;"><span class="_ _cf"> </span><span class="ls2 ws2">-<span class="_ _17"> </span>1<span class="_ _17"> </span><span class="lsc9 ws11d">30<span class="_ _41"> </span></span>-<span class="_ _92"> </span></span></span></ix:continuation></ix:continuation></span></span><span><ix:continuation id="s10_notes__7__74-t--12-6"><ix:continuation id="s10_notes__7__73-1-t--12-6"><span style="display:inherit;clear:left;">43</span></ix:continuation></ix:continuation></span></span></span></ix:continuation></div><div class="t m0 x53 h3f ybf4 ff1 fs2b fc3 sc0 ls29 ws29"><ix:continuation id="s10_notes__7__72-1-t--11" continuedAt="s10_notes__7__72-1-t--11-2"><ix:continuation id="s10_notes__7__5-t--807" continuedAt="s10_notes__7__5-t--807-2"><span style="display:inherit;clear:left;">Perio<span class="_ _6"></span>d</span></ix:continuation></ix:continuation></div><div class="t m0 xb9 h3f ybf5 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__72-1-t--10" continuedAt="s10_notes__7__72-1-t--10-2"><ix:continuation id="s10_notes__7__5-t--806" continuedAt="s10_notes__7__5-t--806-2"><span style="display:inherit;clear:left;">Stamaktier</span></ix:continuation></ix:continuation></div><div class="t m0 x50 h3f ybf4 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__72-1-t--11-2" continuedAt="s10_notes__7__72-1-t--11-3"><ix:continuation id="s10_notes__7__5-t--807-2" continuedAt="s10_notes__7__5-t--807-3"><span style="display:inherit;clear:left;">serie A</span></ix:continuation></ix:continuation></div><div class="t m0 x89 h3f ybf5 ff1 fs2b fc3 sc0 ls55 ws96"><ix:continuation id="s10_notes__7__72-1-t--10-2" continuedAt="s10_notes__7__72-1-t--10-3"><ix:continuation id="s10_notes__7__5-t--806-2" continuedAt="s10_notes__7__5-t--806-3"><span style="display:inherit;clear:left;">Preferensak<span class="_ _6"></span>tier </span></ix:continuation></ix:continuation></div><div class="t m0 x1d h3f ybf4 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__72-1-t--11-3" continuedAt="s10_notes__7__72-1-t--11-4"><ix:continuation id="s10_notes__7__5-t--807-3" continuedAt="s10_notes__7__5-t--807-4"><span style="display:inherit;clear:left;">serie A</span></ix:continuation></ix:continuation></div><div class="t m0 xe6 h3f ybf5 ff1 fs2b fc3 sc0 ls55 ws96"><ix:continuation id="s10_notes__7__72-1-t--10-3" continuedAt="s10_notes__7__72-1-t--10-4"><ix:continuation id="s10_notes__7__5-t--806-3" continuedAt="s10_notes__7__5-t--806-4"><span style="display:inherit;clear:left;">Preferensak<span class="_ _6"></span>tier </span></ix:continuation></ix:continuation></div><div class="t m0 x26 h3f ybf4 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__72-1-t--11-4" continuedAt="s10_notes__7__72-1-t--11-5"><ix:continuation id="s10_notes__7__5-t--807-4" continuedAt="s10_notes__7__5-t--807-5"><span style="display:inherit;clear:left;">serie B</span></ix:continuation></ix:continuation></div><div class="t m0 xa1 h3f ybf5 ff1 fs2b fc3 sc0 ls29 ws96"><ix:continuation id="s10_notes__7__72-1-t--10-4" continuedAt="s10_notes__7__72-1-t--10-5"><ix:continuation id="s10_notes__7__5-t--806-4" continuedAt="s10_notes__7__5-t--806-5"><span style="display:inherit;clear:left;">T<span class="_ _2"></span>otalt antal </span></ix:continuation></ix:continuation></div><div class="t m0 xf1 h3f ybf4 ff1 fs2b fc3 sc0 ls29 ws96"><ix:continuation id="s10_notes__7__72-1-t--11-5" continuedAt="s10_notes__7__72-1-t--11-6"><ix:continuation id="s10_notes__7__5-t--807-5" continuedAt="s10_notes__7__5-t--807-6"><span style="display:inherit;clear:left;">registrerade aktie<span class="_ _6"></span>r</span></ix:continuation></ix:continuation></div><div class="t m0 x101 h3f ybf5 ff1 fs2b fc3 sc0 ls55 ws96"><ix:continuation id="s10_notes__7__72-1-t--10-5" continuedAt="s10_notes__7__72-1-t--11"><ix:continuation id="s10_notes__7__5-t--806-5" continuedAt="s10_notes__7__5-t--807"><span style="display:inherit;clear:left;"> Registrerat </span></ix:continuation></ix:continuation></div><div class="t m0 x70 h3f ybf4 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__72-1-t--11-6" continuedAt="s10_notes__7__72-1-t--12"><ix:continuation id="s10_notes__7__5-t--807-6" continuedAt="s10_notes__7__5-t--808"><span style="display:inherit;clear:left;">aktiekapital MSEK</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e ybf6 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--12" continuedAt="s10_notes__7__72-1-t--12-2"><ix:continuation id="s10_notes__7__5-t--808" continuedAt="s10_notes__7__5-t--808-2"><span style="display:inherit;clear:left;">Vi<span class="_ _6"></span>d år<span class="_ _6"></span>et<span class="_ _6"></span>s bö<span class="_ _6"></span>rja<span class="_ _6"></span>n<span class="_ _1ca"> </span><span class="ls92 wsc8">202<span class="_ _6"></span>2-<span class="_ _6"></span>01<span class="_ _d9"> </span></span>6<span class="_ _6"></span>6 57<span class="_ _6"></span>3 41<span class="_ _6"></span>0<span class="_ _68"> </span>61<span class="_ _6"></span>7 50<span class="_ _6"></span>2 58<span class="_ _6"></span>2<span class="_ _18d"> </span></span></ix:continuation></ix:continuation><span class="lsfb ws150"><span><ix:continuation id="s10_notes__7__5-t--808-2" continuedAt="s10_notes__7__5-t--809"><ix:continuation id="s10_notes__7__72-1-t--12-2" continuedAt="s10_notes__7__72-1-t--13"><span style="display:inherit;clear:left;">258<span class="_ _2"></span> 777<span class="_ _75"> </span><span class="ls2 ws2">6<span class="_ _6"></span>8<span class="_ _6"></span>4 33<span class="_ _6"></span>4 769<span class="_ _15c"> </span><span class="ls92 wsc8">5<span class="_ _6"></span>47</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x48 h32 ybf7 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__72-1-t--13" continuedAt="s10_notes__7__72-1-t--13-2"><ix:continuation id="s10_notes__7__5-t--809" continuedAt="s10_notes__7__5-t--809-2"><span style="display:inherit;clear:left;">Minskning av akt<span class="_ _6"></span>iekaptial (<span class="_ _2"></span>se sida 15)<span class="_ _163"> </span></span></ix:continuation></ix:continuation><span class="lsfc ws151"><span><ix:continuation id="s10_notes__7__5-t--809-2" continuedAt="s10_notes__7__5-t--810"><ix:continuation id="s10_notes__7__72-1-t--13-2" continuedAt="s10_notes__7__72-1-t--14"><span style="display:inherit;clear:left;">2<span class="_ _6"></span>02<span class="_ _6"></span>2-1<span class="_ _6"></span>2<span class="_ _14a"> </span><span class="ls2 ws2">-<span class="_ _1a"> </span>-<span class="_ _1d"> </span>-<span class="_ _1a"> </span>-<span class="_ _6e"> </span><span class="lsd4 ws127">-2<span class="_ _6"></span>74</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h2e ybf8 ff1 fs11 fc3 sc0 ls64 wsa5"><ix:continuation id="s10_notes__7__72-1-t--14" continuedAt="s10_notes__7__72-1-t--14-2"><ix:continuation id="s10_notes__7__5-t--810" continuedAt="s10_notes__7__5-t--810-2"><span style="display:inherit;clear:left;">Vid årets<span class="_ _2"></span> slut<span class="_ _191"> </span></span></ix:continuation></ix:continuation><span class="ls63 wsa4"><span><ix:continuation id="s10_notes__7__5-t--810-2" continuedAt="s10_notes__7__5-t--810-3"><ix:continuation id="s10_notes__7__72-1-t--14-2" continuedAt="s10_notes__7__72-1-t--14-3"><span style="display:inherit;clear:left;">2022-<span class="_ _0"></span>12<span class="_ _89"> </span></span></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--810-3" continuedAt="s10_notes__7__5-t--810-4"><ix:continuation id="s10_notes__7__72-1-t--14-3" continuedAt="s10_notes__7__72-1-t--14-4"><span style="display:inherit;clear:left;">6<span class="_ _6"></span>6 57<span class="_ _6"></span>3 41<span class="_ _6"></span>0<span class="_ _68"> </span>61<span class="_ _6"></span>7 50<span class="_ _6"></span>2 58<span class="_ _6"></span>2<span class="_ _18d"> </span></span></ix:continuation></ix:continuation></span><span class="lsfb ws150"><span><ix:continuation id="s10_notes__7__5-t--810-4" continuedAt="s10_notes__7__5-t--811"><ix:continuation id="s10_notes__7__72-1-t--14-4" continuedAt="s10_notes__7__72-1-t--15"><span style="display:inherit;clear:left;">258<span class="_ _2"></span> 777<span class="_ _75"> </span><span class="ls2 ws2">6<span class="_ _6"></span>8<span class="_ _6"></span>4 33<span class="_ _6"></span>4 769<span class="_ _1ba"> </span><span class="lsbb ws10e">2<span class="_ _6"></span>74</span></span></span></ix:continuation></ix:continuation></span></span></span></span></div><div class="t m0 x18 h2e ybf9 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--15" continuedAt="s10_notes__7__72-1-t--15-2"><ix:continuation id="s10_notes__7__5-t--811" continuedAt="s10_notes__7__5-t--811-2"><span style="display:inherit;clear:left;">Vi<span class="_ _6"></span>d år<span class="_ _6"></span>et<span class="_ _6"></span>s bö<span class="_ _6"></span>rja<span class="_ _6"></span>n<span class="_ _1ca"> </span><span class="ls63 wsa4">2023<span class="_ _6"></span>-01<span class="_ _1a5"> </span></span>6<span class="_ _6"></span>6 57<span class="_ _6"></span>3 41<span class="_ _6"></span>0<span class="_ _68"> </span>61<span class="_ _6"></span>7 50<span class="_ _6"></span>2 582<span class="_ _ef"> </span></span></ix:continuation></ix:continuation><span class="lsfb ws150"><span><ix:continuation id="s10_notes__7__5-t--811-2" continuedAt="s10_notes__7__5-t--812"><ix:continuation id="s10_notes__7__72-1-t--15-2" continuedAt="s10_notes__7__72-1-t--16"><span style="display:inherit;clear:left;">25<span class="_ _2"></span>8 777<span class="_ _75"> </span><span class="ls2 ws2">6<span class="_ _6"></span>84 3<span class="_ _6"></span>3<span class="_ _6"></span>4 769<span class="_ _1ba"> </span><span class="lsbb ws10e">2<span class="_ _6"></span>74</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x48 h32 ybfa ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__72-1-t--16" continuedAt="s10_notes__7__72-1-t--17"><ix:continuation id="s10_notes__7__5-t--812" continuedAt="s10_notes__7__5-t--813"><span style="display:inherit;clear:left;">Ind<span class="_ _6"></span>rag<span class="_ _6"></span>nin<span class="_ _6"></span>g av p<span class="_ _6"></span>refe<span class="_ _6"></span>ren<span class="_ _6"></span>sak<span class="_ _f"></span>ti<span class="_ _6"></span>er s<span class="_ _6"></span>er<span class="_ _6"></span>ie B (se sid<span class="_ _6"></span>a </span></ix:continuation></ix:continuation></div><div class="t m0 x48 h42 ybfb ff5 fs11 fc3 sc0 lsd6 ws128"><ix:continuation id="s10_notes__7__72-1-t--17" continuedAt="s10_notes__7__72-1-t--17-2"><ix:continuation id="s10_notes__7__5-t--813" continuedAt="s10_notes__7__5-t--813-2"><span style="display:inherit;clear:left;">15)<span class="_ _1eb"> </span></span></ix:continuation></ix:continuation><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__5-t--813-2" continuedAt="s10_notes__7__5-t--814"><ix:continuation id="s10_notes__7__72-1-t--17-2" continuedAt="s10_notes__7__72-1-t--18"><span style="display:inherit;clear:left;">2023-<span class="_ _6"></span>02<span class="_ _59"> </span><span class="ff2 ls2 ws2">-<span class="_ _1d"> </span>-<span class="_ _e9"> </span>-258 777<span class="_ _32"> </span>-<span class="_ _2"></span>258 7<span class="_ _6"></span>77<span class="_ _4e"> </span>0</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x48 h42 ybfc ff5 fs11 fc3 sc0 ls93 ws2"><ix:continuation id="s10_notes__7__5-t--814" continuedAt="s10_notes__7__5-t--815"><ix:continuation id="s10_notes__7__72-1-t--18" continuedAt="s10_notes__7__72-1-t--19"><span style="display:inherit;clear:left;">Nye<span class="_ _6"></span>mis<span class="_ _6"></span>si<span class="_ _6"></span>on a<span class="_ _6"></span>v sta<span class="_ _6"></span>ma<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er s<span class="_ _6"></span>er<span class="_ _6"></span>ie A ( s<span class="_ _6"></span>e sid<span class="_ _6"></span>a 15<span class="_ _6"></span>)<span class="_ _25"> </span><span class="lse0 ws134">2023<span class="_ _6"></span>-<span class="_ _6"></span>02<span class="_ _1ba"> </span></span><span class="ff2 ls2">6<span class="_ _0"></span>79 609 062<span class="_ _7b"> </span>-617 502 582<span class="_ _1a"> </span>-<span class="_ _b1"> </span>62 106 480<span class="_ _89"> </span>25</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e ybfd ff1 fs11 fc3 sc0 ls64 wsa5"><ix:continuation id="s10_notes__7__72-1-t--19" continuedAt="s10_notes__7__72-1-t--19-2"><ix:continuation id="s10_notes__7__5-t--815" continuedAt="s10_notes__7__5-t--815-2"><span style="display:inherit;clear:left;">Vid årets<span class="_ _2"></span> slut<span class="_ _191"> </span></span></ix:continuation></ix:continuation><span class="ls63 wsa4"><span><ix:continuation id="s10_notes__7__5-t--815-2" continuedAt="s10_notes__7__5-t--816"><ix:continuation id="s10_notes__7__72-1-t--19-2" continuedAt="s10_notes__7__72-1-t--20"><span style="display:inherit;clear:left;">2023-12<span class="_ _dc"> </span><span class="ls2 ws2">7<span class="_ _0"></span>46 182 472<span class="_ _1a"> </span>-<span class="_ _1d"> </span>-<span class="_ _1b2"> </span>746 182 472<span class="_ _161"> </span>298</span></span></ix:continuation></ix:continuation></span></span></div></div><div class="pi"></div></div><div id="pf35" class="pf w0 h0"><div class="pc pc35 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">53</div><div class="c x8 y9b0 w5 h4b"><div class="t m0 x3a ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1" continuedAt="s10_notes__7__75-1-t--2"><ix:continuation id="s10_notes__7__5-t--834" continuedAt="s10_notes__7__5-t--835"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 23<span class="_ _e7"> </span><span class="fc3">PENSIONSFÖRPLIKTELSER</span></span></ix:continuation></ix:continuation></div></div><div class="t m0 x8 h2e ybfe ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--38" continuedAt="s10_notes__7__75-1-t--39"><ix:continuation id="s10_notes__7__5-t--871" continuedAt="s10_notes__7__5-t--872"><span style="display:inherit;clear:left;">De belopp som<span class="_ _2"></span> re<span class="_ _6"></span>dovisas<span class="_ _0"></span> i balansräkningen har<span class="_ _0"></span> beräknats enligt föl<span class="_ _0"></span>jande:</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f ybff ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--872" continuedAt="s10_notes__7__5-t--873"><ix:continuation id="s10_notes__7__75-1-t--39" continuedAt="s10_notes__7__75-1-t--40"><span style="display:inherit;clear:left;">MSEK<span class="_ _1aa"> </span><span class="lsc4 ws11a">2023<span class="_ _48"> </span>2022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc00 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--873" continuedAt="s10_notes__7__5-t--874"><ix:continuation id="s10_notes__7__75-1-t--40" continuedAt="s10_notes__7__75-1-t--41"><span style="display:inherit;clear:left;">Nuvärde<span class="_ _0"></span>t av f<span class="_ _2"></span>onde<span class="_ _6"></span>rade<span class="_ _0"></span> förpliktelser<span class="_ _182"> </span><span class="lsde ws132">10<span class="_ _188"> </span><span class="ls49 ws8a">11</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc01 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--874" continuedAt="s10_notes__7__5-t--875"><ix:continuation id="s10_notes__7__75-1-t--41" continuedAt="s10_notes__7__75-1-t--42"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>erkligt värde på förvaltnings<span class="_ _6"></span>tillgångar<span class="_ _a7"> </span><span class="lsdc ws12f">-7<span class="_ _167"> </span><span class="ls5c ws9c">-8</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc02 ff1 fs11 fc3 sc0 ls64 wsa5"><ix:continuation id="s10_notes__7__5-t--875" continuedAt="s10_notes__7__5-t--876"><ix:continuation id="s10_notes__7__75-1-t--42" continuedAt="s10_notes__7__75-1-t--43"><span style="display:inherit;clear:left;">Undersko<span class="_ _0"></span>tt (<span class="_ _2"></span>+<span class="_ _2"></span>)/ öv<span class="_ _0"></span>erskott<span class="_ _0"></span> (<span class="_ _2"></span>-<span class="_ _2"></span>) i fonderade<span class="_ _2"></span> planer <span class="_ _8b"> </span><span class="ls2 ws2">3<span class="_ _2d"> </span>4</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc03 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--876" continuedAt="s10_notes__7__5-t--877"><ix:continuation id="s10_notes__7__75-1-t--43" continuedAt="s10_notes__7__75-1-t--44"><span style="display:inherit;clear:left;">Nuvärde<span class="_ _0"></span>t av o<span class="_ _0"></span>fonderade<span class="_ _2"></span> förplik<span class="_ _6"></span>telser<span class="_ _1ec"> </span><span class="ls88 wsc1">230<span class="_ _be"> </span><span class="lse6 ws139">258</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc04 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__75-1-t--44" continuedAt="s10_notes__7__75-1-t--45"><ix:continuation id="s10_notes__7__5-t--877" continuedAt="s10_notes__7__5-t--878"><span style="display:inherit;clear:left;">Summa undersko<span class="_ _0"></span>tt i förmånsbestämda<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc05 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--878" continuedAt="s10_notes__7__5-t--879"><ix:continuation id="s10_notes__7__75-1-t--45" continuedAt="s10_notes__7__75-1-t--46"><span style="display:inherit;clear:left;">pensionsplaner <span class="_ _1bb"> </span><span class="ls86 wsbf">2<span class="_ _6"></span>32<span class="_ _2f"> </span><span class="ls88 wsc1">262</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc06 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--879" continuedAt="s10_notes__7__5-t--880"><ix:continuation id="s10_notes__7__75-1-t--46" continuedAt="s10_notes__7__75-1-t--47"><span style="display:inherit;clear:left;">Effekt av lägsta<span class="_ _0"></span> fonderingskr<span class="_ _0"></span>av<span class="_ _0"></span>/ tillgång<span class="_ _0"></span>skrav<span class="_ _1d"> </span><span class="ls2 ws2">-<span class="_ _91"> </span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc07 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--880" continuedAt="s10_notes__7__5-t--881"><ix:continuation id="s10_notes__7__75-1-t--47" continuedAt="s10_notes__7__75-1-t--48"><span style="display:inherit;clear:left;">Summa förmånsbestämda<span class="_ _2"></span> pe<span class="_ _6"></span>nsionsplaner <span class="_ _20"> </span><span class="ls86 wsbf">232<span class="_ _be"> </span><span class="ls88 wsc1">262</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc08 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--881" continuedAt="s10_notes__7__5-t--882"><ix:continuation id="s10_notes__7__75-1-t--48" continuedAt="s10_notes__7__75-1-t--49"><span style="display:inherit;clear:left;">Övriga pensionsförpl<span class="_ _0"></span>iktelser<span class="_ _1ed"> </span><span class="ls64 wsa5">36<span class="_ _40"> </span><span class="lsc9 ws11d">38</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc09 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--882" continuedAt="s10_notes__7__5-t--883"><ix:continuation id="s10_notes__7__75-1-t--49" continuedAt="s10_notes__7__75-1-t--50"><span style="display:inherit;clear:left;">Pensionsförpliktelser i bal<span class="_ _0"></span>ansräkningen <span class="_ _34"> </span><span class="ls88 wsc1">268<span class="_ _f3"> </span><span class="lsc9 ws11d">300</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc0a ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--50" continuedAt="s10_notes__7__75-1-t--51"><ix:continuation id="s10_notes__7__5-t--883" continuedAt="s10_notes__7__5-t--884"><span style="display:inherit;clear:left;">Koncernen har<span class="_ _2"></span> förmånsbestämda pensionsplaner i Sv<span class="_ _0"></span>erige, Norge och Finland som </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc0b ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--51" continuedAt="s10_notes__7__75-1-t--52"><ix:continuation id="s10_notes__7__5-t--884" continuedAt="s10_notes__7__5-t--885"><span style="display:inherit;clear:left;">lyder under<span class="_ _2"></span> likartade regelv<span class="_ _0"></span>erk. Samtliga förmånsbest<span class="_ _0"></span>ämda pensionsplaner är<span class="_ _0"></span> ba<span class="ls2">-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc0c ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--52" continuedAt="s10_notes__7__75-1-t--53"><ix:continuation id="s10_notes__7__5-t--885" continuedAt="s10_notes__7__5-t--886"><span style="display:inherit;clear:left;">serade på slutlig lön, som ger<span class="_ _0"></span> anställda som omf<span class="_ _0"></span>attas av pensionsplanen förmåner<span class="_ _2"></span> i<span class="_ _6"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc0d ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--53" continuedAt="s10_notes__7__75-1-t--54"><ix:continuation id="s10_notes__7__5-t--886" continuedAt="s10_notes__7__5-t--887"><span style="display:inherit;clear:left;">form av en gar<span class="_ _0"></span>anter<span class="_ _0"></span>ad nivå på pensionsutbetalningarna under<span class="_ _2"></span> livstiden.<span class="_ _6"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x4c h42 yc0e ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--54" continuedAt="s10_notes__7__75-1-t--55"><ix:continuation id="s10_notes__7__5-t--887" continuedAt="s10_notes__7__5-t--888"><span style="display:inherit;clear:left;">Nivån på förmånen ber<span class="_ _2"></span>or på de anställdas tjänstgöringstid och lön vid </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc0f ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--55" continuedAt="s10_notes__7__75-1-t--56"><ix:continuation id="s10_notes__7__5-t--888" continuedAt="s10_notes__7__5-t--889"><span style="display:inherit;clear:left;">pensionerings <span class="_ _fc"></span>tidpunkten. I de svenska planerna är<span class="_ _0"></span> pensionsutbetalningarna normalt </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc10 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--56" continuedAt="s10_notes__7__75-1-t--57"><ix:continuation id="s10_notes__7__5-t--889" continuedAt="s10_notes__7__5-t--890"><span style="display:inherit;clear:left;">uppräknade enligt<span class="_ _0"></span> konsumentprisinde<span class="_ _0"></span>x. Med undantag av in<span class="_ _0"></span>ﬂationsrisken i Sv<span class="_ _0"></span>erige </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc11 ff2 fs11 fc3 sc0 ls93 ws2"><ix:continuation id="s10_notes__7__75-1-t--57" continuedAt="s10_notes__7__75-1-t--58"><ix:continuation id="s10_notes__7__5-t--890" continuedAt="s10_notes__7__5-t--891"><span style="display:inherit;clear:left;">är planerna utsatt<span class="_ _0"></span>a för<span class="_ _0"></span> i stort se<span class="_ _0"></span>tt lik<span class="_ _0"></span>artade risk<span class="_ _0"></span>er<span class="_ _2"></span>. I Finland finns det en plan som tryggas </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc12 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--58" continuedAt="s10_notes__7__75-1-t--59"><ix:continuation id="s10_notes__7__5-t--891" continuedAt="s10_notes__7__5-t--892"><span style="display:inherit;clear:left;">med en stiftelse.  <span class="_ _fc"></span>Stiftelsens verksamhet<span class="_ _2"></span> regleras av nationella bestämmelser<span class="_ _2"></span> och<span class="_ _6"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc13 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__75-1-t--59" continuedAt="s10_notes__7__75-1-t--60"><ix:continuation id="s10_notes__7__5-t--892" continuedAt="s10_notes__7__5-t--893"><span style="display:inherit;clear:left;">praxis. F<span class="_ _0"></span>ör of<span class="_ _0"></span>onderade planer<span class="_ _2"></span> betalar för<span class="_ _2"></span>etaget ut<span class="_ _0"></span> ersättningar vid f<span class="_ _2"></span>örfallotidpunkt. </span></ix:continuation></ix:continuation></div><div class="t m0 xa h2e yc14 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--60" continuedAt="s10_notes__7__75-1-t--61"><ix:continuation id="s10_notes__7__5-t--893" continuedAt="s10_notes__7__5-t--894"><span style="display:inherit;clear:left;">Förä<span class="_ _6"></span>nd<span class="_ _6"></span>ri<span class="_ _6"></span>ng i n<span class="_ _6"></span>uvä<span class="_ _6"></span>rd<span class="_ _6"></span>et a<span class="_ _6"></span>v fö<span class="_ _6"></span>rpl<span class="_ _6"></span>ik<span class="_ _6"></span>t<span class="_ _6"></span>el<span class="_ _6"></span>se u<span class="_ _6"></span>nd<span class="_ _6"></span>er å<span class="_ _6"></span>re<span class="_ _6"></span>t </span></ix:continuation></ix:continuation></div><div class="t m0 x86 h3f ybff ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--894" continuedAt="s10_notes__7__5-t--895"><ix:continuation id="s10_notes__7__75-1-t--61" continuedAt="s10_notes__7__75-1-t--62"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yc00 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--895" continuedAt="s10_notes__7__5-t--896"><ix:continuation id="s10_notes__7__75-1-t--62" continuedAt="s10_notes__7__75-1-t--63"><span style="display:inherit;clear:left;">Ingående balans<span class="_ _8c"> </span><span class="lsca ws11e">270<span class="_ _165"> </span><span class="ls7a wsb7">416</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yc01 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__75-1-t--63" continuedAt="s10_notes__7__75-1-t--64"><ix:continuation id="s10_notes__7__5-t--896" continuedAt="s10_notes__7__5-t--897"><span style="display:inherit;clear:left;">Poster redovisade i resultaträkningen:</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc02 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--897" continuedAt="s10_notes__7__5-t--898"><ix:continuation id="s10_notes__7__75-1-t--64" continuedAt="s10_notes__7__75-1-t--65"><span style="display:inherit;clear:left;">Kostnader f<span class="_ _0"></span>ör tjänstgöring<span class="_ _2"></span> innevarande<span class="_ _0"></span> år<span class="_ _1ee"> </span><span class="lscd ws121">-2<span class="_ _184"> </span><span class="lse6 ws139">-9</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc03 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--898" continuedAt="s10_notes__7__5-t--899"><ix:continuation id="s10_notes__7__75-1-t--65" continuedAt="s10_notes__7__75-1-t--66"><span style="display:inherit;clear:left;">Ränt<span class="_ _0"></span>ekostnader<span class="_ _1ef"> </span><span class="ls2 ws2">8<span class="_ _73"> </span>9</span></span></ix:continuation></ix:continuation></div><div class="t m0 x102 h2e yc04 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--66" continuedAt="s10_notes__7__75-1-t--67"><ix:continuation id="s10_notes__7__5-t--899" continuedAt="s10_notes__7__5-t--900"><span style="display:inherit;clear:left;">6<span class="_ _4c"> </span>1</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yc15 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--67" continuedAt="s10_notes__7__75-1-t--68"><ix:continuation id="s10_notes__7__5-t--900" continuedAt="s10_notes__7__5-t--901"><span style="display:inherit;clear:left;">Omvärderingar<span class="_ _0"></span> redovisade i<span class="_ _2"></span> övrigt </span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yc16 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__75-1-t--68" continuedAt="s10_notes__7__75-1-t--69"><ix:continuation id="s10_notes__7__5-t--901" continuedAt="s10_notes__7__5-t--902"><span style="display:inherit;clear:left;">totalresultat:</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc17 ff5 fs11 fc3 sc0 lse1 wsbf"><ix:continuation id="s10_notes__7__75-1-t--69" continuedAt="s10_notes__7__75-1-t--70"><ix:continuation id="s10_notes__7__5-t--902" continuedAt="s10_notes__7__5-t--903"><span style="display:inherit;clear:left;">Vinst/f<span class="_ _0"></span>örlust till följd av för<span class="_ _0"></span>ändrade demografiska </span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc18 ff5 fs11 fc3 sc0 lscf ws146"><ix:continuation id="s10_notes__7__5-t--903" continuedAt="s10_notes__7__5-t--904"><ix:continuation id="s10_notes__7__75-1-t--70" continuedAt="s10_notes__7__75-1-t--71"><span style="display:inherit;clear:left;">antaga<span class="_ _0"></span>nden<span class="_ _e3"> </span><span class="ls2 ws2">1<span class="_ _93"> </span><span class="lse4 ws138">-2</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc19 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--71" continuedAt="s10_notes__7__75-1-t--72"><ix:continuation id="s10_notes__7__5-t--904" continuedAt="s10_notes__7__5-t--905"><span style="display:inherit;clear:left;">Vinst/<span class="_ _2"></span>förlust till<span class="_ _0"></span> följd<span class="_ _0"></span> av för<span class="_ _0"></span>ändrade<span class="_ _2"></span> finansiella </span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc1a ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--905" continuedAt="s10_notes__7__5-t--906"><ix:continuation id="s10_notes__7__75-1-t--72" continuedAt="s10_notes__7__75-1-t--73"><span style="display:inherit;clear:left;">antaga<span class="_ _0"></span>nden <span class="_ _1f0"> </span><span class="ls63 wsa4">-36<span class="_ _188"> </span><span class="lscc ws120">-17<span class="_ _6"></span>7</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc1b ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--906" continuedAt="s10_notes__7__5-t--907"><ix:continuation id="s10_notes__7__75-1-t--73" continuedAt="s10_notes__7__75-1-t--74"><span style="display:inherit;clear:left;">Erfarenhe<span class="_ _0"></span>tsbaserade<span class="_ _2"></span> vins<span class="_ _6"></span>ter<span class="_ _2"></span>/f<span class="_ _2"></span>örluster <span class="_ _9"> </span><span class="lsa8 wsf5">14<span class="_ _8b"> </span><span class="ls63 wsa4">37</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x103 h2e yc1c ff1 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__75-1-t--74" continuedAt="s10_notes__7__75-1-t--75"><ix:continuation id="s10_notes__7__5-t--907" continuedAt="s10_notes__7__5-t--908"><span style="display:inherit;clear:left;">-2<span class="_ _6"></span>1<span class="_ _35"> </span><span class="lsa0 wsee">-1<span class="_ _6"></span>42</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc1d ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--908" continuedAt="s10_notes__7__5-t--909"><ix:continuation id="s10_notes__7__75-1-t--75" continuedAt="s10_notes__7__75-1-t--76"><span style="display:inherit;clear:left;">Amortering<span class="_ _1eb"> </span><span class="lscc ws120">-10<span class="_ _1ba"> </span><span class="ls2 ws2">-</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yc1e ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--909" continuedAt="s10_notes__7__5-t--910"><ix:continuation id="s10_notes__7__75-1-t--76" continuedAt="s10_notes__7__75-1-t--77"><span style="display:inherit;clear:left;">Utbetalda<span class="_ _0"></span> ersät<span class="_ _6"></span>tningar<span class="_ _1f1"> </span><span class="lsd1 ws124">-4<span class="_ _8b"> </span><span class="ls5c ws9c">-5</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yc1f ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--910" continuedAt="s10_notes__7__5-t--911"><ix:continuation id="s10_notes__7__75-1-t--77" continuedAt="s10_notes__7__75-1-t--78"><span style="display:inherit;clear:left;">Utgående balans<span class="_ _1d6"> </span><span class="lsd6 ws128">240<span class="_ _188"> </span><span class="lsca ws11e">270</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e yc20 ff1 fs11 fc3 sc0 ls54 ws95"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForEmployeeBenefitsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__76" continuedAt="s10_notes__7__76-t--2"><ix:continuation id="s10_notes__7__75-1-t--2" continuedAt="s10_notes__7__75-1-t--3"><ix:continuation id="s10_notes__7__5-t--835" continuedAt="s10_notes__7__5-t--836"><span style="display:inherit;clear:left;">REDOVISNINGSPRINCIPER</span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x8 h42 yc21 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--2" continuedAt="s10_notes__7__76-t--3"><ix:continuation id="s10_notes__7__75-1-t--3" continuedAt="s10_notes__7__75-1-t--4"><ix:continuation id="s10_notes__7__5-t--836" continuedAt="s10_notes__7__5-t--837"><span style="display:inherit;clear:left;">Inom koncernen f<span class="_ _0"></span>örek<span class="_ _2"></span>ommer såväl avgiftsbestämda som f<span class="_ _0"></span>örmånsbestämda </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc22 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--3" continuedAt="s10_notes__7__76-t--4"><ix:continuation id="s10_notes__7__75-1-t--4" continuedAt="s10_notes__7__75-1-t--5"><ix:continuation id="s10_notes__7__5-t--837" continuedAt="s10_notes__7__5-t--838"><span style="display:inherit;clear:left;">pensionsplaner<span class="_ _2"></span>. En avgiftsbestämd plan är en pensionsplan enligt<span class="_ _0"></span> vilken k<span class="_ _2"></span>oncernen<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc23 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--4" continuedAt="s10_notes__7__76-t--5"><ix:continuation id="s10_notes__7__75-1-t--5" continuedAt="s10_notes__7__75-1-t--6"><ix:continuation id="s10_notes__7__5-t--838" continuedAt="s10_notes__7__5-t--839"><span style="display:inherit;clear:left;">betalar<span class="_ _0"></span> avgifter<span class="_ _2"></span> till offentligt eller<span class="_ _2"></span> privat administrer<span class="_ _0"></span>ade pensionsförsäkringar<span class="_ _2"></span> och där<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc24 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--5" continuedAt="s10_notes__7__76-t--6"><ix:continuation id="s10_notes__7__75-1-t--6" continuedAt="s10_notes__7__75-1-t--7"><ix:continuation id="s10_notes__7__5-t--839" continuedAt="s10_notes__7__5-t--840"><span style="display:inherit;clear:left;">koncernen int<span class="_ _0"></span>e har någr<span class="_ _2"></span>a förpliktelser att<span class="_ _0"></span> betala ytt<span class="_ _0"></span>erligare avgift<span class="_ _0"></span>er<span class="_ _0"></span>. A<span class="_ _2"></span>vgifterna redo<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc25 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--6" continuedAt="s10_notes__7__76-t--7"><ix:continuation id="s10_notes__7__75-1-t--7" continuedAt="s10_notes__7__75-1-t--8"><ix:continuation id="s10_notes__7__5-t--840" continuedAt="s10_notes__7__5-t--841"><span style="display:inherit;clear:left;">visas som personalkostnader<span class="_ _2"></span> när de förfaller<span class="_ _2"></span> till betalning. Förmånsbestämda planer </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc26 ff2 fs11 fc3 sc0 ls93 ws2"><ix:continuation id="s10_notes__7__76-t--7" continuedAt="s10_notes__7__76-t--8"><ix:continuation id="s10_notes__7__75-1-t--8" continuedAt="s10_notes__7__75-1-t--9"><ix:continuation id="s10_notes__7__5-t--841" continuedAt="s10_notes__7__5-t--842"><span style="display:inherit;clear:left;">anger ett<span class="_ _2"></span> belopp för den pensionsförmån en anst<span class="_ _0"></span>älld erhåller eft<span class="_ _0"></span>er pensionering, baser<span class="_ _0"></span>at </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc27 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--8" continuedAt="s10_notes__7__76-t--9"><ix:continuation id="s10_notes__7__75-1-t--9" continuedAt="s10_notes__7__75-1-t--10"><ix:continuation id="s10_notes__7__5-t--842" continuedAt="s10_notes__7__5-t--843"><span style="display:inherit;clear:left;">på en eller ett<span class="_ _2"></span> antal faktor<span class="_ _0"></span>er såsom ålder<span class="_ _2"></span>, antal tjänsteår<span class="_ _2"></span> och lön vid pensioneringstid<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc28 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--9" continuedAt="s10_notes__7__76-t--10"><ix:continuation id="s10_notes__7__75-1-t--10" continuedAt="s10_notes__7__75-1-t--11"><ix:continuation id="s10_notes__7__5-t--843" continuedAt="s10_notes__7__5-t--844"><span style="display:inherit;clear:left;">punkten. K<span class="_ _0"></span>oncernen bär risk<span class="_ _0"></span>en för<span class="_ _0"></span> att de utf<span class="_ _0"></span>ästa ersättningarna utbetalas. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x4c h42 yc29 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--10" continuedAt="s10_notes__7__76-t--11"><ix:continuation id="s10_notes__7__75-1-t--11" continuedAt="s10_notes__7__75-1-t--12"><ix:continuation id="s10_notes__7__5-t--844" continuedAt="s10_notes__7__5-t--845"><span style="display:inherit;clear:left;">Den skuld som redovisas i balansr<span class="_ _2"></span>äkningen avseende förmånsbestämda pensions<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc2a ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--11" continuedAt="s10_notes__7__76-t--12"><ix:continuation id="s10_notes__7__75-1-t--12" continuedAt="s10_notes__7__75-1-t--13"><ix:continuation id="s10_notes__7__5-t--845" continuedAt="s10_notes__7__5-t--846"><span style="display:inherit;clear:left;">skulder är<span class="_ _2"></span> nettot av nuvär<span class="_ _2"></span>det av den förmånsbest<span class="_ _0"></span>ämda förpliktelsen och v<span class="_ _0"></span>erkligt v<span class="_ _0"></span>ärde </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc2b ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--12" continuedAt="s10_notes__7__76-t--13"><ix:continuation id="s10_notes__7__75-1-t--13" continuedAt="s10_notes__7__75-1-t--14"><ix:continuation id="s10_notes__7__5-t--846" continuedAt="s10_notes__7__5-t--847"><span style="display:inherit;clear:left;">på förvaltningstillgångarna. Den f<span class="_ _0"></span>örmånsbestämda pensionsförplikt<span class="_ _0"></span>elsen beräknas </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc2c ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--13" continuedAt="s10_notes__7__76-t--14"><ix:continuation id="s10_notes__7__75-1-t--14" continuedAt="s10_notes__7__75-1-t--15"><ix:continuation id="s10_notes__7__5-t--847" continuedAt="s10_notes__7__5-t--848"><span style="display:inherit;clear:left;">årligen av oberoende aktuarier<span class="_ _2"></span> med tillämpning av den s.k. Projected Unit<span class="_ _0"></span> Credit </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc2d ff2 fs11 fc3 sc0 lsa9 ws12d"><ix:continuation id="s10_notes__7__76-t--14" continuedAt="s10_notes__7__76-t--15"><ix:continuation id="s10_notes__7__75-1-t--15" continuedAt="s10_notes__7__75-1-t--16"><ix:continuation id="s10_notes__7__5-t--848" continuedAt="s10_notes__7__5-t--849"><span style="display:inherit;clear:left;">Method.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x4c h42 yc2e ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--15" continuedAt="s10_notes__7__76-t--16"><ix:continuation id="s10_notes__7__75-1-t--16" continuedAt="s10_notes__7__75-1-t--17"><ix:continuation id="s10_notes__7__5-t--849" continuedAt="s10_notes__7__5-t--850"><span style="display:inherit;clear:left;">Kostnader<span class="_ _2"></span> avseende tjänstgöring under innevar<span class="_ _2"></span>ande period för förmånsbest<span class="_ _0"></span>ämda </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc2f ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--16" continuedAt="s10_notes__7__76-t--17"><ix:continuation id="s10_notes__7__75-1-t--17" continuedAt="s10_notes__7__75-1-t--18"><ix:continuation id="s10_notes__7__5-t--850" continuedAt="s10_notes__7__5-t--851"><span style="display:inherit;clear:left;">planer ut<span class="_ _0"></span>görs av ökningen av den förmånsbest<span class="_ _0"></span>ämda förpliktelsen, f<span class="_ _2"></span>örändringar av </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc30 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--17" continuedAt="s10_notes__7__76-t--18"><ix:continuation id="s10_notes__7__75-1-t--18" continuedAt="s10_notes__7__75-1-t--19"><ix:continuation id="s10_notes__7__5-t--851" continuedAt="s10_notes__7__5-t--852"><span style="display:inherit;clear:left;">ersättningarna, reduceringar<span class="_ _2"></span> och regleringar<span class="_ _0"></span>. Kostnaden r<span class="_ _0"></span>edovisas som personalk<span class="_ _0"></span>ost<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc31 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--18" continuedAt="s10_notes__7__76-t--19"><ix:continuation id="s10_notes__7__75-1-t--19" continuedAt="s10_notes__7__75-1-t--20"><ix:continuation id="s10_notes__7__5-t--852" continuedAt="s10_notes__7__5-t--853"><span style="display:inherit;clear:left;">nader i r<span class="_ _0"></span>esultatr<span class="_ _0"></span>äkningen. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x88 h42 yc32 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--19" continuedAt="s10_notes__7__76-t--20"><ix:continuation id="s10_notes__7__75-1-t--20" continuedAt="s10_notes__7__75-1-t--21"><ix:continuation id="s10_notes__7__5-t--853" continuedAt="s10_notes__7__5-t--854"><span style="display:inherit;clear:left;">Nettor<span class="_ _0"></span>äntan ber<span class="_ _0"></span>äknas genom att disk<span class="_ _2"></span>onteringsräntan tillämpas på f<span class="_ _2"></span>örmånsbe<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc33 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--20" continuedAt="s10_notes__7__76-t--21"><ix:continuation id="s10_notes__7__75-1-t--21" continuedAt="s10_notes__7__75-1-t--22"><ix:continuation id="s10_notes__7__5-t--854" continuedAt="s10_notes__7__5-t--855"><span style="display:inherit;clear:left;">stämda planer<span class="_ _0"></span> och på det v<span class="_ _0"></span>erkliga vär<span class="_ _0"></span>det på f<span class="_ _0"></span>örvaltningstillgångarna. </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x88 h42 yc34 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--21" continuedAt="s10_notes__7__76-t--22"><ix:continuation id="s10_notes__7__75-1-t--22" continuedAt="s10_notes__7__75-1-t--23"><ix:continuation id="s10_notes__7__5-t--855" continuedAt="s10_notes__7__5-t--856"><span style="display:inherit;clear:left;">Aktuariella vinster<span class="_ _0"></span> och förluster<span class="_ _2"></span> till följd av erfar<span class="_ _0"></span>enhetsbaserade just<span class="_ _0"></span>eringar och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc35 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--22" continuedAt="s10_notes__7__76-t--23"><ix:continuation id="s10_notes__7__75-1-t--23" continuedAt="s10_notes__7__75-1-t--24"><ix:continuation id="s10_notes__7__5-t--856" continuedAt="s10_notes__7__5-t--857"><span style="display:inherit;clear:left;">för<span class="_ _0"></span>ändringar i aktuariella ant<span class="_ _0"></span>aganden redovisas i ö<span class="_ _0"></span>vrigt t<span class="_ _0"></span>otalr<span class="_ _0"></span>esultat under<span class="_ _2"></span> den period<span class="_ _6"></span> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc36 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__76-t--23"><ix:continuation id="s10_notes__7__75-1-t--24" continuedAt="s10_notes__7__75-1-t--25"><ix:continuation id="s10_notes__7__5-t--857" continuedAt="s10_notes__7__5-t--858"><span style="display:inherit;clear:left;">de uppstår<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h2e yc37 ff1 fs11 fc3 sc0 lsca ws11e"><ix:continuation id="s10_notes__7__77-1" continuedAt="s10_notes__7__77-1-t--2"><ix:continuation id="s10_notes__7__75-1-t--25" continuedAt="s10_notes__7__75-1-t--26"><ix:continuation id="s10_notes__7__5-t--858" continuedAt="s10_notes__7__5-t--859"><span style="display:inherit;clear:left;">VIKTIGA UPPSK<span class="_ _6"></span>A<span class="_ _2"></span>T<span class="_ _6"></span>TNINGAR OCH BEDÖMNINGAR</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc38 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__77-1-t--2" continuedAt="s10_notes__7__77-1-t--3"><ix:continuation id="s10_notes__7__75-1-t--26" continuedAt="s10_notes__7__75-1-t--27"><ix:continuation id="s10_notes__7__5-t--859" continuedAt="s10_notes__7__5-t--860"><span style="display:inherit;clear:left;">Pensionsförplikt<span class="_ _0"></span>elsernas nuvärde är<span class="_ _2"></span> beroende av ett an<span class="_ _0"></span>tal faktur<span class="_ _2"></span>or som fastställs av </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc39 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__77-1-t--3" continuedAt="s10_notes__7__77-1-t--4"><ix:continuation id="s10_notes__7__75-1-t--27" continuedAt="s10_notes__7__75-1-t--28"><ix:continuation id="s10_notes__7__5-t--860" continuedAt="s10_notes__7__5-t--861"><span style="display:inherit;clear:left;">oberoende aktuarier<span class="_ _0"></span> med hjälp av ett<span class="_ _0"></span> antal ant<span class="_ _0"></span>aganden. V<span class="_ _2"></span>arje förändring i dessa </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc3a ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__77-1-t--4" continuedAt="s10_notes__7__77-1-t--5"><ix:continuation id="s10_notes__7__75-1-t--28" continuedAt="s10_notes__7__75-1-t--29"><ix:continuation id="s10_notes__7__5-t--861" continuedAt="s10_notes__7__5-t--862"><span style="display:inherit;clear:left;">antaganden k<span class="_ _0"></span>ommer att<span class="_ _2"></span> påverka pensionsförpliktelsernas r<span class="_ _2"></span>edovisade värde. <span class="_ _0"></span>Viktiga </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc3b ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__77-1-t--5" continuedAt="s10_notes__7__77-1-t--6"><ix:continuation id="s10_notes__7__75-1-t--29" continuedAt="s10_notes__7__75-1-t--30"><ix:continuation id="s10_notes__7__5-t--862" continuedAt="s10_notes__7__5-t--863"><span style="display:inherit;clear:left;">antaganden r<span class="_ _0"></span>örande pensionsf<span class="_ _0"></span>örpliktelser är<span class="_ _2"></span> diskonteringsr<span class="_ _0"></span>änta, förv<span class="_ _0"></span>äntad avk<span class="_ _0"></span>ast<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc3c ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__77-1-t--6" continuedAt="s10_notes__7__77-1-t--7"><ix:continuation id="s10_notes__7__75-1-t--30" continuedAt="s10_notes__7__75-1-t--31"><ix:continuation id="s10_notes__7__5-t--863" continuedAt="s10_notes__7__5-t--864"><span style="display:inherit;clear:left;">ning på förvaltningstillgångar<span class="_ _2"></span>, framtida löneökningar<span class="_ _2"></span>, inﬂation samt demogr<span class="_ _2"></span>afiska </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc3d ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__77-1-t--7" continuedAt="s10_notes__7__77-1-t--8"><ix:continuation id="s10_notes__7__75-1-t--31" continuedAt="s10_notes__7__75-1-t--32"><ix:continuation id="s10_notes__7__5-t--864" continuedAt="s10_notes__7__5-t--865"><span style="display:inherit;clear:left;">förhållanden. Dessa ant<span class="_ _0"></span>aganden baseras på r<span class="_ _0"></span>ådande marknadsvillkor<span class="_ _2"></span> eller etable<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc3e ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__77-1-t--8" continuedAt="s10_notes__7__77-1-t--9"><ix:continuation id="s10_notes__7__75-1-t--32" continuedAt="s10_notes__7__75-1-t--33"><ix:continuation id="s10_notes__7__5-t--865" continuedAt="s10_notes__7__5-t--866"><span style="display:inherit;clear:left;">rade a<span class="_ _6"></span>ktua<span class="_ _6"></span>riel<span class="_ _6"></span>la för<span class="_ _6"></span>väntni<span class="_ _6"></span>ngar. Koncernen f<span class="_ _0"></span>astställer<span class="_ _0"></span> lämplig diskont<span class="_ _0"></span>eringsränt<span class="_ _0"></span>a i slutet </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc3f ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__77-1-t--9" continuedAt="s10_notes__7__77-1-t--10"><ix:continuation id="s10_notes__7__75-1-t--33" continuedAt="s10_notes__7__75-1-t--34"><ix:continuation id="s10_notes__7__5-t--866" continuedAt="s10_notes__7__5-t--867"><span style="display:inherit;clear:left;">av varje år<span class="_ _2"></span>, denna ränta an<span class="_ _0"></span>vänds för<span class="_ _2"></span> att fastställa nuvär<span class="_ _2"></span>det av bedömda fram<span class="_ _0"></span>tida ut<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc40 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__77-1-t--10" continuedAt="s10_notes__7__77-1-t--11"><ix:continuation id="s10_notes__7__75-1-t--34" continuedAt="s10_notes__7__75-1-t--35"><ix:continuation id="s10_notes__7__5-t--867" continuedAt="s10_notes__7__5-t--868"><span style="display:inherit;clear:left;">betalningar<span class="_ _0"></span> för<span class="_ _0"></span> att r<span class="_ _0"></span>eglera pensionsf<span class="_ _0"></span>örpliktelserna. Vid f<span class="_ _2"></span>astställande av lämplig diskon<span class="ls2">-</span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc41 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__77-1-t--11" continuedAt="s10_notes__7__77-1-t--12"><ix:continuation id="s10_notes__7__75-1-t--35" continuedAt="s10_notes__7__75-1-t--36"><ix:continuation id="s10_notes__7__5-t--868" continuedAt="s10_notes__7__5-t--869"><span style="display:inherit;clear:left;">teringsrän<span class="_ _0"></span>ta i Sverige beakt<span class="_ _0"></span>ar k<span class="_ _2"></span>oncernen räntorna för<span class="_ _2"></span> förstklassiga bostadsobligationer </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc42 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__77-1-t--12" continuedAt="s10_notes__7__77-1-t--13"><ix:continuation id="s10_notes__7__75-1-t--36" continuedAt="s10_notes__7__75-1-t--37"><ix:continuation id="s10_notes__7__5-t--869" continuedAt="s10_notes__7__5-t--870"><span style="display:inherit;clear:left;">som är uttryckt<span class="_ _0"></span>a i den valuta i <span class="_ _0"></span>vilken ersättningarna k<span class="_ _2"></span>ommer att bet<span class="_ _0"></span>alas, och som har </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yc43 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__75-1-t--37" continuedAt="s10_notes__7__75-1-t--38"><ix:continuation id="s10_notes__7__5-t--870" continuedAt="s10_notes__7__5-t--871"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__77-1-t--13"><span style="display:inherit;clear:left;">löptider som mo<span class="_ _0"></span>tsvar<span class="_ _0"></span>ar bedömningarna f<span class="_ _0"></span>ör den aktur<span class="_ _0"></span>aiella pensionsförpliktelsen.</span></ix:continuation></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e yc44 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--78" continuedAt="s10_notes__7__75-1-t--79"><ix:continuation id="s10_notes__7__5-t--911" continuedAt="s10_notes__7__5-t--912"><span style="display:inherit;clear:left;">Förändring<span class="_ _0"></span> i v<span class="_ _0"></span>erkligt värde<span class="_ _2"></span> på förvaltningstillgångar under året<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yc45 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--912" continuedAt="s10_notes__7__5-t--913"><ix:continuation id="s10_notes__7__75-1-t--79" continuedAt="s10_notes__7__75-1-t--80"><span style="display:inherit;clear:left;">MSEK<span class="_ _197"> </span><span class="lsc4 ws11a">2023<span class="_ _17b"> </span>2022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc46 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--913" continuedAt="s10_notes__7__5-t--914"><ix:continuation id="s10_notes__7__75-1-t--80" continuedAt="s10_notes__7__75-1-t--81"><span style="display:inherit;clear:left;">Ingående balans<span class="_ _1a0"> </span><span class="lsce ws122">-8<span class="_ _1d1"> </span><span class="lsa0 wsee">-10</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc47 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__75-1-t--81" continuedAt="s10_notes__7__75-1-t--82"><ix:continuation id="s10_notes__7__5-t--914" continuedAt="s10_notes__7__5-t--915"><span style="display:inherit;clear:left;">Poster redovisade i resultaträkningen:</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc48 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--915" continuedAt="s10_notes__7__5-t--916"><ix:continuation id="s10_notes__7__75-1-t--82" continuedAt="s10_notes__7__75-1-t--83"><span style="display:inherit;clear:left;">Ränteint<span class="_ _0"></span>äkter<span class="_ _169"> </span><span class="ls2 ws2">0<span class="_ _1f2"> </span><span class="lscc ws120">-1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x85 h2e yc49 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--83" continuedAt="s10_notes__7__75-1-t--84"><ix:continuation id="s10_notes__7__5-t--916" continuedAt="s10_notes__7__5-t--917"><span style="display:inherit;clear:left;">0<span class="_ _193"> </span><span class="lsa0 wsee">-1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc4a ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__75-1-t--84" continuedAt="s10_notes__7__75-1-t--85"><ix:continuation id="s10_notes__7__5-t--917" continuedAt="s10_notes__7__5-t--918"><span style="display:inherit;clear:left;">Omvärderingar redovisade i ö<span class="_ _0"></span>vrigt totalresultat:</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc4b ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--918" continuedAt="s10_notes__7__5-t--919"><ix:continuation id="s10_notes__7__75-1-t--85" continuedAt="s10_notes__7__75-1-t--86"><span style="display:inherit;clear:left;">Avkastning på förvaltnings<span class="_ _6"></span>tillgångar exklusive belopp som ingår i räntein<span class="_ _0"></span>täkter <span class="_ _187"> </span><span class="ls2 ws2">0<span class="_ _1f3"> </span>2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x85 h2e yc4c ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--86" continuedAt="s10_notes__7__75-1-t--87"><ix:continuation id="s10_notes__7__5-t--919" continuedAt="s10_notes__7__5-t--920"><span style="display:inherit;clear:left;">0<span class="_ _19f"> </span>2</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc4d ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--920" continuedAt="s10_notes__7__5-t--921"><ix:continuation id="s10_notes__7__75-1-t--87" continuedAt="s10_notes__7__75-1-t--88"><span style="display:inherit;clear:left;">Uttag/<span class="_ _2"></span>gottgörelse<span class="_ _180"> </span><span class="ls2 ws2">1<span class="_ _1df"> </span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yc4e ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--921" continuedAt="s10_notes__7__5-t--922"><ix:continuation id="s10_notes__7__75-1-t--88" continuedAt="s10_notes__7__75-1-t--89"><span style="display:inherit;clear:left;">Utgående balans<span class="_ _0"></span> <span class="_ _5b"> </span><span class="lsdc ws12f">-7<span class="_ _117"> </span><span class="lsce ws122">-8</span></span></span></ix:continuation></ix:continuation></div></div><div class="pi"></div></div><div id="pf36" class="pf w0 h0"><div class="pc pc36 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">54</div><div class="t m0 x24 h2e yc4f ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__83-1" continuedAt="s10_notes__7__83-1-t--2"><ix:continuation id="s10_notes__7__75-1-t--109" continuedAt="s10_notes__7__75-1-t--110"><ix:continuation id="s10_notes__7__5-t--942" continuedAt="s10_notes__7__5-t--943"><span style="display:inherit;clear:left;">KREDITFÖRSÄKRING HOS PRI PENSIONSG<span class="_ _0"></span>ARANTI</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yc50 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__83-1-t--2" continuedAt="s10_notes__7__83-1-t--3"><ix:continuation id="s10_notes__7__75-1-t--110" continuedAt="s10_notes__7__75-1-t--111"><ix:continuation id="s10_notes__7__5-t--943" continuedAt="s10_notes__7__5-t--944"><span style="display:inherit;clear:left;">Eniro har<span class="_ _0"></span> kreditf<span class="_ _0"></span>örsäkringar hos PRI P<span class="_ _0"></span>ensionsgaranti (PRI) som löper<span class="_ _2"></span> fram till och </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yc51 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__83-1-t--3" continuedAt="s10_notes__7__83-1-t--4"><ix:continuation id="s10_notes__7__75-1-t--111" continuedAt="s10_notes__7__75-1-t--112"><ix:continuation id="s10_notes__7__5-t--944" continuedAt="s10_notes__7__5-t--945"><span style="display:inherit;clear:left;">me<span class="_ _0"></span>d <span class="_ _0"></span>den<span class="_ _2"></span> 31 <span class="_ _2"></span>dece<span class="_ _0"></span>mb<span class="_ _0"></span>er<span class="_ _2"></span> 20<span class="_ _0"></span>24<span class="_ _2"></span>. I samband med genomför<span class="_ _2"></span>andet av Eniro Gr<span class="_ _2"></span>oup AB:s </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yc52 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__83-1-t--4" continuedAt="s10_notes__7__83-1-t--5"><ix:continuation id="s10_notes__7__75-1-t--112" continuedAt="s10_notes__7__75-1-t--113"><ix:continuation id="s10_notes__7__5-t--945" continuedAt="s10_notes__7__5-t--946"><span style="display:inherit;clear:left;">för<span class="_ _0"></span>etagsr<span class="_ _0"></span>ekonstruktion och r<span class="_ _0"></span>ekapit<span class="_ _0"></span>alisering 2020 utgavs en ny säk<span class="_ _2"></span>erhet till Kredit<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yc53 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__83-1-t--5" continuedAt="s10_notes__7__83-1-t--6"><ix:continuation id="s10_notes__7__75-1-t--113" continuedAt="s10_notes__7__75-1-t--114"><ix:continuation id="s10_notes__7__5-t--946" continuedAt="s10_notes__7__5-t--947"><span style="display:inherit;clear:left;">försäkringsbolaget<span class="_ _2"></span> PRI i form av före<span class="_ _0"></span>tagsinteckning om 19 MSEK<span class="_ _2"></span> i Eniro Sverige </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yc54 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__83-1-t--6" continuedAt="s10_notes__7__83-1-t--7"><ix:continuation id="s10_notes__7__75-1-t--114" continuedAt="s10_notes__7__75-1-t--115"><ix:continuation id="s10_notes__7__5-t--947" continuedAt="s10_notes__7__5-t--948"><span style="display:inherit;clear:left;">AB. Per<span class="_ _0"></span> den sista december<span class="_ _0"></span> 2023 uppgick to<span class="_ _0"></span>tala pantsatt<span class="_ _0"></span>a medel till 0 MSEK (<span class="_ _2"></span>0) </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yc55 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__83-1-t--7" continuedAt="s10_notes__7__83-1-t--8"><ix:continuation id="s10_notes__7__75-1-t--115" continuedAt="s10_notes__7__75-1-t--116"><ix:continuation id="s10_notes__7__5-t--948" continuedAt="s10_notes__7__5-t--949"><span style="display:inherit;clear:left;">inklusive avkastning. F<span class="_ _2"></span>rån och med 2016 har Enir<span class="_ _0"></span>o över<span class="_ _0"></span>gått till att<span class="_ _2"></span> betala löpande </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yc56 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--116" continuedAt="s10_notes__7__75-1-t--117"><ix:continuation id="s10_notes__7__5-t--949" continuedAt="s10_notes__7__5-t--950"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__83-1-t--8" continuedAt="s10_notes__7__92-1"><span style="display:inherit;clear:left;">premier<span class="_ _0"></span> för<span class="_ _0"></span> förmånsbestämda pensionsf<span class="_ _2"></span>örmåner i Sverige.</span></ix:continuation></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e yc57 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__75-1-t--117" continuedAt="s10_notes__7__75-1-t--118"><ix:continuation id="s10_notes__7__5-t--950" continuedAt="s10_notes__7__5-t--951"><span style="display:inherit;clear:left;">Nuvärdet<span class="_ _0"></span> av förmånsbestämda<span class="_ _0"></span> förpliktelser är<span class="_ _0"></span> hänförligt<span class="_ _2"></span> till </span></ix:continuation></ix:continuation></div><div class="t m0 x3c h3f yc58 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--951" continuedAt="s10_notes__7__5-t--952"><ix:continuation id="s10_notes__7__75-1-t--118" continuedAt="s10_notes__7__75-1-t--119"><span style="display:inherit;clear:left;">MSEK<span class="_ _1eb"> </span><span class="lsc4 ws11a">2023<span class="_ _3c"> </span>2022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yc59 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--119" continuedAt="s10_notes__7__75-1-t--120"><ix:continuation id="s10_notes__7__5-t--952" continuedAt="s10_notes__7__5-t--953"><span style="display:inherit;clear:left;">Ak<span class="_ _6"></span>t<span class="_ _6"></span>iv<span class="_ _6"></span>a ans<span class="_ _6"></span>tä<span class="_ _6"></span>lld<span class="_ _6"></span>a <span class="_ _1f4"> </span>2<span class="_ _8b"> </span>3</span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yc5a ff5 fs11 fc3 sc0 ls86 ws89"><ix:continuation id="s10_notes__7__75-1-t--120" continuedAt="s10_notes__7__75-1-t--121"><ix:continuation id="s10_notes__7__5-t--953" continuedAt="s10_notes__7__5-t--954"><span style="display:inherit;clear:left;">Anställda som<span class="_ _2"></span> lämnat planen innan<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yc5b ff5 fs11 fc3 sc0 lsa8 wsf5"><ix:continuation id="s10_notes__7__5-t--954" continuedAt="s10_notes__7__5-t--955"><ix:continuation id="s10_notes__7__75-1-t--121" continuedAt="s10_notes__7__75-1-t--122"><span style="display:inherit;clear:left;">pensionering<span class="_ _0"></span> <span class="_ _8c"> </span><span class="ls86 wsbf">195<span class="_ _35"> </span><span class="lsb wsb">217</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yc5c ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--122" continuedAt="s10_notes__7__75-1-t--123"><ix:continuation id="s10_notes__7__5-t--955" continuedAt="s10_notes__7__5-t--956"><span style="display:inherit;clear:left;">Per<span class="_ _6"></span>so<span class="_ _6"></span>ne<span class="_ _6"></span>r so<span class="_ _6"></span>m omfa<span class="_ _6"></span>t<span class="_ _6"></span>ta<span class="_ _6"></span>s av p<span class="_ _6"></span>lan<span class="_ _6"></span>en o<span class="_ _6"></span>ch </span></ix:continuation></ix:continuation></div><div class="t m0 x3c h32 yc5d ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--956" continuedAt="s10_notes__7__5-t--957"><ix:continuation id="s10_notes__7__75-1-t--123" continuedAt="s10_notes__7__75-1-t--124"><span style="display:inherit;clear:left;">som är<span class="_ _0"></span> pensionerade<span class="_ _0"></span> <span class="_ _1f5"> </span><span class="lse7 ws13a">43<span class="_ _103"> </span><span class="ls64 wsa5">50</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3c h2e yc5e ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--957" continuedAt="s10_notes__7__5-t--958"><ix:continuation id="s10_notes__7__75-1-t--124" continuedAt="s10_notes__7__75-1-t--125"><span style="display:inherit;clear:left;">Summa<span class="_ _1f6"> </span><span class="lsd6 ws128">240<span class="_ _3a"> </span><span class="lsca ws11e">270</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e yc5f ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--125" continuedAt="s10_notes__7__75-1-t--126"><ix:continuation id="s10_notes__7__5-t--958" continuedAt="s10_notes__7__5-t--959"><span style="display:inherit;clear:left;">Den förmånsbestämda pensionsför<span class="_ _0"></span>pliktelsen och förvaltningstillgångarnas<span class="_ _0"></span> sammansättning per land<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xb9 h2e yc60 ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__75-1-t--126" continuedAt="s10_notes__7__75-1-t--127"><ix:continuation id="s10_notes__7__5-t--959" continuedAt="s10_notes__7__5-t--960"><span style="display:inherit;clear:left;">2023<span class="_ _e3"> </span>2022</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yc61 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__75-1-t--127" continuedAt="s10_notes__7__75-1-t--127-2"><ix:continuation id="s10_notes__7__5-t--960" continuedAt="s10_notes__7__5-t--960-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _1f7"> </span></span></ix:continuation></ix:continuation><span class="ls4e ws8f"><span><ix:continuation id="s10_notes__7__5-t--960-2" continuedAt="s10_notes__7__5-t--961"><ix:continuation id="s10_notes__7__75-1-t--127-2" continuedAt="s10_notes__7__75-1-t--128"><span style="display:inherit;clear:left;">Sveri<span class="_ _6"></span>ge<span class="_ _ed"> </span><span class="ls74 wsb2">Norge<span class="_ _1b2"> </span><span class="ls70 wsb0">F<span class="_ _6"></span>inland<span class="_ _1b2"> </span></span>Summa<span class="_ _104"> </span></span>Sveri<span class="_ _6"></span>ge<span class="_ _ed"> </span><span class="ls74 wsb2">Norge<span class="_ _ab"> </span><span class="ls70 wsb0">Finland<span class="_ _1b2"> </span></span>Summa</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 yc62 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--128" continuedAt="s10_notes__7__75-1-t--128-2"><ix:continuation id="s10_notes__7__5-t--961" continuedAt="s10_notes__7__5-t--961-2"><span style="display:inherit;clear:left;">Nuvärde<span class="_ _0"></span>t av f<span class="_ _2"></span>ör<span class="_ _6"></span>pliktelsen<span class="_ _1f8"> </span></span></ix:continuation></ix:continuation><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__5-t--961-2" continuedAt="s10_notes__7__5-t--961-3"><ix:continuation id="s10_notes__7__75-1-t--128-2" continuedAt="s10_notes__7__75-1-t--128-3"><span style="display:inherit;clear:left;">206<span class="_ _162"> </span><span class="ls9d wse5">24<span class="_ _15f"> </span><span class="lsde ws132">10<span class="_ _e9"> </span></span>240<span class="_ _32"> </span></span>234<span class="_ _167"> </span></span></ix:continuation></ix:continuation></span><span class="ls9d wse5"><span><ix:continuation id="s10_notes__7__5-t--961-3" continuedAt="s10_notes__7__5-t--962"><ix:continuation id="s10_notes__7__75-1-t--128-3" continuedAt="s10_notes__7__75-1-t--129"><span style="display:inherit;clear:left;">24<span class="_ _165"> </span><span class="ls49 ws8a">11<span class="_ _32"> </span><span class="ls90 ws5f">270</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x18 h32 yc63 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__75-1-t--129" continuedAt="s10_notes__7__75-1-t--129-2"><ix:continuation id="s10_notes__7__5-t--962" continuedAt="s10_notes__7__5-t--962-2"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>erkligt värde på förvaltnings<span class="_ _6"></span>tillgångar<span class="_ _1f9"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--962-2" continuedAt="s10_notes__7__5-t--963"><ix:continuation id="s10_notes__7__75-1-t--129-2" continuedAt="s10_notes__7__75-1-t--130"><span style="display:inherit;clear:left;">-<span class="_ _c9"> </span>-<span class="_ _6f"> </span><span class="lsdc ws12f">-7<span class="_ _188"> </span>-7<span class="_ _c9"> </span></span>-<span class="_ _c9"> </span>-<span class="_ _35"> </span><span class="ls5c ws9c">-8<span class="_ _162"> </span>-8</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h2e yc64 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__75-1-t--130" continuedAt="s10_notes__7__75-1-t--130-2"><ix:continuation id="s10_notes__7__5-t--963" continuedAt="s10_notes__7__5-t--963-2"><span style="display:inherit;clear:left;">Summa<span class="_ _43"> </span></span></ix:continuation></ix:continuation><span class="lsb wsb"><span><ix:continuation id="s10_notes__7__5-t--963-2" continuedAt="s10_notes__7__5-t--963-3"><ix:continuation id="s10_notes__7__75-1-t--130-2" continuedAt="s10_notes__7__75-1-t--130-3"><span style="display:inherit;clear:left;">2<span class="_ _6"></span>06<span class="_ _3e"> </span></span></ix:continuation></ix:continuation></span><span class="lsd6 ws128"><span><ix:continuation id="s10_notes__7__5-t--963-3" continuedAt="s10_notes__7__5-t--963-4"><ix:continuation id="s10_notes__7__75-1-t--130-3" continuedAt="s10_notes__7__75-1-t--130-4"><span style="display:inherit;clear:left;">24<span class="_ _7a"> </span></span></ix:continuation></ix:continuation></span><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--963-4" continuedAt="s10_notes__7__5-t--963-5"><ix:continuation id="s10_notes__7__75-1-t--130-4" continuedAt="s10_notes__7__75-1-t--130-5"><span style="display:inherit;clear:left;">3<span class="_ _e9"> </span></span></ix:continuation></ix:continuation></span><span class="ls86 wsbf"><span><ix:continuation id="s10_notes__7__5-t--963-5" continuedAt="s10_notes__7__5-t--963-6"><ix:continuation id="s10_notes__7__75-1-t--130-5" continuedAt="s10_notes__7__75-1-t--130-6"><span style="display:inherit;clear:left;">232<span class="_ _be"> </span><span class="ls48 ws89">234<span class="_ _42"> </span></span></span></ix:continuation></ix:continuation></span></span></span><span><ix:continuation id="s10_notes__7__75-1-t--130-6" continuedAt="s10_notes__7__75-1-t--130-7"><ix:continuation id="s10_notes__7__5-t--963-6" continuedAt="s10_notes__7__5-t--963-7"><span style="display:inherit;clear:left;">24</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--963-7" continuedAt="s10_notes__7__5-t--964"><ix:continuation id="s10_notes__7__75-1-t--130-7" continuedAt="s10_notes__7__75-1-t--131"><span style="display:inherit;clear:left;"><span class="_ _165"> </span><span class="ls2 ws2">4<span class="_ _e9"> </span><span class="ls88 wsc1">262</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x1 h2e yc65 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--131" continuedAt="s10_notes__7__75-1-t--132"><ix:continuation id="s10_notes__7__5-t--964" continuedAt="s10_notes__7__5-t--965"><span style="display:inherit;clear:left;">Förvaltningstillgångarna<span class="_ _2"></span> be<span class="_ _6"></span>står av<span class="_ _0"></span> följande:</span></ix:continuation></ix:continuation></div><div class="t m0 xb9 h2e yc66 ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__75-1-t--132" continuedAt="s10_notes__7__75-1-t--133"><ix:continuation id="s10_notes__7__5-t--965" continuedAt="s10_notes__7__5-t--966"><span style="display:inherit;clear:left;">2023<span class="_ _178"> </span>2022</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yc67 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__75-1-t--133" continuedAt="s10_notes__7__75-1-t--133-2"><ix:continuation id="s10_notes__7__5-t--966" continuedAt="s10_notes__7__5-t--966-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _43"> </span></span></ix:continuation></ix:continuation><span class="ls4e ws8f"><span><ix:continuation id="s10_notes__7__5-t--966-2" continuedAt="s10_notes__7__5-t--967"><ix:continuation id="s10_notes__7__75-1-t--133-2" continuedAt="s10_notes__7__75-1-t--134"><span style="display:inherit;clear:left;">Sverig<span class="_ _6"></span>e<span class="_ _ed"> </span><span class="ls74 wsb2">Norge<span class="_ _1b2"> </span><span class="ls70 wsb0">Finland<span class="_ _1b2"> </span></span>Summa<span class="_ _b0"> </span></span>Sve<span class="_ _6"></span>rige<span class="_ _ed"> </span><span class="ls74 wsb2">Norge<span class="_ _1b2"> </span><span class="ls70 wsb0">Finland<span class="_ _ab"> </span></span>Summa</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 yc68 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--967" continuedAt="s10_notes__7__5-t--968"><ix:continuation id="s10_notes__7__75-1-t--134" continuedAt="s10_notes__7__75-1-t--135"><span style="display:inherit;clear:left;">Räntepapper inklusive upplupen kupongränta<span class="_ _36"> </span><span class="ls2 ws2">-<span class="_ _c9"> </span>-<span class="_ _18d"> </span><span class="lsd3 ws126">n<span class="_ _6"></span>.a<span class="_ _1fa"> </span></span>-<span class="_ _1fa"> </span>-<span class="_ _1fa"> </span>-<span class="_ _ef"> </span><span class="lsd3 ws126">n<span class="_ _6"></span>.a<span class="_ _1fa"> </span></span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc69 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--968" continuedAt="s10_notes__7__5-t--969"><ix:continuation id="s10_notes__7__75-1-t--135" continuedAt="s10_notes__7__75-1-t--136"><span style="display:inherit;clear:left;">Akt<span class="_ _6"></span>ier<span class="_ _2"></span>, noter<span class="_ _0"></span>ade <span class="_ _130"> </span><span class="ls2 ws2">-<span class="_ _c9"> </span>-<span class="_ _ef"> </span><span class="lsd3 ws126">n.a<span class="_ _1fa"> </span></span>-<span class="_ _1fa"> </span>-<span class="_ _c9"> </span>-<span class="_ _ef"> </span><span class="lsd3 ws126">n.a<span class="_ _1fa"> </span></span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc6a ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--969" continuedAt="s10_notes__7__5-t--970"><ix:continuation id="s10_notes__7__75-1-t--136" continuedAt="s10_notes__7__75-1-t--137"><span style="display:inherit;clear:left;">Alternativa plac<span class="_ _0"></span>eringar<span class="_ _2"></span>, noterade<span class="_ _2"></span> <span class="_ _8e"> </span><span class="ls2 ws2">-<span class="_ _c9"> </span>-<span class="_ _ef"> </span><span class="lsd3 ws126">n.a<span class="_ _1fa"> </span></span>-<span class="_ _1fa"> </span>-<span class="_ _c9"> </span>-<span class="_ _ef"> </span><span class="lsd3 ws126">n.a<span class="_ _1fa"> </span></span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc6b ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--970" continuedAt="s10_notes__7__5-t--971"><ix:continuation id="s10_notes__7__75-1-t--137" continuedAt="s10_notes__7__75-1-t--138"><span style="display:inherit;clear:left;">Likvida medel<span class="_ _186"> </span><span class="ls2 ws2">-<span class="_ _1fa"> </span>-<span class="_ _ef"> </span><span class="lsd3 ws126">n.a<span class="_ _1fa"> </span></span>-<span class="_ _c9"> </span>-<span class="_ _1fa"> </span>-<span class="_ _ef"> </span><span class="lsd3 ws126">n.a<span class="_ _1fa"> </span></span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yc6c ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--971" continuedAt="s10_notes__7__5-t--972"><ix:continuation id="s10_notes__7__75-1-t--138" continuedAt="s10_notes__7__75-1-t--139"><span style="display:inherit;clear:left;">Summa<span class="_ _1fb"> </span><span class="ls2 ws2">-<span class="_ _1fa"> </span>-<span class="_ _18d"> </span><span class="ls88 wsc1">n.a<span class="_ _ac"> </span></span>.<span class="_ _1fa"> </span>-<span class="_ _1fa"> </span>-<span class="_ _18d"> </span><span class="ls88 wsc1">n.a<span class="_ _1fa"> </span></span>-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc6d ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--972" continuedAt="s10_notes__7__5-t--973"><ix:continuation id="s10_notes__7__75-1-t--139" continuedAt="s10_notes__7__75-1-t--140"><span style="display:inherit;clear:left;">V<span class="_ _0"></span>erklig avk<span class="_ _2"></span>as<span class="_ _6"></span>tning %<span class="_ _1fc"> </span><span class="ls48 ws89">0,3<span class="_ _1fd"> </span><span class="lscc ws120">-13<span class="_ _6"></span>,<span class="_ _6"></span>4</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yc6e ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--140" continuedAt="s10_notes__7__75-1-t--141"><ix:continuation id="s10_notes__7__5-t--973" continuedAt="s10_notes__7__5-t--974"><span style="display:inherit;clear:left;">I Finland är f<span class="_ _0"></span>örvaltningstillgångarna försäkringsbolage<span class="_ _0"></span>ts ansvar<span class="_ _0"></span> och utgör en del av<span class="_ _0"></span> försäkringsbolagets in<span class="_ _0"></span>vesteringstillgångar<span class="_ _0"></span> varf<span class="_ _0"></span>ör en uppdelning på k<span class="_ _0"></span>ategorier<span class="_ _0"></span> inte </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yc6f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--141" continuedAt="s10_notes__7__75-1-t--142"><ix:continuation id="s10_notes__7__5-t--974" continuedAt="s10_notes__7__5-t--975"><span style="display:inherit;clear:left;">är möjlig. </span></ix:continuation></ix:continuation></div><div class="c x1 y957 w5 h4b"><div class="t m0 x3a ha y92f ff1 fs7 fc1 sc0 ls2 ws2">NO<span class="_ _0"></span>T<span class="_ _0"></span> 23<span class="_ _e7"> </span><span class="fc3">PENSIONSFÖRPLIKTELSER <span class="ff21">(F<span class="_ _0"></span>ORTS<span class="_ _0"></span>Ä<span class="_ _1"></span>TTNING)</span></span></div></div><div class="t m0 x1 h2e yc70 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--89" continuedAt="s10_notes__7__75-1-t--90"><ix:continuation id="s10_notes__7__5-t--922" continuedAt="s10_notes__7__5-t--923"><span style="display:inherit;clear:left;">Förändring<span class="_ _0"></span> netto i förmånsbestämda<span class="_ _0"></span> förpliktelser under året<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f yc71 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--923" continuedAt="s10_notes__7__5-t--924"><ix:continuation id="s10_notes__7__75-1-t--90" continuedAt="s10_notes__7__75-1-t--91"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yc72 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--924" continuedAt="s10_notes__7__5-t--925"><ix:continuation id="s10_notes__7__75-1-t--91" continuedAt="s10_notes__7__75-1-t--92"><span style="display:inherit;clear:left;">Ingående balans<span class="_ _8c"> </span><span class="ls88 wsc1">262<span class="_ _6f"> </span><span class="lsb wsb">406</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yc73 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__75-1-t--92" continuedAt="s10_notes__7__75-1-t--93"><ix:continuation id="s10_notes__7__5-t--925" continuedAt="s10_notes__7__5-t--926"><span style="display:inherit;clear:left;">Poster redovisade i resultaträkningen:</span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc74 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--926" continuedAt="s10_notes__7__5-t--927"><ix:continuation id="s10_notes__7__75-1-t--93" continuedAt="s10_notes__7__75-1-t--94"><span style="display:inherit;clear:left;">Kostnader f<span class="_ _0"></span>ör tjänstgöring<span class="_ _2"></span> innevarande<span class="_ _0"></span> år<span class="_ _1ee"> </span><span class="lscd ws121">-2<span class="_ _184"> </span><span class="lse6 ws139">-9</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc75 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__5-t--927" continuedAt="s10_notes__7__5-t--928"><ix:continuation id="s10_notes__7__75-1-t--94" continuedAt="s10_notes__7__75-1-t--95"><span style="display:inherit;clear:left;">Räntek<span class="_ _0"></span>ostna<span class="_ _6"></span>der<span class="_ _0"></span>/<span class="_ _2"></span>-intäkter<span class="_ _84"> </span><span class="ls2 ws2">8<span class="_ _15b"> </span>7</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yc76 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--95" continuedAt="s10_notes__7__75-1-t--96"><ix:continuation id="s10_notes__7__5-t--928" continuedAt="s10_notes__7__5-t--929"><span style="display:inherit;clear:left;">Omvärderingar<span class="_ _0"></span> redovisade i<span class="_ _2"></span> övrigt </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yc77 ff1 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__5-t--929" continuedAt="s10_notes__7__5-t--930"><ix:continuation id="s10_notes__7__75-1-t--96" continuedAt="s10_notes__7__75-1-t--97"><span style="display:inherit;clear:left;">totalresultat:<span class="_ _1c1"> </span><span class="ls2 ws2">6<span class="_ _1fe"> </span><span class="lsa0 wsee">-1</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc78 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__75-1-t--97" continuedAt="s10_notes__7__75-1-t--98"><ix:continuation id="s10_notes__7__5-t--930" continuedAt="s10_notes__7__5-t--931"><span style="display:inherit;clear:left;">Avkastning på förvaltnings<span class="_ _6"></span>tillgångar exklusive </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc79 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--931" continuedAt="s10_notes__7__5-t--932"><ix:continuation id="s10_notes__7__75-1-t--98" continuedAt="s10_notes__7__75-1-t--99"><span style="display:inherit;clear:left;">belopp som<span class="_ _0"></span> ingår i<span class="_ _0"></span> ränt<span class="_ _2"></span>ekostnader/<span class="_ _1"></span>-intä<span class="_ _0"></span>kter <span class="_ _d9"> </span><span class="ls2 ws2">0<span class="_ _15b"> </span>2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc7a ff5 fs11 fc3 sc0 lse1 wsbf"><ix:continuation id="s10_notes__7__75-1-t--99" continuedAt="s10_notes__7__75-1-t--100"><ix:continuation id="s10_notes__7__5-t--932" continuedAt="s10_notes__7__5-t--933"><span style="display:inherit;clear:left;">Vinst/f<span class="_ _0"></span>örlust till följd av för<span class="_ _0"></span>ändrade demografiska </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc7b ff5 fs11 fc3 sc0 lscf ws146"><ix:continuation id="s10_notes__7__5-t--933" continuedAt="s10_notes__7__5-t--934"><ix:continuation id="s10_notes__7__75-1-t--100" continuedAt="s10_notes__7__75-1-t--101"><span style="display:inherit;clear:left;">antaga<span class="_ _0"></span>nden<span class="_ _e3"> </span><span class="ls2 ws2">1<span class="_ _93"> </span><span class="lse4 ws138">-2</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc7c ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--101" continuedAt="s10_notes__7__75-1-t--102"><ix:continuation id="s10_notes__7__5-t--934" continuedAt="s10_notes__7__5-t--935"><span style="display:inherit;clear:left;">Vinst/<span class="_ _2"></span>förlust till<span class="_ _0"></span> följd<span class="_ _0"></span> av för<span class="_ _0"></span>ändrade<span class="_ _2"></span> finansiella </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc7d ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--935" continuedAt="s10_notes__7__5-t--936"><ix:continuation id="s10_notes__7__75-1-t--102" continuedAt="s10_notes__7__75-1-t--103"><span style="display:inherit;clear:left;">antaga<span class="_ _0"></span>nden <span class="_ _1f0"> </span><span class="ls63 wsa4">-36<span class="_ _6f"> </span><span class="lscc ws120">-1<span class="_ _6"></span>7<span class="_ _6"></span>5</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc7e ff5 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--936" continuedAt="s10_notes__7__5-t--937"><ix:continuation id="s10_notes__7__75-1-t--103" continuedAt="s10_notes__7__75-1-t--104"><span style="display:inherit;clear:left;">Erfarenhe<span class="_ _0"></span>tsbaserade<span class="_ _2"></span> vins<span class="_ _6"></span>ter<span class="_ _2"></span>/f<span class="_ _0"></span>örluster<span class="_ _0"></span> <span class="_ _9"> </span><span class="lsa8 wsf5">14<span class="_ _8b"> </span><span class="ls63 wsa4">37</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x3d h2e yc7f ff1 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__75-1-t--104" continuedAt="s10_notes__7__75-1-t--105"><ix:continuation id="s10_notes__7__5-t--937" continuedAt="s10_notes__7__5-t--938"><span style="display:inherit;clear:left;">-2<span class="_ _6"></span>1<span class="_ _35"> </span><span class="lsa0 wsee">-13<span class="_ _6"></span>8</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc80 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--938" continuedAt="s10_notes__7__5-t--939"><ix:continuation id="s10_notes__7__75-1-t--105" continuedAt="s10_notes__7__75-1-t--106"><span style="display:inherit;clear:left;">Utbetalda<span class="_ _0"></span> ersät<span class="_ _6"></span>tningar<span class="_ _1f1"> </span><span class="lsd1 ws124">-4<span class="_ _8b"> </span><span class="ls5c ws9c">-5</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 yc81 ff5 fs11 fc3 sc0 ls3d ws61"><ix:continuation id="s10_notes__7__5-t--939" continuedAt="s10_notes__7__5-t--940"><ix:continuation id="s10_notes__7__75-1-t--106" continuedAt="s10_notes__7__75-1-t--107"><span style="display:inherit;clear:left;">Amortering<span class="_ _df"> </span><span class="lsd0 ws123">-1<span class="_ _6"></span>0<span class="_ _4c"> </span><span class="ls2 ws2">-</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e yc82 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--940" continuedAt="s10_notes__7__5-t--941"><ix:continuation id="s10_notes__7__75-1-t--107" continuedAt="s10_notes__7__75-1-t--108"><span style="display:inherit;clear:left;">Utgående balans<span class="_ _1da"> </span><span class="ls86 wsbf">232<span class="_ _188"> </span><span class="ls88 wsc1">262</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yc83 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__75-1-t--108" continuedAt="s10_notes__7__75-1-t--109"><ix:continuation id="s10_notes__7__5-t--941" continuedAt="s10_notes__7__5-t--942"><span style="display:inherit;clear:left;">Under 202<span class="_ _0"></span>4 förvänt<span class="_ _0"></span>as koncernens pensionsutbet<span class="_ _0"></span>alning uppgå till omkring 5 MSEK.</span></ix:continuation></ix:continuation></div></div><div class="pi"></div></div><div id="pf37" class="pf w0 h0"><div class="pc pc37 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">55</div><div class="t m0 x8 h2e yc84 ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--142" continuedAt="s10_notes__7__75-1-t--143"><ix:continuation id="s10_notes__7__5-t--975" continuedAt="s10_notes__7__5-t--976"><span style="display:inherit;clear:left;">De viktigaste aktuariella an<span class="_ _0"></span>tagandena var<span class="_ _0"></span> följande:</span></ix:continuation></ix:continuation></div><div class="t m0 x9b h2e yc85 ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__75-1-t--143" continuedAt="s10_notes__7__75-1-t--144"><ix:continuation id="s10_notes__7__5-t--976" continuedAt="s10_notes__7__5-t--977"><span style="display:inherit;clear:left;">2023<span class="_ _e3"> </span>2022</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yc86 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__75-1-t--144" continuedAt="s10_notes__7__75-1-t--144-2"><ix:continuation id="s10_notes__7__5-t--977" continuedAt="s10_notes__7__5-t--977-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _1ff"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--977-2" continuedAt="s10_notes__7__5-t--977-3"><ix:continuation id="s10_notes__7__75-1-t--144-2" continuedAt="s10_notes__7__75-1-t--144-3"><span style="display:inherit;clear:left;">Sve<span class="_ _6"></span>rig<span class="_ _6"></span>e <span class="_ _165"> </span></span></ix:continuation></ix:continuation></span><span class="ls74 wsb2"><span><ix:continuation id="s10_notes__7__5-t--977-3" continuedAt="s10_notes__7__5-t--977-4"><ix:continuation id="s10_notes__7__75-1-t--144-3" continuedAt="s10_notes__7__75-1-t--144-4"><span style="display:inherit;clear:left;">Norge<span class="_ _162"> </span><span class="ls70 wsb0">Finland<span class="_ _6f"> </span></span></span></ix:continuation></ix:continuation></span></span><span><ix:continuation id="s10_notes__7__75-1-t--144-4" continuedAt="s10_notes__7__75-1-t--144-5"><ix:continuation id="s10_notes__7__5-t--977-4" continuedAt="s10_notes__7__5-t--977-5"><span style="display:inherit;clear:left;">Sveri<span class="_ _6"></span>ge</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--977-5" continuedAt="s10_notes__7__5-t--978"><ix:continuation id="s10_notes__7__75-1-t--144-5" continuedAt="s10_notes__7__75-1-t--145"><span style="display:inherit;clear:left;"> <span class="_ _165"> </span><span class="ls74 wsb2">Norge<span class="_ _162"> </span><span class="ls70 wsb0">Fin<span class="_ _6"></span>land</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h32 yc87 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__75-1-t--145" continuedAt="s10_notes__7__75-1-t--145-2"><ix:continuation id="s10_notes__7__5-t--978" continuedAt="s10_notes__7__5-t--978-2"><span style="display:inherit;clear:left;">Diskonteringsränt<span class="_ _0"></span>a, % <span class="_ _1ef"> </span></span></ix:continuation></ix:continuation><span class="lsf4 ws149"><span><ix:continuation id="s10_notes__7__5-t--978-2" continuedAt="s10_notes__7__5-t--978-3"><ix:continuation id="s10_notes__7__75-1-t--145-2" continuedAt="s10_notes__7__75-1-t--145-3"><span style="display:inherit;clear:left;">3<span class="_ _f"></span>,9<span class="_ _d9"> </span></span></ix:continuation></ix:continuation></span><span class="lscb ws11f"><span><ix:continuation id="s10_notes__7__5-t--978-3" continuedAt="s10_notes__7__5-t--979"><ix:continuation id="s10_notes__7__75-1-t--145-3" continuedAt="s10_notes__7__75-1-t--146"><span style="display:inherit;clear:left;">3<span class="_ _6"></span>,1<span class="_ _200"> </span><span class="ls49 ws8a">4,0<span class="_ _1a7"> </span><span class="lse6 ws139">3<span class="_ _6"></span>.7<span class="_ _ea"> </span></span>3<span class="_ _6"></span>.0<span class="_ _200"> </span><span class="lsd5 wsec">3.8</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x59 h32 yc88 ff5 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__75-1-t--146" continuedAt="s10_notes__7__75-1-t--146-2"><ix:continuation id="s10_notes__7__5-t--979" continuedAt="s10_notes__7__5-t--979-2"><span style="display:inherit;clear:left;">Inﬂatio<span class="_ _6"></span>n, %<span class="_ _201"> </span></span></ix:continuation></ix:continuation><span class="lsde ws132"><span><ix:continuation id="s10_notes__7__5-t--979-2" continuedAt="s10_notes__7__5-t--980"><ix:continuation id="s10_notes__7__75-1-t--146-2" continuedAt="s10_notes__7__75-1-t--147"><span style="display:inherit;clear:left;">1,6<span class="_ _30"> </span><span class="ls2 ws2">-<span class="_ _200"> </span><span class="ls48 ws89">2,<span class="_ _6"></span>5<span class="_ _200"> </span>2,0<span class="_ _30"> </span></span>-<span class="_ _200"> </span><span class="ls48 ws89">2,<span class="_ _6"></span>6</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x8 h42 yc89 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--147" continuedAt="s10_notes__7__75-1-t--148"><ix:continuation id="s10_notes__7__5-t--980" continuedAt="s10_notes__7__5-t--981"><span style="display:inherit;clear:left;">Diskont<span class="_ _0"></span>eringsränt<span class="_ _0"></span>an för<span class="_ _0"></span> de svensk<span class="_ _0"></span>a pensionerna baseras på svensk<span class="_ _2"></span>a bostadsobligationer<span class="_ _0"></span>, genom att f<span class="_ _0"></span>ölja en lång statsobligation med en tillagd spr<span class="_ _0"></span>ead mellan stats- </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yc8a ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--148" continuedAt="s10_notes__7__75-1-t--149"><ix:continuation id="s10_notes__7__5-t--981" continuedAt="s10_notes__7__5-t--982"><span style="display:inherit;clear:left;">och bostadsobligation. I Sverige är<span class="_ _2"></span> inﬂationsantagandet baser<span class="_ _2"></span>at på marknadens förväntan med r<span class="_ _2"></span>eferens till skillnaden mellan r<span class="_ _0"></span>eala och nominella stadsobligationer<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h2e yc8b ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--149" continuedAt="s10_notes__7__75-1-t--150"><ix:continuation id="s10_notes__7__5-t--982" continuedAt="s10_notes__7__5-t--983"><span style="display:inherit;clear:left;">Ge<span class="_ _6"></span>no<span class="_ _6"></span>ms<span class="_ _6"></span>ni<span class="_ _6"></span>t<span class="_ _6"></span>tli<span class="_ _6"></span>ga å<span class="_ _6"></span>te<span class="_ _6"></span>rs<span class="_ _6"></span>tå<span class="_ _6"></span>en<span class="_ _6"></span>de l<span class="_ _6"></span>evn<span class="_ _6"></span>ad<span class="_ _6"></span>så<span class="_ _6"></span>r fö<span class="_ _6"></span>r en p<span class="_ _6"></span>er<span class="_ _6"></span>so<span class="_ _6"></span>n so<span class="_ _6"></span>m gå<span class="_ _6"></span>r i pe<span class="_ _6"></span>ns<span class="_ _6"></span>io<span class="_ _6"></span>n vid 6<span class="_ _6"></span>5 å<span class="_ _6"></span>rs å<span class="_ _6"></span>ld<span class="_ _6"></span>er </span></ix:continuation></ix:continuation></div><div class="t m0 x9b h2e yc8c ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__75-1-t--150" continuedAt="s10_notes__7__75-1-t--151"><ix:continuation id="s10_notes__7__5-t--983" continuedAt="s10_notes__7__5-t--984"><span style="display:inherit;clear:left;">2023<span class="_ _e3"> </span>2022</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yc8d ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__75-1-t--151" continuedAt="s10_notes__7__75-1-t--151-2"><ix:continuation id="s10_notes__7__5-t--984" continuedAt="s10_notes__7__5-t--984-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _1ff"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__5-t--984-2" continuedAt="s10_notes__7__5-t--984-3"><ix:continuation id="s10_notes__7__75-1-t--151-2" continuedAt="s10_notes__7__75-1-t--151-3"><span style="display:inherit;clear:left;">Sve<span class="_ _6"></span>rig<span class="_ _6"></span>e <span class="_ _165"> </span></span></ix:continuation></ix:continuation></span><span class="ls74 wsb2"><span><ix:continuation id="s10_notes__7__5-t--984-3" continuedAt="s10_notes__7__5-t--984-4"><ix:continuation id="s10_notes__7__75-1-t--151-3" continuedAt="s10_notes__7__75-1-t--151-4"><span style="display:inherit;clear:left;">Norge<span class="_ _162"> </span><span class="ls70 wsb0">Finland<span class="_ _6f"> </span></span></span></ix:continuation></ix:continuation></span></span><span><ix:continuation id="s10_notes__7__75-1-t--151-4" continuedAt="s10_notes__7__75-1-t--151-5"><ix:continuation id="s10_notes__7__5-t--984-4" continuedAt="s10_notes__7__5-t--984-5"><span style="display:inherit;clear:left;">Sveri<span class="_ _6"></span>ge</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--984-5" continuedAt="s10_notes__7__5-t--985"><ix:continuation id="s10_notes__7__75-1-t--151-5" continuedAt="s10_notes__7__75-1-t--152"><span style="display:inherit;clear:left;"> <span class="_ _165"> </span><span class="ls74 wsb2">Norge<span class="_ _162"> </span><span class="ls70 wsb0">Fin<span class="_ _6"></span>land</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h2e yc8e ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--152" continuedAt="s10_notes__7__75-1-t--153"><ix:continuation id="s10_notes__7__5-t--985" continuedAt="s10_notes__7__5-t--986"><span style="display:inherit;clear:left;">Pensionering vid<span class="_ _2"></span> rappor<span class="_ _6"></span>tperiodens slut</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc8f ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__75-1-t--153" continuedAt="s10_notes__7__75-1-t--153-2"><ix:continuation id="s10_notes__7__5-t--986" continuedAt="s10_notes__7__5-t--986-2"><span style="display:inherit;clear:left;">Män<span class="_ _202"> </span></span></ix:continuation></ix:continuation><span class="lsf4 ws149"><span><ix:continuation id="s10_notes__7__5-t--986-2" continuedAt="s10_notes__7__5-t--987"><ix:continuation id="s10_notes__7__75-1-t--153-2" continuedAt="s10_notes__7__75-1-t--154"><span style="display:inherit;clear:left;">2<span class="_ _6"></span>1<span class="_ _f"></span>.9<span class="_ _161"> </span><span class="lsb wsb">21.0<span class="_ _73"> </span>21<span class="_ _6"></span>.4<span class="_ _73"> </span><span class="lsd5 wsec">21.8<span class="_ _15d"> </span></span>21<span class="_ _6"></span>.0<span class="_ _73"> </span>21<span class="_ _6"></span>.4</span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h32 yc90 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--154" continuedAt="s10_notes__7__75-1-t--154-2"><ix:continuation id="s10_notes__7__5-t--987" continuedAt="s10_notes__7__5-t--987-2"><span style="display:inherit;clear:left;">K<span class="_ _0"></span>vinnor<span class="_ _203"> </span></span></ix:continuation></ix:continuation><span class="lsf4 ws149"><span><ix:continuation id="s10_notes__7__5-t--987-2" continuedAt="s10_notes__7__5-t--987-3"><ix:continuation id="s10_notes__7__75-1-t--154-2" continuedAt="s10_notes__7__75-1-t--154-3"><span style="display:inherit;clear:left;">2<span class="_ _6"></span>3<span class="_ _f"></span>.9<span class="_ _15c"> </span></span></ix:continuation></ix:continuation></span><span class="ls9d wse5"><span><ix:continuation id="s10_notes__7__5-t--987-3" continuedAt="s10_notes__7__5-t--987-4"><ix:continuation id="s10_notes__7__75-1-t--154-3" continuedAt="s10_notes__7__75-1-t--154-4"><span style="display:inherit;clear:left;">24<span class="_ _6"></span>.<span class="_ _6"></span>1<span class="_ _1fe"> </span><span class="lse6 ws139">25<span class="_ _6"></span>.4<span class="_ _e6"> </span></span></span></ix:continuation></ix:continuation></span></span><span><ix:continuation id="s10_notes__7__75-1-t--154-4" continuedAt="s10_notes__7__75-1-t--154-5"><ix:continuation id="s10_notes__7__5-t--987-4" continuedAt="s10_notes__7__5-t--987-5"><span style="display:inherit;clear:left;">2<span class="_ _6"></span>3<span class="_ _f"></span>.9</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--987-5" continuedAt="s10_notes__7__5-t--988"><ix:continuation id="s10_notes__7__75-1-t--154-5" continuedAt="s10_notes__7__75-1-t--155"><span style="display:inherit;clear:left;"><span class="_ _15c"> </span><span class="ls9d wse5">24<span class="_ _6"></span>.<span class="_ _6"></span>1<span class="_ _1fe"> </span><span class="lse6 ws139">25<span class="_ _6"></span>.4</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x59 h2e yc91 ff1 fs11 fc3 sc0 ls64 wsa5"><ix:continuation id="s10_notes__7__75-1-t--155" continuedAt="s10_notes__7__75-1-t--156"><ix:continuation id="s10_notes__7__5-t--988" continuedAt="s10_notes__7__5-t--989"><span style="display:inherit;clear:left;">Pensioner<span class="_ _0"></span>ing 20<span class="_ _2"></span> år efter rapportperi<span class="_ _0"></span>odens slut</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc92 ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--989" continuedAt="s10_notes__7__5-t--990"><ix:continuation id="s10_notes__7__75-1-t--156" continuedAt="s10_notes__7__75-1-t--157"><span style="display:inherit;clear:left;">Män <span class="_ _204"> </span><span class="ls88 wsc1">23.<span class="_ _6"></span>8<span class="_ _1fe"> </span>23.<span class="_ _6"></span>2<span class="_ _106"> </span><span class="ls49 ws8a">22.0<span class="_ _1fe"> </span></span>23.<span class="_ _6"></span>6<span class="_ _1fe"> </span>23.<span class="_ _6"></span>2<span class="_ _106"> </span><span class="ls49 ws8a">22.0</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc93 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--157" continuedAt="s10_notes__7__75-1-t--157-2"><ix:continuation id="s10_notes__7__5-t--990" continuedAt="s10_notes__7__5-t--990-2"><span style="display:inherit;clear:left;">K<span class="_ _0"></span>vinnor <span class="_ _39"> </span></span></ix:continuation></ix:continuation><span class="lse6 ws139"><span><ix:continuation id="s10_notes__7__5-t--990-2" continuedAt="s10_notes__7__5-t--991"><ix:continuation id="s10_notes__7__75-1-t--157-2" continuedAt="s10_notes__7__75-1-t--158"><span style="display:inherit;clear:left;">25.<span class="_ _6"></span>2<span class="_ _1fe"> </span><span class="ls7e wseb">26.<span class="_ _6"></span>5<span class="_ _15d"> </span><span class="ls62 ws41">2<span class="_ _6"></span>7.<span class="_ _f"></span>0<span class="_ _6e"> </span></span>26<span class="_ _6"></span>.0<span class="_ _1fe"> </span>26<span class="_ _6"></span>.<span class="_ _6"></span>5<span class="_ _15d"> </span><span class="ls62 ws41">2<span class="_ _6"></span>7.<span class="_ _f"></span>0</span></span></span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x8 h2e yc94 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__75-1-t--158" continuedAt="s10_notes__7__75-1-t--159"><ix:continuation id="s10_notes__7__5-t--991" continuedAt="s10_notes__7__5-t--992"><span style="display:inherit;clear:left;">Känsligheten<span class="_ _2"></span> i den förmånsbestämda<span class="_ _0"></span> förpliktelsen för<span class="_ _0"></span> ändringar i<span class="_ _2"></span> de vägda v<span class="_ _0"></span>äsentliga<span class="_ _0"></span> antagandena</span></ix:continuation></ix:continuation></div><div class="t m0 x9b h2e yc95 ff1 fs11 fc3 sc0 ls63 wsa4"><ix:continuation id="s10_notes__7__75-1-t--159" continuedAt="s10_notes__7__75-1-t--160"><ix:continuation id="s10_notes__7__5-t--992" continuedAt="s10_notes__7__5-t--993"><span style="display:inherit;clear:left;">2023<span class="_ _e3"> </span>2022</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yc96 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__75-1-t--161" continuedAt="s10_notes__7__75-1-t--161-2"><ix:continuation id="s10_notes__7__5-t--994" continuedAt="s10_notes__7__5-t--994-2"><span style="display:inherit;clear:left;">MSEK</span></ix:continuation></ix:continuation></div><div class="t m0 xf5 h3f yc97 ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--160" continuedAt="s10_notes__7__75-1-t--160-2"><ix:continuation id="s10_notes__7__5-t--993" continuedAt="s10_notes__7__5-t--993-2"><span style="display:inherit;clear:left;">Ök<span class="_ _6"></span>ni<span class="_ _6"></span>ng 0<span class="_ _6"></span>,<span class="_ _6"></span>5% <span class="_ _28"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x104 h3f yc96 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__75-1-t--161-2" continuedAt="s10_notes__7__75-1-t--161-3"><ix:continuation id="s10_notes__7__5-t--994-2" continuedAt="s10_notes__7__5-t--994-3"><span style="display:inherit;clear:left;">i antagandet<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xe3 h3f yc97 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__75-1-t--160-2" continuedAt="s10_notes__7__75-1-t--160-3"><ix:continuation id="s10_notes__7__5-t--993-2" continuedAt="s10_notes__7__5-t--993-3"><span style="display:inherit;clear:left;">Minskning 0,5% <span class="_ _28"></span><span class="ls2 ws2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 x105 h3f yc96 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__75-1-t--161-3" continuedAt="s10_notes__7__75-1-t--161-4"><ix:continuation id="s10_notes__7__5-t--994-3" continuedAt="s10_notes__7__5-t--994-4"><span style="display:inherit;clear:left;">i antagandet</span></ix:continuation></ix:continuation></div><div class="t m0 x106 h3f yc97 ff1 fs2b fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--160-3" continuedAt="s10_notes__7__75-1-t--160-4"><ix:continuation id="s10_notes__7__5-t--993-3" continuedAt="s10_notes__7__5-t--993-4"><span style="display:inherit;clear:left;">Ök<span class="_ _6"></span>ni<span class="_ _6"></span>ng 0<span class="_ _6"></span>,<span class="_ _6"></span>5% <span class="_ _28"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x3f h3f yc96 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__75-1-t--161-4" continuedAt="s10_notes__7__75-1-t--161-5"><ix:continuation id="s10_notes__7__5-t--994-4" continuedAt="s10_notes__7__5-t--994-5"><span style="display:inherit;clear:left;">i antagandet<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 xf2 h3f yc97 ff1 fs2b fc3 sc0 ls70 wsb0"><ix:continuation id="s10_notes__7__75-1-t--160-4" continuedAt="s10_notes__7__75-1-t--161"><ix:continuation id="s10_notes__7__5-t--993-4" continuedAt="s10_notes__7__5-t--994"><span style="display:inherit;clear:left;">Minskning 0,5% <span class="_ _28"></span><span class="ls2 ws2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 x107 h3f yc96 ff1 fs2b fc3 sc0 ls76 wsbb"><ix:continuation id="s10_notes__7__75-1-t--161-5" continuedAt="s10_notes__7__75-1-t--162"><ix:continuation id="s10_notes__7__5-t--994-5" continuedAt="s10_notes__7__5-t--995"><span style="display:inherit;clear:left;">i antagandet</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc98 ff5 fs11 fc3 sc0 ls86 wsbf"><ix:continuation id="s10_notes__7__75-1-t--162" continuedAt="s10_notes__7__75-1-t--162-2"><ix:continuation id="s10_notes__7__5-t--995" continuedAt="s10_notes__7__5-t--995-2"><span style="display:inherit;clear:left;">Diskonteringsränt<span class="_ _0"></span>a<span class="_ _151"> </span></span></ix:continuation></ix:continuation><span class="lscd ws121"><span><ix:continuation id="s10_notes__7__5-t--995-2" continuedAt="s10_notes__7__5-t--995-3"><ix:continuation id="s10_notes__7__75-1-t--162-2" continuedAt="s10_notes__7__75-1-t--162-3"><span style="display:inherit;clear:left;">-2<span class="_ _6"></span>6<span class="_ _156"> </span></span></ix:continuation></ix:continuation></span><span class="lsc9 ws11d"><span><ix:continuation id="s10_notes__7__5-t--995-3" continuedAt="s10_notes__7__5-t--996"><ix:continuation id="s10_notes__7__75-1-t--162-3" continuedAt="s10_notes__7__75-1-t--163"><span style="display:inherit;clear:left;">30<span class="_ _145"> </span><span class="ls63 wsa4">-31<span class="_ _156"> </span><span class="lsc8 wse8">35</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x59 h32 yc99 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--163" continuedAt="s10_notes__7__75-1-t--163-2"><ix:continuation id="s10_notes__7__5-t--996" continuedAt="s10_notes__7__5-t--996-2"><span style="display:inherit;clear:left;">Pensionsökninga<span class="_ _0"></span>r (i<span class="_ _0"></span>nﬂation och<span class="_ _0"></span> inkomstbasbelopp<span class="_ _1"></span>)<span class="_ _16b"> </span></span></ix:continuation></ix:continuation><span class="ls86 wsbf"><span><ix:continuation id="s10_notes__7__5-t--996-2" continuedAt="s10_notes__7__5-t--996-3"><ix:continuation id="s10_notes__7__75-1-t--163-2" continuedAt="s10_notes__7__75-1-t--163-3"><span style="display:inherit;clear:left;">31<span class="_ _62"> </span></span></ix:continuation></ix:continuation></span><span class="lscd ws121"><span><ix:continuation id="s10_notes__7__5-t--996-3" continuedAt="s10_notes__7__5-t--997"><ix:continuation id="s10_notes__7__75-1-t--163-3" continuedAt="s10_notes__7__75-1-t--164"><span style="display:inherit;clear:left;">-27<span class="_ _79"> </span><span class="lsc8 wse8">35<span class="_ _145"> </span><span class="ls63 wsa4">-31</span></span></span></ix:continuation></ix:continuation></span></span></span></div><div class="t m0 x8 h2e yc9a ff1 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__75-1-t--164" continuedAt="s10_notes__7__75-1-t--165"><ix:continuation id="s10_notes__7__5-t--997" continuedAt="s10_notes__7__5-t--998"><span style="display:inherit;clear:left;">Löptidsanalys av<span class="_ _0"></span>seende förväntade odisk<span class="_ _2"></span>onterade betalningar för<span class="_ _0"></span> pensionsförmåner efter avslutad<span class="_ _0"></span> anställning </span></ix:continuation></ix:continuation></div><div class="t m0 x59 h3f yc9b ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--998" continuedAt="s10_notes__7__5-t--999"><ix:continuation id="s10_notes__7__75-1-t--165" continuedAt="s10_notes__7__75-1-t--166"><span style="display:inherit;clear:left;">MSEK<span class="_ _126"> </span><span class="lsc4 ws11a">2023<span class="_ _124"> </span>202<span class="_ _6"></span>2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc9c ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__75-1-t--166" continuedAt="s10_notes__7__75-1-t--167"><ix:continuation id="s10_notes__7__5-t--999" continuedAt="s10_notes__7__5-t--1000"><span style="display:inherit;clear:left;">Ino<span class="_ _6"></span>m et<span class="_ _6"></span>t å<span class="_ _6"></span>r<span class="_ _205"> </span>4<span class="_ _53"> </span>5</span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc9d ff5 fs11 fc3 sc0 lsa0 ws2"><ix:continuation id="s10_notes__7__5-t--1000" continuedAt="s10_notes__7__5-t--1001"><ix:continuation id="s10_notes__7__75-1-t--167" continuedAt="s10_notes__7__75-1-t--168"><span style="display:inherit;clear:left;">Me<span class="_ _6"></span>lla<span class="_ _6"></span>n et<span class="_ _6"></span>t o<span class="_ _6"></span>ch t<span class="_ _6"></span>v<span class="_ _6"></span>å år <span class="_ _54"> </span><span class="ls2">4<span class="_ _53"> </span>5</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc9e ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--1001" continuedAt="s10_notes__7__5-t--1002"><ix:continuation id="s10_notes__7__75-1-t--168" continuedAt="s10_notes__7__75-1-t--169"><span style="display:inherit;clear:left;">Me<span class="_ _6"></span>lla<span class="_ _6"></span>n t<span class="_ _6"></span>vå o<span class="_ _6"></span>ch fe<span class="_ _6"></span>m år <span class="_ _206"> </span><span class="ls49 ws8a">11<span class="_ _55"> </span><span class="ls86 wsbf">13</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yc9f ff5 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--1002" continuedAt="s10_notes__7__5-t--1003"><ix:continuation id="s10_notes__7__75-1-t--169" continuedAt="s10_notes__7__75-1-t--170"><span style="display:inherit;clear:left;">Me<span class="_ _6"></span>r än fe<span class="_ _6"></span>m år <span class="_ _207"> </span><span class="lsa8 wsf5">539<span class="_ _a"> </span><span class="ls63 wsa4">578</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yca0 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__75-1-t--170" continuedAt="s10_notes__7__75-1-t--170-2"><ix:continuation id="s10_notes__7__5-t--1003" continuedAt="s10_notes__7__5-t--1003-2"><span style="display:inherit;clear:left;">Summa <span class="_ _205"> </span></span></ix:continuation></ix:continuation><span class="ls88 wsc1"><span><ix:continuation id="s10_notes__7__75-1-t--170-2" continuedAt="s10_notes__7__75-1-t--170-3"><ix:continuation id="s10_notes__7__5-t--1003-2" continuedAt="s10_notes__7__5-t--1003-3"><span style="display:inherit;clear:left;">559</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--1003-3" continuedAt="s10_notes__7__5-t--1004"><ix:continuation id="s10_notes__7__75-1-t--170-3"><span style="display:inherit;clear:left;"><span class="_ _a"> </span><span class="ls54 ws95">601</span></span></ix:continuation></ix:continuation></span></span></div><div class="c x8 y957 w5 h4b"><div class="t m0 x3a ha y92f ff1 fs7 fc1 sc0 ls2 ws2">NO<span class="_ _0"></span>T<span class="_ _0"></span> 23<span class="_ _e7"> </span><span class="fc3">PENSIONSFÖRPLIKTELSER <span class="ff21">(F<span class="_ _0"></span>ORTS<span class="_ _0"></span>Ä<span class="_ _1"></span>TTNING)</span></span></div></div><div class="t m0 x59 h3f yca1 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--1005" continuedAt="s10_notes__7__5-t--1006"><ix:continuation id="s10_notes__7__78-t--2" continuedAt="s10_notes__7__78-t--3"><span style="display:inherit;clear:left;">MSEK<span class="_ _126"> </span><span class="lsc4 ws11a">2023<span class="_ _124"> </span>202<span class="_ _6"></span>2</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yca2 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--1006" continuedAt="s10_notes__7__5-t--1007"><ix:continuation id="s10_notes__7__78-t--3" continuedAt="s10_notes__7__78-t--4"><span style="display:inherit;clear:left;">Upplupna personal<span class="_ _0"></span>relater<span class="_ _0"></span>ade k<span class="_ _0"></span>ostnader<span class="_ _208"> </span><span class="lsde ws132">79<span class="_ _17f"> </span><span class="ls54 ws95">89</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h32 yca3 ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--1007" continuedAt="s10_notes__7__5-t--1008"><ix:continuation id="s10_notes__7__78-t--4" continuedAt="s10_notes__7__78-t--5"><span style="display:inherit;clear:left;">Övriga upplupna<span class="_ _0"></span> kostnader<span class="_ _209"> </span><span class="ls64 wsa5">40<span class="_ _17f"> </span>36</span></span></ix:continuation></ix:continuation></div><div class="t m0 x59 h2e yca4 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__78-t--5" continuedAt="s10_notes__7__78-t--5-2"><ix:continuation id="s10_notes__7__5-t--1008" continuedAt="s10_notes__7__5-t--1008-2"><span style="display:inherit;clear:left;">Summa<span class="_ _20a"> </span></span></ix:continuation></ix:continuation><span class="lsd3 ws126"><span><ix:continuation id="s10_notes__7__78-t--5-2" continuedAt="s10_notes__7__78-t--5-3"><ix:continuation id="s10_notes__7__5-t--1008-2" continuedAt="s10_notes__7__5-t--1008-3"><span style="display:inherit;clear:left;">118</span></ix:continuation></ix:continuation></span><span><ix:continuation id="s10_notes__7__5-t--1008-3" continuedAt="s10_notes__7__5-t--1009"><ix:continuation id="s10_notes__7__78-t--5-3"><span style="display:inherit;clear:left;"><span class="_ _c"> </span><span class="ls63 wsa4">125</span></span></ix:continuation></ix:continuation></span></span></div><div class="c x8 yca5 w5 h4d"><div class="t m0 x3a ha yca6 ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfAccruedExpensesAndOtherLiabilitiesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__78" continuedAt="s10_notes__7__78-t--2"><ix:continuation id="s10_notes__7__5-t--1004" continuedAt="s10_notes__7__5-t--1005"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 24<span class="_ _e8"> </span><span class="fc3">UPPLUPNA<span class="_ _2"></span> K<span class="_ _0"></span>OSTNADER</span></span></ix:continuation></ix:nonNumeric></div></div></div><div class="pi"></div></div><div id="pf38" class="pf w0 h0"><div class="pc pc38 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">56</div><div class="t m0 x1 h2e yca7 ff1 fs11 fc3 sc0 lsca ws11e"><ix:continuation id="s10_notes__7__86-t--2" continuedAt="s10_notes__7__86-t--3"><ix:continuation id="s10_notes__7__5-t--1010" continuedAt="s10_notes__7__5-t--1011"><span style="display:inherit;clear:left;">FINANSIELL RISKHANTERI<span class="_ _0"></span>NG</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yca8 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--3" continuedAt="s10_notes__7__86-t--4"><ix:continuation id="s10_notes__7__5-t--1011" continuedAt="s10_notes__7__5-t--1012"><span style="display:inherit;clear:left;">Enirok<span class="_ _2"></span>oncernen är genom sin verksamhet<span class="_ _0"></span> exponerad f<span class="_ _0"></span>ör olik<span class="_ _2"></span>a typer av finansiella </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yca9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--4" continuedAt="s10_notes__7__86-t--5"><ix:continuation id="s10_notes__7__5-t--1012" continuedAt="s10_notes__7__5-t--1013"><span style="display:inherit;clear:left;">risker<span class="_ _2"></span> som kan påverka r<span class="_ _2"></span>esultat, kassaﬂöde och ege<span class="_ _0"></span>t k<span class="_ _0"></span>apital. Dessa finansiella </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycaa ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--5" continuedAt="s10_notes__7__86-t--6"><ix:continuation id="s10_notes__7__5-t--1013" continuedAt="s10_notes__7__5-t--1014"><span style="display:inherit;clear:left;">risker<span class="_ _2"></span> innefattar:</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycab ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--6" continuedAt="s10_notes__7__86-t--7"><ix:continuation id="s10_notes__7__5-t--1014" continuedAt="s10_notes__7__5-t--1015"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>V<span class="_ _2"></span>alutarisker<span class="_ _2"></span> avseende kommersiella ﬂöden och netto<span class="_ _0"></span>tillgångar i utländsk<span class="_ _0"></span>a </span></ix:continuation></ix:continuation></div><div class="t m0 x8f h42 ycac ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--7" continuedAt="s10_notes__7__86-t--8"><ix:continuation id="s10_notes__7__5-t--1015" continuedAt="s10_notes__7__5-t--1016"><span style="display:inherit;clear:left;">dotterbolag </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycad ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--8" continuedAt="s10_notes__7__86-t--9"><ix:continuation id="s10_notes__7__5-t--1016" continuedAt="s10_notes__7__5-t--1017"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>Kr<span class="_ _0"></span>editrisker<span class="_ _2"></span> hänförliga till finansiella och kommersiella aktivit<span class="_ _0"></span>eter<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycae ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--9" continuedAt="s10_notes__7__86-t--10"><ix:continuation id="s10_notes__7__5-t--1017" continuedAt="s10_notes__7__5-t--1018"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>Finansierings- och likvidit<span class="_ _0"></span>etsrisk av<span class="_ _0"></span>seende koncernens k<span class="_ _0"></span>apitalbehov </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycaf ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--10" continuedAt="s10_notes__7__86-t--11"><ix:continuation id="s10_notes__7__5-t--1018" continuedAt="s10_notes__7__5-t--1019"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>R<span class="_ _0"></span>änterisk<span class="_ _0"></span>er</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--11" continuedAt="s10_notes__7__86-t--12"><ix:continuation id="s10_notes__7__5-t--1019" continuedAt="s10_notes__7__5-t--1020"><span style="display:inherit;clear:left;">• <span class="_ _e7"> </span>Övriga prisrisk<span class="_ _2"></span>er t ex in<span class="_ _0"></span>ﬂation</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb1 ff2 fs11 fc3 sc0 ls93 ws2"><ix:continuation id="s10_notes__7__86-t--12" continuedAt="s10_notes__7__86-t--13"><ix:continuation id="s10_notes__7__5-t--1020" continuedAt="s10_notes__7__5-t--1021"><span style="display:inherit;clear:left;">Eniros styr<span class="_ _0"></span>else har f<span class="_ _0"></span>astställt<span class="_ _0"></span> en finanspolicy för<span class="_ _0"></span> hela koncernen som r<span class="_ _2"></span>eglerar hur<span class="_ _0"></span> finansiella<span class="_ _6"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb2 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__86-t--13" continuedAt="s10_notes__7__86-t--14"><ix:continuation id="s10_notes__7__5-t--1021" continuedAt="s10_notes__7__5-t--1022"><span style="display:inherit;clear:left;">risker<span class="_ _2"></span> ska hanteras och k<span class="_ _2"></span>ontrolleras samt<span class="_ _2"></span> ansvar och befogenhe<span class="_ _0"></span>ter<span class="_ _2"></span>. Det har in<span class="_ _0"></span>te sk<span class="_ _0"></span>ett </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb3 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__86-t--14" continuedAt="s10_notes__7__86-t--15"><ix:continuation id="s10_notes__7__5-t--1022" continuedAt="s10_notes__7__5-t--1023"><span style="display:inherit;clear:left;">några v<span class="_ _0"></span>äsentliga för<span class="_ _0"></span>ändringar v<span class="_ _0"></span>ad gäller k<span class="_ _2"></span>oncernens mål, principer eller metoder<span class="_ _2"></span> för </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb4 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__86-t--15" continuedAt="s10_notes__7__86-t--16"><ix:continuation id="s10_notes__7__5-t--1023" continuedAt="s10_notes__7__5-t--1024"><span style="display:inherit;clear:left;">hanteringen av finansiella risk<span class="_ _2"></span>er jämfört<span class="_ _0"></span> med föregående år<span class="_ _1"></span>. Styrelsen gör löpande </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb5 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__86-t--16" continuedAt="s10_notes__7__86-t--17"><ix:continuation id="s10_notes__7__5-t--1024" continuedAt="s10_notes__7__5-t--1025"><span style="display:inherit;clear:left;">en bedömning av koncernens mål, principer<span class="_ _2"></span> och metoder f<span class="_ _0"></span>ör finansiell riskhant<span class="_ _0"></span>ering. </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb6 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__86-t--17" continuedAt="s10_notes__7__86-t--18"><ix:continuation id="s10_notes__7__5-t--1025" continuedAt="s10_notes__7__5-t--1026"><span style="display:inherit;clear:left;">Riskanalyser<span class="_ _2"></span> genomförs löpande i verksamhet<span class="_ _0"></span>en samt att<span class="_ _2"></span> årliga utvärderingar av risk </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb7 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__86-t--18" continuedAt="s10_notes__7__86-t--19"><ix:continuation id="s10_notes__7__5-t--1026" continuedAt="s10_notes__7__5-t--1027"><span style="display:inherit;clear:left;">och riskhantering genomf<span class="_ _0"></span>örs tillsammans av ledning och styr<span class="_ _0"></span>else. </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h2e ycb8 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--19" continuedAt="s10_notes__7__86-t--20"><ix:continuation id="s10_notes__7__5-t--1027" continuedAt="s10_notes__7__5-t--1028"><span style="display:inherit;clear:left;">V<span class="_ _2"></span>ALUT<span class="_ _2"></span>ARISK</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycb9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--20" continuedAt="s10_notes__7__86-t--21"><ix:continuation id="s10_notes__7__5-t--1028" continuedAt="s10_notes__7__5-t--1029"><span style="display:inherit;clear:left;">Eniro är<span class="_ _0"></span> aktivt i Nor<span class="_ _2"></span>den, vilket medf<span class="_ _2"></span>ör att för<span class="_ _2"></span>etaget hant<span class="_ _0"></span>erar<span class="_ _0"></span> transaktioner<span class="_ _2"></span> i ﬂera </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycba ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--21" continuedAt="s10_notes__7__86-t--22"><ix:continuation id="s10_notes__7__5-t--1029" continuedAt="s10_notes__7__5-t--1030"><span style="display:inherit;clear:left;">valutor<span class="_ _0"></span> och därmed exponer<span class="_ _0"></span>as för<span class="_ _0"></span> valutakursﬂuktuationer<span class="_ _2"></span>. Denna exponering </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycbb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--22" continuedAt="s10_notes__7__86-t--23"><ix:continuation id="s10_notes__7__5-t--1030" continuedAt="s10_notes__7__5-t--1031"><span style="display:inherit;clear:left;">delas upp i två huvudtyper: tr<span class="_ _0"></span>ansaktionsexponering och omr<span class="_ _0"></span>äkningsexponering. </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycbc ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--23" continuedAt="s10_notes__7__86-t--24"><ix:continuation id="s10_notes__7__5-t--1031" continuedAt="s10_notes__7__5-t--1032"><span style="display:inherit;clear:left;">T<span class="_ _1"></span>ransaktionsexponering uppstår<span class="_ _0"></span> vid betalningar<span class="_ _2"></span> i utländska valutor<span class="_ _2"></span> och innebär </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycbd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--24" continuedAt="s10_notes__7__86-t--25"><ix:continuation id="s10_notes__7__5-t--1032" continuedAt="s10_notes__7__5-t--1033"><span style="display:inherit;clear:left;">en risk för<span class="_ _2"></span> att valutakursf<span class="_ _2"></span>örändringar negativt påv<span class="_ _0"></span>erkar<span class="_ _2"></span> företaget<span class="_ _0"></span>s lönsamhet </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycbe ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--25" continuedAt="s10_notes__7__86-t--26"><ix:continuation id="s10_notes__7__5-t--1033" continuedAt="s10_notes__7__5-t--1034"><span style="display:inherit;clear:left;">genom att påverk<span class="_ _2"></span>a de kassaﬂöden som generer<span class="_ _0"></span>as i utländska v<span class="_ _0"></span>alutor<span class="_ _2"></span>. Omräk<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycbf ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--26" continuedAt="s10_notes__7__86-t--27"><ix:continuation id="s10_notes__7__5-t--1034" continuedAt="s10_notes__7__5-t--1035"><span style="display:inherit;clear:left;">ningsexponering å andra sidan r<span class="_ _2"></span>elaterar <span class="_ _0"></span>till när de utländsk<span class="_ _2"></span>a dotterbolagens </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--27" continuedAt="s10_notes__7__86-t--28"><ix:continuation id="s10_notes__7__5-t--1035" continuedAt="s10_notes__7__5-t--1036"><span style="display:inherit;clear:left;">finansiella rapporter<span class="_ _2"></span> omräknas till SEK f<span class="_ _0"></span>ör k<span class="_ _2"></span>onsolidering. På grund av verksam-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--28" continuedAt="s10_notes__7__86-t--29"><ix:continuation id="s10_notes__7__5-t--1036" continuedAt="s10_notes__7__5-t--1037"><span style="display:inherit;clear:left;">heten i olik<span class="_ _0"></span>a nordisk<span class="_ _2"></span>a länder skapas naturliga in- och utﬂöden i ﬂer<span class="_ _0"></span>a valutor<span class="_ _2"></span>, </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc2 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--29" continuedAt="s10_notes__7__86-t--30"><ix:continuation id="s10_notes__7__5-t--1037" continuedAt="s10_notes__7__5-t--1038"><span style="display:inherit;clear:left;">vilket<span class="_ _2"></span> leder till antingen ett<span class="_ _0"></span> nettoöv<span class="_ _0"></span>ersko<span class="_ _0"></span>tt eller<span class="_ _0"></span> ett ne<span class="_ _0"></span>ttoundersk<span class="_ _0"></span>ott i en specifik<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc3 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--30" continuedAt="s10_notes__7__86-t--31"><ix:continuation id="s10_notes__7__5-t--1038" continuedAt="s10_notes__7__5-t--1039"><span style="display:inherit;clear:left;">valuta. Dessa nett<span class="_ _0"></span>opositioners vär<span class="_ _0"></span>de kan ﬂuktuer<span class="_ _2"></span>a beroende på valutakursf<span class="_ _0"></span>ör<span class="_ _0"></span>-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc4 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--31" continuedAt="s10_notes__7__86-t--32"><ix:continuation id="s10_notes__7__5-t--1039" continuedAt="s10_notes__7__5-t--1040"><span style="display:inherit;clear:left;">ändringar<span class="_ _2"></span>, vilket r<span class="_ _2"></span>esulterar i en <span class="_ _0"></span>transaktionsexponering f<span class="_ _0"></span>ör Enir<span class="_ _2"></span>o.</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h51 ycc5 ff21 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--32" continuedAt="s10_notes__7__86-t--33"><ix:continuation id="s10_notes__7__5-t--1040" continuedAt="s10_notes__7__5-t--1041"><span style="display:inherit;clear:left;">T<span class="_ _1"></span>ransaktionsexponering</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--33" continuedAt="s10_notes__7__86-t--34"><ix:continuation id="s10_notes__7__5-t--1041" continuedAt="s10_notes__7__5-t--1042"><span style="display:inherit;clear:left;">T<span class="_ _1"></span>ransaktionsexponering uppstår<span class="_ _0"></span> när e<span class="_ _0"></span>tt bolag har<span class="_ _0"></span> kassaﬂöden i utländsk<span class="_ _0"></span> valuta. </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc7 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--34" continuedAt="s10_notes__7__86-t--35"><ix:continuation id="s10_notes__7__5-t--1042" continuedAt="s10_notes__7__5-t--1043"><span style="display:inherit;clear:left;">V<span class="_ _2"></span>alutakursrörelser<span class="_ _2"></span> påverkar k<span class="_ _2"></span>assaﬂöden i utländska valutor<span class="_ _2"></span> och innebär en risk </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc8 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--35" continuedAt="s10_notes__7__86-t--36"><ix:continuation id="s10_notes__7__5-t--1043" continuedAt="s10_notes__7__5-t--1044"><span style="display:inherit;clear:left;">att k<span class="_ _2"></span>oncernens lönsamhet påverkas negativt<span class="_ _2"></span>. Koncernens dotterbolag v<span class="_ _0"></span>erkar<span class="_ _0"></span> i </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycc9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--36" continuedAt="s10_notes__7__86-t--37"><ix:continuation id="s10_notes__7__5-t--1044" continuedAt="s10_notes__7__5-t--1045"><span style="display:inherit;clear:left;">huvudsak på sina lok<span class="_ _0"></span>ala marknader med int<span class="_ _0"></span>äkter<span class="_ _0"></span> och kostnader<span class="_ _0"></span> i lokal <span class="_ _0"></span>valuta, </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycca ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--37" continuedAt="s10_notes__7__86-t--38"><ix:continuation id="s10_notes__7__5-t--1045" continuedAt="s10_notes__7__5-t--1046"><span style="display:inherit;clear:left;">vilket<span class="_ _2"></span> reducerar<span class="_ _0"></span> transaktionse<span class="_ _0"></span>xponeringen. Beslut om ev<span class="_ _0"></span>entuell säkring av tr<span class="_ _0"></span>ans-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yccb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--38" continuedAt="s10_notes__7__86-t--39"><ix:continuation id="s10_notes__7__5-t--1046" continuedAt="s10_notes__7__5-t--1047"><span style="display:inherit;clear:left;">aktionsexponering genom valut<span class="_ _0"></span>aderivat f<span class="_ _0"></span>attas centr<span class="_ _0"></span>alt av moderbolage<span class="_ _0"></span>t.</span></ix:continuation></ix:continuation></div><div class="t m0 x48 h42 yccc ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--39" continuedAt="s10_notes__7__86-t--40"><ix:continuation id="s10_notes__7__5-t--1047" continuedAt="s10_notes__7__5-t--1048"><span style="display:inherit;clear:left;">Koncernen har<span class="_ _2"></span> under 2023 valutakurseff<span class="_ _0"></span>ekter<span class="_ _0"></span> på 4 MSEK (-9<span class="_ _2"></span>) som har upp-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yccd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--40" continuedAt="s10_notes__7__86-t--41"><ix:continuation id="s10_notes__7__5-t--1048" continuedAt="s10_notes__7__5-t--1049"><span style="display:inherit;clear:left;">stått av<span class="_ _0"></span> interna lån och hänf<span class="_ _0"></span>ör sig fr<span class="_ _0"></span>ämst till <span class="_ _0"></span>valutorna DKK, NOK<span class="_ _0"></span> och EUR.</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycce ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--41" continuedAt="s10_notes__7__86-t--42"><ix:continuation id="s10_notes__7__5-t--1049" continuedAt="s10_notes__7__5-t--1050"><span style="display:inherit;clear:left;">I nedan tabell så visas eff<span class="_ _2"></span>ekten i resultatet<span class="_ _2"></span> vid en rörelse av +/-5 pr<span class="_ _2"></span>ocent utav </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 yccf ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--42" continuedAt="s10_notes__7__86-t--43"><ix:continuation id="s10_notes__7__5-t--1050" continuedAt="s10_notes__7__5-t--1051"><span style="display:inherit;clear:left;">valutakursen per<span class="_ _2"></span> den 31 december 2023 på interna lån. </span></ix:continuation></ix:continuation></div><div class="t m0 x18 h3f ycd0 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__86-t--43" continuedAt="s10_notes__7__86-t--43-2"><ix:continuation id="s10_notes__7__5-t--1051" continuedAt="s10_notes__7__5-t--1051-2"><span style="display:inherit;clear:left;">MSEK<span class="_ _20b"> </span></span></ix:continuation></ix:continuation><span class="ls2 ws2"><span><ix:continuation id="s10_notes__7__86-t--43-2" continuedAt="s10_notes__7__86-t--44"><ix:continuation id="s10_notes__7__5-t--1051-2" continuedAt="s10_notes__7__5-t--1052"><span style="display:inherit;clear:left;">+/<span class="_ _1"></span>- 5 p<span class="_ _6"></span>ro<span class="_ _6"></span>ce<span class="_ _6"></span>nt</span></ix:continuation></ix:continuation></span></span></div><div class="t m0 x18 h32 ycd1 ff5 fs11 fc3 sc0 ls54 ws95"><ix:continuation id="s10_notes__7__86-t--44" continuedAt="s10_notes__7__86-t--45"><ix:continuation id="s10_notes__7__5-t--1052" continuedAt="s10_notes__7__5-t--1053"><span style="display:inherit;clear:left;">DKK<span class="_ _20c"> </span><span class="ls9e wse9">+/-<span class="_ _f"></span> 3</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 ycd2 ff5 fs11 fc3 sc0 lscd ws121"><ix:continuation id="s10_notes__7__86-t--45" continuedAt="s10_notes__7__86-t--46"><ix:continuation id="s10_notes__7__5-t--1053" continuedAt="s10_notes__7__5-t--1054"><span style="display:inherit;clear:left;">NOK<span class="_ _20d"> </span><span class="lsfd wse9">+/-<span class="_ _f"></span> 4</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h32 ycd3 ff5 fs11 fc3 sc0 lsfe ws152"><ix:continuation id="s10_notes__7__86-t--46" continuedAt="s10_notes__7__86-t--47"><ix:continuation id="s10_notes__7__5-t--1054" continuedAt="s10_notes__7__5-t--1055"><span style="display:inherit;clear:left;">EUR<span class="_ _20e"> </span><span class="lsfd ws153">+/-<span class="_ _f"></span>1</span></span></ix:continuation></ix:continuation></div><div class="t m0 x18 h2e ycd4 ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__86-t--47" continuedAt="s10_notes__7__86-t--48"><ix:continuation id="s10_notes__7__5-t--1055" continuedAt="s10_notes__7__5-t--1056"><span style="display:inherit;clear:left;">Summa<span class="_ _20f"> </span><span class="lsff ws154">+<span class="_ _6"></span>/-<span class="_ _f"></span> 6</span></span></ix:continuation></ix:continuation></div><div class="t m0 x1 h51 ycd5 ff21 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--48" continuedAt="s10_notes__7__86-t--49"><ix:continuation id="s10_notes__7__5-t--1056" continuedAt="s10_notes__7__5-t--1057"><span style="display:inherit;clear:left;">Omräkningsexponering</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycd6 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--49" continuedAt="s10_notes__7__86-t--50"><ix:continuation id="s10_notes__7__5-t--1057" continuedAt="s10_notes__7__5-t--1058"><span style="display:inherit;clear:left;">För<span class="_ _0"></span>ändringar i v<span class="_ _0"></span>alutakurser<span class="_ _0"></span> har en inv<span class="_ _0"></span>erkan på k<span class="_ _0"></span>oncernens result<span class="_ _0"></span>at via omr<span class="_ _0"></span>äkning </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycd7 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--50" continuedAt="s10_notes__7__86-t--51"><ix:continuation id="s10_notes__7__5-t--1058" continuedAt="s10_notes__7__5-t--1059"><span style="display:inherit;clear:left;">av utländska do<span class="_ _0"></span>tterför<span class="_ _2"></span>etags resultat<span class="_ _0"></span> till svensk<span class="_ _2"></span>a kronor<span class="_ _0"></span>. Effekter<span class="_ _2"></span> hänför sig fr<span class="_ _0"></span>ämst </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycd8 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--51" continuedAt="s10_notes__7__86-t--52"><ix:continuation id="s10_notes__7__5-t--1059" continuedAt="s10_notes__7__5-t--1060"><span style="display:inherit;clear:left;">till valutorna DKK, NOK<span class="_ _2"></span> och EUR.</span></ix:continuation></ix:continuation></div><div class="t m0 x48 h42 ycd9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--52" continuedAt="s10_notes__7__86-t--53"><ix:continuation id="s10_notes__7__5-t--1060" continuedAt="s10_notes__7__5-t--1061"><span style="display:inherit;clear:left;">Nettotillgångar<span class="_ _2"></span> i utländska dotterbolag ger<span class="_ _2"></span> vid konsolidering till koncernens </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycda ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--53" continuedAt="s10_notes__7__86-t--54"><ix:continuation id="s10_notes__7__5-t--1061" continuedAt="s10_notes__7__5-t--1062"><span style="display:inherit;clear:left;">rapporterings<span class="_ _0"></span>valuta SEK<span class="_ _0"></span> upphov till en omr<span class="_ _0"></span>äkningsdiffer<span class="_ _0"></span>ens som påverkar<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycdb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--54" continuedAt="s10_notes__7__86-t--55"><ix:continuation id="s10_notes__7__5-t--1062" continuedAt="s10_notes__7__5-t--1063"><span style="display:inherit;clear:left;">koncernens egna k<span class="_ _2"></span>apital. Koncernen kan säkr<span class="_ _2"></span>a omräkningsexponeringen i netto-</span></ix:continuation></ix:continuation></div><div class="t m0 x1 h42 ycdc ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--55" continuedAt="s10_notes__7__86-t--56"><ix:continuation id="s10_notes__7__5-t--1063" continuedAt="s10_notes__7__5-t--1064"><span style="display:inherit;clear:left;">tillgångar genom att<span class="_ _0"></span> tillgångarna finansieras med skuld i samma <span class="_ _0"></span>valuta.</span></ix:continuation></ix:continuation></div><div class="c x1 ycdd w5 h4d"><div class="t m0 x3a ha y9b6 ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfFinancialRiskManagementExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__86" continuedAt="s10_notes__7__86-2"><ix:continuation id="s10_notes__7__5-t--1009" continuedAt="s10_notes__7__5-t--1009-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 25<span class="_ _e7"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__86-2" continuedAt="s10_notes__7__86-t--2"><ix:continuation id="s10_notes__7__5-t--1009-2" continuedAt="s10_notes__7__5-t--1010"><span style="display:inherit;clear:left;">FINANSIELLA<span class="_ _2"></span> RISKER OCH RISKHANTERING</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 x24 h2e ycde ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--56" continuedAt="s10_notes__7__86-t--57"><ix:continuation id="s10_notes__7__5-t--1064" continuedAt="s10_notes__7__5-t--1065"><span style="display:inherit;clear:left;">KREDITRISK</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycdf ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--57" continuedAt="s10_notes__7__86-t--58"><ix:continuation id="s10_notes__7__5-t--1065" continuedAt="s10_notes__7__5-t--1066"><span style="display:inherit;clear:left;">Kreditrisk<span class="_ _0"></span> avser risk<span class="_ _2"></span>en för förlust<span class="_ _0"></span>er på grund av att<span class="_ _2"></span> koncernens kunder eller<span class="_ _0"></span> mot<span class="_ _0"></span>-</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce0 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--58" continuedAt="s10_notes__7__86-t--59"><ix:continuation id="s10_notes__7__5-t--1066" continuedAt="s10_notes__7__5-t--1067"><span style="display:inherit;clear:left;">parter<span class="_ _0"></span> i finansiella kontr<span class="_ _2"></span>akt inte fullgör sina be<span class="_ _0"></span>talningsåtaganden. Kr<span class="_ _0"></span>editrisk delas </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce1 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--59" continuedAt="s10_notes__7__86-t--60"><ix:continuation id="s10_notes__7__5-t--1067" continuedAt="s10_notes__7__5-t--1068"><span style="display:inherit;clear:left;">således upp i finansiell kreditrisk<span class="_ _0"></span> och affärsr<span class="_ _0"></span>elaterad kr<span class="_ _2"></span>editrisk. </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h51 yce2 ff21 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--60" continuedAt="s10_notes__7__86-t--61"><ix:continuation id="s10_notes__7__5-t--1068" continuedAt="s10_notes__7__5-t--1069"><span style="display:inherit;clear:left;">Finansiell kreditrisk</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce3 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--61" continuedAt="s10_notes__7__86-t--62"><ix:continuation id="s10_notes__7__5-t--1069" continuedAt="s10_notes__7__5-t--1070"><span style="display:inherit;clear:left;">Finansiell kreditrisk<span class="_ _0"></span> i form av motpartsrisk<span class="_ _2"></span>er uppstår<span class="_ _0"></span> vid placering av likvida medel, </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce4 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--62" continuedAt="s10_notes__7__86-t--63"><ix:continuation id="s10_notes__7__5-t--1070" continuedAt="s10_notes__7__5-t--1071"><span style="display:inherit;clear:left;">banktillgodohavanden och vid handel med derivatinstrument<span class="_ _2"></span>. Placering av över<span class="_ _2"></span><span class="ls2">-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce5 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--63" continuedAt="s10_notes__7__86-t--64"><ix:continuation id="s10_notes__7__5-t--1071" continuedAt="s10_notes__7__5-t--1072"><span style="display:inherit;clear:left;">sko<span class="_ _0"></span>ttslikviditet<span class="_ _0"></span> får<span class="_ _0"></span> endast gör<span class="_ _0"></span>as med motpart med hög kr<span class="_ _2"></span>editvärdighet och som </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce6 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--64" continuedAt="s10_notes__7__86-t--65"><ix:continuation id="s10_notes__7__5-t--1072" continuedAt="s10_notes__7__5-t--1073"><span style="display:inherit;clear:left;">uppfyller k<span class="_ _2"></span>oncernens minimumkrav på rating. Den maximala kr<span class="_ _2"></span>editrisken motsva<span class="ls2">-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce7 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--65" continuedAt="s10_notes__7__86-t--66"><ix:continuation id="s10_notes__7__5-t--1073" continuedAt="s10_notes__7__5-t--1074"><span style="display:inherit;clear:left;">ras av de finansiella <span class="_ _0"></span>tillgångarnas redovisade v<span class="_ _0"></span>ärde i k<span class="_ _2"></span>oncernbalansräkningen.</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h51 yce8 ff21 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--66" continuedAt="s10_notes__7__86-t--67"><ix:continuation id="s10_notes__7__5-t--1074" continuedAt="s10_notes__7__5-t--1075"><span style="display:inherit;clear:left;">Affärsr<span class="_ _0"></span>elaterad kreditrisk</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yce9 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--67" continuedAt="s10_notes__7__86-t--68"><ix:continuation id="s10_notes__7__5-t--1075" continuedAt="s10_notes__7__5-t--1076"><span style="display:inherit;clear:left;">Eniros aff<span class="_ _0"></span>ärsrelat<span class="_ _0"></span>erade kr<span class="_ _0"></span>editrisk är<span class="_ _0"></span> främst<span class="_ _0"></span> hänförlig till kundf<span class="_ _0"></span>ordringar<span class="_ _2"></span>, vilken </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycea ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--68" continuedAt="s10_notes__7__86-t--69"><ix:continuation id="s10_notes__7__5-t--1076" continuedAt="s10_notes__7__5-t--1077"><span style="display:inherit;clear:left;">hanter<span class="_ _0"></span>as i respektive do<span class="_ _0"></span>tterbolag. Kundf<span class="_ _0"></span>ordringarna är<span class="_ _0"></span> för<span class="_ _0"></span>delade på ett st<span class="_ _0"></span>ort ant<span class="_ _0"></span>al </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yceb ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--69" continuedAt="s10_notes__7__86-t--70"><ix:continuation id="s10_notes__7__5-t--1077" continuedAt="s10_notes__7__5-t--1078"><span style="display:inherit;clear:left;">motparter<span class="_ _2"></span>. Av<span class="_ _0"></span> de tot<span class="_ _0"></span>ala kundfor<span class="_ _0"></span>dringarna 2023-12<span class="_ _0"></span>-31 var<span class="_ _0"></span> 16 (11) procent<span class="_ _0"></span> på belopp </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycec ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--70" continuedAt="s10_notes__7__86-t--71"><ix:continuation id="s10_notes__7__5-t--1078" continuedAt="s10_notes__7__5-t--1079"><span style="display:inherit;clear:left;">lägre än 5000 SEK<span class="_ _0"></span> per kund. K<span class="_ _2"></span>oncernen har fastställda riktlinjer<span class="_ _2"></span> för att säk<span class="_ _2"></span>erstäl<span class="ls2">-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yced ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--71" continuedAt="s10_notes__7__86-t--72"><ix:continuation id="s10_notes__7__5-t--1079" continuedAt="s10_notes__7__5-t--1080"><span style="display:inherit;clear:left;">la att f<span class="_ _0"></span>örsäljning sker<span class="_ _2"></span> till kunder med lämplig kreditbak<span class="_ _2"></span>grund. Reser<span class="_ _0"></span>v f<span class="_ _2"></span>ör os<span class="_ _0"></span>äkr<span class="_ _2"></span>a<span class="_ _6"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycee ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--72" continuedAt="s10_notes__7__86-t--73"><ix:continuation id="s10_notes__7__5-t--1080" continuedAt="s10_notes__7__5-t--1081"><span style="display:inherit;clear:left;">fo<span class="_ _0"></span>rd<span class="_ _0"></span>ringa<span class="_ _0"></span>r uppgick<span class="_ _2"></span> per balansdagen 2023-12<span class="_ _0"></span>-31 till 6 (3<span class="_ _0"></span>) MSEK, Kundförlust<span class="_ _0"></span>er </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycef ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--73" continuedAt="s10_notes__7__86-t--74"><ix:continuation id="s10_notes__7__5-t--1081" continuedAt="s10_notes__7__5-t--1082"><span style="display:inherit;clear:left;">redovisas under<span class="_ _2"></span> övriga externa kostnader<span class="_ _2"></span> och uppgår till -<span class="_ _0"></span>7 MSEK (-3<span class="_ _0"></span>). Ökningen </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf0 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--74" continuedAt="s10_notes__7__86-t--75"><ix:continuation id="s10_notes__7__5-t--1082" continuedAt="s10_notes__7__5-t--1083"><span style="display:inherit;clear:left;">av kundförlust<span class="_ _0"></span>erna är fr<span class="_ _0"></span>ämst hänf<span class="_ _0"></span>örligt till en ö<span class="_ _0"></span>versyn av r<span class="_ _0"></span>eserver<span class="_ _0"></span>ade kundförluster<span class="_ _0"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf1 ff2 fs11 fc3 sc0 ls15 ws2"><ix:continuation id="s10_notes__7__86-t--75" continuedAt="s10_notes__7__86-t--76"><ix:continuation id="s10_notes__7__5-t--1083" continuedAt="s10_notes__7__5-t--1084"><span style="display:inherit;clear:left;">mot bak<span class="_ _2"></span>grund av rådande lågkonjunktur<span class="_ _2"></span> och ränteläge. </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e ycf2 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--76" continuedAt="s10_notes__7__86-t--77"><ix:continuation id="s10_notes__7__5-t--1084" continuedAt="s10_notes__7__5-t--1085"><span style="display:inherit;clear:left;">FINANSIERINGSRISK</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf3 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__86-t--77" continuedAt="s10_notes__7__86-t--78"><ix:continuation id="s10_notes__7__5-t--1085" continuedAt="s10_notes__7__5-t--1086"><span style="display:inherit;clear:left;">Finansieringsrisk definier<span class="_ _0"></span>as som risken att<span class="_ _2"></span> det vid en given tidpunkt<span class="_ _0"></span> blir sv<span class="_ _0"></span>årt och/<span class="_ _2"></span>eller </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf4 ff2 fs11 fc3 sc0 lsa9 ws2"><ix:continuation id="s10_notes__7__86-t--78" continuedAt="s10_notes__7__86-t--79"><ix:continuation id="s10_notes__7__5-t--1086" continuedAt="s10_notes__7__5-t--1087"><span style="display:inherit;clear:left;">kostsam<span class="_ _0"></span>t att<span class="_ _0"></span> erhålla ny finansiering eller<span class="_ _0"></span> att r<span class="_ _0"></span>efinansiera befintlig skuld. Enir<span class="_ _2"></span>okoncer<span class="_ _0"></span><span class="ls2">-</span></span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf5 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__86-t--79" continuedAt="s10_notes__7__86-t--80"><ix:continuation id="s10_notes__7__5-t--1087" continuedAt="s10_notes__7__5-t--1088"><span style="display:inherit;clear:left;">nen har<span class="_ _2"></span> per balansdagen 2023-12<span class="_ _0"></span>-31 inga kort<span class="_ _2"></span>- eller långfristiga kreditf<span class="_ _0"></span>aciliteter<span class="_ _2"></span>. </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf6 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__86-t--80" continuedAt="s10_notes__7__86-t--81"><ix:continuation id="s10_notes__7__5-t--1088" continuedAt="s10_notes__7__5-t--1089"><span style="display:inherit;clear:left;">Enirok<span class="_ _2"></span>oncernen har en diskonter<span class="_ _2"></span>ad pensionsskuld uppgående till 268 MSEK per </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf7 ff2 fs11 fc3 sc0 ls3d ws2"><ix:continuation id="s10_notes__7__86-t--81" continuedAt="s10_notes__7__86-t--82"><ix:continuation id="s10_notes__7__5-t--1089" continuedAt="s10_notes__7__5-t--1090"><span style="display:inherit;clear:left;">2023-12<span class="_ _2"></span>-31, se not 23. </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e ycf8 ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--82" continuedAt="s10_notes__7__86-t--83"><ix:continuation id="s10_notes__7__5-t--1090" continuedAt="s10_notes__7__5-t--1091"><span style="display:inherit;clear:left;">LIKVIDITETSRISK</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycf9 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--83" continuedAt="s10_notes__7__86-t--84"><ix:continuation id="s10_notes__7__5-t--1091" continuedAt="s10_notes__7__5-t--1092"><span style="display:inherit;clear:left;">Likviditetsrisk<span class="_ _0"></span> definieras som risk<span class="_ _2"></span>en att koncernen vid ett<span class="_ _2"></span> visst givet<span class="_ _0"></span> tillfälle int<span class="_ _0"></span>e </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycfa ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--84" continuedAt="s10_notes__7__86-t--85"><ix:continuation id="s10_notes__7__5-t--1092" continuedAt="s10_notes__7__5-t--1093"><span style="display:inherit;clear:left;">har tillr<span class="_ _2"></span>äckligt med likvida medel eller annan bet<span class="_ _0"></span>alningsberedsk<span class="_ _0"></span>ap för<span class="_ _0"></span> att kunna </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycfb ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--85" continuedAt="s10_notes__7__86-t--86"><ix:continuation id="s10_notes__7__5-t--1093" continuedAt="s10_notes__7__5-t--1094"><span style="display:inherit;clear:left;">fullgöra sina löpande bet<span class="_ _0"></span>alningsåtaganden. Moderbolaget<span class="_ _0"></span> arbetar<span class="_ _0"></span> aktivt f<span class="_ _0"></span>ör att<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycfc ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--86" continuedAt="s10_notes__7__86-t--87"><ix:continuation id="s10_notes__7__5-t--1094" continuedAt="s10_notes__7__5-t--1095"><span style="display:inherit;clear:left;">säkerst<span class="_ _0"></span>älla en optimal hantering av<span class="_ _0"></span> koncernens likvidite<span class="_ _0"></span>t genom att<span class="_ _0"></span> likviditeten </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycfd ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--87" continuedAt="s10_notes__7__86-t--88"><ix:continuation id="s10_notes__7__5-t--1095" continuedAt="s10_notes__7__5-t--1096"><span style="display:inherit;clear:left;">administrer<span class="_ _0"></span>as i moderbolaget<span class="_ _0"></span>. Likvida medel därutöver<span class="_ _2"></span> ska hållas som banktill-</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 ycfe ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--88" continuedAt="s10_notes__7__86-t--89"><ix:continuation id="s10_notes__7__5-t--1096" continuedAt="s10_notes__7__5-t--1097"><span style="display:inherit;clear:left;">godohavande eller placer<span class="_ _2"></span>as i räntebärande instrumen<span class="_ _0"></span>t med hög likvidite<span class="_ _0"></span>t.</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h2e ycff ff1 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--89" continuedAt="s10_notes__7__86-t--90"><ix:continuation id="s10_notes__7__5-t--1097" continuedAt="s10_notes__7__5-t--1098"><span style="display:inherit;clear:left;">RÄNTERISK</span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yd00 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--90" continuedAt="s10_notes__7__86-t--91"><ix:continuation id="s10_notes__7__5-t--1098" continuedAt="s10_notes__7__5-t--1099"><span style="display:inherit;clear:left;">Ränt<span class="_ _0"></span>erisk definier<span class="_ _0"></span>as som risken att<span class="_ _0"></span> för<span class="_ _0"></span>ändringar i marknadsr<span class="_ _0"></span>äntor<span class="_ _0"></span> får<span class="_ _0"></span> en negativ </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yd01 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--91" continuedAt="s10_notes__7__86-t--92"><ix:continuation id="s10_notes__7__5-t--1099" continuedAt="s10_notes__7__5-t--1100"><span style="display:inherit;clear:left;">påverkan på k<span class="_ _2"></span>oncernens resultat och k<span class="_ _2"></span>assaﬂöde. Eniro har inga utest<span class="_ _0"></span>ående lån </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yd02 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--92" continuedAt="s10_notes__7__86-t--93"><ix:continuation id="s10_notes__7__5-t--1100" continuedAt="s10_notes__7__5-t--1101"><span style="display:inherit;clear:left;">hos kreditinstitut<span class="_ _2"></span>, vilket innebär<span class="_ _2"></span> att eventuella r<span class="_ _0"></span>änteökningar<span class="_ _0"></span> har en begr<span class="_ _0"></span>änsad </span></ix:continuation></ix:continuation></div><div class="t m0 x24 h42 yd03 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__86-t--93"><ix:continuation id="s10_notes__7__5-t--1101" continuedAt="s10_notes__7__5-t--1102"><span style="display:inherit;clear:left;">inverk<span class="_ _0"></span>an på Eniro</span></ix:continuation></ix:continuation></div></div><div class="pi"></div></div><div id="pf39" class="pf w0 h0"><div class="pc pc39 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 lsf2 ws147">57</div><div class="c xa y957 wb h4b"><div class="t m0 x3a ha y92f ff1 fs7 fc1 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__92-1" continuedAt="s10_notes__7__92-1-t--2"><ix:continuation id="s10_notes__7__5-t--1113" continuedAt="s10_notes__7__5-t--1114"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 28<span class="_ _e8"> </span><span class="fc3">ST<span class="_ _2"></span>ÄLLDA<span class="_ _2"></span> SÄKERHETER</span></span></ix:continuation></ix:continuation></div></div><div class="c x8 ycdd wa h4d"><div class="t m0 x3a ha y9b6 ff1 fs7 fc1 sc0 ls2 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfRelatedPartyExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__87" continuedAt="s10_notes__7__87-2"><ix:continuation id="s10_notes__7__5-t--1102" continuedAt="s10_notes__7__5-t--1102-2"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 26<span class="_ _e7"> </span></span></ix:continuation></ix:nonNumeric><span class="fc3"><span><ix:continuation id="s10_notes__7__87-2" continuedAt="s10_notes__7__87-t--2"><ix:continuation id="s10_notes__7__5-t--1102-2" continuedAt="s10_notes__7__5-t--1103"><span style="display:inherit;clear:left;">TRANSAKTIONER MED NÄRS<span class="_ _0"></span>T<span class="_ _1"></span>ÅENDE</span></ix:continuation></ix:continuation></span></span></div></div><div class="t m0 x8 h42 yd04 ff2 fs11 fc3 sc0 ls49 ws2"><ix:continuation id="s10_notes__7__87-t--2" continuedAt="s10_notes__7__87-t--3"><ix:continuation id="s10_notes__7__5-t--1103" continuedAt="s10_notes__7__5-t--1104"><span style="display:inherit;clear:left;">T<span class="_ _1"></span>ransaktioner med närst<span class="_ _0"></span>ående parter gör<span class="_ _0"></span>s på marknadsmässiga villkor<span class="_ _2"></span>. </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yd05 ff2 fs11 fc3 sc0 ls49 ws2"><ix:continuation id="s10_notes__7__87-t--3" continuedAt="s10_notes__7__87-t--4"><ix:continuation id="s10_notes__7__5-t--1104" continuedAt="s10_notes__7__5-t--1105"><span style="display:inherit;clear:left;">Information om ersättning <span class="_ _0"></span>till styrelse och ledning fr<span class="_ _0"></span>amgår i not<span class="_ _2"></span> 10. Utöver<span class="_ _2"></span> </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yd06 ff2 fs11 fc3 sc0 ls49 ws2"><ix:continuation id="s10_notes__7__87-t--4" continuedAt="s10_notes__7__87-t--5"><ix:continuation id="s10_notes__7__5-t--1105" continuedAt="s10_notes__7__5-t--1106"><span style="display:inherit;clear:left;">detta har<span class="_ _0"></span> inga andra signifik<span class="_ _2"></span>anta transaktioner<span class="_ _0"></span> med närstående parter<span class="_ _2"></span> gjorts </span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yd07 ff2 fs11 fc3 sc0 ls49 ws2"><ix:continuation id="s10_notes__7__5-t--1106" continuedAt="s10_notes__7__5-t--1107"><span style="display:inherit;clear:left;"><span><ix:continuation id="s10_notes__7__87-t--5"><span style="display:inherit;clear:left;">under år<span class="_ _0"></span>et<span class="_ _0"></span>.</span></ix:continuation></span> </span></ix:continuation></div><div class="t m0 x86 h3f yd08 ff1 fs2b fc3 sc0 ls71 wsb1"><ix:continuation id="s10_notes__7__5-t--1114" continuedAt="s10_notes__7__5-t--1115"><ix:continuation id="s10_notes__7__92-1-t--2" continuedAt="s10_notes__7__92-1-t--3"><span style="display:inherit;clear:left;">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yd09 ff1 fs11 fc3 sc0 ls64 wsa5"><ix:continuation id="s10_notes__7__92-1-t--3" continuedAt="s10_notes__7__92-1-t--4"><ix:continuation id="s10_notes__7__5-t--1115" continuedAt="s10_notes__7__5-t--1116"><span style="display:inherit;clear:left;">Ställda<span class="_ _2"></span> säkerheter</span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yd0a ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--1116" continuedAt="s10_notes__7__5-t--1117"><ix:continuation id="s10_notes__7__92-1-t--4" continuedAt="s10_notes__7__92-1-t--5"><span style="display:inherit;clear:left;">Avseende h<span class="_ _0"></span>yresavtal<span class="_ _1d6"> </span><span class="ls2 ws2">8<span class="_ _73"> </span>6</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yd0b ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__92-1-t--5" continuedAt="s10_notes__7__92-1-t--6"><ix:continuation id="s10_notes__7__5-t--1117" continuedAt="s10_notes__7__5-t--1118"><span style="display:inherit;clear:left;">Avseende avsättningar f<span class="_ _0"></span>ör pensioner<span class="_ _0"></span> och </span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yd0c ff5 fs11 fc3 sc0 lscf ws89"><ix:continuation id="s10_notes__7__5-t--1118" continuedAt="s10_notes__7__5-t--1119"><ix:continuation id="s10_notes__7__92-1-t--6" continuedAt="s10_notes__7__92-1-t--7"><span style="display:inherit;clear:left;">liknande f<span class="_ _0"></span>örpliktelser<span class="_ _210"> </span><span class="ls2 ws2">3<span class="_ _15b"> </span>3</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h32 yd0d ff5 fs11 fc3 sc0 ls48 ws89"><ix:continuation id="s10_notes__7__5-t--1119" continuedAt="s10_notes__7__5-t--1120"><ix:continuation id="s10_notes__7__92-1-t--7" continuedAt="s10_notes__7__92-1-t--8"><span style="display:inherit;clear:left;">Före<span class="_ _0"></span>tagsin<span class="_ _0"></span>teckningar<span class="_ _2"></span>, PRI<span class="_ _0"></span> skulder<span class="_ _132"> </span><span class="lsca ws11e">19<span class="_ _93"> </span>19</span></span></ix:continuation></ix:continuation></div><div class="t m0 x86 h2e yd0e ff1 fs11 fc3 sc0 ls49 ws8a"><ix:continuation id="s10_notes__7__5-t--1120" continuedAt="s10_notes__7__5-t--1121"><ix:continuation id="s10_notes__7__92-1-t--8" continuedAt="s10_notes__7__92-1-t--9"><span style="display:inherit;clear:left;">Summa ställda<span class="_ _0"></span> säkerheter<span class="_ _110"> </span><span class="lsca ws11e">31<span class="_ _ac"> </span><span class="ls64 wsa5">29</span></span></span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yd0f ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__92-1-t--9" continuedAt="s10_notes__7__92-1-t--10"><ix:continuation id="s10_notes__7__5-t--1121" continuedAt="s10_notes__7__5-t--1122"><span style="display:inherit;clear:left;">Eniro har<span class="_ _0"></span> en kreditf<span class="_ _0"></span>örsäkring hos PRI Pensionsgar<span class="_ _0"></span>anti (PRI) som löper fr<span class="_ _2"></span>am till </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yd10 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__92-1-t--10" continuedAt="s10_notes__7__92-1-t--11"><ix:continuation id="s10_notes__7__5-t--1122" continuedAt="s10_notes__7__5-t--1123"><span style="display:inherit;clear:left;">och med den 31 december 2024. I samband med genom<span class="_ _0"></span>för<span class="_ _0"></span>andet av Enir<span class="_ _2"></span>o AB:s </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yd11 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__92-1-t--11" continuedAt="s10_notes__7__92-1-t--12"><ix:continuation id="s10_notes__7__5-t--1123" continuedAt="s10_notes__7__5-t--1124"><span style="display:inherit;clear:left;">för<span class="_ _0"></span>etagsr<span class="_ _0"></span>ekonstruktion och r<span class="_ _0"></span>ekapit<span class="_ _0"></span>alisering 2020 utgavs en ny säk<span class="_ _2"></span>erhet till Kredit<span class="_ _2"></span>-</span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yd12 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__92-1-t--12" continuedAt="s10_notes__7__92-1-t--13"><ix:continuation id="s10_notes__7__5-t--1124" continuedAt="s10_notes__7__5-t--1125"><span style="display:inherit;clear:left;">försäkringsbolaget<span class="_ _2"></span> PRI i form av före<span class="_ _0"></span>tagsinteckning om 19 MSEK<span class="_ _2"></span> i Eniro Sverige </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yd13 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__92-1-t--13" continuedAt="s10_notes__7__92-1-t--14"><ix:continuation id="s10_notes__7__5-t--1125" continuedAt="s10_notes__7__5-t--1126"><span style="display:inherit;clear:left;">AB. Pantsatt<span class="_ _0"></span>a medel inklusive avkastning r<span class="_ _2"></span>edovisas som Övriga långfristiga </span></ix:continuation></ix:continuation></div><div class="t m0 xa h42 yd14 ff2 fs11 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__92-1-t--14"><ix:continuation id="s10_notes__7__5-t--1126"><span style="display:inherit;clear:left;">ränt<span class="_ _0"></span>ebärande f<span class="_ _0"></span>ordringar<span class="_ _2"></span>.</span></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yd15 ff2 fs11 fc3 sc0 ls49 ws2"><ix:nonNumeric name="ifrs-full:DisclosureOfContingentLiabilitiesExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__90" continuedAt="s10_notes__7__90-t--2"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForProvisionsExplanatory" contextRef="ctx-1" xml:lang="sv" escape="true" id="s10_notes__7__89" continuedAt="s10_notes__7__89-t--2"><ix:continuation id="s10_notes__7__88-1-t--3" continuedAt="s10_notes__7__88-1-t--4"><ix:continuation id="s10_notes__7__5-t--1110" continuedAt="s10_notes__7__5-t--1111"><span style="display:inherit;clear:left;">Koncernen har<span class="_ _2"></span> bedömt att det<span class="_ _0"></span> inte f<span class="_ _0"></span>öreligger<span class="_ _0"></span> några ev<span class="_ _0"></span>entualförpliktelser<span class="_ _2"></span> eller </span></ix:continuation></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 x8 h42 yd16 ff2 fs11 fc3 sc0 ls49 ws2"><ix:continuation id="s10_notes__7__90-t--2" continuedAt="s10_notes__7__90-t--3"><ix:continuation id="s10_notes__7__89-t--2" continuedAt="s10_notes__7__89-t--3"><ix:continuation id="s10_notes__7__88-1-t--4" continuedAt="s10_notes__7__88-1-t--5"><ix:continuation id="s10_notes__7__5-t--1111" continuedAt="s10_notes__7__5-t--1112"><span style="display:inherit;clear:left;">eventualtillgångar<span class="_ _2"></span> under 2023 eller 2022.  För<span class="_ _2"></span> moderbolagets förpliktelser<span class="_ _2"></span> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 x8 h42 yd17 ff2 fs11 fc3 sc0 ls49 ws2"><ix:continuation id="s10_notes__7__90-t--3"><ix:continuation id="s10_notes__7__89-t--3"><ix:continuation id="s10_notes__7__88-1-t--5"><ix:continuation id="s10_notes__7__5-t--1112" continuedAt="s10_notes__7__5-t--1113"><span style="display:inherit;clear:left;">avseende dotterbolag, se moderbolage<span class="_ _0"></span>ts not 13.</span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="c x8 yd18 wa h52"><div class="t m0 x3a ha yd19 ff1 fs7 fc1 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__88-1" continuedAt="s10_notes__7__88-1-t--2"><ix:continuation id="s10_notes__7__5-t--1108" continuedAt="s10_notes__7__5-t--1109"><span style="display:inherit;clear:left;">NO<span class="_ _0"></span>T<span class="_ _0"></span> 27</span></ix:continuation></ix:continuation></div><div class="t m0 x8f ha yd1a ff1 fs7 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__5-t--1107" continuedAt="s10_notes__7__5-t--1108"><span style="display:inherit;clear:left;">EVENTUALF<span class="_ _0"></span>ÖRPLIKTELSER  </span></ix:continuation></div><div class="t m0 x8f ha yd1b ff1 fs7 fc3 sc0 ls2 ws2"><ix:continuation id="s10_notes__7__88-1-t--2" continuedAt="s10_notes__7__88-1-t--3"><ix:continuation id="s10_notes__7__5-t--1109" continuedAt="s10_notes__7__5-t--1110"><span style="display:inherit;clear:left;">OCH EVENTUAL<span class="_ _3"></span>TILL<span class="_ _2"></span>GÅNGAR</span></ix:continuation></ix:continuation></div></div></div><div class="pi"></div></div><div id="pf3a" class="pf w0 h0"><div class="pc pc3a w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">58</div><div class="t m0 x1 h25 y802 ff1 fs1d fc3 sc0 ls5 ws2">M<span class="_ _0"></span>oderbolagets r<span class="_ _2"></span>esultatr<span class="_ _2"></span>äkning</div><div class="t m0 x18 h30 y83e ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _211"> </span><span class="ls58 ws9">Not<span class="_ _66"> </span><span class="lsab wsf3">202<span class="_ _6"></span>3<span class="_ _212"> </span>2022</span></span></div><div class="t m0 x18 h41 y83f ff1 fs24 fc3 sc0 ls57 ws98">Nettoomsättning<span class="_ _d3"> </span><span class="ff2 ls2 ws2">2<span class="_ _193"> </span></span><span class="ls5b ws9b">20<span class="_ _16b"> </span><span class="ls55 ws96">23</span></span></div><div class="t m0 x18 h2f y840 ff5 fs24 fc3 sc0 ls54 ws95">Övriga externa k<span class="_ _0"></span>ostnader<span class="_ _213"> </span><span class="ls2 ws2">3<span class="_ _8e"> </span><span class="ls9 ws8">-14<span class="_ _59"> </span>-1<span class="_ _6"></span>8</span></span></div><div class="t m0 x18 h2f y841 ff5 fs24 fc3 sc0 lsaf ws113">Personalk<span class="_ _0"></span>ostnader<span class="_ _17d"> </span><span class="ls2 ws2">4<span class="_ _193"> </span><span class="lsb5 ws106">-1<span class="_ _6"></span>2<span class="_ _16b"> </span>-1<span class="_ _6"></span>4</span></span></div><div class="t m0 x18 h30 y842 ff1 fs24 fc3 sc0 ls58 ws9">Rörelseresultat <span class="_ _214"> </span><span class="lsb9 ws10b">-6<span class="_ _5c"> </span><span class="ls2 ws2">-9</span></span></div><div class="t m0 x18 h2f y863 ff5 fs24 fc3 sc0 ls47 ws30">Finansiella intäkter<span class="_ _215"> </span><span class="ls2 ws2">6<span class="_ _216"> </span>3<span class="_ _135"> </span>3</span></div><div class="t m0 x18 h2f y864 ff5 fs24 fc3 sc0 ls54 ws95">Finansiella<span class="_ _2"></span> kostnader<span class="_ _217"> </span><span class="ls2 ws2">6<span class="_ _1a2"> </span>0<span class="_ _14a"> </span><span class="lsad wsff">-2</span></span></div><div class="t m0 x18 h30 yd1c ff1 fs24 fc3 sc0 ls58 ws9">Resultat efter finansiella poster <span class="_ _218"> </span><span class="ls5e ws9e">-3<span class="_ _5c"> </span><span class="lsb3 ws104">-8</span></span></div><div class="t m0 x18 h30 yd1d ff1 fs24 fc3 sc0 ls58 ws9">Resultat före sk<span class="_ _0"></span>att<span class="_ _16e"> </span><span class="ls5e ws9e">-3<span class="_ _5c"> </span><span class="lsb3 ws104">-8</span></span></div><div class="t m0 x18 h2f yd1e ff5 fs24 fc3 sc0 ls54 ws95">Redovisad<span class="_ _0"></span> skatt<span class="_ _175"> </span><span class="ls2 ws2">7<span class="_ _110"> </span>-<span class="_ _17b"> </span>-</span></div><div class="t m0 x18 h30 yd1f ff1 fs24 fc3 sc0 ls58 ws9">Årets resultat<span class="_ _169"> </span><span class="ls5e ws9e">-3<span class="_ _5e"> </span><span class="lsb3 ws104">-8</span></span></div><div class="t m0 x1 h25 yd20 ff1 fs1d fc3 sc0 ls5 ws2">M<span class="_ _0"></span>oderbolagets r<span class="_ _2"></span>apport ö<span class="_ _0"></span>v<span class="_ _0"></span>er<span class="_ _2"></span> to<span class="_ _0"></span>talr<span class="_ _2"></span>esultat</div><div class="t m0 x18 h30 yd21 ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _211"> </span><span class="ls58 ws9">Not<span class="_ _66"> </span><span class="lsab wsf3">202<span class="_ _6"></span>3<span class="_ _212"> </span>2022</span></span></div><div class="t m0 x18 h30 yd22 ff1 fs24 fc3 sc0 ls58 ws9">Årets resultat<span class="_ _169"> </span><span class="ls5e ws9e">-3<span class="_ _5e"> </span><span class="lsb3 ws104">-8</span></span></div><div class="t m0 x18 h2f yd23 ff5 fs24 fc3 sc0 lsa4 wsf1">Öv<span class="_ _6"></span>ri<span class="_ _6"></span>gt total<span class="_ _6"></span>resu<span class="_ _6"></span>lta<span class="_ _6"></span>t<span class="_ _206"> </span><span class="ls2 ws2">-<span class="_ _17b"> </span>-</span></div><div class="t m0 x18 h30 yd24 ff1 fs24 fc3 sc0 ls58 ws9">Årets totalresultat<span class="_ _5b"> </span><span class="ls5e ws9e">-3<span class="_ _5c"> </span><span class="lsb3 ws104">-8</span></span></div></div><div class="pi"></div></div><div id="pf3b" class="pf w0 h0"><div class="pc pc3b w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">59</div><div class="t m0 x8 h25 y802 ff1 fs1d fc3 sc0 ls5 ws2">M<span class="_ _0"></span>oderbolagets balansr<span class="_ _2"></span>äkning</div><div class="t m0 x59 h30 y83e ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _208"> </span><span class="ls58 ws9">Not<span class="_ _1ee"> </span><span class="ls4 ws4">2<span class="_ _6"></span>0<span class="_ _6"></span>23<span class="_ _6"></span>-1<span class="_ _6"></span>2-3<span class="_ _6"></span>1<span class="_ _2c"> </span><span class="ls50 ws91">2<span class="_ _6"></span>02<span class="_ _6"></span>2-12-3<span class="_ _6"></span>1</span></span></span></div><div class="t m0 x59 h30 y83f ff1 fs24 fc3 sc0 ls47 ws30">TILLGÅNGAR</div><div class="t m0 x59 h30 y840 ff1 fs24 fc3 sc0 ls54 ws95">Anläggningstillgångar</div><div class="t m0 x59 h2f y841 ff5 fs24 fc3 sc0 ls2 ws2">Ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>r i dot<span class="_ _6"></span>te<span class="_ _6"></span>r<span class="_ _6"></span>företa<span class="_ _6"></span>g<span class="_ _219"> </span>5<span class="_ _21a"> </span><span class="ls4e ws8f">323<span class="_ _66"> </span>323</span></div><div class="t m0 x59 h41 y842 ff2 fs24 fc3 sc0 ls4c ws8d">Övriga räntebärande fordringar<span class="_ _20b"> </span><span class="ls2 ws2">8<span class="_ _193"> </span><span class="ls12 ws12">25<span class="_ _5c"> </span><span class="ls54 ws95">27</span></span></span></div><div class="t m0 x59 h30 y863 ff1 fs24 fc3 sc0 ls54 ws95">Summa anläggningstillgångar<span class="_ _cc"> </span><span class="ls53 ws94">348<span class="_ _62"> </span><span class="ls82 ws10d">350</span></span></div><div class="t m0 x59 h30 yd25 ff1 fs24 fc3 sc0 ls54 ws95">Omsättningstillgångar</div><div class="t m0 x59 h2f yd26 ff5 fs24 fc3 sc0 ls54 ws95">Ford<span class="_ _0"></span>ringar hos<span class="_ _0"></span> koncern<span class="_ _0"></span>före<span class="_ _0"></span>tag<span class="_ _21b"> </span><span class="ls100 ws155">54<span class="_ _76"> </span><span class="ls51 ws92">117</span></span></div><div class="t m0 x59 h2f yd27 ff5 fs24 fc3 sc0 ls54 ws95">Övriga kort<span class="_ _6"></span>fristiga for<span class="_ _0"></span>dringar<span class="_ _120"> </span><span class="ls2 ws2">1<span class="_ _135"> </span>0</span></div><div class="t m0 x59 h2f yd28 ff5 fs24 fc3 sc0 ls54 ws95">Likvida medel<span class="_ _21c"> </span><span class="ls2 ws2">9<span class="_ _1f3"> </span><span class="ls11 ws11">14<span class="_ _14a"> </span><span class="ls82 ws10d">10</span></span></span></div><div class="t m0 x59 h30 yd29 ff1 fs24 fc3 sc0 ls54 ws95">Summa omsättningstillgångar<span class="_ _21d"> </span><span class="ls56 ws97">69<span class="_ _79"> </span>124</span></div><div class="t m0 x59 h30 yd2a ff1 fs24 fc3 sc0 ls51 ws92">SUMMA TILL<span class="_ _2"></span>GÅNGAR<span class="_ _13d"> </span><span class="lsbc ws10f">417<span class="_ _17f"> </span><span class="ls18 ws17">4<span class="_ _6"></span>74</span></span></div><div class="t m0 x59 h30 yd2b ff1 fs24 fc3 sc0 ls47 ws30">EGET K<span class="_ _6"></span>APIT<span class="_ _2"></span>AL OCH SK<span class="_ _6"></span>ULDER</div><div class="t m0 x59 h30 yd2c ff1 fs24 fc3 sc0 ls54 ws95">Eget k<span class="_ _0"></span>apital</div><div class="t m0 x59 h47 yd2d ff1f fs24 fc3 sc0 ls11 ws11">Bundet eget kapital</div><div class="t m0 x59 h2f yd2e ff5 fs24 fc3 sc0 ls47 ws30">Ak<span class="_ _6"></span>tiekapital<span class="_ _16c"> </span>2<span class="_ _6"></span>98<span class="_ _156"> </span><span class="ls5a ws9a">2<span class="_ _6"></span>74</span></div><div class="t m0 x59 h47 yd2f ff1f fs24 fc3 sc0 ls2 ws2">Frit<span class="_ _6"></span>t ege<span class="_ _6"></span>t kapi<span class="_ _6"></span>tal</div><div class="t m0 x59 h2f yd30 ff5 fs24 fc3 sc0 lsbd ws111">Ba<span class="_ _6"></span>lan<span class="_ _6"></span>se<span class="_ _6"></span>rat re<span class="_ _6"></span>sul<span class="_ _6"></span>tat<span class="_ _150"> </span><span class="lsc0 ws115">84<span class="_ _79"> </span><span class="ls4c ws8d">16<span class="_ _6"></span>4</span></span></div><div class="t m0 x59 h2f yd31 ff5 fs24 fc3 sc0 lsbd ws111">Året<span class="_ _6"></span>s re<span class="_ _6"></span>sul<span class="_ _6"></span>tat<span class="_ _21e"> </span><span class="ls56 ws97">-3<span class="_ _5c"> </span><span class="ls101 wse7">-8</span></span></div><div class="t m0 x59 h30 yd32 ff1 fs24 fc3 sc0 ls57 ws98">Summa eget k<span class="_ _2"></span>apital<span class="_ _21f"> </span><span class="ls58 ws9">379<span class="_ _62"> </span><span class="ls6 ws6">430</span></span></div><div class="t m0 x59 h30 yd33 ff1 fs24 fc3 sc0 ls47 ws30">Långfris<span class="_ _6"></span>tiga skuld<span class="_ _6"></span>er</div><div class="t m0 x59 h2f yd34 ff5 fs24 fc3 sc0 ls54 ws95">Pension<span class="_ _0"></span>sförpliktelser<span class="_ _220"> </span><span class="ls82 ws10d">10<span class="_ _199"> </span><span class="ls4e ws8f">32<span class="_ _16b"> </span><span class="ls59 ws99">34</span></span></span></div><div class="t m0 x59 h30 yd35 ff1 fs24 fc3 sc0 ls57 ws98">Summa långf<span class="_ _0"></span>ristiga skulder<span class="_ _221"> </span><span class="ls47 ws30">32<span class="_ _16b"> </span><span class="ls25 ws24">34</span></span></div><div class="t m0 x59 h30 yd36 ff1 fs24 fc3 sc0 ls47 ws30">Kortfris<span class="_ _6"></span>tiga skul<span class="_ _6"></span>der</div><div class="t m0 x59 h2f yd37 ff5 fs24 fc3 sc0 ls54 ws95">Skulder till<span class="_ _0"></span> koncern<span class="_ _0"></span>före<span class="_ _0"></span>tag<span class="_ _222"> </span><span class="ls2 ws2">-<span class="_ _13e"> </span>2</span></div><div class="t m0 x59 h2f yd38 ff5 fs24 fc3 sc0 ls54 ws95">Lever<span class="_ _2"></span>antörsskulder<span class="_ _206"> </span><span class="ls2 ws2">1<span class="_ _13e"> </span>2</span></div><div class="t m0 x59 h2f yd39 ff5 fs24 fc3 sc0 lsaf ws95">Ak<span class="_ _6"></span>tuella sk<span class="_ _2"></span>a<span class="_ _6"></span>t<span class="_ _6"></span>teskulder<span class="_ _82"> </span><span class="ls2 ws2">-<span class="_ _135"> </span>0</span></div><div class="t m0 x59 h2f yd3a ff5 fs24 fc3 sc0 ls54 ws95">Upplupna k<span class="_ _2"></span>ost<span class="_ _6"></span>nader<span class="_ _223"> </span><span class="ls55 ws96">11<span class="_ _11d"> </span><span class="ls2 ws2">4<span class="_ _135"> </span>6</span></span></div><div class="t m0 x59 h2f yd3b ff5 fs24 fc3 sc0 lsaf ws95">Övriga kort<span class="_ _6"></span>fristiga skulder<span class="_ _4d"> </span><span class="ls2 ws2">1<span class="_ _224"> </span>0</span></div><div class="t m0 x59 h30 yd3c ff1 fs24 fc3 sc0 ls57 ws98">Summa k<span class="_ _0"></span>ortfristiga skulder <span class="_ _225"> </span><span class="ls2 ws2">6<span class="_ _182"> </span><span class="ls82 ws10d">10</span></span></div><div class="t m0 x59 h30 yd3d ff1 fs24 fc3 sc0 ls51 ws92">SUMMA EGET KAPIT<span class="_ _2"></span>AL OCH SKULDER<span class="_ _226"> </span><span class="lsbc ws10f">417<span class="_ _66"> </span><span class="ls18 ws17">474</span></span></div></div><div class="pi"></div></div><div id="pf3c" class="pf w0 h0"><div class="pc pc3c w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzasWnDUBSG0SjvCcmCqEjjNoUnyAReSaPYGwVcewJD2qiKAha4sE16J41JQOhyzgb6X/VxVYxD/wAAAEBEqayrpn00BAAAQGzCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfiYAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8TAAAACD8AAAAEH4AAAAIPwAAACaRA3/b+XJddxtvDAAAkey2nRHuFfnil5N7JgAAgF89AQAAhB8AAACzVoxDbwUAAICQUllXTeviBwAAEJzwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEnwkAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/EwAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAAssmAACm1R/2RuCn5erVCPBfXPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAADMRw78befLdd1tvDEAwDy9mYBf7badEe4V+eKXk3smAACAXz0BAACEHwAAALNWjENvBQBgQl8f76fjpx240S5fFk/PdoA/SmVdNa2LHwAAQHDCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfiYAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+APDdnh2jIAyDYRj+miqKg7grOHmenqLH8C7eydlJENxcnHUJdBGcVKjPM4VAmvBvLwUAhB8AAADCDwAAAOEHAACA8AMAABB+RgAAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAA4Oua++1qCgAAAKPUTuezxdIfPwAAgJETfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8DMCAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAIex/aAAAAD0SURBVAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAAAACAP1VWkyTJ48dOb97QN0nffPadhzJ8/1LXu5Ic63r94v5zSbbtsL8vyaYkXT3zBMGhWDMih6l1AAAAAElFTkSuQmCC" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">60</div><div class="t m0 x1 h25 yd3e ff1 fs1d fc3 sc0 ls5 ws2">M<span class="_ _0"></span>oderbolagets k<span class="_ _1"></span>assaﬂödesanalys</div><div class="t m0 x18 h30 yd3f ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _12d"> </span><span class="ls58 ws9">Not<span class="_ _168"> </span><span class="ls4 ws4">20<span class="_ _6"></span>2<span class="_ _6"></span>3<span class="_ _6"></span>-12-<span class="_ _6"></span>31<span class="_ _2c"> </span><span class="ls50 ws91">2<span class="_ _6"></span>02<span class="_ _6"></span>2-12-<span class="_ _6"></span>31</span></span></span></div><div class="t m0 x18 h30 yd40 ff1 fs24 fc3 sc0 ls54 ws95">Den löpande verksamheten</div><div class="t m0 x18 h2f yd41 ff5 fs24 fc3 sc0 ls54 ws95">Rörel<span class="_ _0"></span>seresult<span class="_ _2"></span>a<span class="_ _6"></span>t<span class="_ _227"> </span><span class="ls102 ws156">-7<span class="_ _182"> </span><span class="ls4f ws90">-9</span></span></div><div class="t m0 x18 h2f yd42 ff5 fs24 fc3 sc0 ls54 ws95">Ej k<span class="_ _2"></span>assaﬂödespåverkande<span class="_ _0"></span> poster<span class="_ _21d"> </span><span class="ls2 ws2">0<span class="_ _135"> </span>2</span></div><div class="t m0 x18 h2f yd43 ff5 fs24 fc3 sc0 ls2 ws2">Fin<span class="_ _6"></span>ansi<span class="_ _6"></span>ell<span class="_ _6"></span>a pos<span class="_ _6"></span>te<span class="_ _6"></span>r<span class="_ _0"></span>, net<span class="_ _f"></span>to<span class="_ _149"> </span>0<span class="_ _14a"> </span><span class="lsbf ws114">-2</span></div><div class="t m0 x18 h2f yd44 ff5 fs24 fc3 sc0 ls47 ws30">Betald inkomstskat<span class="_ _6"></span>t<span class="_ _82"> </span><span class="ls2 ws2">0<span class="_ _5c"> </span><span class="lsae ws100">-4</span></span></div><div class="t m0 x18 h30 yd45 ff1 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde före<span class="_ _0"></span> förändringar i<span class="_ _0"></span> rörelsekapital<span class="_ _2a"> </span><span class="ls102 ws156">-7<span class="_ _59"> </span><span class="ls4 ws4">-13</span></span></div><div class="t m0 x18 h30 yd46 ff1 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde från<span class="_ _2"></span> förändringar i rörelsekapit<span class="_ _0"></span>al</div><div class="t m0 x18 h2f yd47 ff5 fs24 fc3 sc0 ls47 ws30">Minskning/<span class="_ _0"></span>ökning av kor<span class="_ _6"></span>t<span class="_ _6"></span>frist<span class="_ _6"></span>iga fordringar<span class="_ _21c"> </span><span class="ls9 ws8">-1<span class="_ _135"> </span><span class="ls2 ws2">5</span></span></div><div class="t m0 x18 h2f yd48 ff5 fs24 fc3 sc0 ls47 ws30">Minskning/<span class="_ _0"></span>ökning av kor<span class="_ _6"></span>t<span class="_ _6"></span>frist<span class="_ _6"></span>iga skulder<span class="_ _228"> </span><span class="lsae ws100">-4<span class="_ _224"> </span><span class="ls2 ws2">3</span></span></div><div class="t m0 x18 h30 yd49 ff1 fs24 fc3 sc0 ls57 ws98">Kassaﬂöde<span class="_ _2"></span> från den löpande<span class="_ _0"></span> verksamheten <span class="_ _172"> </span><span class="ls4 ws4">-11<span class="_ _182"> </span><span class="ls52 ws93">-5</span></span></div><div class="t m0 x18 h30 yd4a ff1 fs24 fc3 sc0 ls57 ws98">Inv<span class="_ _0"></span>esteringsverksamheten</div><div class="t m0 x18 h2f yd4b ff5 fs24 fc3 sc0 ls54 ws95">Årets lä<span class="_ _0"></span>mnade lån ti<span class="_ _0"></span>ll k<span class="_ _0"></span>oncernför<span class="_ _2"></span>etag<span class="_ _229"> </span><span class="ls101 wse7">-5<span class="_ _57"> </span><span class="ls9 ws8">-1<span class="_ _6"></span>5</span></span></div><div class="t m0 x18 h2f yd4c ff5 fs24 fc3 sc0 ls24 ws2">Året<span class="_ _6"></span>s up<span class="_ _6"></span>ptagn<span class="_ _6"></span>a lån f<span class="_ _6"></span>rån konc<span class="_ _6"></span>er<span class="_ _6"></span>nföreta<span class="_ _6"></span>g<span class="_ _22a"> </span><span class="ls9 ws8">68<span class="_ _17b"> </span></span><span class="ls2">-</span></div><div class="t m0 x18 h30 yd4d ff1 fs24 fc3 sc0 ls57 ws98">Kassaﬂöde<span class="_ _2"></span> från inv<span class="_ _0"></span>esteringsverksamheten<span class="_ _175"> </span><span class="ls5c ws9c">63<span class="_ _1f9"> </span><span class="ls4 ws4">-1<span class="_ _6"></span>5</span></span></div><div class="t m0 x18 h30 yd4e ff1 fs24 fc3 sc0 ls54 ws95">Finansieringsverksamheten</div><div class="t m0 x18 h2f yd4f ff5 fs24 fc3 sc0 lsaf ws95">Utdelning<span class="_ _2"></span> t<span class="_ _6"></span>ill a<span class="_ _0"></span>k<span class="_ _6"></span>tieägare<span class="_ _149"> </span><span class="lsb0 ws101">-37<span class="_ _224"> </span><span class="ls2 ws2">0</span></span></div><div class="t m0 x18 h2f yd50 ff5 fs24 fc3 sc0 ls24 ws2">Återkö<span class="_ _6"></span>p av e<span class="_ _6"></span>gna a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er<span class="_ _d5"> </span><span class="lsb5 ws106">-1<span class="_ _6"></span>0</span></div><div class="t m0 x18 h30 yd51 ff1 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde från<span class="_ _2"></span> fi<span class="_ _6"></span>nansieringsverksamheten<span class="_ _16f"> </span><span class="ls50 ws91">-<span class="_ _f"></span>47<span class="_ _224"> </span><span class="ls2 ws2">0</span></span></div><div class="t m0 x18 h30 yd52 ff1 fs24 fc3 sc0 ls57 ws98">Årets k<span class="_ _0"></span>assaﬂöde<span class="_ _22b"> </span><span class="ls2 ws2">4<span class="_ _156"> </span><span class="lsaf ws113">-20</span></span></div><div class="t m0 x18 h2f yd53 ff5 fs24 fc3 sc0 ls2 ws2">Lik<span class="_ _f"></span>vid<span class="_ _6"></span>a me<span class="_ _6"></span>de<span class="_ _6"></span>l vi<span class="_ _6"></span>d året<span class="_ _6"></span>s bör<span class="_ _6"></span>jan<span class="_ _22c"> </span><span class="ls82 ws10d">10<span class="_ _76"> </span><span class="ls6 ws6">30</span></span></div><div class="t m0 x18 h2f yd54 ff5 fs24 fc3 sc0 ls54 ws95">Årets k<span class="_ _2"></span>assaﬂöde<span class="_ _22d"> </span><span class="ls2 ws2">4<span class="_ _79"> </span><span class="lsad wsff">-20</span></span></div><div class="t m0 x18 h30 yd55 ff1 fs24 fc3 sc0 ls2 ws2">Lik<span class="_ _f"></span>vid<span class="_ _6"></span>a me<span class="_ _6"></span>de<span class="_ _6"></span>l vi<span class="_ _6"></span>d åre<span class="_ _6"></span>ts s<span class="_ _6"></span>lu<span class="_ _6"></span>t<span class="_ _131"> </span><span class="ff5">9<span class="_ _194"> </span></span><span class="ls12 ws12">14<span class="_ _182"> </span><span class="ls82 ws10d">10</span></span></div><div class="t m0 x1 h25 y802 ff1 fs1d fc3 sc0 ls5 ws2">M<span class="_ _0"></span>oderbolagets f<span class="_ _2"></span>örändringar<span class="_ _1"></span> i eget k<span class="_ _1"></span>apital</div><div class="t m0 x18 h30 yd56 ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _1c9"> </span><span class="ls58 ws9">Not<span class="_ _48"> </span><span class="ls51 ws92">Aktiekapital<span class="_ _aa"> </span><span class="ls54 ws95">Överkursfond</span></span></span></div><div class="t m0 x108 h30 y83e ff1 fs24 fc3 sc0 ls51 ws92">Balanserat </div><div class="t m0 xd1 h30 yd56 ff1 fs24 fc3 sc0 ls58 ws9">resultat</div><div class="t m0 x21 h30 y83e ff1 fs24 fc3 sc0 ls57 ws98">Summa eget </div><div class="t m0 x109 h30 yd56 ff1 fs24 fc3 sc0 ls54 ws95">kapital</div><div class="t m0 x18 h30 yd57 ff1 fs24 fc3 sc0 ls54 ws95">Ingående balans 1<span class="_ _0"></span> januari 2022<span class="_ _22e"> </span><span class="ls50 ws91">5<span class="_ _6"></span>47<span class="_ _19"> </span><span class="ls81 wsbc">758<span class="_ _d7"> </span><span class="ls65 wsa6">-<span class="_ _6"></span>8<span class="_ _6"></span>67<span class="_ _10c"> </span><span class="lsa5 ws107">438</span></span></span></span></div><div class="t m0 x18 h2f yd58 ff5 fs24 fc3 sc0 lsa4 wsf1">Året<span class="_ _6"></span>s total<span class="_ _6"></span>resul<span class="_ _6"></span>tat<span class="_ _22f"> </span><span class="ls2 ws2">-<span class="_ _212"> </span>-<span class="_ _129"> </span><span class="ls8b wsc3">-8<span class="_ _6c"> </span>-8</span></span></div><div class="t m0 x18 h2f yd59 ff5 fs24 fc3 sc0 ls47 ws30">Nedsät<span class="_ _f"></span>tning av ak<span class="_ _6"></span>tiekapital<span class="_ _f1"> </span><span class="ls5a ws9a">-<span class="_ _6"></span>2<span class="_ _6"></span>74<span class="_ _230"> </span><span class="ls102 ws156">-7<span class="_ _6"></span>5<span class="_ _f"></span>8<span class="_ _230"> </span><span class="ls4e ws8f">1032<span class="_ _b"> </span><span class="ls2 ws2">0</span></span></span></span></div><div class="t m0 x18 h30 yd5a ff1 fs24 fc3 sc0 ls57 ws98">Utgående bal<span class="_ _0"></span>ans 31<span class="_ _0"></span> december 2022<span class="_ _34"> </span><span class="ff5 ls82 ws10d">10<span class="_ _71"> </span></span><span class="ls18 ws17">274<span class="_ _124"> </span><span class="ls2 ws2">0<span class="_ _1b0"> </span><span class="ls5b ws9b">15<span class="_ _6"></span>6<span class="_ _dd"> </span><span class="ls6 ws6">430</span></span></span></span></div><div class="t m0 x18 h30 yd5b ff1 fs24 fc3 sc0 ls54 ws95">Ingående balans 1<span class="_ _0"></span> januari 2023<span class="_ _145"> </span><span class="ff5 ls82 ws10d">10<span class="_ _71"> </span></span><span class="ls18 ws17">2<span class="_ _6"></span>74<span class="_ _124"> </span><span class="ls2 ws2">0<span class="_ _1b0"> </span><span class="ls5b ws9b">156<span class="_ _38"> </span><span class="ls6 ws6">430</span></span></span></span></div><div class="t m0 x18 h2f yd5c ff5 fs24 fc3 sc0 lsa4 wsf1">Året<span class="_ _6"></span>s total<span class="_ _6"></span>resul<span class="_ _6"></span>tat<span class="_ _22f"> </span><span class="ls2 ws2">-<span class="_ _212"> </span>-<span class="_ _6c"> </span><span class="lsb0 ws101">-3<span class="_ _9"> </span>-3</span></span></div><div class="t m0 x18 h2f yd5d ff5 fs24 fc3 sc0 ls4f ws90">Nyemis<span class="_ _6"></span>sio<span class="_ _6"></span>n</div><div class="t m0 xda h31 yd5e ff5 fs25 fc3 sc0 lsc1 ws116">1)</div><div class="t m0 xcd h2f yd5f ff5 fs24 fc3 sc0 ls4f ws90">25<span class="_ _212"> </span><span class="ls2 ws2">-<span class="_ _231"> </span><span class="lsad wsff">-25<span class="_ _a7"> </span></span>-</span></div><div class="t m0 x18 h41 yd60 ff5 fs24 fc3 sc0 ls2 ws2">Återkö<span class="_ _6"></span>p av e<span class="_ _6"></span>gna a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>er<span class="_ _232"> </span><span class="ff2">-<span class="_ _212"> </span>-<span class="_ _1b6"> </span><span class="ls8e wsde">-10<span class="_ _f0"> </span>-10</span></span></div><div class="t m0 x18 h41 yd61 ff5 fs24 fc3 sc0 ls54 ws95">Utdelning<span class="_ _2"></span> t<span class="_ _6"></span>ill moderbolagets<span class="_ _0"></span> aktie<span class="_ _6"></span>ägare<span class="_ _138"> </span><span class="ff2 ls2 ws2">-<span class="_ _212"> </span>-<span class="_ _1b"> </span><span class="ls68 ws157">-37<span class="_ _1b"> </span>-37</span></span></div><div class="t m0 x18 h30 yd62 ff1 fs24 fc3 sc0 ls57 ws98">Utgående bal<span class="_ _0"></span>ans 31<span class="_ _0"></span> december 2023<span class="_ _233"> </span><span class="ls56 ws97">298<span class="_ _b"> </span><span class="ls2 ws2">0<span class="_ _6c"> </span><span class="ls58 ws9">81<span class="_ _16"> </span>37<span class="_ _6"></span>9</span></span></span></div><div class="t m0 x1 h4a yd63 ff5 fs2b fc3 sc0 ls2 ws2">1) Ö<span class="_ _6"></span>kn<span class="_ _6"></span>in<span class="_ _6"></span>ge<span class="_ _6"></span>n i ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>kap<span class="_ _6"></span>ita<span class="_ _6"></span>le<span class="_ _6"></span>t av<span class="_ _6"></span>se<span class="_ _6"></span>r nye<span class="_ _6"></span>mis<span class="_ _6"></span>si<span class="_ _6"></span>on a<span class="_ _6"></span>v s<span class="_ _6"></span>tam<span class="_ _6"></span>ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>r av s<span class="_ _6"></span>er<span class="_ _6"></span>ie A<span class="_ _f"></span>, re<span class="_ _6"></span>gis<span class="_ _6"></span>t<span class="_ _6"></span>rer<span class="_ _6"></span>at 7 fe<span class="_ _6"></span>br<span class="_ _6"></span>u<span class="_ _6"></span>ari 2<span class="_ _6"></span>02<span class="_ _6"></span>3. </div></div><div class="pi"></div></div><div id="pf3d" class="pf w0 h0"><div class="pc pc3d w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls31 ws158">61</div><div class="t m0 x8 h7 y802 ff1 fs4 fc3 sc0 ls46 ws2">M<span class="_ _2"></span>oderbolaget<span class="_ _2"></span>s not<span class="_ _1"></span>er</div><div class="t m0 x8 h42 yd64 ff2 fs11 fc3 sc0 ls2 ws2">Årsredo<span class="_ _0"></span>visningen i juridisk person uppr<span class="_ _0"></span>ättas enligt <span class="_ _2"></span>Årsredovisningslagen (ÅRL<span class="_ _2"></span>) </div><div class="t m0 x8 h42 yd65 ff2 fs11 fc3 sc0 ls2 ws2">och Rådet<span class="_ _2"></span> för finansiell rapport<span class="_ _0"></span>erings rek<span class="_ _0"></span>ommendation RFR 2 Redovisning f<span class="_ _2"></span>ör </div><div class="t m0 x8 h42 yd66 ff2 fs11 fc3 sc0 ls2 ws2">juridiska personer<span class="_ _2"></span>. Rådet<span class="_ _2"></span> för hållbarhets- och finansiell r<span class="_ _2"></span>apportering har i RFR 2 </div><div class="t m0 x8 h42 yd67 ff2 fs11 fc3 sc0 ls2 ws2">uttalat att<span class="_ _2"></span> juridiska personer <span class="_ _0"></span>vars vär<span class="_ _2"></span>depapper är börsnot<span class="_ _0"></span>erade sk<span class="_ _2"></span>a tillämpa de </div><div class="t m0 x8 h42 yd68 ff2 fs11 fc3 sc0 ls2 ws2">IFRS/IAS- och IFRIC/SIC-<span class="_ _0"></span>tolkningar<span class="_ _0"></span> som tillämpas i koncernr<span class="_ _2"></span>edovisningen så </div><div class="t m0 x8 h42 yd69 ff2 fs11 fc3 sc0 ls2 ws2">långt dett<span class="_ _0"></span>a är möjligt<span class="_ _0"></span> inom ramen f<span class="_ _0"></span>ör <span class="_ _2"></span>Årsredovisningslagen och med hänsyn till </div><div class="t m0 x8 h42 yd6a ff2 fs11 fc3 sc0 ls2 ws2">sambandet mellan r<span class="_ _2"></span>edovisning och beskattning. Rek<span class="_ _2"></span>ommendationen anger vilka </div><div class="t m0 x8 h42 yd6b ff2 fs11 fc3 sc0 ls2 ws2">undantag och tillägg som sk<span class="_ _2"></span>a göras jämfört<span class="_ _0"></span> med IFRS. För moderbolage<span class="_ _0"></span>t Enir<span class="_ _0"></span>o </div><div class="t m0 x8 h42 yd6c ff2 fs11 fc3 sc0 ls2 ws2">Group <span class="_ _0"></span>AB tillämpas med stöd av RFR 2.2  <span class="_ _fd"></span>följande avvikelser<span class="_ _0"></span> från IFRS/IAS: </div><div class="t m0 x8 h42 yd6d ff2 fs11 fc3 sc0 ls2 ws2">IAS 1 tillämpas ej betr<span class="_ _0"></span>äffande uppställning av balans<span class="_ _0"></span>- och resultatr<span class="_ _2"></span>äkningarna, </div><div class="t m0 x8 h42 yd6e ff2 fs11 fc3 sc0 ls2 ws2">som istället<span class="_ _0"></span> ställs upp enligt <span class="_ _2"></span>ÅRL. </div><div class="t m0 x8 h42 yd6f ff2 fs11 fc3 sc0 ls2 ws2">IAS 12 tillämpas ej betr<span class="_ _0"></span>äffande obesk<span class="_ _0"></span>attade reserv<span class="_ _0"></span>er<span class="_ _0"></span>, som redo<span class="_ _0"></span>visas som </div><div class="t m0 x8 h42 yd70 ff2 fs11 fc3 sc0 ls2 ws2">bruttobelopp i balansräkningen. F<span class="_ _2"></span>örändringar i obesk<span class="_ _0"></span>attade reserv<span class="_ _0"></span>er r<span class="_ _0"></span>edovisas i </div><div class="t m0 x8 h42 yd71 ff2 fs11 fc3 sc0 ls2 ws2">resultatr<span class="_ _2"></span>äkningen. </div><div class="t m0 x8 h42 yd72 ff2 fs11 fc3 sc0 ls2 ws2">IFRS 16 Leasingavtal tillämpas ej. I moderbolage<span class="_ _0"></span>t r<span class="_ _0"></span>edovisas samtliga leasingk<span class="_ _0"></span>on-</div><div class="t m0 x8 h42 yd73 ff2 fs11 fc3 sc0 ls2 ws2">trakt<span class="_ _0"></span> avseende tillgångar<span class="_ _0"></span> eller hyr<span class="_ _2"></span>a av fastigheter<span class="_ _0"></span> som operationella leasingavtal. </div><div class="t m0 x8 h42 yd74 ff2 fs11 fc3 sc0 ls2 ws2">Leasingavgifterna k<span class="_ _2"></span>ostnadsförs linjärt öv<span class="_ _0"></span>er leasingperioden.</div><div class="t m0 x8 h42 yd75 ff2 fs11 fc3 sc0 ls2 ws2">IAS 19 Ersättningar <span class="_ _0"></span>till anställda tillämpas ej betr<span class="_ _0"></span>äffande r<span class="_ _0"></span>edovisning av </div><div class="t m0 x8 h42 yd76 ff2 fs11 fc3 sc0 ls2 ws2">pensions <span class="_ _fc"></span>förpliktelser<span class="_ _0"></span> och pensionskostnader<span class="_ _2"></span>. Dessa redovisas ist<span class="_ _0"></span>ället enligt<span class="_ _0"></span> F<span class="_ _2"></span>AR:s </div><div class="t m0 x8 h42 yd77 ff2 fs11 fc3 sc0 ls2 ws2">rek<span class="_ _2"></span>ommendation 4 ”Redovisning av pensionsskuld och pensionskostnad”<span class="_ _1"></span>. Mo-</div><div class="t m0 x8 h42 yd78 ff2 fs11 fc3 sc0 ls2 ws2">derbolaget har<span class="_ _2"></span> utfäst förmånsbest<span class="_ _0"></span>ämda pensioner till anst<span class="_ _0"></span>ällda. Moderbolagets </div><div class="t m0 x8 h42 yd79 ff2 fs11 fc3 sc0 ls2 ws2">förpliktelser<span class="_ _2"></span> att i framtiden utbet<span class="_ _0"></span>ala pension har härvid ett<span class="_ _2"></span> nuvärde, bestämt<span class="_ _0"></span> för<span class="_ _0"></span> </div><div class="t m0 x8 h42 yd7a ff2 fs11 fc3 sc0 ls2 ws2">varje anställd av bland annat<span class="_ _2"></span> pensionsnivån, åldern och i vilken grad full pension </div><div class="t m0 x8 h42 yd7b ff2 fs11 fc3 sc0 ls2 ws2">blivit intjänad. De<span class="_ _0"></span>tta nuvär<span class="_ _0"></span>de har ber<span class="_ _0"></span>äknats enligt aktuariella grunder<span class="_ _2"></span>, och utgår </div><div class="t m0 x8 h42 yd7c ff2 fs11 fc3 sc0 ls2 ws2">från de löne- och pensionsnivåer<span class="_ _2"></span> som råder vid balansdagen. P<span class="_ _0"></span>ensionsåtagand-</div><div class="t m0 x8 h42 yd7d ff2 fs11 fc3 sc0 ls2 ws2">ena redovisas som en av<span class="_ _0"></span>sättning i balansräkningen. R<span class="_ _0"></span>äntedelen i åre<span class="_ _0"></span>ts pen-</div><div class="t m0 x8 h42 yd7e ff2 fs11 fc3 sc0 ls2 ws2">sionskostnad r<span class="_ _2"></span>edovisas bland finansiella kostnader<span class="_ _2"></span>. Övriga pensionskostnader </div><div class="t m0 x8 h42 yd7f ff2 fs11 fc3 sc0 ls2 ws2">belastar<span class="_ _0"></span> rör<span class="_ _0"></span>elseresultat<span class="_ _0"></span>et.</div><div class="t m0 xa h42 yd80 ff2 fs11 fc3 sc0 ls2 ws2">Moderbolagets nett<span class="_ _0"></span>oomsättning uppgick till 20 MSEK<span class="_ _0"></span> (23) och 20 MSEK<span class="_ _0"></span> (22) </div><div class="t m0 xa h42 yd81 ff2 fs11 fc3 sc0 ls2 ws2">avser  er<span class="_ _0"></span>sättning för<span class="_ _0"></span> koncernint<span class="_ _0"></span>erna tjänster<span class="_ _0"></span> som vär<span class="_ _0"></span>derats till marknadsv<span class="_ _0"></span>ärde.</div><div class="c xa yd82 wb h4d"><div class="t m0 xec ha yd83 ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 2<span class="_ _ad"> </span><span class="fc3 ls2 ws2">MODERBOLA<span class="_ _0"></span>GETS INT<span class="_ _1"></span>ÄKTER</span></div></div><div class="t m0 x86 h3f yd84 ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x86 h2e yd85 ff1 fs11 fc9 sc0 ls49 ws8a">Grant Thorn<span class="_ _0"></span>ton</div><div class="t m0 x86 h32 yd86 ff5 fs11 fc3 sc0 lsa8 wsf5">- Revisionsuppdrag<span class="_ _b8"> </span><span class="ls103 ws159">3,3<span class="_ _1fa"> </span>3.<span class="_ _6"></span>2</span></div><div class="t m0 x86 h2e yd87 ff1 fs11 fc3 sc0 ls49 ws8a">Summa<span class="_ _1bd"> </span><span class="lse7 ws13a">3,3<span class="_ _7a"> </span><span class="lsd5 wsec">3.2</span></span></div><div class="t m0 x86 h2e yd88 ff1 fs11 fc3 sc0 ls54 ws95">T<span class="_ _2"></span>otalt<span class="_ _12f"> </span><span class="lse7 ws13a">3,3<span class="_ _7a"> </span>3,2</span></div><div class="c xa yd89 wb h4d"><div class="t m0 xec ha ybbf ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 3<span class="_ _ad"> </span><span class="fc3 ls2 ws144">ARV<span class="_ _2"></span>ODEN TILL REVISORER</span></div></div><div class="c x8 yd8a wa h50"><div class="t m0 xea ha yd8b ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 1</div><div class="t m0 x8f ha yd8c ff1 fs7 fc3 sc0 ls2 ws2">MODERBOLAGET<span class="_ _0"></span>S </div><div class="t m0 x8f ha yd8d ff1 fs7 fc3 sc0 ls2 ws2">REDOVISNINGSPRINCIPER</div></div><div class="t m0 x86 h3f yd8e ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x86 h32 yd8f ff5 fs11 fc3 sc0 ls86 wsbf">Löner och andra ersät<span class="_ _6"></span>tningar<span class="_ _1f3"> </span><span class="ls2 ws2">8<span class="_ _e6"> </span><span class="ls49 ws8a">11</span></span></div><div class="t m0 x86 h32 yd90 ff5 fs11 fc3 sc0 ls48 ws89">Pensions<span class="_ _0"></span>kostnader<span class="_ _210"> </span><span class="ls2 ws2">2<span class="_ _73"> </span>3</span></div><div class="t m0 x86 h32 yd91 ff5 fs11 fc3 sc0 ls2 ws2">So<span class="_ _6"></span>ci<span class="_ _6"></span>ala a<span class="_ _6"></span>vgi<span class="_ _6"></span>f<span class="_ _6"></span>te<span class="_ _6"></span>r <span class="_ _234"> </span>2<span class="_ _6e"> </span><span class="lscc ws120">-1</span></div><div class="t m0 x86 h2e yd92 ff1 fs11 fc3 sc0 ls49 ws8a">Summa<span class="_ _235"> </span><span class="ls63 wsa4">12<span class="_ _94"> </span><span class="lsa8 wsf5">13</span></span></div><div class="c xa yd93 wb h4b"><div class="t m0 xfa ha ybe8 ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 4<span class="_ _a8"> </span><span class="fc3 ls2 ws2">L<span class="_ _0"></span>ÖNER OCH ERSÄ<span class="_ _1"></span>TTNINGAR</span></div></div></div><div class="pi"></div></div><div id="pf3e" class="pf w0 h0"><div class="pc pc3e w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls104 ws5d">62</div><div class="t m0 x1 h2e yd94 ff1 fs11 fc3 sc0 ls2 ws2">Ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>r oc<span class="_ _6"></span>h and<span class="_ _6"></span>e<span class="_ _6"></span>lar ä<span class="_ _6"></span>gd<span class="_ _6"></span>a di<span class="_ _6"></span>re<span class="_ _6"></span>k<span class="_ _6"></span>t oc<span class="_ _6"></span>h in<span class="_ _6"></span>di<span class="_ _6"></span>rek<span class="_ _6"></span>t a<span class="_ _6"></span>v mo<span class="_ _6"></span>de<span class="_ _6"></span>rb<span class="_ _6"></span>ol<span class="_ _6"></span>ag<span class="_ _6"></span>et</div><div class="t m0 x18 h3f yd95 ff1 fs2b fc3 sc0 ls76 wsbb">Namn<span class="_ _1c0"> </span><span class="ls55 wsb8">Organisations nummer<span class="_ _e7"> </span><span class="ws96">Säte<span class="_ _1b0"> </span></span></span>Antal aktier<span class="_ _1af"> </span>K<span class="_ _0"></span>apitalandel %</div><div class="t m0 xc0 h3f yd96 ff1 fs2b fc3 sc0 ls55 ws96">Redovisat värde</div><div class="t m0 x108 h3f yd95 ff1 fs2b fc3 sc0 ls2 ws2">20<span class="_ _6"></span>23<span class="_ _6"></span>-12-<span class="_ _6"></span>31<span class="_ _6"></span>, MS<span class="_ _6"></span>EK</div><div class="t m0 x10a h3f yd96 ff1 fs2b fc3 sc0 ls55 ws96">Redovisat värde</div><div class="t m0 xa4 h3f yd95 ff1 fs2b fc3 sc0 ls2 ws2">20<span class="_ _6"></span>22-12-<span class="_ _6"></span>31<span class="_ _6"></span>, MS<span class="_ _6"></span>EK</div><div class="t m0 x18 h32 yd97 ff5 fs11 fc3 sc0 ls2 ws2">Eniro Treasu<span class="_ _6"></span>r<span class="_ _6"></span>y AB<span class="_ _8"> </span><span class="lsc9 ws11d">556688<span class="_ _6"></span>-5637<span class="_ _40"> </span><span class="ls4a ws8b">Stock<span class="_ _6"></span>hol<span class="_ _6"></span>m<span class="_ _230"> </span><span class="lsce ws122">1 000<span class="_ _1a"> </span><span class="lsde ws132">100<span class="_ _1d"> </span><span class="ls88 wsc1">323<span class="_ _1d"> </span>323</span></span></span></span></span></div><div class="t m0 x18 h32 yd98 ff5 fs11 fc3 sc0 ls2 ws2">Gu<span class="_ _6"></span>le S<span class="_ _6"></span>ide<span class="_ _6"></span>r A<span class="_ _6"></span>S<span class="_ _62"> </span>963 8<span class="_ _6"></span>15 7<span class="_ _6"></span>51<span class="_ _8b"> </span><span class="ls54 ws95">Oslo<span class="_ _bd"> </span></span>59 302 4<span class="_ _6"></span>57<span class="_ _1d"> </span><span class="lsde ws132">100</span></div><div class="t m0 x18 h32 yd99 ff5 fs11 fc3 sc0 ls2 ws2">Eniro N<span class="_ _6"></span>org<span class="_ _6"></span>e A<span class="_ _6"></span>S<span class="_ _124"> </span>8<span class="_ _6"></span>8<span class="_ _6"></span>3 878 7<span class="_ _6"></span>52<span class="_ _7a"> </span><span class="ls54 ws95">Oslo<span class="_ _5c"> </span><span class="lsde ws132"> 10<span class="_ _6"></span>0<span class="_ _1ee"> </span>100</span></span></div><div class="t m0 x18 h32 yd9a ff5 fs11 fc3 sc0 ls93 ws2">New G<span class="_ _6"></span>lu<span class="_ _6"></span>e AB<span class="_ _76"> </span><span class="ls91 wsc7">559<span class="_ _0"></span>02<span class="_ _2"></span>8-<span class="_ _6"></span>0003<span class="_ _35"> </span><span class="ls105 ws15a">Stock<span class="_ _6"></span>ho<span class="_ _6"></span>lm<span class="_ _8"> </span><span class="ls93 ws2">2 2<span class="_ _6"></span>79<span class="_ _15"> </span><span class="lsd9 ws12c">100</span></span></span></span></div><div class="t m0 x18 h32 yd9b ff5 fs11 fc3 sc0 ls2 ws2">Eniro S<span class="_ _6"></span>ver<span class="_ _6"></span>ige A<span class="_ _6"></span>B<span class="_ _71"> </span><span class="lse7 ws13a">556<span class="_ _6"></span>445-1846<span class="_ _42"> </span><span class="ls4a ws8b">Stoc<span class="_ _6"></span>kh<span class="_ _6"></span>olm<span class="_ _83"> </span><span class="lsce ws122">500 000<span class="_ _1a"> </span><span class="lsde ws132">100</span></span></span></span></div><div class="t m0 x18 h32 yd9c ff5 fs11 fc3 sc0 ls2 ws2">Dy<span class="_ _6"></span>na<span class="_ _6"></span>va AB<span class="_ _132"> </span><span class="lsc9 ws11d">55647<span class="_ _0"></span>6-5294<span class="_ _3e"> </span><span class="ls4a ws8b">Stock<span class="_ _6"></span>ho<span class="_ _6"></span>lm<span class="_ _1a"> </span><span class="lsce ws122">7<span class="_ _2"></span>5 000<span class="_ _1ee"> </span><span class="lsde ws132">100</span></span></span></span></div><div class="t m0 x18 h32 yd9d ff5 fs11 fc3 sc0 ls86 wsbf">Eniro Br<span class="_ _0"></span>ands AB<span class="_ _129"> </span><span class="lsd6 ws128">556<span class="_ _6"></span>580-<span class="_ _6"></span>8515<span class="_ _167"> </span><span class="ls4a ws8b">Stock<span class="_ _6"></span>ho<span class="_ _6"></span>lm<span class="_ _230"> </span><span class="lsce ws122">1 000<span class="_ _1a"> </span><span class="lsde ws132">100</span></span></span></span></div><div class="t m0 x18 h32 yd9e ff5 fs11 fc3 sc0 ls2 ws2">Kra<span class="_ _6"></span>k Ap<span class="_ _6"></span>s<span class="_ _1d1"> </span><span class="lsa8 wsf5">18936984<span class="_ _4c"> </span><span class="ls48 ws89">Köpenhamn<span class="_ _dc"> </span><span class="lsce ws122">26<span class="_ _0"></span> 000<span class="_ _1ee"> </span><span class="lsde ws132">100</span></span></span></span></div><div class="t m0 x18 h32 yd9f ff5 fs11 fc3 sc0 ls103 ws159">Dynav<span class="_ _2"></span>a Oy<span class="_ _182"> </span><span class="lse6 ws139">01<span class="_ _6"></span>001<span class="_ _6"></span>30<span class="_ _6"></span>-<span class="_ _6"></span>4<span class="_ _6e"> </span><span class="lsc7 ws11c">Esboo<span class="_ _1b0"> </span><span class="lsce ws122">22<span class="_ _2"></span>0 000<span class="_ _1ee"> </span><span class="lsde ws132">100</span></span></span></span></div><div class="t m0 x18 h32 yda0 ff5 fs11 fc3 sc0 ls2 ws2">Eniro S<span class="_ _6"></span>e<span class="_ _6"></span>r<span class="_ _6"></span>vi<span class="_ _6"></span>ces S<span class="_ _6"></span>p Z o.<span class="_ _6"></span>o.<span class="_ _1ba"> </span><span class="lsce ws122">KRS<span class="_ _2"></span> 0000693<span class="_ _0"></span>658<span class="_ _1b2"> </span><span class="ls82 ws10d">W<span class="_ _0"></span>arsz<span class="_ _0"></span>awa</span></span></div><div class="t m0 x18 h32 yda1 ff5 fs11 fc3 sc0 ls93 ws2">Dy<span class="_ _6"></span>na<span class="_ _6"></span>va Cus<span class="_ _6"></span>to<span class="_ _6"></span>me<span class="_ _6"></span>r Se<span class="_ _6"></span>r<span class="_ _6"></span>v<span class="_ _6"></span>ic<span class="_ _6"></span>e (C<span class="_ _2"></span>y<span class="_ _6"></span>pr<span class="_ _6"></span>us) </div><div class="t m0 x18 h32 yda2 ff5 fs11 fc3 sc0 ls106 ws15b">LT<span class="_ _6"></span>D<span class="_ _12e"> </span><span class="lsfc ws151">454530<span class="_ _30"> </span><span class="lscf ws146">Paphops<span class="_ _9"> </span><span class="ls91 wsc7">1000<span class="_ _14"> </span><span class="lsd9 ws12c">100</span></span></span></span></div><div class="t m0 x18 h32 yda3 ff5 fs11 fc3 sc0 ls48 ws89">1880 Nummeropplysni<span class="_ _0"></span>ng AS<span class="_ _f3"> </span><span class="ls2 ws2">976 491 35<span class="_ _6"></span>1<span class="_ _8b"> </span><span class="ls49 ws8a">Gjövik<span class="_ _a"> </span></span>1 0<span class="_ _6"></span>20<span class="_ _d7"> </span><span class="ls7a wsb7">64</span></span></div><div class="t m0 x18 h32 yda4 ff5 fs11 fc3 sc0 lsbb ws95">Samres AB<span class="_ _122"> </span><span class="lsfc ws151">556<span class="_ _6"></span>433-<span class="_ _2"></span>7<span class="_ _0"></span>417<span class="_ _1fa"> </span><span class="lsd4 ws127">Lu<span class="_ _6"></span>nd<span class="_ _66"> </span><span class="ls91 ws122">3<span class="_ _0"></span> 000<span class="_ _14"> </span><span class="lsd9 ws12c">100</span></span></span></span></div><div class="t m0 x18 h32 yda5 ff5 fs11 fc3 sc0 ls93 ws2">Sa<span class="_ _6"></span>mres Ee<span class="_ _6"></span>st<span class="_ _6"></span>i A<span class="_ _6"></span>S<span class="_ _111"> </span><span class="lsfc ws151">1105556<span class="_ _2"></span>1<span class="_ _92"> </span><span class="ls106 ws15b">Ta<span class="_ _f"></span>r<span class="_ _f"></span>t<span class="_ _f"></span>u<span class="_ _1c4"> </span><span class="ls2 ws2">1<span class="_ _14"> </span><span class="lsd9 ws12c">100</span></span></span></span></div><div class="t m0 x18 h32 yda6 ff5 fs11 fc3 sc0 ls93 ws2">Sa<span class="_ _6"></span>mres S<span class="_ _6"></span>en<span class="_ _6"></span>e<span class="_ _6"></span>gal SUA<span class="_ _6"></span>RL<span class="_ _1a5"> </span><span class="lse2 ws135">004<span class="_ _6"></span>337<span class="_ _6"></span>1782<span class="_ _6"></span>A<span class="_ _6"></span>2<span class="_ _40"> </span><span class="lse1 ws137">Dak<span class="_ _0"></span>ar<span class="_ _100"> </span><span class="ls2 ws2">1<span class="_ _14"> </span><span class="lsd9 ws12c">100</span></span></span></span></div><div class="t m0 x18 h32 yda7 ff5 fs11 fc3 sc0 ls2 ws2">Sa<span class="_ _6"></span>mres S<span class="_ _6"></span>ou<span class="_ _6"></span>t<span class="_ _6"></span>h Eas<span class="_ _6"></span>t SRL<span class="_ _15c"> </span><span class="lsce ws122">1007<span class="_ _2"></span>6000039<span class="_ _ef"> </span><span class="ls86 wsbf">Chisinau<span class="_ _59"> </span><span class="ls2 ws2">1<span class="_ _1d"> </span><span class="lsde ws132">100</span></span></span></span></div><div class="t m0 x18 h32 yda8 ff5 fs11 fc3 sc0 lse3 wsf5">010010<span class="_ _6"></span>0 Solutions Oy<span class="_ _36"> </span><span class="ls107 ws15c">3<span class="_ _6"></span>3<span class="_ _6"></span>2<span class="_ _6"></span>1<span class="_ _6"></span>8<span class="_ _6"></span>5<span class="_ _f"></span>7-<span class="_ _6"></span>5<span class="_ _200"> </span><span class="ls106 ws15b">Ta<span class="_ _f"></span>m<span class="_ _f"></span>m<span class="_ _f"></span>e<span class="_ _f"></span>r<span class="_ _f"></span>f<span class="_ _f"></span>o<span class="_ _f"></span>r<span class="_ _f"></span>s<span class="_ _d7"> </span><span class="ls91 ws122">1 000<span class="_ _bf"> </span><span class="lsd9 ws12c">10<span class="_ _6"></span>0</span></span></span></span></div><div class="t m0 x18 h2e yda9 ff1 fs11 fc3 sc0 ls49 ws8a">Summa<span class="_ _236"> </span><span class="ls86 wsbf">323<span class="_ _1ee"> </span>323</span></div><div class="t m0 x18 h3f ydaa ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x18 h2e ydab ff1 fs11 fc3 sc0 ls86 wsbf">FINANSIELL<span class="_ _6"></span>A INT<span class="_ _2"></span>ÄK<span class="_ _6"></span>TER</div><div class="t m0 x18 h32 ydac ff5 fs11 fc3 sc0 lsc6 ws11b">Inter<span class="_ _6"></span>na ränteintä<span class="_ _6"></span>k<span class="_ _6"></span>ter<span class="_ _237"> </span><span class="ls2 ws2">3<span class="_ _15b"> </span>3</span></div><div class="t m0 x18 h2e ydad ff1 fs11 fc3 sc0 ls49 ws8a">Summa <span class="_ _18f"> </span><span class="ls2 ws2">3<span class="_ _15b"> </span>3</span></div><div class="t m0 x18 h2e ydae ff1 fs11 fc3 sc0 lsca ws11e">FINANSIELLA KOSTNADER</div><div class="t m0 x18 h32 ydaf ff5 fs11 fc3 sc0 ls48 ws89">Ränt<span class="_ _0"></span>ekostnad f<span class="_ _2"></span>ör pensioner<span class="_ _238"> </span><span class="ls2 ws2">-<span class="_ _94"> </span><span class="lscd ws121">-2</span></span></div><div class="t m0 x18 h2e ydb0 ff1 fs11 fc3 sc0 ls49 ws8a">Summa <span class="_ _12f"> </span><span class="ls2 ws2">-<span class="_ _184"> </span><span class="ls3d ws61">-2</span></span></div><div class="t m0 x18 h2e ydb1 ff1 fs11 fc3 sc0 ls48 ws89">Finansnetto<span class="_ _18c"> </span><span class="ls2 ws2">3<span class="_ _4c"> </span>1</span></div><div class="t m0 x24 h2e ydb2 ff1 fs11 fc3 sc0 ls48 ws89">Förändringar<span class="_ _0"></span> under året</div><div class="t m0 x3c h3f ydb3 ff1 fs2b fc3 sc0 ls71 wsb1">MSEK</div><div class="t m0 x3c h2e ydb4 ff1 fs11 fc3 sc0 ls54 ws95">Aktie<span class="_ _6"></span>r i dotterföretag per 2022-<span class="_ _0"></span>12-31<span class="_ _18e"> </span><span class="ls86 wsbf">323</span></div><div class="t m0 x3c h32 ydb5 ff5 fs11 fc3 sc0 ls86 wsbf">Årets förändring<span class="_ _239"> </span><span class="ls2 ws2">-</span></div><div class="t m0 x3c h2e ydb6 ff1 fs11 fc3 sc0 ls54 ws95">Aktie<span class="_ _6"></span>r i dotterföretag per 2023-12-31<span class="_ _18e"> </span><span class="ls86 wsbf">323</span></div><div class="t m0 x1 h11 ydb7 ff1 fs2 fc3 sc0 ls2 ws2">A<span class="_ _2"></span>VVECKLADE K<span class="_ _2"></span>ONCERNFÖRET<span class="_ _2"></span>AG UNDER 2023</div><div class="t m0 x1 h42 ydb8 ff2 fs11 fc3 sc0 ls2 ws2">Inga för<span class="_ _0"></span>etag har<span class="_ _0"></span> avvecklats under<span class="_ _0"></span> 2023.</div><div class="t m0 x24 h2e ydb9 ff1 fs11 fc3 sc0 ls48 ws89">Följande<span class="_ _0"></span> komponenter<span class="_ _0"></span> ingår i sk<span class="_ _2"></span>at<span class="_ _6"></span>tekostnaderna:</div><div class="t m0 x3c h3f ydba ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x3c h32 ydbb ff5 fs11 fc3 sc0 ls2 ws2">Ak<span class="_ _6"></span>t<span class="_ _6"></span>ue<span class="_ _6"></span>ll s<span class="_ _6"></span>kat<span class="_ _6"></span>t<span class="_ _6"></span>ekos<span class="_ _6"></span>t<span class="_ _6"></span>na<span class="_ _6"></span>d på år<span class="_ _6"></span>ets r<span class="_ _6"></span>esu<span class="_ _6"></span>lta<span class="_ _6"></span>t<span class="_ _105"> </span>-<span class="_ _1ba"> </span>-</div><div class="t m0 x3c h2e ydbc ff1 fs11 fc3 sc0 ls49 ws8a">Summa ink<span class="_ _0"></span>omstskatt<span class="_ _191"> </span><span class="ls2 ws2">0<span class="_ _15d"> </span>0</span></div><div class="t m0 x3c h2e ydbd ff1 fs11 fc3 sc0 ls54 ws95">Uppskjuten skatt</div><div class="t m0 x3c h2e ydbe ff1 fs11 fc3 sc0 ls49 ws8a">Summa uppskjuten<span class="_ _0"></span> skatt<span class="_ _23a"> </span><span class="ls2 ws2">-<span class="_ _1ba"> </span>-</span></div><div class="t m0 x3c h2e ydbf ff1 fs11 fc3 sc0 lsb wsb">Redovisad<span class="_ _0"></span> skatt<span class="_ _1bb"> </span><span class="ls2 ws2">0<span class="_ _e6"> </span>0</span></div><div class="t m0 x24 h2e ydc0 ff1 fs11 fc3 sc0 ls48 ws89">Samband mellan årets<span class="_ _0"></span> skattekostnad<span class="_ _2"></span> o<span class="_ _6"></span>ch sk<span class="_ _0"></span>attekostnad enligt<span class="_ _2"></span> gällande </div><div class="t m0 x24 h2e ydc1 ff1 fs11 fc3 sc0 ls64 wsa5">svensk<span class="_ _0"></span> skattesats</div><div class="t m0 x3c h3f ydc2 ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x3c h2e ydc3 ff1 fs11 fc3 sc0 ls54 ws95">Redovisat resultat före<span class="_ _0"></span> skatt<span class="_ _8e"> </span><span class="ls90 ws5f">-3<span class="_ _8b"> </span><span class="lsce ws122">-8</span></span></div><div class="t m0 x3c h32 ydc4 ff5 fs11 fc3 sc0 ls2 ws2">Ska<span class="_ _6"></span>t<span class="_ _6"></span>t en<span class="_ _6"></span>lig<span class="_ _6"></span>t s<span class="_ _6"></span>ven<span class="_ _6"></span>sk ska<span class="_ _6"></span>t<span class="_ _6"></span>te<span class="_ _6"></span>sa<span class="_ _6"></span>ts 2<span class="_ _6"></span>0,<span class="_ _6"></span>6% <span class="_ _79"> </span>1<span class="_ _15b"> </span>2</div><div class="t m0 x3c h53 ydc5 ff1f fs11 fc3 sc0 ls86 wsbf">Skatteef<span class="_ _6"></span>fekt av</div><div class="t m0 x3c h32 ydc6 ff5 fs11 fc3 sc0 ls48 ws89">Ej av<span class="_ _0"></span>dragsgi<span class="_ _0"></span>lla k<span class="_ _0"></span>ostnader<span class="_ _160"> </span><span class="ls2 ws2">0<span class="_ _73"> </span>0</span></div><div class="t m0 x3c h32 ydc7 ff5 fs11 fc3 sc0 ls86 wsbf">Ej sk<span class="_ _0"></span>at<span class="_ _6"></span>teplik<span class="_ _6"></span>tiga intäkter<span class="_ _1c5"> </span><span class="ls2 ws2">1<span class="_ _ea"> </span>1</span></div><div class="t m0 x3c h32 ydc8 ff5 fs11 fc3 sc0 ls2 ws2">För<span class="_ _6"></span>lus<span class="_ _6"></span>te<span class="_ _6"></span>r för v<span class="_ _6"></span>ilka u<span class="_ _6"></span>pp<span class="_ _6"></span>skj<span class="_ _6"></span>ut<span class="_ _6"></span>en ska<span class="_ _6"></span>t<span class="_ _6"></span>t ej b<span class="_ _6"></span>o<span class="_ _6"></span>k<span class="_ _6"></span>för<span class="_ _6"></span>s<span class="_ _20"> </span><span class="lscd ws121">-2<span class="_ _94"> </span>-2</span></div><div class="t m0 x3c h2e ydc9 ff1 fs11 fc3 sc0 lsb wsb">Redovisad<span class="_ _0"></span> skatt<span class="_ _1bb"> </span><span class="ls2 ws2">0<span class="_ _e6"> </span>0</span></div><div class="c x24 ydca wa h4c"><div class="t m0 xec ha y956 ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 7<span class="_ _ad"> </span><span class="fc3 ls2 ws2">SKA<span class="_ _2"></span>TT</span></div></div><div class="c x1 y957 w5 h4b"><div class="t m0 xfa ha y92f ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 5<span class="_ _a8"> </span><span class="fc3 ls2 ws2">AKTIER OCH ANDELAR I K<span class="_ _2"></span>ONCERNFÖRET<span class="_ _1"></span>AG</span></div></div><div class="c x1 ydcb wa h4b"><div class="t m0 xfa ha ybe8 ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 6<span class="_ _a8"> </span><span class="fc3 ls8e ws2">FINANSIELLA INT<span class="_ _1"></span>ÄKTER OCH K<span class="_ _2"></span>OSTNADER</span></div></div></div><div class="pi"></div></div><div id="pf3f" class="pf w0 h0"><div class="pc pc3f w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">63</div><div class="t m0 x59 h3f ydcc ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x59 h32 ydcd ff5 fs11 fc3 sc0 ls48 ws89">Banktillgodohavanden<span class="_ _1e1"> </span><span class="lsa8 wsf5">14<span class="_ _184"> </span><span class="lsde ws132">10</span></span></div><div class="t m0 x59 h2e ydce ff1 fs11 fc3 sc0 ls49 ws8a">Summa <span class="_ _23b"> </span><span class="lsd wsd">14<span class="_ _184"> </span><span class="lsc8 wse8">10</span></span></div><div class="c x8 ydcf wa h4d"><div class="t m0 xfa ha yca6 ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 9<span class="_ _a8"> </span><span class="fc3 ls2 ws2">LIKVIDA<span class="_ _0"></span> MEDEL</span></div></div><div class="t m0 x59 h3f yb90 ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x59 h32 yb91 ff5 fs11 fc3 sc0 ls86 wsbf">Räntebärande f<span class="_ _0"></span>ordringar,<span class="_ _0"></span> spärrade </div><div class="t m0 x59 h32 ydd0 ff5 fs11 fc3 sc0 ls48 ws89">bankmedel<span class="_ _1fd"> </span><span class="ls2 ws2">1<span class="_ _ea"> </span>1</span></div><div class="t m0 x59 h32 yb93 ff5 fs11 fc3 sc0 ls86 wsbf">Räntebärande f<span class="_ _0"></span>ordringar,<span class="_ _0"></span> </div><div class="t m0 x59 h32 ydd1 ff5 fs11 fc3 sc0 ls48 ws89">pensionsförpliktelser<span class="_ _196"> </span><span class="ls9d wse5">24<span class="_ _8b"> </span><span class="ls7e wseb">26</span></span></div><div class="t m0 x59 h2e ydd2 ff1 fs11 fc3 sc0 ls49 ws8a">Summa<span class="_ _23b"> </span><span class="ls64 wsa5">25<span class="_ _8b"> </span>27</span></div><div class="c x8 yb8c wa h50"><div class="t m0 xfa ha yb8d ff1 fs7 fc1 sc0 lsc3 ws119">N<span class="_ _6"></span>OT 8</div><div class="t m0 x8f ha yb8e ff1 fs7 fc3 sc0 ls2 ws2">ÖVRIG<span class="_ _0"></span>A RÄNTEB<span class="_ _2"></span>ÄRANDE </div><div class="t m0 x8f ha yb8f ff1 fs7 fc3 sc0 ls2 ws2">FORDRINGAR</div></div><div class="t m0 x8 h42 ydd3 ff2 fs11 fc3 sc0 ls2 ws2">Moderbolagets pensionsskuld avser<span class="_ _2"></span> kapitalvärde<span class="_ _0"></span>t av pensionsf<span class="_ _0"></span>örpliktelser<span class="_ _0"></span> enligt </div><div class="t m0 x8 h42 ydd4 ff2 fs11 fc3 sc0 ls2 ws2">svensk<span class="_ _0"></span>a regler<span class="_ _2"></span>, FARs r<span class="_ _2"></span>ekommendation 4. </div><div class="t m0 x8 h2e ydd5 ff1 fs11 fc3 sc0 ls48 ws89">De belopp som<span class="_ _2"></span> re<span class="_ _6"></span>dovisas<span class="_ _0"></span> i balansräkningen har<span class="_ _0"></span> beräknats <span class="ls2 ws2"> </span></div><div class="t m0 x8 h2e ydd6 ff1 fs11 fc3 sc0 ls54 ws95">enligt följande:</div><div class="t m0 x59 h3f ydd7 ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x59 h32 ydd8 ff5 fs11 fc3 sc0 ls48 ws89">Övriga pensionsförpl<span class="_ _0"></span>iktelser <span class="_ _19f"> </span><span class="ls88 wsc1">32<span class="_ _ac"> </span><span class="lsda ws12e">34</span></span></div><div class="t m0 x59 h2e ydd9 ff1 fs11 fc3 sc0 lsb wsb">Skuld i balansräkningen redovisad<span class="_ _0"></span> som </div><div class="t m0 x59 h2e ydda ff1 fs11 fc3 sc0 ls54 ws95">pensionsförpli<span class="_ _6"></span>ktelse<span class="_ _6"></span>r <span class="_ _23c"> </span><span class="ls86 wsbf">32<span class="_ _ac"> </span><span class="lsd5 wsec">34</span></span></div><div class="t m0 x8 h2e yddb ff1 fs11 fc3 sc0 ls48 ws89">T<span class="_ _2"></span>otala pensionsko<span class="_ _0"></span>stnader</div><div class="t m0 x59 h3f yddc ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x59 h32 yddd ff5 fs11 fc3 sc0 ls48 ws89">Kostnader f<span class="_ _0"></span>ör avgi<span class="_ _0"></span>f<span class="_ _6"></span>tsbestämda planer<span class="_ _7d"> </span><span class="lscd ws121">-2<span class="_ _15b"> </span><span class="ls2 ws2">0</span></span></div><div class="t m0 x59 h32 ydde ff5 fs11 fc3 sc0 ls48 ws89">Kostnader f<span class="_ _0"></span>ör särskild<span class="_ _0"></span> löneskatt och </div><div class="t m0 x59 h32 yddf ff5 fs11 fc3 sc0 ls86 wsbf">avkastningsskat<span class="_ _6"></span>t<span class="_ _1bb"> </span><span class="ls2 ws2">0<span class="_ _6e"> </span><span class="lscc ws120">-1</span></span></div><div class="t m0 x59 h2e yde0 ff1 fs11 fc3 sc0 ls54 ws95">Kostnad redovisad i<span class="_ _2"></span> re<span class="_ _6"></span>sultaträkningen<span class="_ _8"> </span><span class="ls3d ws61">-2<span class="_ _1fe"> </span><span class="lsa0 wsee">-1</span></span></div><div class="t m0 x8 h11 yde1 ff1 fs2 fc3 sc0 ls2 ws2">KREDITFÖRSÄKRING HOS PRI PENSIONSG<span class="_ _0"></span>ARANTI</div><div class="t m0 x8 h42 yde2 ff2 fs11 fc3 sc0 ls2 ws2">Eniro har<span class="_ _0"></span> en kreditf<span class="_ _0"></span>örsäkring hos PRI Pensionsgar<span class="_ _0"></span>anti (PRI) som löper fr<span class="_ _2"></span>am til<span class="_ _0"></span>l <span class="_ _0"></span>och </div><div class="t m0 x8 h42 yde3 ff2 fs11 fc3 sc0 ls3d ws2">med den 31 december 2024. Se mo<span class="_ _0"></span>tvarande av<span class="_ _0"></span>snitt i k<span class="_ _0"></span>oncernen Not<span class="_ _0"></span> 23.</div><div class="c x8 yde4 wd h4d"><div class="t m0 x5 ha yde5 ff1 fs7 fc1 sc0 ls2 ws2">NO<span class="_ _0"></span>T<span class="_ _0"></span> 10<span class="_ _1c7"> </span><span class="fc3">PENSIONSFÖRPLIKTELSER</span></div></div><div class="c xa yde6 wb h4b"><div class="t m0 x5 ha y92f ff1 fs7 fc1 sc0 ls2 ws2">NO<span class="_ _0"></span>T<span class="_ _0"></span> 12<span class="_ _a9"> </span><span class="fc3 ws129"> EVENTUALFÖRPLIKTELSER </span></div></div><div class="t m0 xbb h3f yde7 ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _e9"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 xbb h2e yde8 ff1 fs11 fc3 sc0 ls54 ws95">Eventualförpliktelser</div><div class="t m0 xbb h32 yde9 ff5 fs11 fc3 sc0 ls48 ws89">Borgen och<span class="_ _0"></span> even<span class="_ _0"></span>tualförpliktelser<span class="_ _0"></span> avseende </div><div class="t m0 xbb h32 ydea ff5 fs11 fc3 sc0 ls49 ws8a">dotterbolag, PR<span class="_ _0"></span>I skulder<span class="_ _1ea"> </span><span class="ls88 wsc1">206<span class="_ _3e"> </span><span class="lsd4 ws127">367</span></span></div><div class="t m0 xbb h2e ydeb ff1 fs11 fc3 sc0 ls54 ws95">Summa eventualförpliktelse<span class="_ _6"></span>r<span class="_ _148"> </span><span class="lsb wsb">2<span class="_ _6"></span>06<span class="_ _40"> </span><span class="lsd9 ws12c">367</span></span></div><div class="t m0 xbb h2e ydec ff1 fs11 fc3 sc0 ls48 ws89">Ev<span class="_ _0"></span>entualtillgångar</div><div class="t m0 xbb h2e yded ff1 fs11 fc3 sc0 ls48 ws89">Summa ev<span class="_ _0"></span>entualtillgångar<span class="_ _238"> </span><span class="ls2 ws2">-<span class="_ _184"> </span>-</span></div><div class="c xa y957 wb h4b"><div class="t m0 xfa ha y92f ff1 fs7 fc1 sc0 ls2 ws2">NO<span class="_ _0"></span>T<span class="_ _0"></span> 11<span class="_ _74"> </span><span class="fc3">UPPLUPNA<span class="_ _2"></span> K<span class="_ _2"></span>OSTNADER</span></div></div><div class="t m0 x86 h3f ydee ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _167"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x86 h32 ydef ff5 fs11 fc3 sc0 ls48 ws89">Upplupna personal<span class="_ _0"></span>relater<span class="_ _0"></span>ade k<span class="_ _0"></span>ostnader<span class="_ _1c"> </span><span class="ls2 ws2">2<span class="_ _15b"> </span>4</span></div><div class="t m0 x86 h32 ydf0 ff5 fs11 fc3 sc0 ls48 ws89">Övriga upplupna<span class="_ _0"></span> kostnader<span class="_ _33"> </span><span class="ls2 ws2">2<span class="_ _161"> </span>2</span></div><div class="t m0 x86 h2e ydf1 ff1 fs11 fc3 sc0 ls49 ws8a">Summa<span class="_ _13c"> </span><span class="ls2 ws2">4<span class="_ _73"> </span>6</span></div><div class="c xa yde4 wb h4d"><div class="t m0 x5 ha yde5 ff1 fs7 fc1 sc0 ls2 ws2">NO<span class="_ _0"></span>T<span class="_ _0"></span> 13<span class="_ _a9"> </span><span class="fc3">ST<span class="_ _2"></span>ÄLLDA<span class="_ _2"></span> SÄKERHETER</span></div></div><div class="t m0 xa h42 ydd3 ff2 fs11 fc3 sc0 ls2 ws2">T<span class="_ _1"></span>ext innan.</div><div class="t m0 x86 h3f ydf2 ff1 fs2b fc3 sc0 ls71 wsb1">MSEK<span class="_ _18f"> </span><span class="lsc4 ws11a">2023<span class="_ _e9"> </span>2<span class="_ _6"></span>022</span></div><div class="t m0 x86 h2e ydf3 ff1 fs11 fc3 sc0 ls64 wsa5">Ställda<span class="_ _2"></span> säkerheter</div><div class="t m0 x86 h32 ydf4 ff5 fs11 fc3 sc0 ls48 ws89">Avseende pens<span class="_ _0"></span>ionsförpliktelser<span class="_ _2"></span>,</div><div class="t m0 x86 h32 ydf5 ff5 fs11 fc3 sc0 ls48 ws89">Spärrade<span class="_ _0"></span> bankmedel<span class="_ _23d"> </span><span class="ls2 ws2">0<span class="_ _ac"> </span>0</span></div><div class="t m0 x86 h2e ydf6 ff1 fs11 fc3 sc0 ls49 ws8a">Summa ställda<span class="_ _0"></span> säkerheter<span class="_ _102"> </span><span class="ls2 ws2">0<span class="_ _ac"> </span>0</span></div><div class="t m0 xa h42 ydf7 ff2 fs11 fc3 sc0 ls2 ws2">För<span class="_ _0"></span> mer inf<span class="_ _0"></span>ormation se Koncernens No<span class="_ _0"></span>t 28.</div></div><div class="pi"></div></div><div id="pf40" class="pf w0 h0"><div class="pc pc40 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">64</div><div class="t m0 x90 h7 y3bb ff1 fs4 fc3 sc0 ls46 ws2">S<span class="_ _2"></span>tyr<span class="_ _0"></span>elsens f<span class="_ _2"></span>örsäkr<span class="_ _1"></span>an</div><div class="t m0 x6d hb ydf8 ff2 fs7 fc3 sc0 ls108 ws2">Styr<span class="_ _0"></span>elsen och <span class="_ _0"></span>VD försäkr<span class="_ _2"></span>ar att<span class="_ _0"></span> årsr<span class="_ _0"></span>edovisningen har<span class="_ _0"></span> upprätt<span class="_ _2"></span>ats i enlighet med god r<span class="_ _0"></span>edovisningssed och ger<span class="_ _1"></span> </div><div class="t m0 x48 hb ydf9 ff2 fs7 fc3 sc0 ls108 ws2">en rättvisande bild av<span class="_ _0"></span> för<span class="_ _2"></span>etagets ställning och r<span class="_ _2"></span>esultat sam<span class="_ _0"></span>t att<span class="_ _2"></span> förvaltningsber<span class="_ _0"></span>ättelsen ger<span class="_ _2"></span> en rättvisande<span class="_ _0"></span> </div><div class="t m0 x18 hb ydfa ff2 fs7 fc3 sc0 ls108 ws2">översikt<span class="_ _2"></span> över<span class="_ _0"></span> utvecklingen av f<span class="_ _2"></span>öretage<span class="_ _0"></span>ts verksamhet<span class="_ _2"></span>, ställning och r<span class="_ _0"></span>esultat<span class="_ _0"></span> och beskriver<span class="_ _2"></span> väsentliga risk<span class="_ _0"></span>er och<span class="_ _2"></span> </div><div class="t m0 x48 hb ydfb ff2 fs7 fc3 sc0 ls108 ws2">osäk<span class="_ _0"></span>erhetsf<span class="_ _0"></span>aktor<span class="_ _0"></span>er som f<span class="_ _2"></span>öretage<span class="_ _0"></span>t st<span class="_ _2"></span>år inf<span class="_ _0"></span>ör<span class="_ _2"></span>. Det f<span class="_ _2"></span>örsäkras vidar<span class="_ _2"></span>e att k<span class="_ _0"></span>oncernredo<span class="_ _0"></span>visningen har uppr<span class="_ _2"></span>ättats i<span class="_ _0"></span> </div><div class="t m0 x52 hb ydfc ff2 fs7 fc3 sc0 ls25 ws2">enlighet<span class="_ _0"></span> med de internationella r<span class="_ _2"></span>edovisningsstandar<span class="_ _0"></span>der som av<span class="_ _0"></span>ses i Eur<span class="_ _0"></span>opaparlamentet<span class="_ _0"></span>s och råde<span class="_ _0"></span>ts för<span class="_ _2"></span>ordning<span class="_ _0"></span> </div><div class="t m0 x48 hb ydfd ff2 fs7 fc3 sc0 ls108 ws2">(EG) nr<span class="_ _2"></span> 1606/202 av den 19 juli 2002 om tillämpning av int<span class="_ _0"></span>ernationella redo<span class="_ _0"></span>visningsstandar<span class="_ _0"></span>der<span class="_ _0"></span> och ger en<span class="_ _2"></span> </div><div class="t m0 x73 hb ydfe ff2 fs7 fc3 sc0 ls108 ws2">rättvisande bild av<span class="_ _0"></span> k<span class="_ _0"></span>oncernens ställning och r<span class="_ _0"></span>esultat<span class="_ _2"></span> samt beskriver<span class="_ _2"></span> väsentliga  <span class="_ _23e"></span>risk<span class="_ _0"></span>er och osäk<span class="_ _2"></span>erhetsfakt<span class="_ _0"></span>orer<span class="_ _1"></span> </div><div class="t m0 x10b hb ydff ff2 fs7 fc3 sc0 ls108 ws2">som de för<span class="_ _2"></span>etag som ingår<span class="_ _0"></span> i koncernen st<span class="_ _0"></span>år<span class="_ _0"></span> inför<span class="_ _1"></span>.</div><div class="t m0 x10c h54 ye00 ff20 fs7 fc3 sc0 ls2 ws2">St<span class="_ _0"></span>ockholm de<span class="_ _6"></span>n 12 april 20<span class="_ _2"></span>24</div><div class="t m0 x10d ha ye01 ff1 fs7 fc3 sc0 lsd wsd">Eniro Group A<span class="_ _0"></span>B (publ)</div><div class="t m0 xaf ha ye02 ff1 fs7 fc3 sc0 ls80 ws15d">F<span class="_ _0"></span>redric Forsman</div><div class="t m0 xda h21 ye03 ff5 fs7 fc3 sc0 ls109 ws15e">Styrelseordf<span class="_ _2"></span>örande</div><div class="t m0 x10e ha ye02 ff1 fs7 fc3 sc0 ls29 ws29">Mats Gabrielsson</div><div class="t m0 x5c h21 ye03 ff5 fs7 fc3 sc0 ls109 ws15e">Styrelseledamot</div><div class="t m0 x5f ha ye02 ff1 fs7 fc3 sc0 ls80 ws15d">F<span class="_ _0"></span>redrik Crafoord</div><div class="t m0 xa0 h21 ye03 ff5 fs7 fc3 sc0 ls109 ws15e">Styrelseledamot</div><div class="t m0 x10f ha ye04 ff1 fs7 fc3 sc0 ls29 ws29">Urban Hilding</div><div class="t m0 x110 h21 ye05 ff5 fs7 fc3 sc0 ls109 ws15e">Styrelseledamot</div><div class="t m0 x111 ha ye04 ff1 fs7 fc3 sc0 ls80 ws15d">Mia Batljan</div><div class="t m0 x112 h21 ye05 ff5 fs7 fc3 sc0 ls109 ws15e">Styrelseledamot</div><div class="t m0 x113 ha ye04 ff1 fs7 fc3 sc0 ls80 ws15d">Mattia<span class="_ _6"></span>s Magnusson</div><div class="t m0 x9f h21 ye05 ff5 fs7 fc3 sc0 ls10a ws15f">Ar<span class="_ _6"></span>b<span class="_ _6"></span>et<span class="_ _6"></span>s<span class="_ _6"></span>tag<span class="_ _6"></span>ar<span class="_ _6"></span>re<span class="_ _6"></span>pre<span class="_ _6"></span>se<span class="_ _6"></span>ntant</div><div class="t m0 x11 ha ye06 ff1 fs7 fc3 sc0 ls11 ws11">Hosni T<span class="_ _3"></span>eque-<span class="_ _6"></span>Omeirat</div><div class="t m0 x114 h21 ye07 ff5 fs7 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>er<span class="_ _6"></span>ks<span class="_ _6"></span>tällande direk<span class="_ _6"></span>tör och koncern<span class="_ _6"></span>chef</div><div class="t m0 x115 h54 ye08 ff20 fs7 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>år revisions<span class="_ _0"></span>berät<span class="_ _6"></span>telse har avgivits den 12 april 202<span class="_ _2"></span>4</div><div class="t m0 x10c h21 ye09 ff5 fs7 fc3 sc0 ls2 ws2">Grant Thornton Sweden AB</div><div class="t m0 x16 ha ye0a ff1 fs7 fc3 sc0 ls109 ws15e">Daniel Forsgren</div><div class="t m0 xed h21 ye0b ff5 fs7 fc3 sc0 ls109 ws15e">Auktoriserad r<span class="_ _2"></span>evisor</div></div><div class="pi"></div></div><div id="pf41" class="pf w0 h0"><div class="pc pc41 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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D8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCzwgAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAAyR64AAAACCSURBVADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAAAAAAHBW1V+TJO8/2778YeqSqfvtP5fa73+19aOSta2Hg/efldwv+/5cya2SsZ35AMWtP2TwdOVnAAAAAElFTkSuQmCC" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">65</div><div class="t m0 x8 h10 ye0c ff1 fs5 fc3 sc0 ls2 ws2">RAPPORT<span class="_ _2"></span> OM <span class="_ _0"></span>ÅRSREDOVISNINGEN OCH </div><div class="t m0 x8 h10 ye0d ff1 fs5 fc3 sc0 ls2 ws2">K<span class="_ _2"></span>ONCERNREDOVISNINGEN</div><div class="t m0 x8 h11 ye0e ff1 fs2 fc3 sc0 ls2 ws2">Uttalanden</div><div class="t m0 x8 h42 ye0f ff2 fs11 fc3 sc0 ls2 ws2">Vi har utf<span class="_ _0"></span>ört en r<span class="_ _0"></span>evision av årsr<span class="_ _0"></span>edovisningen och k<span class="_ _0"></span>oncernredovisningen f<span class="_ _0"></span>ör Enir<span class="_ _0"></span>o </div><div class="t m0 x8 h42 ye10 ff2 fs11 fc3 sc0 ls2 ws2">Group <span class="_ _0"></span>AB (publ) f<span class="_ _0"></span>ör år<span class="_ _0"></span> 2023 med undantag f<span class="_ _0"></span>ör bolagsstyrningsr<span class="_ _0"></span>apporten och </div><div class="t m0 x8 h42 ye11 ff2 fs11 fc3 sc0 ls2 ws2">hållbarhetsrapport<span class="_ _0"></span>en på sidorna 30 - 34 respektive 23 - 29<span class="_ _1"></span>.</div><div class="t m0 x8 h42 ye12 ff2 fs11 fc3 sc0 ls2 ws2">Bolagets årsr<span class="_ _0"></span>edovisning och koncernr<span class="_ _2"></span>edovisning ingår på sidorna 19 - 64 i detta </div><div class="t m0 x8 h42 ye13 ff2 fs11 fc3 sc0 ls2 ws2">dokument<span class="_ _0"></span>.</div><div class="t m0 x8 h42 ye14 ff2 fs11 fc3 sc0 ls2 ws2">Enligt v<span class="_ _0"></span>år uppf<span class="_ _0"></span>attning har årsr<span class="_ _2"></span>edovisningen upprättats i enlighet<span class="_ _2"></span> med årsre-</div><div class="t m0 x8 h42 ye15 ff2 fs11 fc3 sc0 ls2 ws2">dovisningslagen och ger en i alla <span class="_ _0"></span>väsentliga avseenden r<span class="_ _0"></span>ättvisande bild av </div><div class="t m0 x8 h42 ye16 ff2 fs11 fc3 sc0 ls2 ws2">moderbolagets finansiella ställning per<span class="_ _2"></span> den 31 december 2023 och av dess </div><div class="t m0 x8 h42 ye17 ff2 fs11 fc3 sc0 ls2 ws2">finansiella resultat<span class="_ _2"></span> och kassaﬂöde för<span class="_ _0"></span> året<span class="_ _2"></span> enligt årsredovisningslagen. K<span class="_ _2"></span>oncern-</div><div class="t m0 x8 h42 ye18 ff2 fs11 fc3 sc0 ls2 ws2">redovisningen har<span class="_ _2"></span> upprättats i enlighet<span class="_ _0"></span> med årsredovisningslagen och ger<span class="_ _2"></span> en i </div><div class="t m0 x8 h42 ye19 ff2 fs11 fc3 sc0 ls2 ws2">alla väsentliga avseenden r<span class="_ _2"></span>ättvisande bild av koncernens finansiella ställning per<span class="_ _0"></span> </div><div class="t m0 x8 h42 ye1a ff2 fs11 fc3 sc0 ls2 ws2">den 31 december 2023 och av dess finansiella r<span class="_ _2"></span>esultat och kassaﬂöde f<span class="_ _2"></span>ör året<span class="_ _0"></span> </div><div class="t m0 x8 h42 ye1b ff2 fs11 fc3 sc0 ls2 ws2">enligt Int<span class="_ _0"></span>ernational Financial Reporting St<span class="_ _0"></span>andards (IFRS), såsom de ant<span class="_ _0"></span>agits av </div><div class="t m0 x8 h42 ye1c ff2 fs11 fc3 sc0 ls2 ws2">EU och årsredo<span class="_ _0"></span>visningslagen. V<span class="_ _2"></span>åra uttalanden omf<span class="_ _0"></span>attar in<span class="_ _0"></span>te bolagsstyrningsrap-</div><div class="t m0 x8 h42 ye1d ff2 fs11 fc3 sc0 ls2 ws2">porten och hållbarhetsr<span class="_ _0"></span>apporten på sidorna 30 – 34 r<span class="_ _0"></span>espektive 23 - 29<span class="_ _2"></span>.</div><div class="t m0 x8 h42 ye1e ff2 fs11 fc3 sc0 ls2 ws2">Förvaltningsber<span class="_ _0"></span>ättelsen är<span class="_ _0"></span> för<span class="_ _0"></span>enlig med årsredovisningens och k<span class="_ _2"></span>oncernredovis-</div><div class="t m0 x8 h42 ye1f ff2 fs11 fc3 sc0 ls2 ws2">ningens övriga delar<span class="_ _2"></span>.</div><div class="t m0 x8 h42 ye20 ff2 fs11 fc3 sc0 ls2 ws2">Vi tillstyrker<span class="_ _2"></span> därför att<span class="_ _0"></span> bolagsstämman fastst<span class="_ _0"></span>äller r<span class="_ _0"></span>esultatr<span class="_ _0"></span>äkningen och balans-</div><div class="t m0 x8 h42 ye21 ff2 fs11 fc3 sc0 ls2 ws2">räkningen f<span class="_ _0"></span>ör moderbolaget<span class="_ _2"></span> och för k<span class="_ _0"></span>oncernen.</div><div class="t m0 x8 h42 ye22 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>åra uttalanden i denna rapport<span class="_ _0"></span> om årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisningen </div><div class="t m0 x8 h42 ye23 ff2 fs11 fc3 sc0 ls2 ws2">är f<span class="_ _0"></span>örenliga med innehållet<span class="_ _2"></span> i den kompletter<span class="_ _0"></span>ande rapport<span class="_ _0"></span> som har öv<span class="_ _0"></span>erlämnats </div><div class="t m0 x8 h42 ye24 ff2 fs11 fc3 sc0 ls2 ws2">till moderbolagets styrelse i enlighe<span class="_ _0"></span>t med r<span class="_ _0"></span>evisorsför<span class="_ _2"></span>ordningens (537<span class="_ _2"></span>/2014/EU) </div><div class="t m0 x8 h42 ye25 ff2 fs11 fc3 sc0 ls2 ws2">artikel 11.</div><div class="t m0 x8 h11 ye26 ff1 fs2 fc3 sc0 ls2 ws2">Grund för<span class="_ _0"></span> uttalanden </div><div class="t m0 x8 h42 ye27 ff2 fs11 fc3 sc0 ls2 ws2">Vi har utf<span class="_ _0"></span>ört r<span class="_ _0"></span>evisionen enligt In<span class="_ _0"></span>ternational Standar<span class="_ _2"></span>ds on Auditing (ISA) och god </div><div class="t m0 x8 h42 ye28 ff2 fs11 fc3 sc0 ls2 ws2">revisionssed i S<span class="_ _0"></span>verige. V<span class="_ _2"></span>årt ansvar<span class="_ _2"></span> enligt dessa standarder<span class="_ _2"></span> beskrivs närmare i </div><div class="t m0 x8 h42 ye29 ff2 fs11 fc3 sc0 ls2 ws2">avsnittet<span class="_ _2"></span> Revisorns ansvar<span class="_ _2"></span>. Vi är ober<span class="_ _0"></span>oende i förhållande till moderbolage<span class="_ _0"></span>t och </div><div class="t m0 x8 h42 ye2a ff2 fs11 fc3 sc0 ls2 ws2">koncernen enligt<span class="_ _2"></span> god revisorssed i Sverige och har<span class="_ _0"></span> i övrigt fullgjort<span class="_ _2"></span> vårt yrk<span class="_ _0"></span>esetis-</div><div class="t m0 x8 h42 ye2b ff2 fs11 fc3 sc0 ls2 ws2">ka ansv<span class="_ _0"></span>ar enligt<span class="_ _0"></span> dessa krav<span class="_ _2"></span>. </div><div class="t m0 x8 h42 ye2c ff2 fs11 fc3 sc0 ls2 ws2">Detta innef<span class="_ _0"></span>attar<span class="_ _0"></span> att, baser<span class="_ _0"></span>at på v<span class="_ _0"></span>år bästa kunsk<span class="_ _2"></span>ap och övertygelse, inga för<span class="_ _2"></span>-</div><div class="t m0 x8 h42 ye2d ff2 fs11 fc3 sc0 ls2 ws2">bjudna tjänster<span class="_ _0"></span> som avses i re<span class="_ _0"></span>visorsför<span class="_ _0"></span>ordningens (537<span class="_ _1"></span>/2014/EU) artikel 5.1 har<span class="_ _2"></span> </div><div class="t m0 x8 h42 ye2e ff2 fs11 fc3 sc0 ls2 ws2">tillhandahållits det gr<span class="_ _2"></span>anskade bolaget eller<span class="_ _2"></span>, i för<span class="_ _0"></span>ekommande f<span class="_ _0"></span>all, dess moderfö-</div><div class="t m0 x8 h42 ye2f ff2 fs11 fc3 sc0 ls2 ws2">ret<span class="_ _0"></span>ag eller dess k<span class="_ _2"></span>ontrollerade för<span class="_ _2"></span>etag inom EU.</div><div class="t m0 x8 h42 ye30 ff2 fs11 fc3 sc0 ls2 ws2">Vi anser att<span class="_ _0"></span> de revisionsbe<span class="_ _0"></span>vis vi har inhäm<span class="_ _0"></span>tat är<span class="_ _2"></span> tillräckliga och ändamålsenliga </div><div class="t m0 x8 h42 ye31 ff2 fs11 fc3 sc0 ls2 ws2">som grund för<span class="_ _0"></span> vår<span class="_ _0"></span>a uttalanden.</div><div class="t m0 x8 h7 ye32 ff1 fs4 fc3 sc0 ls46 ws86">R<span class="_ _28"></span>e<span class="_ _2"></span>visionsber<span class="_ _2"></span>ätt<span class="_ _0"></span>else</div><div class="t m0 x8 h10 ye33 ff1 fs5 fc3 sc0 ls2 ws2">Till bolagsstämman i Enir<span class="_ _0"></span>o Group <span class="_ _2"></span>AB (publ.)</div><div class="t m0 x8 h10 ye34 ff1 fs5 fc3 sc0 ls2 ws2">Org.nr<span class="_ _1"></span>. 556588-0936</div><div class="t m0 xa h11 ye35 ff1 fs2 fc3 sc0 ls2 ws2">Särskilt bety<span class="_ _0"></span>delsefulla områden</div><div class="t m0 xa h42 ye36 ff2 fs11 fc3 sc0 ls2 ws2">Särskilt be<span class="_ _0"></span>tydelsefulla områden f<span class="_ _0"></span>ör r<span class="_ _2"></span>evisionen är de områden som enligt<span class="_ _0"></span> vår<span class="_ _0"></span> </div><div class="t m0 xa h42 ye37 ff2 fs11 fc3 sc0 ls2 ws2">prof<span class="_ _2"></span>essionella bedömning var de mest be<span class="_ _0"></span>tydelsefulla för<span class="_ _2"></span> revisionen av årsredo-</div><div class="t m0 xa h42 ye38 ff2 fs11 fc3 sc0 ls2 ws2">visningen och koncernr<span class="_ _2"></span>edovisningen för den aktuella perioden, och innef<span class="_ _0"></span>attar </div><div class="t m0 xa h42 ye39 ff2 fs11 fc3 sc0 ls2 ws2">bland annat de viktigast<span class="_ _0"></span>e bedömda riskerna f<span class="_ _0"></span>ör v<span class="_ _0"></span>äsentliga felaktighet<span class="_ _0"></span>er<span class="_ _2"></span>. Dessa </div><div class="t m0 xa h42 ye3a ff2 fs11 fc3 sc0 ls2 ws2">områden behandlades inom r<span class="_ _0"></span>amen för<span class="_ _0"></span> revisionen av<span class="_ _2"></span>, och i vårt st<span class="_ _0"></span>ällningstagan-</div><div class="t m0 xa h42 ye3b ff2 fs11 fc3 sc0 ls2 ws2">de till, årsr<span class="_ _0"></span>edovisningen och koncernr<span class="_ _2"></span>edovisningen som helhet, men vi gör<span class="_ _0"></span> inga </div><div class="t m0 xa h42 ye3c ff2 fs11 fc3 sc0 ls2 ws2">separata utt<span class="_ _0"></span>alanden om dessa områden. </div><div class="t m0 xa h11 ye3d ff1 fs2 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>ärdering av immateriella tillgångar<span class="_ _2"></span> och aktier i dotterbolag</div><div class="t m0 xa h42 ye3e ff2 fs11 fc3 sc0 ls2 ws2">Vi har bedömt<span class="_ _2"></span> värderingen av immateriella <span class="_ _0"></span>tillgångar i k<span class="_ _0"></span>oncernen och aktier i </div><div class="t m0 xa h42 ye3f ff2 fs11 fc3 sc0 ls2 ws2">dotterbolag i moderbolaget<span class="_ _2"></span> som ett särskilt bety<span class="_ _0"></span>delsefullt omr<span class="_ _2"></span>åde då balanspos-</div><div class="t m0 xa h42 ye40 ff2 fs11 fc3 sc0 ls2 ws2">terna uppgår<span class="_ _0"></span> till väsentliga belopp och v<span class="_ _0"></span>ärderingen är<span class="_ _0"></span> beroende av ledningens </div><div class="t m0 xa h42 ye41 ff2 fs11 fc3 sc0 ls2 ws2">bedömningar av do<span class="_ _0"></span>tterbolagens fram<span class="_ _0"></span>tida utveckling.</div><div class="t m0 xa h42 ye42 ff2 fs11 fc3 sc0 ls2 ws2">I koncernens balansr<span class="_ _2"></span>äkning utgör 537 miljoner kr<span class="_ _2"></span>onor immateriella anläggnings-</div><div class="t m0 xa h42 ye43 ff2 fs11 fc3 sc0 ls2 ws2">tillgångar<span class="_ _2"></span>. I moderbolagets balansräkning utgör<span class="_ _0"></span> 323 miljoner kr<span class="_ _0"></span>onor aktier<span class="_ _2"></span> i dot-</div><div class="t m0 xa h42 ye44 ff2 fs11 fc3 sc0 ls2 ws2">terbolag. Se redo<span class="_ _0"></span>visningsprinciper på sidorna 41 - 42 sam<span class="_ _0"></span>t viktiga uppsk<span class="_ _2"></span>attningar </div><div class="t m0 xa h42 ye45 ff2 fs11 fc3 sc0 ls2 ws2">och bedömningar i not<span class="_ _2"></span> 7 för k<span class="_ _0"></span>oncernen (Immateriella anläggningstillgångar) </div><div class="t m0 xa h42 ye46 ff2 fs11 fc3 sc0 ls2 ws2">samt no<span class="_ _0"></span>t 5 för<span class="_ _2"></span> moderbolaget (<span class="_ _0"></span>aktier och andelar<span class="_ _0"></span> i koncern<span class="_ _0"></span>före<span class="_ _0"></span>tag). <span class="_ _0"></span>V<span class="_ _2"></span>år revision </div><div class="t m0 xa h42 ye47 ff2 fs11 fc3 sc0 ls2 ws2">har till e<span class="_ _0"></span>xempel omf<span class="_ _0"></span>attat f<span class="_ _2"></span>öljande granskningsåtgärder<span class="_ _2"></span> men inte varit begr<span class="_ _0"></span>änsad </div><div class="t m0 xa h42 ye48 ff2 fs11 fc3 sc0 ls2 ws2">till dessa:</div><div class="t m0 xa h42 ye49 ff2 fs11 fc3 sc0 ls2 ws2">Vi har med hjälp av <span class="_ _0"></span>våra <span class="_ _0"></span>värderingse<span class="_ _0"></span>xperter utv<span class="_ _0"></span>ärder<span class="_ _0"></span>at den v<span class="_ _0"></span>ärderingsmodell </div><div class="t m0 xa h42 ye4a ff2 fs11 fc3 sc0 ls2 ws2">som använts sam<span class="_ _0"></span>t utmanat<span class="_ _0"></span> de väsentliga ant<span class="_ _0"></span>aganden som före<span class="_ _0"></span>tagsledningen </div><div class="t m0 xa h42 ye4b ff2 fs11 fc3 sc0 ls2 ws2">gjort vid nedskrivnings<span class="_ _0"></span>-prövningen inklusive disk<span class="_ _2"></span>onteringsränt<span class="_ _0"></span>an (WA<span class="_ _0"></span>CC).</div><div class="t m0 xa h42 ye4c ff2 fs11 fc3 sc0 ls2 ws2">Vi har bedömt<span class="_ _2"></span> rimligheten i de budgetar och pr<span class="_ _2"></span>ognoser som för<span class="_ _0"></span>etagsledning-</div><div class="t m0 xa h42 ye4d ff2 fs11 fc3 sc0 ls2 ws2">en tagit<span class="_ _0"></span> fram och som godk<span class="_ _0"></span>änts av styr<span class="_ _0"></span>elsen genom att utvär<span class="_ _2"></span>dera dessa mot </div><div class="t m0 xa h42 ye4e ff2 fs11 fc3 sc0 ls2 ws2">historiskt utf<span class="_ _2"></span>all. </div><div class="t m0 xa h42 ye4f ff2 fs11 fc3 sc0 ls2 ws2">Vi har gr<span class="_ _0"></span>anskat<span class="_ _2"></span> av att de tillämpade redo<span class="_ _0"></span>visningsprinciperna är i öv<span class="_ _0"></span>erensstäm-</div><div class="t m0 xa h42 ye50 ff2 fs11 fc3 sc0 ls2 ws2">melse med årsredo<span class="_ _0"></span>visningslagen och IFRS samt att<span class="_ _0"></span> de lämnade upplysningar i </div><div class="t m0 xa h42 ye51 ff2 fs11 fc3 sc0 ls2 ws2">årsredo<span class="_ _0"></span>visningen gällande de antaganden som har<span class="_ _0"></span> mest påverk<span class="_ _2"></span>an på utfallet av </div><div class="t m0 xa h42 ye52 ff2 fs11 fc3 sc0 ls2 ws2">nedskrivningsprövningarna. </div><div class="t m0 xa h11 ye53 ff1 fs2 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>edovisning av intäkt<span class="_ _0"></span>er</div><div class="t m0 xa h42 ye54 ff2 fs11 fc3 sc0 ls3d ws2">Eniros int<span class="_ _0"></span>äkter best<span class="_ _0"></span>år av<span class="_ _0"></span> en stor mängd <span class="_ _0"></span>transaktioner<span class="_ _2"></span>. Abonnemangstjänster<span class="_ _2"></span> erhåller </div><div class="t m0 xa h42 ye55 ff2 fs11 fc3 sc0 ls3d ws2">kunden löpande under avt<span class="_ _0"></span>alstiden och de intäktsr<span class="_ _0"></span>edovisas linjärt då k<span class="_ _2"></span>ontrollen </div><div class="t m0 xa h42 ye56 ff2 fs11 fc3 sc0 ls3d ws2">överför<span class="_ _0"></span>s till kunden löpande. Intäkt<span class="_ _0"></span>er som int<span class="_ _0"></span>e erbjuds i abonnemangsform intäkts<span class="_ _0"></span><span class="ls2">-</span></div><div class="t m0 xa h42 ye57 ff2 fs11 fc3 sc0 ls3d ws2">redovisas <span class="_ _0"></span>vanligen i den period då tjänsterna lev<span class="_ _0"></span>erer<span class="_ _0"></span>as. Eniro periodiser<span class="_ _0"></span>ar även kun<span class="ls2">-</span></div><div class="t m0 xa h42 ye58 ff2 fs11 fc3 sc0 ls3d ws2">danskaffningsk<span class="_ _2"></span>ostnader över<span class="_ _0"></span> den bedömda tid kundrelationen v<span class="_ _0"></span>arar<span class="_ _2"></span>. För <span class="_ _0"></span>ytterligare </div><div class="t m0 xa h42 ye59 ff2 fs11 fc3 sc0 ls3d ws2">information hänvisas <span class="_ _0"></span>till not 3 (in<span class="_ _0"></span>täkter<span class="_ _0"></span> från avtal med kunder<span class="_ _2"></span>), koncernens redo<span class="ls2">-</span></div><div class="t m0 xa h42 ye5a ff2 fs11 fc3 sc0 ls3d ws2">visningsprinciper på sidorna 41 - 42 i år<span class="_ _0"></span>sredovisningen.  <span class="_ _2"></span>Vår<span class="_ _0"></span> revision har<span class="_ _2"></span> till exempel </div><div class="t m0 xa h42 ye5b ff2 fs11 fc3 sc0 ls3d ws2">omfattat<span class="_ _2"></span> följande granskningsåtgär<span class="_ _0"></span>der<span class="_ _2"></span>, men har inte varit<span class="_ _2"></span> begränsade till dessa: </div><div class="t m0 xa h42 ye5c ff2 fs11 fc3 sc0 ls2 ws2">Vi har utvär<span class="_ _2"></span>derat utformningen av<span class="_ _0"></span> bolagets processer<span class="_ _2"></span> för att<span class="_ _0"></span> säkerst<span class="_ _0"></span>älla en </div><div class="t m0 xa h42 ye5d ff2 fs11 fc3 sc0 ls2 ws2">korr<span class="_ _2"></span>ekt intäktsredo<span class="_ _0"></span>visning och stickprov<span class="_ _0"></span>svis testat<span class="_ _2"></span> att Eniro periodiserar<span class="_ _2"></span> intäkterna </div><div class="t m0 xa h42 ye5e ff2 fs11 fc3 sc0 ls2 ws2">över<span class="_ _0"></span> kontr<span class="_ _2"></span>aktets löptid. </div></div><div class="pi"></div></div><div id="pf42" class="pf w0 h0"><div class="pc pc42 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">66</div><div class="t m0 x1 h42 ye5f ff2 fs11 fc3 sc0 ls2 ws2">Vi har utvär<span class="_ _2"></span>derat för<span class="_ _2"></span>etagets redovisningsprinciper<span class="_ _2"></span> för int<span class="_ _0"></span>äktsredovisning och </div><div class="t m0 x1 h42 ye60 ff2 fs11 fc3 sc0 ls2 ws2">utvärder<span class="_ _2"></span>at bolagets processer<span class="_ _2"></span> och interna kontr<span class="_ _0"></span>oll associerade med int<span class="_ _0"></span>äktsredo-</div><div class="t m0 x1 h42 ye61 ff2 fs11 fc3 sc0 ls2 ws2">visningen, vilke<span class="_ _0"></span>t även inkluder<span class="_ _2"></span>ar IT sy<span class="_ _0"></span>stemen som används. </div><div class="t m0 x1 h42 ye62 ff2 fs11 fc3 sc0 ls3d ws2">Vi gransk<span class="_ _2"></span>ade säkerhetskontr<span class="_ _2"></span>oller i redovisningssy<span class="_ _0"></span>stemet<span class="_ _0"></span> med hjälp av vår<span class="_ _0"></span>a IT<span class="_ _0"></span> reviso<span class="ls2">-</span></div><div class="t m0 x1 h42 ye63 ff2 fs11 fc3 sc0 ls3d ws2">rer<span class="_ _0"></span> och stickprov<span class="_ _0"></span>svis test<span class="_ _0"></span>at att<span class="_ _0"></span> Eniro periodiser<span class="_ _0"></span>ar int<span class="_ _0"></span>äkterna över<span class="_ _2"></span> kontrakt<span class="_ _0"></span>ets löptid.</div><div class="t m0 x1 h42 ye64 ff2 fs11 fc3 sc0 ls2 ws2">Vi har gr<span class="_ _0"></span>anskat<span class="_ _2"></span> redovisade intäkter<span class="_ _2"></span> under räk<span class="_ _0"></span>enskapsår<span class="_ _2"></span>et genom avstämning av </div><div class="t m0 x1 h42 ye65 ff2 fs11 fc3 sc0 ls2 ws2">transaktioner<span class="_ _0"></span> i CRM system mo<span class="_ _0"></span>t r<span class="_ _0"></span>edovisning. </div><div class="t m0 x1 h42 ye66 ff2 fs11 fc3 sc0 ls2 ws2">Vi har stickpr<span class="_ _0"></span>ovsvis k<span class="_ _2"></span>ontrollerat<span class="_ _0"></span> att ingående par<span class="_ _0"></span>ametrar<span class="_ _2"></span> i beräkningar öv<span class="_ _0"></span>erens-</div><div class="t m0 x1 h42 ye67 ff2 fs11 fc3 sc0 ls2 ws2">stämmer<span class="_ _0"></span> med tecknade kundavtal. </div><div class="t m0 x1 h42 ye68 ff2 fs11 fc3 sc0 ls2 ws2">Vi har bedömt<span class="_ _2"></span> rimligheten i före<span class="_ _0"></span>tagsledningens bedömningar om hur<span class="_ _2"></span> länge en </div><div class="t m0 x1 h42 ye69 ff2 fs11 fc3 sc0 ls2 ws2">kundrelation bedöms v<span class="_ _0"></span>ara.  </div><div class="t m0 x1 h42 ye6a ff2 fs11 fc3 sc0 ls2 ws2">Vi har gr<span class="_ _0"></span>anskat<span class="_ _2"></span> att intäktsredo<span class="_ _0"></span>visningen är i ö<span class="_ _0"></span>verensst<span class="_ _0"></span>ämmelse med reglerna i </div><div class="t m0 x1 h42 ye6b ff2 fs11 fc3 sc0 ls2 ws2">IFRS och att lämnade upplysningar<span class="_ _2"></span> i årsredovisningen i allt <span class="_ _0"></span>väsentligt upp<span class="_ _0"></span>fyller </div><div class="t m0 x1 h42 ye6c ff2 fs11 fc3 sc0 ls2 ws2">kraven enligt<span class="_ _2"></span> IFRS.</div><div class="t m0 x1 h11 ye6d ff1 fs2 fc3 sc0 ls2 ws2">Annan information än årsr<span class="_ _0"></span>edovisningen och </div><div class="t m0 x1 h11 ye6e ff1 fs2 fc3 sc0 ls2 ws2">koncernr<span class="_ _0"></span>edovisningen</div><div class="t m0 x1 h42 ye6f ff2 fs11 fc3 sc0 ls15 ws2">Detta dokument<span class="_ _2"></span> innehåller även annan information än årsr<span class="_ _2"></span>edovisningen och kon<span class="ls2">-</span></div><div class="t m0 x1 h42 ye70 ff2 fs11 fc3 sc0 ls3d ws2">cernredovisningen och åt<span class="_ _0"></span>erfinns på sidorna 1–18, 23-<span class="_ _2"></span>29, 35 samt<span class="_ _2"></span> 69-75. De<span class="_ _0"></span>t är<span class="_ _0"></span> styrel<span class="ls2">-</span></div><div class="t m0 x1 h42 ye71 ff2 fs11 fc3 sc0 ls15 ws2">sen och <span class="_ _0"></span>verkställande dir<span class="_ _0"></span>ektören som har<span class="_ _2"></span> ansvaret<span class="_ _0"></span> för<span class="_ _0"></span> denna andra inf<span class="_ _0"></span>ormation.</div><div class="t m0 x1 h42 ye72 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>årt uttalande avseende årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _2"></span>edovisningen omfattar </div><div class="t m0 x1 h42 ye73 ff2 fs11 fc3 sc0 ls2 ws2">inte denna inf<span class="_ _0"></span>ormation och vi gör inge<span class="_ _0"></span>t uttalande med bestyrk<span class="_ _2"></span>ande avseende </div><div class="t m0 x1 h42 ye74 ff2 fs11 fc3 sc0 ls2 ws2">denna andra inf<span class="_ _0"></span>ormation.</div><div class="t m0 x1 h42 ye75 ff2 fs11 fc3 sc0 ls2 ws2">I samband med vår<span class="_ _0"></span> revision av<span class="_ _0"></span> årsredovisningen och k<span class="_ _2"></span>oncernredovisningen är </div><div class="t m0 x1 h42 ye76 ff2 fs11 fc3 sc0 ls2 ws2">det <span class="_ _0"></span>vårt ansv<span class="_ _0"></span>ar att<span class="_ _0"></span> läsa den information som identifier<span class="_ _2"></span>as ovan och överväga om </div><div class="t m0 x1 h42 ye77 ff2 fs11 fc3 sc0 ls2 ws2">informationen i v<span class="_ _0"></span>äsentlig utsträckning är<span class="_ _2"></span> oförenlig med årsr<span class="_ _2"></span>edovisningen och </div><div class="t m0 x1 h42 ye78 ff2 fs11 fc3 sc0 ls2 ws2">koncernr<span class="_ _2"></span>edovisningen. Vid denna genomgång beaktar <span class="_ _0"></span>vi även den kunskap <span class="_ _0"></span>vi i </div><div class="t m0 x1 h42 ye79 ff2 fs11 fc3 sc0 ls2 ws2">övrigt inhäm<span class="_ _0"></span>tat under<span class="_ _2"></span> revisionen samt bedömer<span class="_ _2"></span> om informationen i övrigt v<span class="_ _0"></span>erkar<span class="_ _2"></span> </div><div class="t m0 x1 h42 ye7a ff2 fs11 fc3 sc0 ls2 ws97">innehålla väsentliga felaktighet<span class="_ _0"></span>er<span class="_ _2"></span>.</div><div class="t m0 x1 h42 ye7b ff2 fs11 fc3 sc0 ls2 ws2">Om vi, baserat<span class="_ _2"></span> på det arbete som har<span class="_ _0"></span> utförts avseende denna inf<span class="_ _2"></span>ormation, drar </div><div class="t m0 x1 h42 ye7c ff2 fs11 fc3 sc0 ls2 ws2">slutsatsen att den andr<span class="_ _2"></span>a informationen innehåller en väsen<span class="_ _0"></span>tlig felaktighet<span class="_ _2"></span>, är vi </div><div class="t m0 x1 h42 ye7d ff2 fs11 fc3 sc0 ls2 ws2">skyldiga att r<span class="_ _0"></span>apportera de<span class="_ _0"></span>tta. <span class="_ _0"></span>Vi har inget<span class="_ _2"></span> att rapporter<span class="_ _0"></span>a i det av<span class="_ _0"></span>seendet.</div><div class="t m0 x1 h11 ye7e ff1 fs2 fc3 sc0 ls2 ws2">Styrelsens och v<span class="_ _0"></span>erkställande direkt<span class="_ _0"></span>örens ansvar</div><div class="t m0 x1 h42 ye7f ff2 fs11 fc3 sc0 ls2 ws2">Det är<span class="_ _2"></span> styrelsen och verkställande dir<span class="_ _0"></span>ektör<span class="_ _0"></span>en som har ansvar<span class="_ _2"></span>et för<span class="_ _0"></span> att årsr<span class="_ _2"></span>edovis-</div><div class="t m0 x1 h42 ye80 ff2 fs11 fc3 sc0 ls2 ws2">ningen och koncernr<span class="_ _2"></span>edovisningen upprättas och att de ger<span class="_ _2"></span> en rättvisande bild </div><div class="t m0 x1 h42 ye81 ff2 fs11 fc3 sc0 ls2 ws2">enligt årsr<span class="_ _2"></span>edovisningslagen och, vad gäller k<span class="_ _0"></span>oncernredovisningen, enligt<span class="_ _2"></span> IFRS så </div><div class="t m0 x1 h42 ye82 ff2 fs11 fc3 sc0 ls2 ws2">som de antagits av EU<span class="_ _2"></span>. Styrelsen och verkst<span class="_ _0"></span>ällande direktör<span class="_ _2"></span>en ansvarar äv<span class="_ _0"></span>en för<span class="_ _0"></span> </div><div class="t m0 x1 h42 ye83 ff2 fs11 fc3 sc0 ls2 ws2">den interna k<span class="_ _0"></span>ontroll som de bedömer<span class="_ _2"></span> är nödvändig för<span class="_ _2"></span> att upprätta en årsr<span class="_ _2"></span>edo-</div><div class="t m0 x1 h42 ye84 ff2 fs11 fc3 sc0 ls2 ws2">visning och koncernr<span class="_ _2"></span>edovisning som inte innehåller någr<span class="_ _0"></span>a väsentliga f<span class="_ _0"></span>elaktighe-</div><div class="t m0 x1 h42 ye85 ff2 fs11 fc3 sc0 ls2 ws2">ter<span class="_ _2"></span>, vare sig dessa ber<span class="_ _0"></span>or på oegentlighe<span class="_ _0"></span>ter eller<span class="_ _2"></span> misstag.</div><div class="t m0 x1 h42 ye86 ff2 fs11 fc3 sc0 ls2 ws2">Vid upprättande<span class="_ _0"></span>t av årsr<span class="_ _2"></span>edovisningen och koncernredo<span class="_ _0"></span>visningen ansvarar<span class="_ _2"></span> styrel-</div><div class="t m0 x1 h42 ye87 ff2 fs11 fc3 sc0 ls2 ws2">sen och verkställande dir<span class="_ _2"></span>ektören för<span class="_ _0"></span> bedömningen av bolagets och k<span class="_ _0"></span>oncernens </div><div class="t m0 x1 h42 ye88 ff2 fs11 fc3 sc0 ls2 ws2">förmåga att<span class="_ _0"></span> fortsätta <span class="_ _0"></span>verksamheten. De upplyser<span class="_ _2"></span>, när så är<span class="_ _2"></span> tillämpligt, om förhål-</div><div class="t m0 x1 h42 ye89 ff2 fs11 fc3 sc0 ls2 ws2">landen som kan påverk<span class="_ _2"></span>a förmågan att fort<span class="_ _0"></span>sätta verksamhet<span class="_ _0"></span>en och att anv<span class="_ _0"></span>ända </div><div class="t m0 x1 h42 ye8a ff2 fs11 fc3 sc0 ls2 ws2">antagandet<span class="_ _2"></span> om fortsatt drift<span class="_ _0"></span>. Ant<span class="_ _0"></span>agandet om f<span class="_ _0"></span>ortsatt drift<span class="_ _2"></span> tillämpas dock inte om </div><div class="t m0 x1 h42 ye8b ff2 fs11 fc3 sc0 ls2 ws2">styrelsen och v<span class="_ _0"></span>erkställande direkt<span class="_ _0"></span>ören avser<span class="_ _2"></span> att likvidera bolaget<span class="_ _2"></span>, upphöra med </div><div class="t m0 x1 h42 ye8c ff2 fs11 fc3 sc0 ls2 ws2">verksamheten eller<span class="_ _2"></span> inte har något<span class="_ _0"></span> realistiskt<span class="_ _0"></span> alternativ till att<span class="_ _2"></span> göra något av de<span class="_ _0"></span>tta.</div><div class="t m0 x1 h11 ye8d ff1 fs2 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>evisorns ansv<span class="_ _0"></span>ar</div><div class="t m0 x1 h42 ye8e ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>åra mål är att uppnå en rimlig gr<span class="_ _2"></span>ad av säkerhet<span class="_ _0"></span> om huruvida årsredovis<span class="_ _0"></span>-</div><div class="t m0 x1 h42 ye8f ff2 fs11 fc3 sc0 ls2 ws2">ningen och koncernr<span class="_ _2"></span>edovisningen som helhet inte innehåller<span class="_ _0"></span> några v<span class="_ _0"></span>äsentliga </div><div class="t m0 x1 h42 ye90 ff2 fs11 fc3 sc0 ls2 ws2">felaktighet<span class="_ _0"></span>er<span class="_ _0"></span>, var<span class="_ _0"></span>e sig dessa beror<span class="_ _0"></span> på oegentligheter<span class="_ _2"></span> eller misstag, och att lämna </div><div class="t m0 x1 h42 ye91 ff2 fs11 fc3 sc0 ls2 ws2">en revisionsber<span class="_ _2"></span>ättelse som innehåller vår<span class="_ _0"></span>a uttalanden. Rimlig säk<span class="_ _0"></span>erhet är<span class="_ _2"></span> en hög </div><div class="t m0 x1 h42 ye92 ff2 fs11 fc3 sc0 ls2 ws2">grad av säk<span class="_ _2"></span>erhet, men är ingen gar<span class="_ _2"></span>anti för att<span class="_ _0"></span> en revision som utf<span class="_ _0"></span>örs enligt IS<span class="_ _0"></span>A </div><div class="t m0 x1 h42 ye93 ff2 fs11 fc3 sc0 ls2 ws2">och god revisionssed i S<span class="_ _0"></span>verige alltid kommer<span class="_ _2"></span> att upptäck<span class="_ _0"></span>a en väsentlig f<span class="_ _0"></span>elak<span class="_ _2"></span>-</div><div class="t m0 x1 h42 ye94 ff2 fs11 fc3 sc0 ls2 ws2">tighet om en sådan finns. F<span class="_ _0"></span>elaktigheter<span class="_ _0"></span> kan uppst<span class="_ _0"></span>å på grund av oegentligheter<span class="_ _2"></span> </div><div class="t m0 x1 h42 ye95 ff2 fs11 fc3 sc0 ls2 ws2">eller misst<span class="_ _0"></span>ag och anses vara <span class="_ _0"></span>väsentliga om de enskilt<span class="_ _0"></span> eller tillsammans rimligen </div><div class="t m0 x1 h42 ye96 ff2 fs11 fc3 sc0 ls2 ws2">kan f<span class="_ _0"></span>örväntas påv<span class="_ _0"></span>erka de ek<span class="_ _0"></span>onomiska beslut<span class="_ _2"></span> som användare fatt<span class="_ _0"></span>ar med grund i </div><div class="t m0 x1 h42 ye97 ff2 fs11 fc3 sc0 ls2 ws2">årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisningen.</div><div class="t m0 x24 h42 ye98 ff2 fs11 fc3 sc0 ls2 ws2">Som del av en re<span class="_ _0"></span>vision enligt ISA<span class="_ _2"></span> använder vi pr<span class="_ _0"></span>ofessionellt<span class="_ _0"></span> omdöme och har en </div><div class="t m0 x24 h42 ye99 ff2 fs11 fc3 sc0 ls2 ws2">prof<span class="_ _2"></span>essionellt skeptisk<span class="_ _0"></span> inställning under hela r<span class="_ _2"></span>evisionen. Dessutom:</div><div class="t m0 x24 h42 ye9a ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>identifierar<span class="_ _0"></span> och bedömer vi risk<span class="_ _2"></span>erna för v<span class="_ _0"></span>äsentliga felaktighet<span class="_ _0"></span>er i årsr<span class="_ _0"></span>edovis-</div><div class="t m0 xcd h42 ye9b ff2 fs11 fc3 sc0 ls2 ws2">ningen och koncernr<span class="_ _2"></span>edovisningen, vare sig dessa beror<span class="_ _2"></span> på oegentligheter </div><div class="t m0 xcd h42 ye9c ff2 fs11 fc3 sc0 ls2 ws2">eller misst<span class="_ _0"></span>ag, utformar<span class="_ _0"></span> och utför gr<span class="_ _2"></span>anskningsåtgärder bland annat<span class="_ _2"></span> utifrån </div><div class="t m0 xcd h42 ye9d ff2 fs11 fc3 sc0 ls2 ws2">dessa risker<span class="_ _2"></span> och inhämtar re<span class="_ _0"></span>visionsbevis som är <span class="_ _0"></span>tillräckliga och ända-</div><div class="t m0 xcd h42 ye9e ff2 fs11 fc3 sc0 ls2 ws2">målsenliga för<span class="_ _0"></span> att utgör<span class="_ _2"></span>a en grund för vår<span class="_ _2"></span>a uttalanden. Risken för<span class="_ _2"></span> att inte </div><div class="t m0 xcd h42 ye9f ff2 fs11 fc3 sc0 ls2 ws2">upptäck<span class="_ _2"></span>a en väsentlig felaktighet <span class="_ _0"></span>till följd av oegentlighe<span class="_ _0"></span>ter är<span class="_ _2"></span> högre än för<span class="_ _0"></span> </div><div class="t m0 xcd h42 yea0 ff2 fs11 fc3 sc0 ls2 ws2">en väsentlig f<span class="_ _0"></span>elaktighet som ber<span class="_ _2"></span>or på misstag, eftersom oegentlighe<span class="_ _0"></span>ter<span class="_ _0"></span> kan </div><div class="t m0 xcd h42 yea1 ff2 fs11 fc3 sc0 ls2 ws2">innefatta ager<span class="_ _2"></span>ande i maskopi, förfalskning, av<span class="_ _0"></span>siktliga utelämnanden, felaktig </div><div class="t m0 xcd h42 yea2 ff2 fs11 fc3 sc0 ls2 ws2">information eller<span class="_ _2"></span> åsidosättande av intern kon<span class="_ _0"></span>troll.</div><div class="t m0 x24 h42 yea3 ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>skaffar<span class="_ _2"></span> vi oss en förståelse av den del av bolage<span class="_ _0"></span>ts interna k<span class="_ _2"></span>ontroll som </div><div class="t m0 xcd h42 yea4 ff2 fs11 fc3 sc0 ls2 ws2">har bety<span class="_ _0"></span>delse för<span class="_ _0"></span> vår<span class="_ _0"></span> revision f<span class="_ _0"></span>ör att<span class="_ _0"></span> utforma gr<span class="_ _0"></span>anskningsåtgärder<span class="_ _2"></span> som är </div><div class="t m0 xcd h42 yea5 ff2 fs11 fc3 sc0 ls2 ws2">lämpliga med hänsyn till omständighet<span class="_ _0"></span>erna, men inte f<span class="_ _0"></span>ör att<span class="_ _0"></span> uttala oss om </div><div class="t m0 xcd h42 yea6 ff2 fs11 fc3 sc0 ls2 ws2">effektivite<span class="_ _0"></span>ten i den interna k<span class="_ _2"></span>ontrollen.</div><div class="t m0 x24 h42 yea7 ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>utvärder<span class="_ _0"></span>ar vi lämplighe<span class="_ _0"></span>ten i de redo<span class="_ _0"></span>visningsprinciper som anv<span class="_ _0"></span>änds och </div><div class="t m0 xcd h42 yea8 ff2 fs11 fc3 sc0 ls2 ws2">rimligheten i styr<span class="_ _0"></span>elsens och verkställande dir<span class="_ _2"></span>ektörens uppskattningar<span class="_ _2"></span> i redo-</div><div class="t m0 xcd h42 yea9 ff2 fs11 fc3 sc0 ls2 ws2">visningen och tillhörande upply<span class="_ _0"></span>sningar<span class="_ _0"></span>.</div><div class="t m0 x24 h42 yeaa ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>drar<span class="_ _0"></span> vi en slutsats om lämpligheten i att<span class="_ _2"></span> styrelsen och verkställande dir<span class="_ _0"></span>ek<span class="_ _2"></span>-</div><div class="t m0 xcd h42 yeab ff2 fs11 fc3 sc0 ls2 ws2">tören an<span class="_ _0"></span>vänder an<span class="_ _0"></span>tagandet<span class="_ _0"></span> om fortsatt<span class="_ _0"></span> drift vid uppr<span class="_ _2"></span>ättandet av årsr<span class="_ _0"></span>edo-</div><div class="t m0 xcd h42 yeac ff2 fs11 fc3 sc0 ls2 ws2">visningen och koncernr<span class="_ _2"></span>edovisningen. Vi drar<span class="_ _0"></span> också en slutsats, med grund </div><div class="t m0 xcd h42 yead ff2 fs11 fc3 sc0 ls2 ws2">i de inhämtade r<span class="_ _0"></span>evisionsbevisen, om huruvida det<span class="_ _0"></span> finns någon väsentlig </div><div class="t m0 xcd h42 yeae ff2 fs11 fc3 sc0 ls2 ws2">osäkerhet<span class="_ _0"></span>sfaktor<span class="_ _2"></span> som avser sådana händelser eller<span class="_ _0"></span> förhållanden som k<span class="_ _2"></span>an </div><div class="t m0 xcd h42 yeaf ff2 fs11 fc3 sc0 ls2 ws2">leda till betydande tviv<span class="_ _0"></span>el om bolagets och k<span class="_ _0"></span>oncernens förmåga att f<span class="_ _2"></span>ortsätta </div><div class="t m0 xcd h42 yeb0 ff2 fs11 fc3 sc0 ls2 ws2">verksamheten. Om <span class="_ _0"></span>vi drar<span class="_ _0"></span> slutsatsen att de<span class="_ _0"></span>t finns en väsen<span class="_ _0"></span>tlig osäkerhets<span class="_ _0"></span>-</div><div class="t m0 xcd h42 yeb1 ff2 fs11 fc3 sc0 ls2 ws2">faktor<span class="_ _2"></span>, måste vi i r<span class="_ _0"></span>evisionsberätt<span class="_ _0"></span>elsen fästa uppmärksamhet<span class="_ _0"></span>en på upplys-</div><div class="t m0 xcd h42 yeb2 ff2 fs11 fc3 sc0 ls2 ws2">ningarna i årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisningen om den väsentliga </div><div class="t m0 xcd h42 yeb3 ff2 fs11 fc3 sc0 ls2 ws2">osäkerhet<span class="_ _0"></span>sfaktorn eller<span class="_ _2"></span>, om sådana upplysningar är<span class="_ _2"></span> otillräckliga, modifiera </div><div class="t m0 xcd h42 yeb4 ff2 fs11 fc3 sc0 ls2 ws2">uttalandet<span class="_ _0"></span> om årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisningen. V<span class="_ _2"></span>åra slutsatser<span class="_ _2"></span> </div><div class="t m0 xcd h42 yeb5 ff2 fs11 fc3 sc0 ls2 ws2">baseras på de r<span class="_ _0"></span>evisionsbevis som inhämtas fr<span class="_ _2"></span>am till datumet för<span class="_ _2"></span> revisionsbe-</div><div class="t m0 xcd h42 yeb6 ff2 fs11 fc3 sc0 ls2 ws2">rättelsen. Dock<span class="_ _2"></span> kan framtida händelser<span class="_ _0"></span> eller f<span class="_ _0"></span>örhållanden göra att<span class="_ _2"></span> ett bolag </div><div class="t m0 xcd h42 yeb7 ff2 fs11 fc3 sc0 ls2 ws2">och en koncern int<span class="_ _0"></span>e längre k<span class="_ _2"></span>an fortsätta verksamhet<span class="_ _0"></span>en.</div><div class="t m0 x24 h42 yeb8 ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>utvärder<span class="_ _0"></span>ar vi den ö<span class="_ _0"></span>vergripande pr<span class="_ _2"></span>esentationen, strukturen och innehållet<span class="_ _0"></span> i </div><div class="t m0 xcd h42 yeb9 ff2 fs11 fc3 sc0 ls2 ws2">årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisningen, däribland upplysningarna, och </div><div class="t m0 xcd h42 yeba ff2 fs11 fc3 sc0 ls2 ws2">om årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisningen åter<span class="_ _0"></span>ger de underliggande </div><div class="t m0 xcd h42 yebb ff2 fs11 fc3 sc0 ls2 ws2">transaktionerna och händelserna på ett<span class="_ _2"></span> sätt som ger en r<span class="_ _0"></span>ättvisande bild.</div><div class="t m0 x24 h42 yebc ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>inhämtar <span class="_ _0"></span>vi tillräckliga och ändamålsenliga r<span class="_ _2"></span>evisionsbevis avseende den </div><div class="t m0 xcd h42 yebd ff2 fs11 fc3 sc0 ls2 ws2">finansiella informationen f<span class="_ _0"></span>ör enhet<span class="_ _0"></span>erna eller aff<span class="_ _0"></span>ärsaktivitet<span class="_ _0"></span>erna inom koncer<span class="_ _2"></span>-</div><div class="t m0 xcd h42 yebe ff2 fs11 fc3 sc0 ls2 ws2">nen för<span class="_ _0"></span> att gör<span class="_ _0"></span>a ett utt<span class="_ _0"></span>alande avseende koncernr<span class="_ _2"></span>edovisningen. Vi ansvar<span class="_ _0"></span>ar </div><div class="t m0 xcd h42 yebf ff2 fs11 fc3 sc0 ls2 ws2">för<span class="_ _0"></span> styrning, övervakning och utf<span class="_ _0"></span>örande av k<span class="_ _2"></span>oncernrevisionen. Vi är<span class="_ _2"></span> ensamt </div><div class="t m0 xcd h42 yec0 ff2 fs11 fc3 sc0 ls2 ws2">ansvariga för<span class="_ _2"></span> våra uttalanden.</div><div class="t m0 x24 h42 yec1 ff2 fs11 fc3 sc0 ls2 ws2">Vi måste informer<span class="_ _2"></span>a styrelsen om bland annat r<span class="_ _0"></span>evisionens planerade omf<span class="_ _2"></span>attning </div><div class="t m0 x24 h42 yec2 ff2 fs11 fc3 sc0 ls2 ws2">och inriktning samt <span class="_ _0"></span>tidpunkten för<span class="_ _2"></span> den. Vi måste också informer<span class="_ _0"></span>a om betydelse-</div><div class="t m0 x24 h42 yec3 ff2 fs11 fc3 sc0 ls2 ws2">fulla iakttagelser<span class="_ _0"></span> under r<span class="_ _0"></span>evisionen, däribland de eventuella be<span class="_ _0"></span>tydande brister<span class="_ _0"></span> i </div><div class="t m0 x24 h42 yec4 ff2 fs11 fc3 sc0 ls2 ws2">den interna k<span class="_ _0"></span>ontrollen som <span class="_ _0"></span>vi identifierat<span class="_ _2"></span>.</div><div class="t m0 x24 h42 yec5 ff2 fs11 fc3 sc0 ls2 ws2">Vi måste också förse styr<span class="_ _2"></span>elsen med ett uttalande om att<span class="_ _0"></span> vi har f<span class="_ _0"></span>öljt r<span class="_ _0"></span>elevant<span class="_ _0"></span>a yr<span class="_ _0"></span>-</div><div class="t m0 x24 h42 yec6 ff2 fs11 fc3 sc0 ls2 ws2">kesetisk<span class="_ _2"></span>a krav avseende oberoende, och <span class="_ _0"></span>ta upp alla relationer<span class="_ _2"></span> och andra förhål-</div><div class="t m0 x24 h42 yec7 ff2 fs11 fc3 sc0 ls2 ws2">landen som rimligen kan påverk<span class="_ _2"></span>a vårt ober<span class="_ _0"></span>oende, samt i tillämpliga f<span class="_ _2"></span>all åtgärder </div><div class="t m0 x24 h42 yec8 ff2 fs11 fc3 sc0 ls2 ws2">som har vidt<span class="_ _0"></span>agits för<span class="_ _2"></span> att eliminera hoten eller<span class="_ _2"></span> motåtgärder<span class="_ _2"></span> som har vidtagits.</div><div class="t m0 x24 h42 yec9 ff2 fs11 fc3 sc0 ls2 ws2">Av de omr<span class="_ _2"></span>åden som kommuniceras med styrelsen f<span class="_ _2"></span>astställer vi vilk<span class="_ _2"></span>a av dessa </div><div class="t m0 x24 h42 yeca ff2 fs11 fc3 sc0 ls2 ws2">områden som v<span class="_ _0"></span>arit de mest<span class="_ _0"></span> betydelsefulla f<span class="_ _0"></span>ör r<span class="_ _0"></span>evisionen av årsr<span class="_ _0"></span>edovisningen och </div><div class="t m0 x24 h42 yecb ff2 fs11 fc3 sc0 ls2 ws2">koncernr<span class="_ _2"></span>edovisningen, inklusive de viktigaste bedömda riskerna f<span class="_ _0"></span>ör <span class="_ _0"></span>väsentliga </div><div class="t m0 x24 h42 yecc ff2 fs11 fc3 sc0 ls2 ws2">felaktighet<span class="_ _0"></span>er<span class="_ _0"></span>, och som därför<span class="_ _0"></span> utgör<span class="_ _0"></span> de för<span class="_ _0"></span> revisionen särskilt<span class="_ _2"></span> betydelsefulla om-</div><div class="t m0 x24 h42 yecd ff2 fs11 fc3 sc0 ls2 ws2">rådena. <span class="_ _0"></span>Vi beskriver<span class="_ _0"></span> dessa områden i r<span class="_ _0"></span>evisionsberätt<span class="_ _0"></span>elsen såvida inte lagar<span class="_ _0"></span> eller </div><div class="t m0 x24 h42 yece ff2 fs11 fc3 sc0 ls2 ws2">andra f<span class="_ _0"></span>örfattningar<span class="_ _0"></span> förhindrar<span class="_ _2"></span> upplysning om frågan.</div></div><div class="pi"></div></div><div id="pf43" class="pf w0 h0"><div class="pc pc43 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls62 ws41">67</div><div class="t m0 x8 h10 yecf ff1 fs5 fc3 sc0 ls2 ws2">RAPPORT<span class="_ _2"></span> OM <span class="_ _0"></span>ANDRA<span class="_ _0"></span> KRA<span class="_ _2"></span>V<span class="_ _0"></span> ENLIGT<span class="_ _2"></span> LAG<span class="_ _0"></span>AR </div><div class="t m0 x8 h10 yed0 ff1 fs5 fc3 sc0 ls2 ws160">OCH ANDRA<span class="_ _2"></span> <span class="_ _f"></span>FÖRF<span class="_ _1"></span>A<span class="_ _1"></span>TTNINGAR</div><div class="t m0 x8 ha yed1 ff1 fs7 fc9 sc0 ls2 ws2">REVISORNS GRANSKNING <span class="_ _0"></span>A<span class="_ _2"></span>V FÖR<span class="_ _2"></span>V<span class="_ _0"></span>AL<span class="_ _3"></span>TNING OCH </div><div class="t m0 x8 ha yed2 ff1 fs7 fc9 sc0 ls2 ws2">FÖRSLA<span class="_ _0"></span>G <span class="_ _2"></span>TILL DISPOSITION <span class="_ _2"></span>A<span class="_ _0"></span>V<span class="_ _0"></span> BOLAGETS <span class="_ _2"></span>VINST<span class="_ _0"></span> </div><div class="t m0 x8 ha yed3 ff1 fs7 fc9 sc0 ls2 ws2">ELLER FÖRL<span class="_ _2"></span>UST</div><div class="t m0 x8 h11 yed4 ff1 fs2 fc3 sc0 ls2 ws2">Uttalanden</div><div class="t m0 x8 h42 yed5 ff2 fs11 fc3 sc0 ls2 ws2">Utöver<span class="_ _2"></span> vår re<span class="_ _0"></span>vision av årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _2"></span>edovisningen har vi även </div><div class="t m0 x8 h42 yed6 ff2 fs11 fc3 sc0 ls2 ws2">utfört<span class="_ _0"></span> en revision av styr<span class="_ _2"></span>elsens och verkställande direktör<span class="_ _2"></span>ens förvaltning för<span class="_ _0"></span> Eniro </div><div class="t m0 x8 h42 yed7 ff2 fs11 fc3 sc0 ls2 ws2">Group <span class="_ _0"></span>AB (publ) f<span class="_ _0"></span>ör år<span class="_ _0"></span> 2023 samt av<span class="_ _0"></span> förslaget<span class="_ _2"></span> till dispositioner beträff<span class="_ _0"></span>ande </div><div class="t m0 x8 h42 yed8 ff2 fs11 fc3 sc0 ls2 ws2">bolagets vinst<span class="_ _0"></span> eller f<span class="_ _0"></span>örlust.</div><div class="t m0 x8 h42 yed9 ff2 fs11 fc3 sc0 ls2 ws2">Vi tillstyrker<span class="_ _2"></span> att bolagsstämman disponerar<span class="_ _2"></span> vinsten enligt för<span class="_ _0"></span>slaget i f<span class="_ _0"></span>örvalt<span class="_ _0"></span>-</div><div class="t m0 x8 h42 yeda ff2 fs11 fc3 sc0 ls2 ws2">ningsberättelsen och be<span class="_ _0"></span>viljar styr<span class="_ _0"></span>elsens ledamöter<span class="_ _2"></span> och verkställande direktör<span class="_ _2"></span>en </div><div class="t m0 x8 h42 yedb ff2 fs11 fc3 sc0 ls2 ws2">ansvarsfrihet<span class="_ _2"></span> för räk<span class="_ _2"></span>enskapsåret<span class="_ _2"></span>.</div><div class="t m0 x8 h11 yedc ff1 fs2 fc3 sc0 ls2 ws2">Grund för<span class="_ _0"></span> uttalanden</div><div class="t m0 x8 h42 yedd ff2 fs11 fc3 sc0 ls2 ws2">Vi har utf<span class="_ _0"></span>ört r<span class="_ _0"></span>evisionen enligt god r<span class="_ _2"></span>evisionssed i Sverige. V<span class="_ _2"></span>årt ansvar<span class="_ _0"></span> enligt denna </div><div class="t m0 x8 h42 yede ff2 fs11 fc3 sc0 ls2 ws2">beskrivs närmare i av<span class="_ _0"></span>snittet R<span class="_ _2"></span>evisorns ansvar<span class="_ _0"></span>. Vi är<span class="_ _2"></span> oberoende i förhållande till </div><div class="t m0 x8 h42 yedf ff2 fs11 fc3 sc0 ls2 ws2">moderbolaget och k<span class="_ _2"></span>oncernen enligt god revisorssed i S<span class="_ _0"></span>verige och har i ö<span class="_ _0"></span>vrigt </div><div class="t m0 x8 h42 yee0 ff2 fs11 fc3 sc0 ls2 ws2">fullgjort v<span class="_ _0"></span>årt yrk<span class="_ _2"></span>esetiska ansvar<span class="_ _0"></span> enligt dessa kr<span class="_ _0"></span>av<span class="_ _0"></span>.</div><div class="t m0 x8 h42 yee1 ff2 fs11 fc3 sc0 ls2 ws2">Vi anser att<span class="_ _0"></span> de revisionsbe<span class="_ _0"></span>vis vi har inhäm<span class="_ _0"></span>tat är<span class="_ _2"></span> tillräckliga och ändamålsenliga </div><div class="t m0 x8 h42 yee2 ff2 fs11 fc3 sc0 ls2 ws2">som grund för<span class="_ _0"></span> vår<span class="_ _0"></span>a uttalanden.</div><div class="t m0 x8 h11 yee3 ff1 fs2 fc3 sc0 ls2 ws2">Styrelsens och v<span class="_ _0"></span>erkställande direkt<span class="_ _0"></span>örens ansvar</div><div class="t m0 x8 h42 yee4 ff2 fs11 fc3 sc0 ls2 ws2">Det är<span class="_ _2"></span> styrelsen som har ansvar<span class="_ _2"></span>et för<span class="_ _0"></span> förslaget<span class="_ _2"></span> till dispositioner beträff<span class="_ _2"></span>ande </div><div class="t m0 x8 h42 yee5 ff2 fs11 fc3 sc0 ls2 ws2">bolagets vinst<span class="_ _0"></span> eller f<span class="_ _0"></span>örlust. <span class="_ _2"></span>Vid förslag till utdelning innefatt<span class="_ _0"></span>ar dett<span class="_ _0"></span>a bland annat </div><div class="t m0 x8 h42 yee6 ff2 fs11 fc3 sc0 ls2 ws2">en bedömning av om utdelningen är<span class="_ _0"></span> försv<span class="_ _0"></span>arlig med hänsyn till de krav<span class="_ _0"></span> som bola-</div><div class="t m0 x8 h42 yee7 ff2 fs11 fc3 sc0 ls2 ws2">gets och k<span class="_ _0"></span>oncernens verksamhetsart<span class="_ _2"></span>, omfattning och risker<span class="_ _0"></span> ställer<span class="_ _0"></span> på storleken av<span class="_ _0"></span> </div><div class="t m0 x8 h42 yee8 ff2 fs11 fc3 sc0 ls2 ws2">moderbolagets och k<span class="_ _0"></span>oncernens egna kapital, k<span class="_ _2"></span>onsolideringsbehov, likvidit<span class="_ _0"></span>et och </div><div class="t m0 x8 h42 yee9 ff2 fs11 fc3 sc0 ls2 ws2">ställning i övrigt<span class="_ _2"></span>.</div><div class="t m0 x8 h42 yeea ff2 fs11 fc3 sc0 ls2 ws2">Styrelsen ans<span class="_ _0"></span>varar<span class="_ _2"></span> för bolagets or<span class="_ _0"></span>ganisation och förvaltningen av bolage<span class="_ _0"></span>ts </div><div class="t m0 x8 h42 yeeb ff2 fs11 fc3 sc0 ls2 ws2">angelägenheter<span class="_ _2"></span>. Detta innefatt<span class="_ _0"></span>ar bland annat<span class="_ _0"></span> att f<span class="_ _0"></span>ortlöpande bedöma bolagets </div><div class="t m0 x8 h42 yeec ff2 fs11 fc3 sc0 ls2 ws2">och koncernens ek<span class="_ _2"></span>onomiska situation och att tillse att<span class="_ _0"></span> bolagets or<span class="_ _0"></span>ganisation är </div><div class="t m0 x8 h42 yeed ff2 fs11 fc3 sc0 ls2 ws2">utformad så att<span class="_ _0"></span> bokföringen, medelsförv<span class="_ _0"></span>altningen och bolagets ekonomisk<span class="_ _2"></span>a </div><div class="t m0 x8 h42 yeee ff2 fs11 fc3 sc0 ls2 ws2">angelägenheter<span class="_ _0"></span> i övrigt k<span class="_ _2"></span>ontrolleras på ett<span class="_ _2"></span> betryggande sätt. <span class="_ _0"></span>V<span class="_ _2"></span>erkställande </div><div class="t m0 x8 h42 yeef ff2 fs11 fc3 sc0 ls2 ws2">direktör<span class="_ _2"></span>en ska sköt<span class="_ _0"></span>a den löpande förvaltningen enligt<span class="_ _2"></span> styrelsens riktlinjer och an-</div><div class="t m0 x8 h42 yef0 ff2 fs11 fc3 sc0 ls2 ws2">visningar och bland annat<span class="_ _0"></span> vidta de åt<span class="_ _0"></span>gärder<span class="_ _0"></span> som är nödvändiga f<span class="_ _2"></span>ör att bolagets </div><div class="t m0 x8 h42 yef1 ff2 fs11 fc3 sc0 ls2 ws2">bokföring sk<span class="_ _0"></span>a fullgöras i öv<span class="_ _0"></span>erensstämmelse med lag och f<span class="_ _2"></span>ör att medelsförv<span class="_ _0"></span>alt-</div><div class="t m0 x8 h42 yef2 ff2 fs11 fc3 sc0 ls2 ws2">ningen ska sk<span class="_ _2"></span>ötas på ett betry<span class="_ _0"></span>ggande sätt.</div><div class="t m0 x8 h11 yef3 ff1 fs2 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>evisorns ansv<span class="_ _0"></span>ar</div><div class="t m0 x8 h42 yef4 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>årt mål beträffande r<span class="_ _2"></span>evisionen av förvaltningen, och därmed vårt<span class="_ _2"></span> uttalande om </div><div class="t m0 x8 h42 yef5 ff2 fs11 fc3 sc0 ls2 ws2">ansvarsfrihet<span class="_ _2"></span>, är att inhämt<span class="_ _0"></span>a revisionsbevis f<span class="_ _2"></span>ör att med en rimlig gr<span class="_ _0"></span>ad av säkerhet<span class="_ _2"></span> </div><div class="t m0 x8 h42 yef6 ff2 fs11 fc3 sc0 ls2 ws2">kunna bedöma om någon styrelseledamot<span class="_ _2"></span> eller verkställande dir<span class="_ _0"></span>ektör<span class="_ _0"></span>en i något </div><div class="t m0 x8 h42 yef7 ff2 fs11 fc3 sc0 ls2 ws2">väsentligt<span class="_ _0"></span> avseende:</div><div class="t m0 x8 h42 yef8 ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>före<span class="_ _0"></span>tagit någon åt<span class="_ _0"></span>gärd eller<span class="_ _0"></span> gjort sig skyldig till någon f<span class="_ _2"></span>örsummelse som kan </div><div class="t m0 x38 h42 yef9 ff2 fs11 fc3 sc0 ls2 ws2">för<span class="_ _0"></span>anleda ersättningsskyldighet mo<span class="_ _0"></span>t bolaget<span class="_ _2"></span>, eller</div><div class="t m0 x8 h42 yefa ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>på något annat<span class="_ _0"></span> sätt handlat<span class="_ _0"></span> i strid med aktiebolagslagen, årsredo<span class="_ _0"></span>visningsla-</div><div class="t m0 x38 h42 yefb ff2 fs11 fc3 sc0 ls2 ws2">gen eller bolagsor<span class="_ _0"></span>dningen.</div><div class="t m0 x8 h42 yefc ff2 fs11 fc3 sc0 ls2 ws2">• <span class="_ _108"> </span>V<span class="_ _0"></span>årt mål betr<span class="_ _2"></span>äffande revisionen av f<span class="_ _0"></span>örslaget <span class="_ _0"></span>till dispositioner av bolaget<span class="_ _0"></span>s </div><div class="t m0 x38 h42 yefd ff2 fs11 fc3 sc0 ls2 ws2">vinst eller<span class="_ _0"></span> förlust<span class="_ _2"></span>, och därmed vårt uttalande om dett<span class="_ _0"></span>a, är att<span class="_ _0"></span> med rimlig grad </div><div class="t m0 x38 h42 yefe ff2 fs11 fc3 sc0 ls2 ws2">av säkerhe<span class="_ _0"></span>t bedöma om f<span class="_ _0"></span>örslaget är<span class="_ _2"></span> förenligt med aktiebolagslagen.</div><div class="t m0 x8 h42 yeff ff2 fs11 fc3 sc0 ls2 ws2">Rimlig säkerhet<span class="_ _2"></span> är en hög grad av säk<span class="_ _2"></span>erhet, men ingen garan<span class="_ _0"></span>ti för att<span class="_ _2"></span> en revision </div><div class="t m0 x8 h42 yf00 ff2 fs11 fc3 sc0 ls2 ws2">som utförs enligt<span class="_ _0"></span> god revisionssed i S<span class="_ _0"></span>verige alltid k<span class="_ _0"></span>ommer att<span class="_ _0"></span> upptäck<span class="_ _0"></span>a åtgär<span class="_ _0"></span>der </div><div class="t m0 x8 h42 yf01 ff2 fs11 fc3 sc0 ls2 ws2">eller f<span class="_ _0"></span>örsummelser som k<span class="_ _2"></span>an föranleda ersättningsskyldighet<span class="_ _2"></span> mot bolaget, eller<span class="_ _2"></span> </div><div class="t m0 x8 h42 yf02 ff2 fs11 fc3 sc0 ls2 ws2">att ett<span class="_ _2"></span> förslag till dispositioner av bolage<span class="_ _0"></span>ts vinst eller<span class="_ _2"></span> förlust inte är<span class="_ _2"></span> förenligt med </div><div class="t m0 x8 h42 yf03 ff2 fs11 fc3 sc0 ls2 ws2">aktiebolagslagen.</div><div class="t m0 xa h42 yf04 ff2 fs11 fc3 sc0 ls2 ws2">Som en del av en re<span class="_ _0"></span>vision enligt god r<span class="_ _0"></span>evisionssed i Sverige anv<span class="_ _0"></span>änder vi pr<span class="_ _2"></span>ofessio-</div><div class="t m0 xa h42 yf05 ff2 fs11 fc3 sc0 ls2 ws2">nellt omdöme och har<span class="_ _0"></span> en prof<span class="_ _2"></span>essionellt skeptisk<span class="_ _0"></span> inställning under<span class="_ _0"></span> hela revisionen. </div><div class="t m0 xa h42 yf06 ff2 fs11 fc3 sc0 ls2 ws2">Granskningen av f<span class="_ _0"></span>örvaltningen och för<span class="_ _0"></span>slaget till dispositioner<span class="_ _2"></span> av bolagets vinst </div><div class="t m0 xa h42 yf07 ff2 fs11 fc3 sc0 ls2 ws2">eller f<span class="_ _0"></span>örlust grundar<span class="_ _0"></span> sig främst<span class="_ _0"></span> på revisionen av<span class="_ _0"></span> räk<span class="_ _0"></span>enskaperna. <span class="_ _2"></span>Vilka tillkomman-</div><div class="t m0 xa h42 yf08 ff2 fs11 fc3 sc0 ls2 ws2">de granskningsåtgär<span class="_ _2"></span>der som utförs baser<span class="_ _0"></span>as på vår<span class="_ _0"></span> prof<span class="_ _0"></span>essionella bedömning </div><div class="t m0 xa h42 yf09 ff2 fs11 fc3 sc0 ls2 ws2">med utgångspunkt i risk<span class="_ _2"></span> och väsentlighet. De<span class="_ _0"></span>t innebär<span class="_ _0"></span> att vi f<span class="_ _0"></span>okuserar<span class="_ _2"></span> gransk<span class="_ _0"></span>-</div><div class="t m0 xa h42 yf0a ff2 fs11 fc3 sc0 ls2 ws2">ningen på sådana åtgärder<span class="_ _1"></span>, områden och förhållanden som är <span class="_ _0"></span>väsentliga för<span class="_ _2"></span> </div><div class="t m0 xa h42 yf0b ff2 fs11 fc3 sc0 ls2 ws2">verksamheten och där<span class="_ _2"></span> avsteg och överträdelser<span class="_ _2"></span> skulle ha särskild betydelse för<span class="_ _0"></span> </div><div class="t m0 xa h42 yf0c ff2 fs11 fc3 sc0 ls2 ws2">bolagets situation. <span class="_ _0"></span>Vi går igenom och pr<span class="_ _0"></span>övar<span class="_ _0"></span> fattade beslut<span class="_ _2"></span>, beslutsunderlag, </div><div class="t m0 xa h42 yf0d ff2 fs11 fc3 sc0 ls2 ws2">vidtagna åtgär<span class="_ _0"></span>der och andr<span class="_ _2"></span>a förhållanden som är rele<span class="_ _0"></span>vanta f<span class="_ _0"></span>ör v<span class="_ _0"></span>årt uttalan-</div><div class="t m0 xa h42 yf0e ff2 fs11 fc3 sc0 ls2 ws2">de om ansvarsfrihet<span class="_ _2"></span>. Som underlag för vårt<span class="_ _2"></span> uttalande om styrelsens förslag <span class="_ _0"></span>till </div><div class="t m0 xa h42 yf0f ff2 fs11 fc3 sc0 ls2 ws2">dispositioner betr<span class="_ _2"></span>äffande bolagets vinst eller<span class="_ _2"></span> förlust har<span class="_ _0"></span> vi gransk<span class="_ _2"></span>at styrelsens </div><div class="t m0 xa h42 yf10 ff2 fs11 fc3 sc0 ls2 ws2">motiver<span class="_ _0"></span>ade yttrande samt<span class="_ _2"></span> ett urval av underlagen f<span class="_ _0"></span>ör dett<span class="_ _0"></span>a för<span class="_ _0"></span> att kunna bedö-</div><div class="t m0 xa h42 yf11 ff2 fs11 fc3 sc0 ls2 ws2">ma om förslaget<span class="_ _2"></span> är förenligt<span class="_ _2"></span> med aktiebolagslagen.</div><div class="t m0 xa ha yf12 ff1 fs7 fc9 sc0 ls2 ws2">REVISORNS GRANSKNING <span class="_ _0"></span>A<span class="_ _2"></span>V ESEF<span class="_ _0"></span>-RAPPORTEN </div><div class="t m0 xa h11 yf13 ff1 fs2 fc3 sc0 ls2 ws2">Uttalande</div><div class="t m0 xa h42 yf14 ff2 fs11 fc3 sc0 ls2 ws2">Utöver<span class="_ _2"></span> vår re<span class="_ _0"></span>vision av årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _2"></span>edovisningen har vi även </div><div class="t m0 xa h42 yf15 ff2 fs11 fc3 sc0 ls2 ws2">utfört<span class="_ _0"></span> en granskning av att<span class="_ _2"></span> styrelsen och verkställande dir<span class="_ _0"></span>ektören har<span class="_ _2"></span> upprättat </div><div class="t m0 xa h42 yf16 ff2 fs11 fc3 sc0 ls2 ws2">årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisningen i ett<span class="_ _0"></span> format som möjliggör<span class="_ _2"></span> enhetlig </div><div class="t m0 xa h42 yf17 ff2 fs11 fc3 sc0 ls2 ws2">elektronisk<span class="_ _0"></span> rapportering (Esef<span class="_ _2"></span>-rapporten<span class="_ _0"></span>) enligt 16 k<span class="_ _0"></span>ap 4 a § lag (2007:528) om </div><div class="t m0 xa h42 yf18 ff2 fs11 fc3 sc0 ls2 ws2">värdepapper<span class="_ _0"></span>smarknaden för<span class="_ _0"></span> Eniro Gr<span class="_ _0"></span>oup AB (<span class="_ _0"></span>publ) för<span class="_ _0"></span> år 2023. <span class="_ _0"></span>V<span class="_ _2"></span>år granskning </div><div class="t m0 xa h42 yf19 ff2 fs11 fc3 sc0 ls2 ws2">och vårt<span class="_ _0"></span> uttalande avser<span class="_ _0"></span> endast det<span class="_ _2"></span> lagstadgade kravet<span class="_ _0"></span>. </div><div class="t m0 xa h42 yf1a ff2 fs11 fc3 sc0 ls2 ws2">Enligt v<span class="_ _0"></span>år uppf<span class="_ _0"></span>attning har Esef<span class="_ _2"></span>-rapporten uppr<span class="_ _0"></span>ättats i ett<span class="_ _0"></span> format<span class="_ _0"></span> som i allt vä-</div><div class="t m0 xa h42 yf1b ff2 fs11 fc3 sc0 ls2 ws2">sentligt möjliggör<span class="_ _2"></span> enhetlig elektronisk r<span class="_ _0"></span>apportering. </div><div class="t m0 xa h11 yf1c ff1 fs2 fc3 sc0 ls2 ws2">Grund för<span class="_ _0"></span> uttalandet</div><div class="t m0 xa h42 yf1d ff2 fs11 fc3 sc0 ls2 ws2">Vi har utf<span class="_ _0"></span>ört gr<span class="_ _0"></span>anskningen enligt F<span class="_ _2"></span>ARs rekommendation R<span class="_ _2"></span>evR 18 Revisorns </div><div class="t m0 xa h42 yf1e ff2 fs11 fc3 sc0 ls2 ws2">granskning av Esef<span class="_ _2"></span>-rapporten. <span class="_ _0"></span>V<span class="_ _0"></span>årt ansv<span class="_ _0"></span>ar enligt<span class="_ _0"></span> denna rek<span class="_ _2"></span>ommendation be-</div><div class="t m0 xa h42 yf1f ff2 fs11 fc3 sc0 ls2 ws2">skrivs närmare i av<span class="_ _0"></span>snittet R<span class="_ _2"></span>evisorns ansvar<span class="_ _0"></span>. Vi är<span class="_ _2"></span> oberoende i förhållande till Enir<span class="_ _0"></span>o </div><div class="t m0 xa h42 yf20 ff2 fs11 fc3 sc0 ls2 ws2">Group <span class="_ _0"></span>AB (publ) enligt<span class="_ _0"></span> god revisor<span class="_ _0"></span>ssed i Sverige och har<span class="_ _0"></span> i övrigt fullgjort<span class="_ _2"></span> vårt </div><div class="t m0 xa h42 yf21 ff2 fs11 fc3 sc0 ls2 ws2">yrkesetisk<span class="_ _2"></span>a ansvar enligt<span class="_ _0"></span> dessa krav<span class="_ _2"></span>.</div><div class="t m0 xa h42 yf22 ff2 fs11 fc3 sc0 ls2 ws2">Vi anser att<span class="_ _0"></span> de bevis vi har<span class="_ _0"></span> inhämtat<span class="_ _0"></span> är tillr<span class="_ _2"></span>äckliga och ändamålsenliga som </div><div class="t m0 xa h42 yf23 ff2 fs11 fc3 sc0 ls2 ws2">grund för<span class="_ _0"></span> vårt<span class="_ _0"></span> uttalande.</div><div class="t m0 xa h11 yf24 ff1 fs2 fc3 sc0 ls2 ws2">Styrelsens och v<span class="_ _0"></span>erkställande direkt<span class="_ _0"></span>örens ansvar</div><div class="t m0 xa h42 yf25 ff2 fs11 fc3 sc0 ls2 ws2">Det är<span class="_ _2"></span> styrelsen och verkställande dir<span class="_ _0"></span>ektör<span class="_ _0"></span>en som har ansvar<span class="_ _2"></span>et för<span class="_ _0"></span> att Esef<span class="_ _2"></span>-rap-</div><div class="t m0 xa h42 yf26 ff2 fs11 fc3 sc0 ls2 ws2">porten har<span class="_ _0"></span> upprättats i enlighe<span class="_ _0"></span>t med 16 k<span class="_ _0"></span>ap 4 a § lag (2007:528) om <span class="_ _0"></span>värdepap-</div><div class="t m0 xa h42 yf27 ff2 fs11 fc3 sc0 ls2 ws2">persmarknaden, och för<span class="_ _2"></span> att det finns en sådan int<span class="_ _0"></span>ern kontr<span class="_ _2"></span>oll som styrelsen och </div><div class="t m0 xa h42 yf28 ff2 fs11 fc3 sc0 ls2 ws2">verkställande dir<span class="_ _0"></span>ektören bedömer<span class="_ _2"></span> nödvändig för att<span class="_ _2"></span> upprätta Esef<span class="_ _0"></span>-rapporten </div><div class="t m0 xa h42 yf29 ff2 fs11 fc3 sc0 ls2 ws2">utan väsen<span class="_ _0"></span>tliga felaktigheter<span class="_ _2"></span>, var<span class="_ _0"></span>e sig dessa beror<span class="_ _0"></span> på oegentligheter<span class="_ _2"></span> eller </div><div class="t m0 xa h42 yf2a ff2 fs11 fc3 sc0 ls2 ws2">misstag. </div><div class="t m0 xa h11 yf2b ff1 fs2 fc3 sc0 ls2 ws2">R<span class="_ _0"></span>evisorns ansv<span class="_ _0"></span>ar</div><div class="t m0 xa h42 yf2c ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>år uppgift är<span class="_ _0"></span> att uttala oss med rimlig säk<span class="_ _2"></span>erhet om Esef<span class="_ _0"></span>-rapporten i allt<span class="_ _2"></span> väsent-</div><div class="t m0 xa h42 yf2d ff2 fs11 fc3 sc0 ls2 ws2">ligt är<span class="_ _0"></span> upprätt<span class="_ _0"></span>ad i ett f<span class="_ _0"></span>ormat som uppfyller<span class="_ _2"></span> kraven i 16 kap 4 a § lag (2007:528<span class="_ _2"></span>) </div><div class="t m0 xa h42 yf2e ff2 fs11 fc3 sc0 ls2 ws2">om vär<span class="_ _0"></span>depappersmarknaden, på grundval av v<span class="_ _0"></span>år gr<span class="_ _0"></span>anskning.</div><div class="t m0 xa h42 yf2f ff2 fs11 fc3 sc0 ls3d ws2">RevR 18 kr<span class="_ _2"></span>äver att vi planer<span class="_ _2"></span>ar och genomför<span class="_ _0"></span> vår<span class="_ _0"></span>a granskningsåtgär<span class="_ _2"></span>der för att<span class="_ _2"></span> uppnå<span class="_ _6"></span> </div><div class="t m0 xa h42 yf30 ff2 fs11 fc3 sc0 ls3d ws2">rimlig säkerhet<span class="_ _2"></span> att Esef-r<span class="_ _2"></span>apporten är upprätt<span class="_ _0"></span>ad i ett f<span class="_ _0"></span>ormat som uppfyller<span class="_ _2"></span> dessa krav<span class="_ _0"></span>.</div><div class="t m0 xa h42 yf31 ff2 fs11 fc3 sc0 ls2 ws2">Rimlig säkerhet<span class="_ _2"></span> är en hög grad av säk<span class="_ _2"></span>erhet, men är ingen gar<span class="_ _2"></span>anti för att<span class="_ _0"></span> en </div><div class="t m0 xa h42 yf32 ff2 fs11 fc3 sc0 ls2 ws2">granskning som utf<span class="_ _0"></span>örs enligt R<span class="_ _0"></span>evR 18 och god re<span class="_ _0"></span>visionssed i Sverige alltid k<span class="_ _0"></span>om-</div><div class="t m0 xa h42 yf33 ff2 fs11 fc3 sc0 ls2 ws2">mer att<span class="_ _0"></span> upptäck<span class="_ _2"></span>a en väsentlig felaktighet<span class="_ _0"></span> om en sådan finns. Felaktigheter<span class="_ _2"></span> kan </div><div class="t m0 xa h42 yf34 ff2 fs11 fc3 sc0 ls2 ws2">uppstå på grund av oegentlighet<span class="_ _0"></span>er eller<span class="_ _2"></span> misstag och anses vara v<span class="_ _0"></span>äsentliga om </div><div class="t m0 xa h42 yf35 ff2 fs11 fc3 sc0 ls2 ws2">de enskilt eller<span class="_ _0"></span> tillsammans rimligen k<span class="_ _0"></span>an förvänt<span class="_ _0"></span>as påverka de ek<span class="_ _2"></span>onomiska beslut </div><div class="t m0 xa h42 yf36 ff2 fs11 fc3 sc0 ls2 ws2">som användar<span class="_ _0"></span>e fattar<span class="_ _2"></span> med grund i Esef-rapport<span class="_ _0"></span>en. Revisionsf<span class="_ _0"></span>öret<span class="_ _0"></span>aget tillämpar<span class="_ _2"></span> </div><div class="t m0 xa h42 yf37 ff2 fs11 fc3 sc0 ls2 ws2">International St<span class="_ _0"></span>andard on Quality Managemen<span class="_ _0"></span>t 1, som kr<span class="_ _0"></span>äver att<span class="_ _2"></span> företage<span class="_ _0"></span>t utfor<span class="_ _2"></span>-</div><div class="t m0 xa h42 yf38 ff2 fs11 fc3 sc0 ls2 ws2">mar<span class="_ _2"></span>, implementerar och han<span class="_ _0"></span>terar<span class="_ _2"></span> ett system f<span class="_ _0"></span>ör kv<span class="_ _0"></span>alitetsstyrning inklusive riktlinjer<span class="_ _2"></span> </div><div class="t m0 xa h42 yf39 ff2 fs11 fc3 sc0 ls2 ws2">eller rutiner<span class="_ _2"></span> avseende efterlevnad av yrk<span class="_ _0"></span>esetiska kr<span class="_ _2"></span>av, standar<span class="_ _0"></span>der f<span class="_ _0"></span>ör yrk<span class="_ _2"></span>esutöv-</div><div class="t m0 xa h42 yf3a ff2 fs11 fc3 sc0 ls2 ws2">ningen och tillämpliga krav<span class="_ _0"></span> i lagar och andr<span class="_ _0"></span>a författningar<span class="_ _1"></span>.</div></div><div class="pi"></div></div><div id="pf44" class="pf w0 h0"><div class="pc pc44 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">68</div><div class="t m0 x1 h42 yf3b ff2 fs11 fc3 sc0 ls2 ws2">Granskningen innef<span class="_ _0"></span>attar<span class="_ _0"></span> att genom olik<span class="_ _0"></span>a åtgärder<span class="_ _2"></span> inhämta bevis om att </div><div class="t m0 x1 h42 yf3c ff2 fs11 fc3 sc0 ls2 ws2">Esef<span class="_ _0"></span>-rapporten har<span class="_ _2"></span> upprättats i ett<span class="_ _0"></span> format som möjliggör<span class="_ _2"></span> enhetlig elektronisk </div><div class="t m0 x1 h42 yf3d ff2 fs11 fc3 sc0 ls2 ws2">rapportering av<span class="_ _0"></span> årsredo<span class="_ _0"></span>visningen och koncernr<span class="_ _0"></span>edovisning. Revisorn <span class="_ _0"></span>väljer </div><div class="t m0 x1 h42 yf3e ff2 fs11 fc3 sc0 ls2 ws2">vilka åt<span class="_ _0"></span>gärder<span class="_ _0"></span> som ska utf<span class="_ _0"></span>öras, bland annat<span class="_ _0"></span> genom att bedöma risk<span class="_ _2"></span>erna för </div><div class="t m0 x1 h42 yf3f ff2 fs11 fc3 sc0 ls2 ws2">väsentliga felaktighe<span class="_ _0"></span>ter i r<span class="_ _2"></span>apporteringen vare sig dessa ber<span class="_ _0"></span>or på oegen<span class="_ _0"></span>tligheter<span class="_ _0"></span> </div><div class="t m0 x1 h42 yf40 ff2 fs11 fc3 sc0 ls2 ws2">eller misst<span class="_ _0"></span>ag. Vid denna riskbedömning beaktar<span class="_ _2"></span> revisorn de delar av den in<span class="_ _0"></span>terna </div><div class="t m0 x1 h42 yf41 ff2 fs11 fc3 sc0 ls2 ws2">kontr<span class="_ _2"></span>ollen som är relevan<span class="_ _0"></span>ta för<span class="_ _2"></span> hur styrelsen och verkst<span class="_ _0"></span>ällande direkt<span class="_ _0"></span>ören t<span class="_ _0"></span>ar fr<span class="_ _0"></span>am </div><div class="t m0 x1 h42 yf42 ff2 fs11 fc3 sc0 ls2 ws2">underlaget i s<span class="_ _0"></span>yfte att utf<span class="_ _0"></span>orma granskningsåtgär<span class="_ _2"></span>der som är ändamålsenliga med </div><div class="t m0 x1 h42 yf43 ff2 fs11 fc3 sc0 ls2 ws2">hänsyn till omständighet<span class="_ _0"></span>erna, men inte i syft<span class="_ _0"></span>e att gör<span class="_ _0"></span>a ett utt<span class="_ _0"></span>alande om effekti-</div><div class="t m0 x1 h42 yf44 ff2 fs11 fc3 sc0 ls2 ws2">viteten i den in<span class="_ _0"></span>terna kon<span class="_ _0"></span>trollen. Gr<span class="_ _0"></span>anskningen omfattar<span class="_ _2"></span> också en utvärdering av </div><div class="t m0 x1 h42 yf45 ff2 fs11 fc3 sc0 ls2 ws2">ändamålsenligheten och rimlighet<span class="_ _0"></span>en i styrelsens och v<span class="_ _0"></span>erkställande direkt<span class="_ _0"></span>örens </div><div class="t m0 x1 h42 yf46 ff2 fs11 fc3 sc0 ls2 ws2">antaganden.</div><div class="t m0 x1 h42 yf47 ff2 fs11 fc3 sc0 ls2 ws2">Granskningsåtgär<span class="_ _2"></span>derna omfattar huvudsakligen <span class="_ _0"></span>validering av att<span class="_ _0"></span> Esef-r<span class="_ _2"></span>ap-</div><div class="t m0 x1 h42 yf48 ff2 fs11 fc3 sc0 ls2 ws2">porten upprätt<span class="_ _0"></span>ats i ett<span class="_ _0"></span> giltigt XHTML<span class="_ _1"></span>-format<span class="_ _0"></span> och en avstämning av att<span class="_ _0"></span> </div><div class="t m0 x1 h42 yf49 ff2 fs11 fc3 sc0 ls2 ws2">Esef<span class="_ _0"></span>-rapporten ö<span class="_ _0"></span>verensst<span class="_ _0"></span>ämmer med den gr<span class="_ _0"></span>anskade årsr<span class="_ _2"></span>edovisningen och </div><div class="t m0 x1 h42 yf4a ff2 fs11 fc3 sc0 ls2 ws2">koncernr<span class="_ _2"></span>edovisningen.</div><div class="t m0 x1 h42 yf4b ff2 fs11 fc3 sc0 ls2 ws2">Vidare omf<span class="_ _0"></span>attar<span class="_ _0"></span> granskningen även en bedömning av huruvida k<span class="_ _2"></span>oncernens </div><div class="t m0 x1 h42 yf4c ff2 fs11 fc3 sc0 ls2 ws2">resultat<span class="_ _2"></span>-, balans- och ege<span class="_ _0"></span>tkapitalr<span class="_ _2"></span>äkningar, k<span class="_ _2"></span>assaﬂödesanalys samt no-</div><div class="t m0 x1 h42 yf4d ff2 fs11 fc3 sc0 ls2 ws2">ter<span class="_ _0"></span> i Esef-r<span class="_ _2"></span>apporten har märkts med iXBRL<span class="_ _0"></span> i enlighet med <span class="_ _0"></span>vad som följer<span class="_ _0"></span> av </div><div class="t m0 x1 h42 yf4e ff2 fs11 fc3 sc0 ls2 ws2">Esef<span class="_ _0"></span>-för<span class="_ _2"></span>ordningen.</div><div class="t m0 x24 ha yf4f ff1 fs7 fc9 sc0 ls2 ws130">REVISORNS <span class="_ _6"></span>GRANSKNING A<span class="_ _2"></span>V </div><div class="t m0 x24 ha yf50 ff1 fs7 fc9 sc0 ls2 ws2">BOLAGSS<span class="_ _0"></span>TYRNINGSRAPPORTEN</div><div class="t m0 x24 h42 yf51 ff2 fs11 fc3 sc0 ls2 ws2">Det är<span class="_ _2"></span> styrelsen som har ansvar<span class="_ _2"></span>et för<span class="_ _0"></span> bolagsstyrningsrapporten på sidorna 30 - </div><div class="t m0 x24 h42 yf52 ff2 fs11 fc3 sc0 ls2 ws2">34 och för<span class="_ _0"></span> att den är<span class="_ _0"></span> upprätt<span class="_ _0"></span>ad i enlighet med årsr<span class="_ _2"></span>edovisningslagen.</div><div class="t m0 x24 h42 yf53 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>år granskning har<span class="_ _0"></span> skett<span class="_ _2"></span> enligt FARs r<span class="_ _2"></span>ekommendation RevR 16 R<span class="_ _0"></span>evisorns gransk<span class="_ _2"></span>-</div><div class="t m0 x24 h42 yf54 ff2 fs11 fc3 sc0 ls2 ws2">ning av bolagsstyrningsrapport<span class="_ _0"></span>en. Detta innebär<span class="_ _0"></span> att v<span class="_ _0"></span>år gr<span class="_ _0"></span>anskning av bolags-</div><div class="t m0 x24 h42 yf55 ff2 fs11 fc3 sc0 ls2 ws2">styrningsrapporten har<span class="_ _2"></span> en annan inriktning och en väsentligt mindr<span class="_ _0"></span>e omfattning </div><div class="t m0 x24 h42 yf56 ff2 fs11 fc3 sc0 ls2 ws2">jämfört<span class="_ _0"></span> med den inriktning och omfattning som en r<span class="_ _0"></span>evision enligt In<span class="_ _0"></span>ternational </div><div class="t m0 x24 h42 yf57 ff2 fs11 fc3 sc0 ls2 ws2">Standar<span class="_ _0"></span>ds on Auditing och god r<span class="_ _2"></span>evisionssed i Sverige har<span class="_ _2"></span>. Vi anser att<span class="_ _0"></span> denna </div><div class="t m0 x24 h42 yf58 ff2 fs11 fc3 sc0 ls2 ws2">granskning ger<span class="_ _0"></span> oss tillräcklig grund f<span class="_ _2"></span>ör våra utt<span class="_ _0"></span>alanden.</div><div class="t m0 x24 h42 yf59 ff2 fs11 fc3 sc0 ls2 ws2">En bolagsstyrningsrapport<span class="_ _0"></span> har uppr<span class="_ _2"></span>ättats. Upplysningar i enlighet<span class="_ _0"></span> med 6 kap<span class="_ _0"></span>. 6 § </div><div class="t m0 x24 h42 yf5a ff2 fs11 fc3 sc0 ls2 ws2">andra styck<span class="_ _2"></span>et punkterna 2–6 år<span class="_ _0"></span>sredovisningslagen samt<span class="_ _2"></span> 7 kap. 31 § andr<span class="_ _0"></span>a stycke<span class="_ _0"></span>t </div><div class="t m0 x24 h42 yf5b ff2 fs11 fc3 sc0 ls2 ws2">samma lag är f<span class="_ _0"></span>örenliga med årsr<span class="_ _2"></span>edovisningens och koncernredovisningens </div><div class="t m0 x24 h42 yf5c ff2 fs11 fc3 sc0 ls2 ws2">övriga delar sam<span class="_ _0"></span>t är<span class="_ _0"></span> i över<span class="_ _0"></span>ensstämmelse med årsr<span class="_ _0"></span>edovisningslagen.</div><div class="t m0 x24 ha yf5d ff1 fs7 fc9 sc0 ls2 ws161">REVISORNS YTTRANDE A<span class="_ _2"></span>VSEENDE <span class="_ _6"></span>DEN </div><div class="t m0 x24 ha yf5e ff1 fs7 fc9 sc0 ls2 ws2">LAGS<span class="_ _0"></span>T<span class="_ _1"></span>ADGADE HÅLLBARHETSRAPPORTEN </div><div class="t m0 x24 h42 yf5f ff2 fs11 fc3 sc0 ls2 ws2">Det är<span class="_ _2"></span> styrelsen som har ansvar<span class="_ _2"></span>et för<span class="_ _0"></span> hållbarhetsrapport<span class="_ _0"></span>en på sidorna 23 - 29 </div><div class="t m0 x24 h42 yf60 ff2 fs11 fc3 sc0 ls2 ws2">och för<span class="_ _0"></span> att den är<span class="_ _0"></span> upprätt<span class="_ _0"></span>ad i enlighet med årsr<span class="_ _2"></span>edovisningslagen.</div><div class="t m0 x24 h42 yf61 ff2 fs11 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>år granskning har<span class="_ _0"></span> skett<span class="_ _2"></span> enligt FAR:s r<span class="_ _2"></span>ekommendation RevR 12 R<span class="_ _0"></span>evisorns yttr<span class="_ _0"></span>an-</div><div class="t m0 x24 h42 yf62 ff2 fs11 fc3 sc0 ls2 ws2">de om den lagstadgade hållbarhetsr<span class="_ _0"></span>apporten. Detta innebär<span class="_ _2"></span> att vår<span class="_ _0"></span> gransk<span class="_ _2"></span>-</div><div class="t m0 x24 h42 yf63 ff2 fs11 fc3 sc0 ls2 ws2">ning av hållbarhetsr<span class="_ _0"></span>apporten har<span class="_ _0"></span> en annan inriktning och en väsentligt<span class="_ _0"></span> mindre </div><div class="t m0 x24 h42 yf64 ff2 fs11 fc3 sc0 ls2 ws2">omfattning jämf<span class="_ _0"></span>ört med den inriktning och omf<span class="_ _2"></span>attning som en revision enligt </div><div class="t m0 x24 h42 yf65 ff2 fs11 fc3 sc0 ls2 ws2">International St<span class="_ _0"></span>andards on <span class="_ _0"></span>Auditing och god revisionssed i S<span class="_ _0"></span>verige har<span class="_ _2"></span>. Vi anser </div><div class="t m0 x24 h42 yf66 ff2 fs11 fc3 sc0 ls2 ws2">att denna gr<span class="_ _0"></span>anskning ger oss tillr<span class="_ _2"></span>äcklig grund för vårt<span class="_ _2"></span> uttalande.</div><div class="t m0 x24 h42 yf67 ff2 fs11 fc3 sc0 ls2 ws2">En hållbarhetsrapport<span class="_ _2"></span> har upprättats.</div><div class="t m0 x24 h42 yf68 ff2 fs11 fc3 sc0 ls2 ws2">Grant<span class="_ _2"></span> Thornton Sweden <span class="_ _2"></span>AB, c/<span class="_ _0"></span>o Grant<span class="_ _0"></span> <span class="_ _0"></span>Thornton Box 7<span class="_ _2"></span>623 10394 Stockholm, </div><div class="t m0 x24 h42 yf69 ff2 fs11 fc3 sc0 ls2 ws2">utsågs till Eniro Gr<span class="_ _2"></span>oup AB (publ)s r<span class="_ _0"></span>evisor av bolagsst<span class="_ _0"></span>ämman den 11 maj 2023 och </div><div class="t m0 x24 h42 yf6a ff2 fs11 fc3 sc0 ls2 ws2">har v<span class="_ _0"></span>arit bolagets r<span class="_ _2"></span>evisor sedan 29 april 2021.</div><div class="t m0 x116 h3d yf6b ff1e fs11 fc3 sc0 ls2 ws2">Stockholm, enligt<span class="_ _0"></span> datum som framgår<span class="_ _0"></span> av elektronisk<span class="_ _2"></span> signering.</div><div class="t m0 x82 h2e yf6c ff1 fs11 fc3 sc0 ls2 ws122">Grant Thornton Sweden AB</div><div class="t m0 x25 h2e yf6d ff1 fs11 fc3 sc0 ls2 ws2">Daniel Forsgr<span class="_ _0"></span>en</div><div class="t m0 x2b h3d yf6e ff1e fs11 fc3 sc0 ls2 ws2">Auktoriser<span class="_ _0"></span>ad revisor</div></div><div class="pi"></div></div><div id="pf45" class="pf w0 h0"><div class="pc pc45 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">69</div><div class="t m0 x59 h30 yf6f ff1 fs24 fc3 sc0 ls47 ws30">MSEK<span class="_ _17a"> </span><span class="lsab wsf3">2023<span class="_ _ef"> </span>2022<span class="_ _42"> </span><span class="ls5b ws9b">2021<span class="_ _2b"> </span>2020<span class="_ _3e"> </span><span class="ls4c ws8d">2019</span></span></span></div><div class="t m0 x59 h30 yf70 ff1 fs24 fc3 sc0 ls51 ws92">K<span class="_ _0"></span>ONCERNENS RESUL<span class="_ _1"></span>T<span class="_ _2"></span>A<span class="_ _2"></span>TR<span class="_ _6"></span>ÄKNING I SAMMANDRAG</div><div class="t m0 x59 h2f yf71 ff5 fs24 fc3 sc0 ls54 ws95">Nettoomsät<span class="_ _6"></span>tning<span class="_ _23f"> </span><span class="lsba ws10c">960<span class="_ _2d"> </span><span class="ls11 ws11">930<span class="_ _2d"> </span><span class="lsa4 wsf1">828<span class="_ _165"> </span><span class="lsab wsf3">882<span class="_ _18d"> </span><span class="ls2 ws2">1 060</span></span></span></span></span></div><div class="t m0 x59 h2f yf72 ff5 fs24 fc3 sc0 ls54 ws95">Rörel<span class="_ _0"></span>seresult<span class="_ _2"></span>a<span class="_ _6"></span>t för<span class="_ _2"></span>e avskrivningar (E<span class="_ _0"></span>BITDA<span class="_ _2"></span>)<span class="_ _1a9"> </span><span class="ls12 ws12">87<span class="_ _c9"> </span><span class="ls11 ws11">148<span class="_ _c9"> </span><span class="ls47 ws30">133<span class="_ _1fa"> </span>13<span class="_ _6"></span>4<span class="_ _93"> </span><span class="ls66 wsa7">76</span></span></span></span></div><div class="t m0 x59 h2f yf73 ff5 fs24 fc3 sc0 ls54 ws95">Rörel<span class="_ _0"></span>seresult<span class="_ _2"></span>a<span class="_ _6"></span>t efter avskrivningar<span class="_ _0"></span> (EBI<span class="_ _0"></span>T<span class="_ _6"></span>)<span class="_ _f8"> </span><span class="ls2 ws2">4<span class="_ _184"> </span><span class="ls5c ws9c">65<span class="_ _1fa"> </span><span class="ls4f ws90">-97<span class="_ _42"> </span><span class="ls12 ws12">-595<span class="_ _42"> </span><span class="lsba ws10c">-3<span class="_ _6"></span>96</span></span></span></span></span></div><div class="t m0 x59 h2f yf74 ff5 fs24 fc3 sc0 ls2 ws2">Resul<span class="_ _6"></span>tat fö<span class="_ _6"></span>re skat<span class="_ _f"></span>ter<span class="_ _240"> </span><span class="ls9 ws8">-1<span class="_ _6"></span>0<span class="_ _184"> </span><span class="ls10b ws162">44<span class="_ _165"> </span></span>-11<span class="_ _6"></span>4<span class="_ _91"> </span>-10<span class="_ _6"></span>1<span class="_ _162"> </span><span class="ls5a ws9a">-<span class="_ _f"></span>4<span class="_ _6"></span>74</span></span></div><div class="t m0 x59 h30 yf75 ff1 fs24 fc3 sc0 ls57 ws98">Årets resulta<span class="_ _0"></span>t (<span class="_ _2"></span>moderbolagets aktieägare<span class="_ _2"></span>)<span class="_ _241"> </span><span class="ls2a ws2a">-4<span class="_ _163"> </span><span class="ls53 ws94">48<span class="_ _15f"> </span><span class="ls4 ws4">-1<span class="_ _6"></span>0<span class="_ _6"></span>7<span class="_ _91"> </span><span class="lsa5 ws107">-68<span class="_ _3e"> </span><span class="ls58 ws9">-<span class="_ _6"></span>637</span></span></span></span></span></div><div class="t m0 x59 h30 yf76 ff1 fs24 fc3 sc0 ls51 ws92">K<span class="_ _0"></span>ONCERNENS BALANSR<span class="_ _6"></span>ÄKNING I SAMMANDRAG</div><div class="t m0 x59 h30 yf77 ff1 fs24 fc3 sc0 ls54 ws95">Tillgångar Tillgångar</div><div class="t m0 x59 h2f yf78 ff5 fs24 fc3 sc0 lsab wsf3">Goo<span class="_ _6"></span>dwill<span class="_ _242"> </span><span class="lsa4 wsf1">470<span class="_ _165"> </span>470<span class="_ _c9"> </span><span class="ls4f ws90">414<span class="_ _2d"> </span><span class="ls5d ws9d">52<span class="_ _6"></span>0<span class="_ _ef"> </span><span class="ls2 ws2">1 03<span class="_ _6"></span>4</span></span></span></span></div><div class="t m0 x59 h2f yf79 ff5 fs24 fc3 sc0 ls54 ws95">Övriga anläggning<span class="_ _0"></span>stillgångar<span class="_ _1d3"> </span><span class="ls56 ws97">197<span class="_ _165"> </span><span class="lsbb ws10e">24<span class="_ _f"></span>5<span class="_ _8d"> </span><span class="ls4e ws8f">231<span class="_ _165"> </span><span class="lsba ws10c">3<span class="_ _6"></span>42<span class="_ _8d"> </span><span class="ls47 ws30">7<span class="_ _6"></span>31</span></span></span></span></span></div><div class="t m0 x59 h2f yf7a ff5 fs24 fc3 sc0 ls54 ws95">Omsät<span class="_ _6"></span>tningstillgångar<span class="_ _243"> </span><span class="ls5b ws9b">309<span class="_ _91"> </span><span class="ls5a ws9a">3<span class="_ _f"></span>67<span class="_ _91"> </span><span class="ls5e ws9e">370<span class="_ _2d"> </span><span class="ls4e ws8f">32<span class="_ _6"></span>9<span class="_ _cb"> </span></span></span></span>340</span></div><div class="t m0 x59 h30 yf7b ff1 fs24 fc3 sc0 ls54 ws95">Summa tillgångar<span class="_ _244"> </span><span class="ls81 wsbc">975<span class="_ _3e"> </span><span class="ls2 ws2">1 0<span class="_ _6"></span>81<span class="_ _42"> </span>1 015<span class="_ _6f"> </span>1 1<span class="_ _6"></span>91<span class="_ _ef"> </span>2 10<span class="_ _6"></span>5</span></span></div><div class="t m0 x59 h30 yf7c ff1 fs24 fc3 sc0 ls57 ws98">Eget k<span class="_ _2"></span>apital och<span class="_ _0"></span> skulder Eget<span class="_ _0"></span> kapi<span class="_ _0"></span>tal och<span class="_ _0"></span> skulder</div><div class="t m0 x59 h2f yf7d ff5 fs24 fc3 sc0 ls54 ws95">Ege<span class="_ _0"></span>t k<span class="_ _0"></span>apital<span class="_ _0"></span> (<span class="_ _2"></span>moderbolagets akt<span class="_ _6"></span>ieägare<span class="_ _1"></span>)<span class="_ _14c"> </span><span class="ls3 ws3">26<span class="_ _6"></span>9<span class="_ _2d"> </span><span class="ls6 ws6">305<span class="_ _184"> </span><span class="ls11 ws11">93<span class="_ _1fa"> </span><span class="ls47 ws30">195<span class="_ _188"> </span>-313</span></span></span></span></div><div class="t m0 x59 h2f yf7e ff5 fs24 fc3 sc0 ls47 ws30">Innehav utan bes<span class="_ _6"></span>tämmande inﬂy<span class="_ _6"></span>tande<span class="_ _245"> </span><span class="ls2 ws2">1<span class="_ _20"> </span>1<span class="_ _83"> </span>1<span class="_ _1fe"> </span><span class="ls82 ws10d">10<span class="_ _184"> </span><span class="ls5b ws9b">40</span></span></span></div><div class="t m0 x59 h2f yf7f ff5 fs24 fc3 sc0 ls54 ws95">Långfristiga skulder<span class="_ _1fc"> </span><span class="ls4e ws8f">327<span class="_ _c9"> </span><span class="ls69 wsa9">3<span class="_ _6"></span>61<span class="_ _91"> </span><span class="ls5d ws9d">523<span class="_ _91"> </span><span class="lsbb ws10e">5<span class="_ _6"></span>24<span class="_ _ef"> </span><span class="ls2 ws2">1 86<span class="_ _f"></span>4</span></span></span></span></span></div><div class="t m0 x59 h2f yf80 ff5 fs24 fc3 sc0 ls54 ws95">Kort<span class="_ _6"></span>fristiga skulder<span class="_ _244"> </span><span class="ls56 ws97">378<span class="_ _c9"> </span><span class="ls4f ws90">415<span class="_ _2d"> </span><span class="ls47 ws30">398<span class="_ _165"> </span><span class="lsa4 wsf1">462<span class="_ _c9"> </span><span class="ls11 ws11">514</span></span></span></span></span></div><div class="t m0 x59 h30 yf81 ff1 fs24 fc3 sc0 ls57 ws98">Summa eget k<span class="_ _2"></span>apital och skulder<span class="_ _164"> </span><span class="ls81 wsbc">975<span class="_ _3e"> </span><span class="ls2 ws2">1 0<span class="_ _6"></span>81<span class="_ _42"> </span>1 015<span class="_ _188"> </span>1 191<span class="_ _18d"> </span>2 1<span class="_ _6"></span>05</span></span></div><div class="t m0 x59 h30 yf82 ff1 fs24 fc3 sc0 ls51 ws92">K<span class="_ _0"></span>ONCERNENS KA<span class="_ _6"></span>SSAFLÖDE I<span class="_ _0"></span> SAMMANDRAG</div><div class="t m0 x59 h2f yf83 ff5 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde<span class="_ _0"></span> från den<span class="_ _0"></span> löpande verksamhet<span class="_ _0"></span>en<span class="_ _241"> </span><span class="ls5d ws9d">52<span class="_ _93"> </span><span class="lsa4 wsf1">62<span class="_ _e6"> </span><span class="ls10c ws163">71<span class="_ _163"> </span><span class="ls57 ws98">60<span class="_ _e6"> </span>51</span></span></span></span></div><div class="t m0 x59 h2f yf84 ff5 fs24 fc3 sc0 ls55 ws96">Kassaﬂöde<span class="_ _0"></span> från<span class="_ _0"></span> inv<span class="_ _0"></span>esteringsverksamhet<span class="_ _2"></span>en<span class="_ _a6"> </span><span class="ls9 ws8">-16<span class="_ _1fa"> </span><span class="ls54 ws95">-<span class="_ _6"></span>57<span class="_ _ac"> </span></span>-1<span class="_ _6"></span>9<span class="_ _ea"> </span><span class="ls2 ws2">5<span class="_ _94"> </span><span class="ls12 ws12">59</span></span></span></div><div class="t m0 x59 h2f yf85 ff5 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde<span class="_ _0"></span> från fina<span class="_ _0"></span>nsieringsverksamheten<span class="_ _246"> </span><span class="ls4f ws90">-91<span class="_ _ac"> </span><span class="ls56 ws97">-31<span class="_ _8d"> </span><span class="lsad wsff">-2<span class="_ _6"></span>7<span class="_ _91"> </span><span class="lsb8 ws10a">-64<span class="_ _91"> </span><span class="lsa5 ws107">-56</span></span></span></span></span></div><div class="t m0 x59 h30 yf86 ff1 fs24 fc3 sc0 ls57 ws98">Årets k<span class="_ _0"></span>assaﬂöde<span class="_ _247"> </span><span class="ls52 ws93">-55<span class="_ _7a"> </span><span class="lsaf ws113">-2<span class="_ _6"></span>6<span class="_ _94"> </span><span class="ls5b ws9b">25<span class="_ _20"> </span><span class="ls2 ws2">1<span class="_ _8b"> </span><span class="ls59 ws99">54</span></span></span></span></span></div><div class="t m0 x8 h7 y3bb ff1 fs4 fc3 sc0 ls46 ws86">F<span class="_ _28"></span>emårsö<span class="_ _1"></span>v<span class="_ _2"></span>ersikt</div></div><div class="pi"></div></div><div id="pf46" class="pf w0 h0"><div class="pc pc46 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">70</div><div class="t m0 x117 h30 yf87 ff1 fs24 fc3 sc0 lsab wsf3">2023<span class="_ _ef"> </span>2022<span class="_ _42"> </span><span class="ls5b ws9b">2021<span class="_ _2b"> </span>2020<span class="_ _42"> </span><span class="ls4c ws8d">2019</span></span></div><div class="t m0 x18 h30 yf88 ff1 fs24 fc3 sc0 ls68 ws157">NY<span class="_ _0"></span>CKEL<span class="_ _2"></span>T<span class="_ _2"></span>AL</div><div class="t m0 x18 h2f yf89 ff5 fs24 fc3 sc0 ls47 ws30">Rörelsemarginal E<span class="_ _0"></span>BITDA<span class="_ _6"></span>, %<span class="_ _248"> </span><span class="ls2 ws2">9<span class="_ _6e"> </span><span class="ls4c ws8d">16<span class="_ _e6"> </span>16<span class="_ _6e"> </span><span class="ls74 wsb2">15<span class="_ _200"> </span></span></span>7</span></div><div class="t m0 x18 h2f yf8a ff5 fs24 fc3 sc0 ls47 ws30">Rörelsemarginal E<span class="_ _0"></span>BIT<span class="_ _2"></span>, %<span class="_ _249"> </span><span class="ls2 ws2">0<span class="_ _200"> </span>7<span class="_ _163"> </span><span class="ls9 ws8">-1<span class="_ _6"></span>2<span class="_ _1fa"> </span><span class="ls5a ws9a">-<span class="_ _f"></span>67<span class="_ _8d"> </span><span class="ls56 ws97">-37</span></span></span></span></div><div class="t m0 x18 h2f yf8b ff5 fs24 fc3 sc0 ls47 ws30">Geno<span class="_ _6"></span>msnit<span class="_ _6"></span>tligt eg<span class="_ _6"></span>et kapit<span class="_ _0"></span>al, MSEK<span class="_ _f1"> </span><span class="lsa4 wsf1">287<span class="_ _1fa"> </span><span class="ls58 ws9">19<span class="_ _6"></span>9<span class="_ _1fa"> </span></span></span>13<span class="_ _6"></span>8<span class="_ _91"> </span><span class="ls25 ws24">-46<span class="_ _6e"> </span><span class="ls4f ws90">41</span></span></div><div class="t m0 x18 h2f yf8c ff5 fs24 fc3 sc0 ls2 ws2">Avkas<span class="_ _6"></span>tni<span class="_ _6"></span>ng p<span class="_ _6"></span>å eg<span class="_ _6"></span>et kapi<span class="_ _6"></span>tal, %<span class="_ _31"> </span><span class="ls51 ws92">neg<span class="_ _188"> </span><span class="lsbb ws10e">24,<span class="_ _f"></span>3<span class="_ _2d"> </span></span>neg<span class="_ _103"> </span>ne<span class="_ _6"></span>g<span class="_ _cb"> </span>neg</span></div><div class="t m0 x18 h2f yf8d ff5 fs24 fc3 sc0 ls47 ws30">Räntebärande nettoskuld, MSEK<span class="_ _24a"> </span><span class="lsba ws10c">142<span class="_ _8b"> </span><span class="ls4c ws8d">116<span class="_ _2d"> </span><span class="ls3 ws3">260<span class="_ _7a"> </span><span class="ls5a ws9a">2<span class="_ _f"></span>74<span class="_ _2d"> </span><span class="ls4e ws8f">9<span class="_ _6"></span>20</span></span></span></span></span></div><div class="t m0 x18 h2f yf8e ff5 fs24 fc3 sc0 ls2 ws2">So<span class="_ _6"></span>lidi<span class="_ _6"></span>tet, %<span class="_ _da"> </span><span class="lsa4 wsf1">28<span class="_ _93"> </span>28<span class="_ _ea"> </span></span>9<span class="_ _e6"> </span><span class="ls51 ws92">17<span class="_ _2d"> </span>neg</span></div><div class="t m0 x18 h30 yf8f ff1 fs24 fc3 sc0 lsad ws92">NY<span class="_ _2"></span>CKEL<span class="_ _2"></span>T<span class="_ _2"></span>AL PER AKTIE FÖRE UTSP<span class="_ _2"></span>ÄDNING</div><div class="t m0 x18 h2f yf90 ff5 fs24 fc3 sc0 ls54 ws95">Årets r<span class="_ _0"></span>esultat<span class="_ _2"></span>, SEK<span class="_ _0"></span> (<span class="_ _2"></span>moderbolagets aktie<span class="_ _6"></span>ägare<span class="_ _1"></span>)<span class="_ _1f8"> </span><span class="ls4f ws90">-<span class="_ _6"></span>0,<span class="_ _6"></span>01<span class="_ _188"> </span>0,73<span class="_ _188"> </span><span class="ls69 wsa9">-1<span class="_ _f"></span>,<span class="_ _6"></span>61<span class="_ _167"> </span><span class="ls9 ws8">-1<span class="_ _6"></span>,<span class="_ _6"></span>0<span class="_ _6"></span>2<span class="_ _40"> </span><span class="ls67 wsa8">-<span class="_ _6"></span>9,<span class="_ _f"></span>5<span class="_ _6"></span>7</span></span></span></span></div><div class="t m0 x18 h2f yf91 ff5 fs24 fc3 sc0 ls54 ws95">Kassaﬂöde<span class="_ _0"></span> från den<span class="_ _0"></span> löpande verksamhet<span class="_ _0"></span>en<span class="_ _24b"> </span>0,08<span class="_ _6f"> </span><span class="ls10d ws164">0<span class="_ _f"></span>,9<span class="_ _f"></span>3<span class="_ _7a"> </span><span class="ls2 ws2">1,07<span class="_ _15f"> </span></span>0<span class="_ _f"></span>,9<span class="_ _f"></span>0<span class="_ _cb"> </span><span class="ls4f ws90">0,7<span class="_ _f"></span>7</span></span></div><div class="t m0 x18 h2f yf92 ff5 fs24 fc3 sc0 ls54 ws95">Ege<span class="_ _0"></span>t k<span class="_ _0"></span>apital,<span class="_ _0"></span> SEK<span class="_ _2"></span> (<span class="_ _0"></span>moderbolagets aktieägare<span class="_ _2"></span>)<span class="_ _1c2"> </span><span class="ls56 ws97">0,<span class="_ _6"></span>37<span class="_ _35"> </span></span>0,4<span class="_ _6"></span>5<span class="_ _165"> </span><span class="ls50 ws91">0,12<span class="_ _6f"> </span><span class="lsa4 wsf1">0,<span class="_ _6"></span>28<span class="_ _ef"> </span><span class="ls4f ws90">-<span class="_ _6"></span>4,70</span></span></span></div><div class="t m0 x18 h2f yf93 ff5 fs24 fc3 sc0 ls47 ws30">Geno<span class="_ _6"></span>msnit<span class="_ _6"></span>tligt antal stamak<span class="_ _6"></span>tier exklusive eget inneha<span class="_ _6"></span>v<span class="_ _0"></span>, tusental<span class="_ _106"> </span><span class="ls6 ws6">629<span class="_ _2"></span> 788<span class="_ _45"> </span><span class="ls2 ws2">66 5<span class="_ _6"></span>5<span class="_ _6"></span>6<span class="_ _45"> </span>6<span class="_ _6"></span>6 55<span class="_ _6"></span>6<span class="_ _45"> </span>6<span class="_ _6"></span>6 5<span class="_ _6"></span>56<span class="_ _45"> </span>6<span class="_ _6"></span>6 5<span class="_ _6"></span>5<span class="_ _6"></span>6</span></span></div><div class="t m0 x18 h2f yf94 ff5 fs24 fc3 sc0 ls2 ws2">Antal s<span class="_ _6"></span>ta<span class="_ _6"></span>mak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>r vid p<span class="_ _6"></span>er<span class="_ _6"></span>io<span class="_ _6"></span>den<span class="_ _6"></span>s slu<span class="_ _6"></span>t exk<span class="_ _6"></span>lus<span class="_ _6"></span>ive e<span class="_ _6"></span>get in<span class="_ _6"></span>ne<span class="_ _6"></span>hav, tus<span class="_ _6"></span>ental<span class="_ _ef"> </span>7<span class="_ _6"></span>28 0<span class="_ _6"></span>07<span class="_ _45"> </span>6<span class="_ _6"></span>6 5<span class="_ _6"></span>56<span class="_ _45"> </span>6<span class="_ _6"></span>6 5<span class="_ _6"></span>56<span class="_ _bc"> </span>6<span class="_ _6"></span>6 55<span class="_ _6"></span>6<span class="_ _45"> </span>6<span class="_ _6"></span>6 5<span class="_ _6"></span>56</div><div class="t m0 x18 h2f yf95 ff5 fs24 fc3 sc0 ls55 ws96">Antal<span class="_ _2"></span> prefer<span class="_ _0"></span>ensaktier serie A<span class="_ _0"></span> vid periodens<span class="_ _0"></span> slut,<span class="_ _2"></span> t<span class="_ _6"></span>usent<span class="_ _2"></span>al<span class="_ _1db"> </span><span class="ls2 ws2">-<span class="_ _b1"> </span><span class="ls69 wsa9">61<span class="_ _6"></span>7<span class="_ _6"></span> 5<span class="_ _6"></span>0<span class="_ _6"></span>3<span class="_ _ed"> </span>61<span class="_ _6"></span>7 5<span class="_ _6"></span>0<span class="_ _6"></span>3<span class="_ _ed"> </span>61<span class="_ _6"></span>7 5<span class="_ _f"></span>0<span class="_ _6"></span>3<span class="_ _86"> </span></span>-</span></div><div class="t m0 x18 h2f yf96 ff5 fs24 fc3 sc0 ls55 ws96">Antal<span class="_ _2"></span> prefer<span class="_ _0"></span>ensaktier serie B<span class="_ _0"></span> vid periodens<span class="_ _0"></span> slut,<span class="_ _2"></span> t<span class="_ _6"></span>usent<span class="_ _2"></span>al <span class="_ _24c"> </span><span class="ls2 ws2">-<span class="_ _165"> </span><span class="ls4f ws90">259<span class="_ _165"> </span>259<span class="_ _165"> </span>259<span class="_ _165"> </span>259</span></span></div><div class="t m0 x18 h2f yf97 ff5 fs24 fc3 sc0 ls2 ws2">Utde<span class="_ _6"></span>lni<span class="_ _6"></span>ng pe<span class="_ _6"></span>r s<span class="_ _6"></span>tama<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>e, SEK<span class="_ _24d"> </span><span class="ls54 ws95">0,05<span class="_ _1a7"> </span></span>-<span class="_ _1a7"> </span>-<span class="_ _86"> </span>-<span class="_ _1a7"> </span>-</div><div class="t m0 x18 h30 yf98 ff1 fs24 fc3 sc0 lsad ws92">ANDRA NY<span class="_ _0"></span>CKEL<span class="_ _1"></span>T<span class="_ _2"></span>AL</div><div class="t m0 x18 h2f yf99 ff5 fs24 fc3 sc0 ls54 ws95">Medelanta<span class="_ _0"></span>l heltidsanstäl<span class="_ _0"></span>lda<span class="_ _24e"> </span><span class="ls68 ws157">915<span class="_ _1fa"> </span><span class="ls8c wsc4">7<span class="_ _6"></span>75<span class="_ _ac"> </span><span class="ls9a wse2">61<span class="_ _6"></span>6<span class="_ _ac"> </span><span class="ls65 wsa6">7<span class="_ _6"></span>10<span class="_ _91"> </span><span class="lsa1 ws165">838</span></span></span></span></span></div><div class="t m0 x18 h2f yf9a ff5 fs24 fc3 sc0 ls2 ws2">Antal h<span class="_ _6"></span>el<span class="_ _6"></span>tid<span class="_ _6"></span>san<span class="_ _6"></span>stä<span class="_ _6"></span>lld<span class="_ _6"></span>a vid å<span class="_ _6"></span>rets s<span class="_ _6"></span>lu<span class="_ _6"></span>t<span class="_ _14b"> </span><span class="ls8c wsc4">875<span class="_ _165"> </span><span class="ls72 ws54">880<span class="_ _2d"> </span><span class="lsb2 ws103">60<span class="_ _6"></span>8<span class="_ _7a"> </span><span class="lsb0 ws101">6<span class="_ _6"></span>37<span class="_ _c9"> </span><span class="ls93 wsc9">787</span></span></span></span></span></div><div class="t m0 x18 h2f yf9b ff5 fs24 fc3 sc0 ls24 ws2">ARR fö<span class="_ _6"></span>r af<span class="_ _6"></span>fär<span class="_ _6"></span>so<span class="_ _6"></span>mråd<span class="_ _6"></span>et Mar<span class="_ _6"></span>keti<span class="_ _6"></span>ng Par<span class="_ _f"></span>tne<span class="_ _6"></span>r, MSEK<span class="_ _24f"> </span><span class="lsb1 ws102">462<span class="_ _91"> </span><span class="lsa4 wsf1">444<span class="_ _2d"> </span>444<span class="_ _91"> </span><span class="ls10e ws166">456<span class="_ _91"> </span><span class="lsb7 ws109">49<span class="_ _6"></span>2</span></span></span></span></div><div class="t m0 x1 h7 y3bb ff1 fs4 fc3 sc0 ls46 ws86">Ny<span class="_ _1"></span>ck<span class="_ _3"></span>elt<span class="_ _2"></span>al</div></div><div class="pi"></div></div><div id="pf47" class="pf w0 h0"><div class="pc pc47 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x58 h4 y3 ff2 fs2 fc3 sc0 ls22 ws167">71</div><div class="t m0 x8 h7 y3bb ff1 fs4 fc3 sc0 ls46 ws2">Finansiella definitioner</div><div class="t m0 x8 h2d yf9c ff2 fs23 fc3 sc0 ls2 ws2">Enir<span class="_ _2"></span>o p<span class="_ _6"></span>resent<span class="_ _2"></span>e<span class="_ _6"></span>rar vissa finansiella mått i årsredovisningen som inte definier<span class="_ _0"></span>as enligt IF<span class="_ _0"></span>RS. Eniro ans<span class="_ _0"></span>er at<span class="_ _6"></span>t </div><div class="t m0 x8 h2d yf9d ff2 fs23 fc3 sc0 ls2 ws2">dessa måt<span class="_ _6"></span>t ger värdefull k<span class="_ _2"></span>omplet<span class="_ _f"></span>terande in<span class="_ _0"></span>formation till in<span class="_ _0"></span>vesterar<span class="_ _2"></span>e o<span class="_ _6"></span>ch ledningen då de möjliggör </div><div class="t m0 x8 h2d yf9e ff2 fs23 fc3 sc0 ls10a ws2">ut<span class="_ _6"></span>värdering av k<span class="_ _2"></span>oncerne<span class="_ _6"></span>ns result<span class="_ _2"></span>at o<span class="_ _6"></span>ch finansiella ställning. E<span class="_ _0"></span>f<span class="_ _6"></span>tersom inte alla f<span class="_ _0"></span>öretag berä<span class="_ _0"></span>knar finansiella </div><div class="t m0 x8 h2d yf9f ff2 fs23 fc3 sc0 ls2 ws2">måt<span class="_ _6"></span>t på samma sät<span class="_ _6"></span>t, är dessa int<span class="_ _0"></span>e alltid jämf<span class="_ _0"></span>örbara med måt<span class="_ _6"></span>t som används av andr<span class="_ _0"></span>a föret<span class="_ _2"></span>a<span class="_ _6"></span>g. Dessa </div><div class="t m0 x8 h2d yfa0 ff2 fs23 fc3 sc0 ls2 ws2">finansiella måt<span class="_ _6"></span>t ska därför int<span class="_ _0"></span>e ses som en ersät<span class="_ _6"></span>tning för de måt<span class="_ _6"></span>t som definieras enligt IFRS. </div><div class="t m0 x4a h2e yfa1 ff1 fs11 fc3 sc0 ls48 ws89">Namn<span class="_ _187"> </span><span class="ls2 ws2">D<span class="_ _6"></span>efi<span class="_ _6"></span>nit<span class="_ _6"></span>io<span class="_ _6"></span>n och S<span class="_ _6"></span>y<span class="_ _6"></span>ft<span class="_ _6"></span>e</span></div><div class="t m0 x4a h32 yfa2 ff6 fs11 fc3 sc0 lsca ws11e">Avkastning på<span class="_ _0"></span> eget kapital<span class="_ _2"></span> (<span class="_ _6"></span>%<span class="_ _0"></span>)<span class="_ _212"> </span><span class="ff5 lsd ws8a">Avk<span class="_ _0"></span>astning på<span class="_ _0"></span> eget k<span class="_ _2"></span>apital mäter<span class="_ _2"></span> koncernens avk<span class="_ _0"></span>astning på<span class="_ _0"></span> det<span class="_ _0"></span> kapit<span class="_ _0"></span>al ägarna<span class="_ _2"></span> investerat<span class="_ _0"></span> i v<span class="_ _0"></span>erksamheten </span></div><div class="t m0 x118 h32 yfa3 ff5 fs11 fc3 sc0 ls15 ws2">oc<span class="_ _6"></span>h där<span class="_ _6"></span>me<span class="_ _6"></span>d hu<span class="_ _6"></span>r lö<span class="_ _6"></span>ns<span class="_ _6"></span>am kon<span class="_ _6"></span>ce<span class="_ _6"></span>rn<span class="_ _6"></span>en är fö<span class="_ _6"></span>r de<span class="_ _6"></span>ss a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>e<span class="_ _6"></span> <span class="_ _fc"></span>äg<span class="_ _6"></span>are<span class="_ _6"></span>. </div><div class="t m0 x4a h32 yfa4 ff6 fs11 fc3 sc0 ls7e wseb">EB<span class="_ _6"></span>IT<span class="_ _6"></span>DA<span class="_ _137"> </span><span class="ff5 ls2 ws2">EBIT<span class="_ _6"></span>DA är et<span class="_ _6"></span>t m<span class="_ _6"></span>åt<span class="_ _f"></span>t på rö<span class="_ _6"></span>rel<span class="_ _6"></span>se<span class="_ _6"></span>resu<span class="_ _6"></span>lta<span class="_ _6"></span>t fö<span class="_ _6"></span>re ränto<span class="_ _6"></span>r, skat<span class="_ _6"></span>te<span class="_ _6"></span>r, ned- o<span class="_ _6"></span>ch a<span class="_ _6"></span>vs<span class="_ _6"></span>kr<span class="_ _6"></span>iv<span class="_ _6"></span>ni<span class="_ _6"></span>ng<span class="_ _6"></span>ar so<span class="_ _6"></span>m anvä<span class="_ _6"></span>nd<span class="_ _6"></span>s för a<span class="_ _6"></span>t<span class="_ _6"></span>t </span></div><div class="t m0 x118 h32 yfa5 ff5 fs11 fc3 sc0 ls2 ws2">följ<span class="_ _6"></span>a up<span class="_ _6"></span>p de<span class="_ _6"></span>n op<span class="_ _6"></span>era<span class="_ _6"></span>ti<span class="_ _6"></span>va ve<span class="_ _6"></span>rk<span class="_ _6"></span>sa<span class="_ _6"></span>mh<span class="_ _6"></span>ete<span class="_ _6"></span>n. EBI<span class="_ _6"></span>TDA är d<span class="_ _6"></span>et m<span class="_ _6"></span>åt<span class="_ _f"></span>t so<span class="_ _6"></span>m bäs<span class="_ _6"></span>t öv<span class="_ _6"></span>ere<span class="_ _6"></span>ns<span class="_ _6"></span>st<span class="_ _6"></span>ämm<span class="_ _6"></span>er m<span class="_ _6"></span>ed ka<span class="_ _6"></span>ss<span class="_ _6"></span>aﬂ<span class="_ _6"></span>öd<span class="_ _6"></span>et. </div><div class="t m0 x4a h32 yfa6 ff6 fs11 fc3 sc0 ls86 wsbf">EBITDA-marginal (%<span class="_ _0"></span>) <span class="_ _11d"> </span><span class="ff5 ls2 ws2">EB<span class="_ _6"></span>IT<span class="_ _6"></span>DA i förh<span class="_ _6"></span>ål<span class="_ _6"></span>lan<span class="_ _6"></span>de t<span class="_ _6"></span>ill n<span class="_ _6"></span>et<span class="_ _f"></span>too<span class="_ _6"></span>ms<span class="_ _6"></span>ät<span class="_ _6"></span>t<span class="_ _6"></span>ni<span class="_ _6"></span>ng an<span class="_ _6"></span>vän<span class="_ _6"></span>ds för a<span class="_ _6"></span>t<span class="_ _6"></span>t m<span class="_ _6"></span>äta d<span class="_ _6"></span>en o<span class="_ _6"></span>pe<span class="_ _6"></span>rat<span class="_ _6"></span>iv<span class="_ _6"></span>a lön<span class="_ _6"></span>sa<span class="_ _6"></span>mh<span class="_ _6"></span>eten s<span class="_ _6"></span>amt v<span class="_ _6"></span>is<span class="_ _6"></span>ar </span></div><div class="t m0 x118 h32 yfa7 ff5 fs11 fc3 sc0 ls49 ws8a">på k<span class="_ _0"></span>oncernens k<span class="_ _2"></span>ostnadsef<span class="_ _6"></span>fektivitet<span class="_ _0"></span>.</div><div class="t m0 x4a h32 yfa8 ff6 fs11 fc3 sc0 lsca ws11e">Eget k<span class="_ _0"></span>apital per aktie <span class="_ _1a2"> </span><span class="ff5 ls2 ws2">Eget ka<span class="_ _6"></span>pi<span class="_ _6"></span>tal p<span class="_ _6"></span>er ak<span class="_ _f"></span>ti<span class="_ _6"></span>e mä<span class="_ _6"></span>ter ko<span class="_ _6"></span>nce<span class="_ _6"></span>rn<span class="_ _6"></span>en<span class="_ _6"></span>s net<span class="_ _f"></span>tovä<span class="_ _6"></span>rde p<span class="_ _6"></span>er a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>e. </span></div><div class="t m0 x4a h32 yfa9 ff6 fs11 fc3 sc0 lsca ws11e">Jämförelsestörande poster<span class="_ _10e"> </span><span class="ff5 ls48 ws89">Jämför<span class="_ _2"></span>elses<span class="_ _6"></span>töra<span class="_ _0"></span>nde poster<span class="_ _0"></span> inkluderar<span class="_ _0"></span> realisationsvinster<span class="_ _0"></span> och -f<span class="_ _0"></span>örluster fr<span class="_ _0"></span>ån avy<span class="_ _6"></span>tt<span class="_ _6"></span>ringar och<span class="_ _2"></span> s<span class="_ _6"></span>törre<span class="_ _0"></span> </span></div><div class="t m0 x118 h32 yfaa ff5 fs11 fc3 sc0 ls86 wsbf">omstr<span class="_ _6"></span>uk<span class="_ _6"></span>tureringsinitia<span class="_ _6"></span>tiv,<span class="_ _0"></span> nedskr<span class="_ _6"></span>ivningar,<span class="_ _0"></span> realisations<span class="_ _6"></span>vinster och -förluster från avy<span class="_ _6"></span>t<span class="_ _6"></span>trin<span class="_ _6"></span>gar av finansiella </div><div class="t m0 x118 h32 yfab ff5 fs11 fc3 sc0 ls48 ws89">tillgångar<span class="_ _0"></span> samt a<span class="_ _0"></span>ndra v<span class="_ _0"></span>äsentliga<span class="_ _2"></span> p<span class="_ _6"></span>oster som<span class="_ _2"></span> har en betydande inv<span class="_ _0"></span>erkan<span class="_ _2"></span> p<span class="_ _6"></span>å jäm<span class="_ _0"></span>förbarheten.<span class="_ _2"></span> Jämförelse<span class="ls2 ws2">-</span></div><div class="t m0 x118 h32 yfac ff5 fs11 fc3 sc0 ls2 ws2">st<span class="_ _6"></span>öran<span class="_ _6"></span>de p<span class="_ _6"></span>os<span class="_ _6"></span>te<span class="_ _6"></span>r ökar j<span class="_ _6"></span>ämfö<span class="_ _6"></span>rb<span class="_ _6"></span>ar<span class="_ _6"></span>he<span class="_ _6"></span>ten a<span class="_ _6"></span>v EBIT<span class="_ _6"></span>DA öve<span class="_ _6"></span>r tid<span class="_ _6"></span>.</div><div class="t m0 x4a h32 yfad ff6 fs11 fc3 sc0 ls86 wsbf">Justerad EBITDA<span class="_ _250"> </span><span class="ff5 ls90 ws89">Rörel<span class="_ _0"></span>seresult<span class="_ _0"></span>at för<span class="_ _0"></span>e jäm<span class="_ _0"></span>förelse<span class="_ _0"></span>störande po<span class="_ _0"></span>ster samt<span class="_ _0"></span> av- och<span class="_ _2"></span> ne<span class="_ _6"></span>dskrivningar av<span class="_ _2"></span> materiella och im<span class="_ _0"></span>materiella </span></div><div class="t m0 x118 h32 yfae ff5 fs11 fc3 sc0 ls90 ws89">tillgångar<span class="_ _2"></span>. Nyck<span class="_ _2"></span>eltalet anv<span class="_ _0"></span>änds f<span class="_ _2"></span>ör at<span class="_ _6"></span>t mäta<span class="_ _0"></span> den operativa<span class="_ _2"></span> lönsamheten e<span class="_ _0"></span>xklusive<span class="_ _0"></span> jämför<span class="_ _0"></span>elsestörande<span class="_ _2"></span> pos<span class="ls2 ws2">-</span></div><div class="t m0 x118 h32 yfaf ff5 fs11 fc3 sc0 lsdb wsbf">ter<span class="_ _2"></span>. Det<span class="_ _6"></span>taökar jämförbarheten av E<span class="_ _0"></span>BITDA-marginalen över tid.</div><div class="t m0 x4a h32 yfb0 ff6 fs11 fc3 sc0 ls86 wsbf">Justerad EBITDA-marginal (%)<span class="_ _105"> </span><span class="ff5 ls48 ws89">Juster<span class="_ _0"></span>ad E<span class="_ _0"></span>BITDA<span class="_ _2"></span> i förhållande<span class="_ _0"></span> till nettoomsättning.</span></div><div class="t m0 x4a h32 yfb1 ff6 fs11 fc3 sc0 ls49 ws8a">Ränt<span class="_ _0"></span>ebärande nettolåneskuld<span class="_ _0"></span> <span class="_ _111"> </span><span class="ff5 ls15 ws2">Ränt<span class="_ _6"></span>eb<span class="_ _6"></span>äran<span class="_ _6"></span>de n<span class="_ _6"></span>et<span class="_ _6"></span>to<span class="_ _6"></span>sk<span class="_ _6"></span>uld v<span class="_ _6"></span>is<span class="_ _6"></span>ar kon<span class="_ _6"></span>ce<span class="_ _6"></span>rn<span class="_ _6"></span>en<span class="_ _6"></span>s sku<span class="_ _6"></span>ld m<span class="_ _6"></span>ot k<span class="_ _6"></span>red<span class="_ _6"></span>itg<span class="_ _6"></span>iva<span class="_ _6"></span>re me<span class="_ _6"></span>d av<span class="_ _6"></span>drag f<span class="_ _6"></span>ör li<span class="_ _6"></span>k<span class="_ _6"></span>vi<span class="_ _6"></span>da m<span class="_ _6"></span>ed<span class="_ _6"></span>el o<span class="_ _6"></span>ch rä<span class="_ _6"></span>nte<span class="_ _6"></span><span class="ls2">-</span></span></div><div class="t m0 x118 h32 yfb2 ff5 fs11 fc3 sc0 ls90 ws89">bärande<span class="_ _0"></span> tillgångar<span class="_ _2"></span>.</div><div class="t m0 x4a h32 yfb3 ff6 fs11 fc3 sc0 ls49 ws8a">Ränt<span class="_ _0"></span>ebärande nettolåneskuld<span class="_ _0"></span> / EBITD<span class="_ _2"></span>A <span class="_ _c9"> </span><span class="ff5 ls2 ws2">N<span class="_ _6"></span>et<span class="_ _6"></span>to<span class="_ _6"></span>sk<span class="_ _6"></span>uld i f<span class="_ _6"></span>ör<span class="_ _6"></span>hål<span class="_ _6"></span>lan<span class="_ _6"></span>de t<span class="_ _6"></span>il<span class="_ _6"></span>l EBIT<span class="_ _6"></span>DA ge<span class="_ _6"></span>r en up<span class="_ _6"></span>pska<span class="_ _6"></span>t<span class="_ _6"></span>t<span class="_ _6"></span>nin<span class="_ _6"></span>g av ko<span class="_ _6"></span>nc<span class="_ _6"></span>er<span class="_ _6"></span>ne<span class="_ _6"></span>ns fö<span class="_ _6"></span>rm<span class="_ _6"></span>åg<span class="_ _6"></span>a at<span class="_ _6"></span>t m<span class="_ _6"></span>ins<span class="_ _6"></span>ka sin s<span class="_ _6"></span>ku<span class="_ _6"></span>ld<span class="_ _6"></span>. </span></div><div class="t m0 x118 h32 yfb4 ff5 fs11 fc3 sc0 ls2 ws2">De<span class="_ _6"></span>n rep<span class="_ _6"></span>res<span class="_ _6"></span>ente<span class="_ _6"></span>rar d<span class="_ _6"></span>et an<span class="_ _6"></span>tal år d<span class="_ _6"></span>et sk<span class="_ _6"></span>ul<span class="_ _6"></span>le ta a<span class="_ _6"></span>t<span class="_ _6"></span>t b<span class="_ _6"></span>etal<span class="_ _6"></span>a ti<span class="_ _6"></span>llb<span class="_ _6"></span>aka sk<span class="_ _6"></span>ul<span class="_ _6"></span>de<span class="_ _6"></span>n om n<span class="_ _6"></span>et<span class="_ _6"></span>to<span class="_ _6"></span>sk<span class="_ _6"></span>uld o<span class="_ _6"></span>ch EB<span class="_ _6"></span>ITDA h<span class="_ _6"></span>åll<span class="_ _6"></span>s </div><div class="t m0 x118 h32 yfb5 ff5 fs11 fc3 sc0 ls2 ws2">kons<span class="_ _6"></span>ta<span class="_ _6"></span>nt, uta<span class="_ _6"></span>n hä<span class="_ _6"></span>ns<span class="_ _6"></span>yn ta<span class="_ _6"></span>ge<span class="_ _6"></span>n ti<span class="_ _6"></span>ll kas<span class="_ _6"></span>sa<span class="_ _6"></span>ﬂö<span class="_ _6"></span>de a<span class="_ _6"></span>vs<span class="_ _6"></span>ee<span class="_ _6"></span>nd<span class="_ _6"></span>e ränta o<span class="_ _6"></span>ch s<span class="_ _6"></span>kat<span class="_ _6"></span>t.</div><div class="t m0 x4a h32 yfb6 ff6 fs11 fc3 sc0 lsca ws11e">Skuldsät<span class="_ _6"></span>tningsgrad <span class="_ _1ea"> </span><span class="ff5 ls49 ws8a">Skuldsät<span class="_ _6"></span>tningsgr<span class="_ _0"></span>ad mäter<span class="_ _2"></span> i vilken<span class="_ _0"></span> utsträckning k<span class="_ _2"></span>oncernen finansier<span class="_ _0"></span>as av<span class="_ _0"></span> lån. </span></div><div class="t m0 x4a h1b yfb7 ff6 fs11 fc3 sc0 ls2 ws2">Res<span class="_ _6"></span>ult<span class="_ _6"></span>at p<span class="_ _6"></span>er a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>e för<span class="_ _6"></span>e oc<span class="_ _6"></span>h</div><div class="t m0 x4a h1b yfb8 ff6 fs11 fc3 sc0 lsca ws11e">efter utspädning<span class="_ _6"></span>, nuvarande</div><div class="t m0 x4a h1b yfb9 ff6 fs11 fc3 sc0 lsca ws11e">antal aktier</div><div class="t m0 x118 h32 yfba ff5 fs11 fc3 sc0 ls49 ws8a">Periodens<span class="_ _0"></span> result<span class="_ _2"></span>at dividerat med<span class="_ _0"></span> det a<span class="_ _0"></span>ntal<span class="_ _2"></span> s<span class="_ _6"></span>tamaktier som<span class="_ _0"></span> fanns<span class="_ _0"></span> vid periodens<span class="_ _2"></span> utgång exklus<span class="_ _0"></span>ive eget<span class="_ _2"></span> </div><div class="t m0 x118 h32 yfbb ff5 fs11 fc3 sc0 ls2 ws2">inn<span class="_ _6"></span>eh<span class="_ _6"></span>av. Sy<span class="_ _6"></span>f<span class="_ _6"></span>te<span class="_ _6"></span>t är a<span class="_ _6"></span>t<span class="_ _6"></span>t re<span class="_ _6"></span>dov<span class="_ _6"></span>isa r<span class="_ _6"></span>esu<span class="_ _6"></span>lta<span class="_ _6"></span>t pe<span class="_ _6"></span>r ak<span class="_ _6"></span>t<span class="_ _6"></span>ie e<span class="_ _6"></span>nl<span class="_ _6"></span>igt d<span class="_ _6"></span>en ny<span class="_ _6"></span>a ak<span class="_ _6"></span>t<span class="_ _6"></span>ies<span class="_ _6"></span>t<span class="_ _6"></span>ru<span class="_ _6"></span>k<span class="_ _6"></span>t<span class="_ _6"></span>ur so<span class="_ _6"></span>m inf<span class="_ _6"></span>örd<span class="_ _6"></span>es un<span class="_ _6"></span>de<span class="_ _6"></span>r för<span class="_ _6"></span>s<span class="_ _6"></span>ta </div><div class="t m0 x118 h32 yfbc ff5 fs11 fc3 sc0 ls2 ws2">k<span class="_ _6"></span>var<span class="_ _f"></span>tal<span class="_ _6"></span>et 202<span class="_ _6"></span>3 ef<span class="_ _6"></span>te<span class="_ _6"></span>r konv<span class="_ _6"></span>er<span class="_ _6"></span>te<span class="_ _6"></span>ri<span class="_ _6"></span>ng a<span class="_ _6"></span>v pref<span class="_ _6"></span>ere<span class="_ _6"></span>nsa<span class="_ _6"></span>k<span class="_ _6"></span>t<span class="_ _6"></span>ier a<span class="_ _6"></span>v se<span class="_ _6"></span>ri<span class="_ _6"></span>e A oc<span class="_ _6"></span>h in<span class="_ _6"></span>lös<span class="_ _6"></span>en a<span class="_ _6"></span>v pref<span class="_ _6"></span>ere<span class="_ _6"></span>nsa<span class="_ _6"></span>k<span class="_ _6"></span>t<span class="_ _6"></span>ier a<span class="_ _6"></span>v se<span class="_ _6"></span>ri<span class="_ _6"></span>e B<span class="_ _6"></span>.</div><div class="t m0 x8 h10 yfbd ff1 fs5 fc3 sc0 ls77 wsc2">FINANSIELL<span class="_ _6"></span>A ICK<span class="_ _6"></span>E-IF<span class="_ _0"></span>RS MÅ<span class="_ _1"></span>T<span class="_ _6"></span>T</div><div class="t m0 x118 h2e yfbe ff1 fs11 fc3 sc0 ls64 wsa5">Definition</div><div class="t m0 x4a h32 yfbf ff6 fs11 fc3 sc0 ls2 ws2">Res<span class="_ _6"></span>ult<span class="_ _6"></span>at p<span class="_ _6"></span>er a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>e för<span class="_ _6"></span>e oc<span class="_ _6"></span>h ef<span class="_ _6"></span>te<span class="_ _6"></span>r ut<span class="_ _6"></span>sp<span class="_ _6"></span>äd<span class="_ _6"></span>ni<span class="_ _6"></span>ng<span class="_ _32"> </span><span class="ff5 lsd ws8a">Periodens r<span class="_ _0"></span>esultat<span class="_ _2"></span> hänförligt<span class="_ _0"></span> till moderbolage<span class="_ _0"></span>ts aktieägare mi<span class="_ _0"></span>nskat<span class="_ _0"></span> med periodens<span class="_ _0"></span> andel av<span class="_ _2"></span> kumulativ </span></div><div class="t m0 x118 h32 yfc0 ff5 fs11 fc3 sc0 lsd ws8a">utdelning<span class="_ _2"></span> avseende prefer<span class="_ _2"></span>ensak<span class="_ _6"></span>tier divider<span class="_ _0"></span>at med genom<span class="_ _0"></span>snittligt ant<span class="_ _0"></span>al stamaktier<span class="_ _2"></span>.</div><div class="t m0 x4a h32 yfc1 ff6 fs11 fc3 sc0 lsca ws11e">Genomsnit<span class="_ _6"></span>tligt antal<span class="_ _0"></span> stamak<span class="_ _6"></span>tier före<span class="_ _0"></span> utspädning<span class="_ _80"> </span><span class="ff5 ls48 ws89">Det genomsnittliga ant<span class="_ _0"></span>alet ut<span class="_ _0"></span>estående stamaktier<span class="_ _0"></span>, e<span class="_ _0"></span>xklusive<span class="_ _0"></span> eget innehav<span class="_ _2"></span>.</span></div><div class="t m0 x8 h10 yfc2 ff1 fs5 fc3 sc0 ls77 wsc2">FINANSIELL<span class="_ _6"></span>A IFRS MÅ<span class="_ _1"></span>T<span class="_ _6"></span>T</div></div><div class="pi"></div></div><div id="pf48" class="pf w0 h0"><div class="pc pc48 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls2 ws2">72</div><div class="t m0 x6d h2e yfc3 ff1 fs11 fc3 sc0 ls48 ws89">Namn<span class="_ _1db"> </span><span class="ls64 wsa5">De<span class="_ _0"></span>finition</span></div><div class="t m0 x6d h32 yfc4 ff6 fs11 fc3 sc0 lsca ws11e">Soliditet (%<span class="_ _2"></span>) <span class="_ _66"> </span><span class="ff5 ls48 ws89">Soliditet<span class="_ _0"></span> anger hur<span class="_ _2"></span> s<span class="_ _6"></span>tor del<span class="_ _0"></span> av tillgå<span class="_ _0"></span>ngarna som<span class="_ _0"></span> är finansi<span class="_ _0"></span>erade med<span class="_ _0"></span> eget k<span class="_ _0"></span>apital.<span class="_ _0"></span> Det egna<span class="_ _0"></span> kapit<span class="_ _0"></span>alets storlek<span class="_ _0"></span> i förhål<span class="_ _0"></span>lande </span></div><div class="t m0 xf4 h32 yfc5 ff5 fs11 fc3 sc0 ls49 ws8a">till ö<span class="_ _0"></span>vriga sku<span class="_ _0"></span>lder beskriver<span class="_ _2"></span> koncernens lå<span class="_ _0"></span>ngsiktiga bet<span class="_ _0"></span>alningsf<span class="_ _0"></span>örmåga. </div><div class="t m0 x6d h32 yfc6 ff6 fs11 fc3 sc0 ls49 ws8a">T<span class="_ _2"></span>otala rör<span class="_ _0"></span>elsekostnader<span class="_ _0"></span> <span class="_ _8d"> </span><span class="ff5 ls48 ws89">T<span class="_ _2"></span>otala r<span class="_ _2"></span>örelselkostnader e<span class="_ _0"></span>xklusive<span class="_ _0"></span> avskrivningar och<span class="_ _0"></span> nedskrivningar<span class="_ _2"></span>.</span></div><div class="t m0 x6d h32 yfc7 ff6 fs11 fc3 sc0 lsca ws11e">Genomsnit<span class="_ _6"></span>tligt eget kapit<span class="_ _0"></span>al <span class="_ _bb"> </span><span class="ff5 ls49 ws8a">Eget k<span class="_ _2"></span>apital hän<span class="_ _0"></span>förligt<span class="_ _0"></span> till moderbolage<span class="_ _0"></span>ts aktieägare I<span class="_ _0"></span>B+UB<span class="_ _0"></span> dividerat<span class="_ _0"></span> med 2.</span></div><div class="t m0 x6d h1b yfc8 ff6 fs11 fc3 sc0 ls3d ws8a">ARR f<span class="_ _0"></span>ör affärsområdet</div><div class="t m0 x6d h1b yfc9 ff6 fs11 fc3 sc0 lse8 ws11e">Marketing P<span class="_ _0"></span>artner</div><div class="t m0 xf4 h32 yfc8 ff5 fs11 fc3 sc0 ls48 ws89">Årliga återk<span class="_ _2"></span>ommande intäkter<span class="_ _0"></span> (Annual<span class="_ _2"></span> Recurring Rev<span class="_ _0"></span>enue<span class="_ _2"></span>), utgörs<span class="_ _0"></span> av månatliga<span class="_ _0"></span> värde<span class="_ _0"></span>t av a<span class="_ _0"></span>bonnemangsint<span class="_ _0"></span>äkter inom </div><div class="t m0 xf4 h32 yfc9 ff5 fs11 fc3 sc0 ls2 ws2">dig<span class="_ _6"></span>ita<span class="_ _6"></span>la m<span class="_ _6"></span>ark<span class="_ _6"></span>n<span class="_ _6"></span>ads<span class="_ _6"></span>fö<span class="_ _6"></span>rin<span class="_ _6"></span>gs<span class="_ _6"></span>tj<span class="_ _6"></span>än<span class="_ _6"></span>st<span class="_ _6"></span>er v<span class="_ _6"></span>id pe<span class="_ _6"></span>ri<span class="_ _6"></span>od<span class="_ _6"></span>en<span class="_ _6"></span>s sis<span class="_ _6"></span>ta d<span class="_ _6"></span>ag o<span class="_ _6"></span>mrä<span class="_ _6"></span>kn<span class="_ _6"></span>at t<span class="_ _6"></span>ill 1<span class="_ _6"></span>2 må<span class="_ _6"></span>nad<span class="_ _6"></span>er. Må<span class="_ _6"></span>t<span class="_ _6"></span>tet i<span class="_ _6"></span>nne<span class="_ _6"></span>hå<span class="_ _6"></span>ll<span class="_ _6"></span>er nte o<span class="_ _6"></span>rdra<span class="_ _6"></span>r so<span class="_ _6"></span>m </div><div class="t m0 xf4 h32 yfca ff5 fs11 fc3 sc0 ls2 ws2">inko<span class="_ _6"></span>mm<span class="_ _6"></span>it i p<span class="_ _6"></span>er<span class="_ _6"></span>iod<span class="_ _6"></span>en m<span class="_ _6"></span>en i<span class="_ _6"></span>nte b<span class="_ _6"></span>örj<span class="_ _6"></span>at f<span class="_ _6"></span>ak<span class="_ _6"></span>t<span class="_ _6"></span>ure<span class="_ _6"></span>rat<span class="_ _6"></span>s<span class="_ _6"></span>, där<span class="_ _6"></span>em<span class="_ _6"></span>ot ing<span class="_ _6"></span>år o<span class="_ _6"></span>rdra<span class="_ _6"></span>r so<span class="_ _6"></span>m sag<span class="_ _6"></span>t<span class="_ _6"></span>s up<span class="_ _6"></span>p me<span class="_ _6"></span>n som a<span class="_ _6"></span>vs<span class="_ _6"></span>lu<span class="_ _6"></span>tas i e<span class="_ _6"></span>n fra<span class="_ _6"></span>mti<span class="_ _6"></span>da </div><div class="t m0 xf4 h32 yfcb ff5 fs11 fc3 sc0 ls2 ws2">pe<span class="_ _6"></span>rio<span class="_ _6"></span>d<span class="_ _6"></span>. ARR ä<span class="_ _6"></span>r et<span class="_ _6"></span>t m<span class="_ _6"></span>åt<span class="_ _f"></span>t so<span class="_ _6"></span>m anvä<span class="_ _6"></span>nds fö<span class="_ _6"></span>r ut<span class="_ _f"></span>värd<span class="_ _6"></span>er<span class="_ _6"></span>in<span class="_ _6"></span>g av a<span class="_ _6"></span>f<span class="_ _6"></span>fär<span class="_ _6"></span>so<span class="_ _6"></span>mrå<span class="_ _6"></span>det M<span class="_ _6"></span>ar<span class="_ _6"></span>keti<span class="_ _6"></span>ng Pa<span class="_ _6"></span>r<span class="_ _6"></span>t<span class="_ _6"></span>ner<span class="_ _6"></span>s å<span class="_ _6"></span>ter<span class="_ _6"></span>komm<span class="_ _6"></span>an<span class="_ _6"></span>de i<span class="_ _6"></span>ntäk<span class="_ _6"></span>t<span class="_ _6"></span>er</div><div class="t m0 x1 h10 yfcc ff1 fs5 fc3 sc0 ls77 wsc2">FINANSIELL<span class="_ _6"></span>A ICK<span class="_ _6"></span>E-IF<span class="_ _0"></span>RS MÅ<span class="_ _1"></span>T<span class="_ _6"></span>T</div><div class="t m0 x18 h2e yfcd ff1 fs11 fc3 sc0 ls48 ws89">Namn<span class="_ _1db"> </span><span class="ls64 wsa5">Definition<span class="_ _1bf"> </span></span>Beräk<span class="_ _6"></span>ning</div><div class="t m0 x6d h32 yfce ff6 fs11 fc3 sc0 ls49 ws8a">Medelantal<span class="_ _0"></span> heltidsanställda<span class="_ _0"></span> <span class="_ _1ae"> </span><span class="ff5 ls86 wsbf">Beräknas som snit<span class="_ _6"></span>tet av antalet<span class="_ _0"></span> heltidsans<span class="_ _6"></span>tällda under året<span class="_ _0"></span>.<span class="_ _251"> </span><span class="ls2 ws2">(Sum<span class="_ _6"></span>me<span class="_ _6"></span>ri<span class="_ _6"></span>ng a<span class="_ _6"></span>v anta<span class="_ _6"></span>l he<span class="_ _6"></span>lt<span class="_ _6"></span>ids<span class="_ _6"></span>ans<span class="_ _6"></span>tä<span class="_ _6"></span>ll<span class="_ _6"></span>da var<span class="_ _6"></span>je m<span class="_ _6"></span>ån<span class="_ _6"></span>ad<span class="_ _6"></span>) / 12</span></span></div><div class="t m0 x1 h10 yfcf ff1 fs5 fc3 sc0 ls10f ws168">Ö<span class="_ _f"></span>V<span class="_ _10"></span>R<span class="_ _252"></span>I<span class="_ _10"></span>G<span class="_ _252"></span>A<span class="_ _10"></span> M<span class="_ _252"></span>ÅT<span class="_ _d"></span>T</div><div class="t m0 x1 h10 yfd0 ff1 fs5 fc3 sc0 lsa7 wsfc">A<span class="_ _1"></span>VST<span class="_ _1"></span>ÄMNING FINANSIELL<span class="_ _6"></span>A ICKE-IF<span class="_ _0"></span>RS MÅ<span class="_ _3"></span>T<span class="_ _f"></span>T</div><div class="t m0 x1 h2e yfd1 ff1 fs11 fc3 sc0 ls54 ws95">Avstämning mellan rörelseresultat och EBITDA</div><div class="t m0 x59 h2e yfd2 ff1 fs11 fc3 sc0 ls48 ws89">MSEK<span class="_ _173"> </span><span class="ls63 wsa4">2<span class="_ _6"></span>023<span class="_ _68"> </span>2022</span></div><div class="t m0 x59 h2e yfd3 ff1 fs11 fc3 sc0 lsbb ws10e">Rörelseresultat<span class="_ _14f"> </span><span class="ls2 ws2">4<span class="_ _48"> </span><span class="ls91 wsc7">65</span></span></div><div class="t m0 x6f h42 yfd4 ff2 fs11 fc3 sc0 ls2 ws2">+<span class="_ _ba"> </span><span class="ff5 ls86 wsbf">Avskrivningar <span class="_ _142"> </span><span class="lsc8 wse8">83<span class="_ _bb"> </span><span class="ls110 ws169">84</span></span></span></div><div class="t m0 x6f h42 yfd5 ff2 fs11 fc3 sc0 ls2 ws2">+<span class="_ _ba"> </span><span class="ff5 ls86 wsbf">Nedskri<span class="_ _6"></span>vningar<span class="_ _1f0"> </span></span><span class="ff5">-<span class="_ _3a"> </span>-</span></div><div class="t m0 x6f h42 yfd6 ff2 fs11 fc3 sc0 ls2 ws2">=<span class="_ _ba"> </span><span class="ff1 lsd3 ws126">T<span class="_ _2"></span>otal EBITDA<span class="_ _174"> </span><span class="lsca ws11e">87<span class="_ _253"> </span><span class="lsd wsd">148</span></span></span></div><div class="t m0 x59 h55 yfd7 ff20 fs11 fc3 sc0 lsa8 wsf5">EBI<span class="_ _0"></span>TDA-mar<span class="_ _0"></span>ginal %<span class="_ _1f4"> </span><span class="lse0 ws134">9,<span class="_ _6"></span>1<span class="_ _253"> </span><span class="ls62 ws41">1<span class="_ _6"></span>5<span class="_ _f"></span>,9</span></span></div><div class="t m0 x1 h2e yfd8 ff1 fs11 fc3 sc0 ls54 ws95">Avstämning av jämförelsestörande poster</div><div class="t m0 x59 h2e yfd9 ff1 fs11 fc3 sc0 ls48 ws89">MSEK<span class="_ _173"> </span><span class="ls63 wsa4">2<span class="_ _6"></span>023<span class="_ _68"> </span>2022</span></div><div class="t m0 x6f h42 yfda ff2 fs11 fc3 sc0 ls2 ws2">+<span class="_ _ba"> </span><span class="ff5 ls48 ws89">Avy<span class="_ _6"></span>t<span class="_ _6"></span>tringen av s<span class="_ _0"></span>jönavigeringsappen<span class="_ _0"></span> På S<span class="_ _0"></span>jön<span class="_ _1a5"> </span><span class="ls2 ws2">-<span class="_ _48"> </span><span class="lsc9 ws11d">30</span></span></span></div><div class="t m0 x119 h42 yfdb ff2 fs11 fc3 sc0 ls2 ws2">-<span class="_ _ba"> </span><span class="ff5 ls48 ws89">Omstruk<span class="_ _6"></span>tureringsk<span class="_ _0"></span>ostnader </span></div><div class="t m0 x11a h4e yfdc ff5 fs2d fc3 sc0 lsee ws141">1)</div><div class="t m0 x17 h32 yfdb ff5 fs11 fc3 sc0 lsdf ws133">-6<span class="_ _b2"> </span><span class="lscc ws120">-11</span></div><div class="t m0 x119 h42 yfdd ff2 fs11 fc3 sc0 ls2 ws2">-<span class="_ _ba"> </span><span class="ff5 ls86 wsbf">Ledningsgrupps<span class="_ _6"></span>förändringar<span class="_ _1db"> </span></span><span class="ff5">-<span class="_ _254"> </span><span class="lscd ws121">-2</span></span></div><div class="t m0 x119 h42 yfde ff2 fs11 fc3 sc0 ls2 ws2">-<span class="_ _ba"> </span><span class="ff5 ls48 ws89">Övriga jämf<span class="_ _0"></span>örelsestör<span class="_ _0"></span>ande poster<span class="_ _0"></span> </span></div><div class="t m0 x11b h4e yfdf ff5 fs2d fc3 sc0 ls111 ws16a">2)</div><div class="t m0 x17 h32 yfe0 ff5 fs11 fc3 sc0 lsd1 ws124">-4<span class="_ _ef"> </span><span class="ls2 ws2">-</span></div><div class="t m0 x6f h42 yfe1 ff2 fs11 fc3 sc0 ls2 ws2">=<span class="_ _ba"> </span><span class="ff1 ls54 ws95">T<span class="_ _2"></span>otala Jämförelsestörand<span class="_ _6"></span>e poster<span class="_ _a7"> </span><span class="lsa0 wsee">-10<span class="_ _254"> </span><span class="lsd6 ws128">18</span></span></span></div><div class="t m0 x1 h4a yfe2 ff5 fs2b fc3 sc0 ls76 wsbb">1) Omstrukureringsk<span class="_ _0"></span>ostnader 2023<span class="_ _0"></span> är främst<span class="_ _0"></span> hänförligt<span class="_ _0"></span> till det<span class="_ _2"></span> ef<span class="_ _6"></span>fektiviseringsprogram<span class="_ _0"></span> som </div><div class="t m0 x1 h4a yfe3 ff5 fs2b fc3 sc0 ls2 ws2">är p<span class="_ _6"></span>res<span class="_ _6"></span>ent<span class="_ _6"></span>era<span class="_ _6"></span>t i pr<span class="_ _6"></span>es<span class="_ _6"></span>sm<span class="_ _6"></span>ed<span class="_ _6"></span>de<span class="_ _6"></span>la<span class="_ _6"></span>nd<span class="_ _6"></span>et de<span class="_ _6"></span>n 4 ma<span class="_ _6"></span>j 20<span class="_ _6"></span>23<span class="_ _6"></span>. 202<span class="_ _6"></span>2 a<span class="_ _6"></span>vs<span class="_ _6"></span>er d<span class="_ _6"></span>et f<span class="_ _6"></span>räm<span class="_ _6"></span>st ko<span class="_ _6"></span>s<span class="_ _6"></span>tn<span class="_ _6"></span>ad<span class="_ _6"></span>er fö<span class="_ _6"></span>r vå<span class="_ _6"></span>r </div><div class="t m0 x1 h4a yfe4 ff5 fs2b fc3 sc0 ls2 ws2">av<span class="_ _6"></span>v<span class="_ _6"></span>ec<span class="_ _6"></span>kl<span class="_ _6"></span>ad<span class="_ _6"></span>e ve<span class="_ _6"></span>rk<span class="_ _6"></span>s<span class="_ _6"></span>amh<span class="_ _6"></span>et Ven<span class="_ _6"></span>tu<span class="_ _6"></span>re. </div><div class="t m0 x1 h4a yfe5 ff5 fs2b fc3 sc0 ls2 ws2">2) Öv<span class="_ _6"></span>ri<span class="_ _6"></span>ga j<span class="_ _6"></span>äm<span class="_ _6"></span>före<span class="_ _6"></span>ls<span class="_ _6"></span>es<span class="_ _6"></span>tö<span class="_ _6"></span>ran<span class="_ _6"></span>de p<span class="_ _6"></span>os<span class="_ _6"></span>te<span class="_ _6"></span>r 20<span class="_ _6"></span>23 av<span class="_ _6"></span>se<span class="_ _6"></span>r f<span class="_ _6"></span>räm<span class="_ _6"></span>st ko<span class="_ _6"></span>s<span class="_ _6"></span>tn<span class="_ _6"></span>ad<span class="_ _6"></span>er fö<span class="_ _6"></span>r by<span class="_ _6"></span>te a<span class="_ _6"></span>v ERP<span class="_ _6"></span>-s<span class="_ _6"></span>ys<span class="_ _6"></span>te<span class="_ _6"></span>m.</div><div class="t m0 x1 h2e yfe6 ff1 fs11 fc3 sc0 ls2 ws2">Av<span class="_ _0"></span>stämning mellan EBITDA<span class="_ _2"></span> och Juster<span class="_ _0"></span>ad EBITDA</div><div class="t m0 x59 h2e yfe7 ff1 fs11 fc3 sc0 ls48 ws89">MSEK<span class="_ _173"> </span><span class="ls63 wsa4">2<span class="_ _6"></span>023<span class="_ _68"> </span>2022</span></div><div class="t m0 x59 h2e yfe8 ff1 fs11 fc3 sc0 ls112 ws77">EBITDA<span class="_ _23b"> </span><span class="lse8 ws13b">87<span class="_ _1ad"> </span><span class="lsa9 ws12d">148</span></span></div><div class="t m0 x6f h42 yfe9 ff2 fs11 fc3 sc0 ls2 ws2">+<span class="_ _ba"> </span><span class="ff5 ls48 ws89">Återläggn<span class="_ _0"></span>ing av j<span class="_ _0"></span>ämför<span class="_ _0"></span>elsestörande<span class="_ _2"></span> p<span class="_ _6"></span>oster<span class="_ _89"> </span><span class="lsde ws132">10<span class="_ _bc"> </span><span class="lscc ws120">-1<span class="_ _6"></span>8</span></span></span></div><div class="t m0 x6f h42 yfea ff2 fs11 fc3 sc0 ls2 ws2">=<span class="_ _ba"> </span><span class="ff1 ls54 ws95">Justerad EBITDA<span class="_ _1d7"> </span><span class="ls82 ws10d">97<span class="_ _1b5"> </span><span class="lsa8 wsf5">131</span></span></span></div><div class="t m0 x24 h2e yfeb ff1 fs11 fc3 sc0 ls2 ws2">Av<span class="_ _0"></span>stämning av resultat per<span class="_ _2"></span> aktie, nuvarande antal aktier</div><div class="t m0 x86 h2e yfec ff1 fs11 fc3 sc0 ls48 ws89">MSEK<span class="_ _173"> </span><span class="ls63 wsa4">2<span class="_ _6"></span>023<span class="_ _68"> </span>2022</span></div><div class="t m0 x86 h2e yfed ff1 fs11 fc3 sc0 lsbb ws95">Periodens resultat<span class="_ _210"> </span><span class="lsdb wsed">-4<span class="_ _25"> </span><span class="ls113 ws16b">47</span></span></div><div class="t m0 x49 h42 yfee ff2 fs11 fc3 sc0 ls2 ws2">/</div><div class="t m0 x86 h32 yfef ff5 fs11 fc3 sc0 ls2 ws2">Anta<span class="_ _6"></span>l s<span class="_ _6"></span>tam<span class="_ _6"></span>ak<span class="_ _6"></span>t<span class="_ _6"></span>ie<span class="_ _6"></span>r vi<span class="_ _6"></span>d pe<span class="_ _6"></span>rio<span class="_ _6"></span>de<span class="_ _6"></span>ns s<span class="_ _6"></span>lu<span class="_ _6"></span>t ef<span class="_ _6"></span>te<span class="_ _6"></span>r av<span class="_ _6"></span>drag </div><div class="t m0 x86 h32 yfee ff5 fs11 fc3 sc0 ls48 ws89">eget innehav<span class="_ _2"></span>, tusenta<span class="_ _0"></span>l<span class="_ _1db"> </span><span class="lsc6 ws11b">728 0<span class="_ _6"></span>07<span class="_ _1d5"> </span>7<span class="_ _6"></span>28 007</span></div><div class="t m0 x46 h42 yff0 ff2 fs11 fc3 sc0 ls2 ws2">=</div><div class="t m0 x86 h2e yff1 ff1 fs11 fc3 sc0 ls2 ws2">Res<span class="_ _6"></span>ul<span class="_ _6"></span>tat p<span class="_ _6"></span>er a<span class="_ _6"></span>k<span class="_ _6"></span>ti<span class="_ _6"></span>e fö<span class="_ _6"></span>re oc<span class="_ _6"></span>h ef<span class="_ _6"></span>t<span class="_ _6"></span>er u<span class="_ _6"></span>ts<span class="_ _6"></span>pä<span class="_ _6"></span>dn<span class="_ _6"></span>ing<span class="_ _6"></span>, </div><div class="t m0 x86 h2e yff0 ff1 fs11 fc3 sc0 ls48 ws89">nuvarande an<span class="_ _0"></span>tal aktier (SE<span class="_ _0"></span>K)</div><div class="t m0 x70 h2e yff2 ff1 fs11 fc3 sc0 lsbb ws10e">-0,01</div><div class="t m0 xc8 h2e yff0 ff1 fs11 fc3 sc0 ls54 ws95">0,07</div><div class="t m0 x24 h2e yff3 ff1 fs11 fc3 sc0 ls2 ws2">Avka<span class="_ _6"></span>st<span class="_ _6"></span>nin<span class="_ _6"></span>g på e<span class="_ _6"></span>g<span class="_ _6"></span>et kap<span class="_ _6"></span>it<span class="_ _6"></span>al </div><div class="t m0 x11c h2e yff4 ff1 fs11 fc3 sc0 ls48 ws89">MSEK<span class="_ _23b"> </span><span class="ls2 ws2">2<span class="_ _6"></span>02<span class="_ _6"></span>3 <span class="_ _7b"> </span>202<span class="_ _6"></span>2 </span></div><div class="t m0 x11c h32 yff5 ff5 fs11 fc3 sc0 ls48 ws89">Årets r<span class="_ _0"></span>esultat<span class="_ _0"></span> (<span class="_ _2"></span>moderbolagets aktie<span class="_ _6"></span>ägare<span class="_ _1"></span>)<span class="_ _cf"> </span><span class="lsd1 ws124">-4<span class="_ _bb"> </span><span class="lsc9 ws11d">48</span></span></div><div class="t m0 x3c h32 yff6 ff5 fs11 fc3 sc0 ls2 ws2">/<span class="_ _80"> </span><span class="ls86 wsbf">G<span class="_ _6"></span>enomsnit<span class="_ _6"></span>tlig<span class="_ _6"></span>t eget kapital<span class="_ _21a"> </span><span class="lsc6 ws11b">287<span class="_ _253"> </span><span class="lsca ws11e">199</span></span></span></div><div class="t m0 x3c h2e yff7 ff1 fs11 fc3 sc0 ls2 ws2">=<span class="_ _ba"> </span>Av<span class="_ _6"></span>kas<span class="_ _6"></span>tn<span class="_ _6"></span>ing p<span class="_ _6"></span>å e<span class="_ _6"></span>ge<span class="_ _6"></span>t kapi<span class="_ _6"></span>ta<span class="_ _6"></span>l (%)<span class="_ _255"> </span><span class="ls49 ws8a">neg<span class="_ _b0"> </span><span class="lsd6 ws128">24.<span class="_ _6"></span>3</span></span></div><div class="t m0 x24 h2e yff8 ff1 fs11 fc3 sc0 ls48 ws89">Avstämning<span class="_ _0"></span> av räntebärande<span class="_ _0"></span> nettoskuld </div><div class="t m0 x11c h2e yff9 ff1 fs11 fc3 sc0 ls48 ws89">MSEK<span class="_ _23b"> </span><span class="ls63 wsa4">2<span class="_ _6"></span>023<span class="_ _68"> </span>2022</span></div><div class="t m0 x3c h32 yffa ff5 fs11 fc3 sc0 ls2 ws2">+<span class="_ _6d"> </span><span class="lse3 ws136">Pensionsskuld<span class="_ _256"> </span><span class="ls114 ws16c">268<span class="_ _ee"> </span><span class="ls8f wsc6">300</span></span></span></div><div class="t m0 x3c h32 yffb ff5 fs11 fc3 sc0 ls2 ws2">+<span class="_ _6d"> </span><span class="ls63 wsa4">Leasingskuld<span class="_ _14c"> </span><span class="lse7 ws13a">43<span class="_ _48"> </span>45</span></span></div><div class="t m0 x3c h32 yffc ff5 fs11 fc3 sc0 ls2 ws2">-<span class="_ _72"> </span><span class="ls86 wsbf">Övriga långfris<span class="_ _6"></span>tiga räntebärande for<span class="_ _0"></span>dringar<span class="_ _8b"> </span><span class="lsdf ws133">-6<span class="_ _2f"> </span><span class="lsdc ws12f">-7</span></span></span></div><div class="t m0 x3c h32 yffd ff5 fs11 fc3 sc0 ls2 ws2">-<span class="_ _72"> </span><span class="ls48 ws89">Likvida medel<span class="_ _257"> </span><span class="lscc ws120">-16<span class="_ _f"></span>4<span class="_ _b0"> </span><span class="lscd ws121">-2<span class="_ _6"></span>2<span class="_ _6"></span>3</span></span></span></div><div class="t m0 x3c h2e yffe ff1 fs11 fc3 sc0 ls2 ws2">=<span class="_ _258"> </span><span class="ls48 ws89">Räntebärande<span class="_ _0"></span> nettoskuld<span class="_ _259"> </span><span class="lsd wsd">142<span class="_ _1b5"> </span><span class="lsd3 ws126">116</span></span></span></div></div><div class="pi"></div></div><div id="pf49" class="pf w0 h0"><div class="pc pc49 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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/><div class="t m0 x3c h4 y3 ff2 fs2 fc3 sc0 ls2 ws2">73</div><div class="t m0 x8 h7 y3bb ff1 fs4 fc3 sc0 ls115 ws2">Br<span class="_ _2"></span>anschspecifik<span class="_ _3"></span>a begr<span class="_ _2"></span>epp</div><div class="t m0 x4a ha yfff ff1 fs7 fc3 sc0 ls29 ws29">Namn<span class="_ _25a"> </span><span class="ls41 ws6a">Definit<span class="_ _0"></span>ion</span></div><div class="t m0 x4a hb y1000 ff6 fs7 fc3 sc0 ls1f ws1e">Churn<span class="_ _14f"> </span><span class="ff2 ls2 ws2">A<span class="_ _6"></span>ntalet kund<span class="_ _6"></span>er som avs<span class="_ _6"></span>lutats u<span class="_ _6"></span>nder p<span class="_ _6"></span>erio<span class="_ _6"></span>den oc<span class="_ _6"></span>h som var en del a<span class="_ _6"></span>v kund-</span></div><div class="t m0 x118 hb y1001 ff2 fs7 fc3 sc0 ls2 ws2">basen i för<span class="_ _6"></span>hålland<span class="_ _6"></span>e till det totala antalet kun<span class="_ _6"></span>der i kun<span class="_ _6"></span>dbase<span class="_ _6"></span>n.</div><div class="t m0 x4a hb y1002 ff6 fs7 fc3 sc0 ls12 ws12">Digital marknadsföring<span class="_ _71"> </span><span class="ff2 lsc ws2">Samlingsnamn för våra produ<span class="_ _6"></span>k<span class="_ _6"></span>ter inom dig<span class="_ _6"></span>ital mark<span class="_ _6"></span>nadsför<span class="_ _6"></span>ing, sö<span class="_ _6"></span>k<span class="_ _6"></span>tjäns<span class="_ _6"></span>ter </span></div><div class="t m0 x118 hb y1003 ff2 fs7 fc3 sc0 ls7d ws12">samt K<span class="_ _0"></span>omplet<span class="_ _6"></span>terande digit<span class="_ _0"></span>ala marknadsföringsproduk<span class="_ _6"></span>ter<span class="_ _2"></span>. </div><div class="t m0 x4a hb y1004 ff6 fs7 fc3 sc0 ls12 ws12">Dynava (<span class="_ _2"></span>tidigare V<span class="_ _2"></span>oice<span class="_ _2"></span>)<span class="_ _de"> </span><span class="ff2 ls2 ws2">Numm<span class="_ _6"></span>erup<span class="_ _6"></span>plysnin<span class="_ _6"></span>gstjäns<span class="_ _6"></span>ter vi<span class="_ _6"></span>a samtal och SMS samt viss co<span class="_ _6"></span>ntact center </span></div><div class="t m0 x118 hb y1005 ff2 fs7 fc3 sc0 ls2 ws2">verk<span class="_ _6"></span>samhet. V<span class="_ _2"></span>erk<span class="_ _6"></span>sa<span class="_ _6"></span>mheten be<span class="_ _6"></span>drivs i Sverige (<span class="_ _f"></span>118 11<span class="_ _6"></span>8)<span class="_ _0"></span>, Finlan<span class="_ _6"></span>d (<span class="_ _0"></span>010<span class="_ _6"></span>010<span class="_ _6"></span>0<span class="_ _0"></span>) </div><div class="t m0 x118 hb y1006 ff2 fs7 fc3 sc0 ls2 ws2">och Norge (<span class="_ _f"></span>18<span class="_ _6"></span>80 sa<span class="_ _6"></span>mt 188<span class="_ _6"></span>8)<span class="_ _0"></span>. </div><div class="t m0 x4a h56 y1007 ff6 fs7 fc3 sc0 lsd wsd">K<span class="_ _0"></span>ompletterande digitala<span class="_ _0"></span> marknads<span class="ls2 ws2">-</span></div><div class="t m0 x4a h56 y1008 ff6 fs7 fc3 sc0 ls29 ws29">föringsprodukter</div><div class="t m0 x118 hb y1007 ff2 fs7 fc3 sc0 ls2 ws2">V<span class="_ _2"></span>åra komplet<span class="_ _6"></span>te<span class="_ _6"></span>rande digitala m<span class="_ _6"></span>arkands <span class="_ _29"></span>förings<span class="_ _6"></span>produk<span class="_ _6"></span>ter ä<span class="_ _6"></span>r exempelvis </div><div class="t m0 x118 hb y1008 ff2 fs7 fc3 sc0 ls109 ws15e">banner-annonser<span class="_ _1"></span>, Go<span class="_ _6"></span>ogle AdW<span class="_ _2"></span>ords och hemsidor<span class="_ _2"></span>.</div><div class="t m0 x4a hb y1009 ff6 fs7 fc3 sc0 ls116 ws16d">Ku<span class="_ _6"></span>n<span class="_ _6"></span>db<span class="_ _f"></span>a<span class="_ _6"></span>s<span class="_ _1d4"> </span><span class="ff2 ls117 ws16e">Det tota<span class="_ _6"></span>la anta<span class="_ _6"></span>let b<span class="_ _6"></span>efint<span class="_ _6"></span>lig<span class="_ _6"></span>a ku<span class="_ _6"></span>nde<span class="_ _6"></span>r<span class="_ _0"></span>.</span></div><div class="t m0 x4a hb y100a ff6 fs7 fc3 sc0 ls33 ws12">Online sök<span class="_ _6"></span> <span class="_ _1da"> </span><span class="ff2 ls2 ws2">Saml<span class="_ _6"></span>ingsnamn för Eniros produ<span class="_ _6"></span>k<span class="_ _6"></span>ter inom kärnverksa<span class="_ _6"></span>mheten Di<span class="_ _6"></span>gital </span></div><div class="t m0 x118 hb y100b ff2 fs7 fc3 sc0 ls29 ws29">marknads <span class="_ _29"></span>föring i<span class="_ _0"></span>nnefattande digit<span class="_ _0"></span>al marknadsföri<span class="_ _0"></span>ng, Kompletterande </div><div class="t m0 x118 hb y100c ff2 fs7 fc3 sc0 ls12 ws12">digitala marknads <span class="_ _29"></span>föringsprodukter<span class="_ _2"></span>. Här innefat<span class="_ _6"></span>tas tjänsterna enir<span class="_ _0"></span>o.se, </div><div class="t m0 x118 hb y100d ff2 fs7 fc3 sc0 ls2 ws2">gulesid<span class="_ _6"></span>er<span class="_ _2"></span>.<span class="_ _6"></span>no, krak<span class="_ _6"></span>.dk<span class="_ _6"></span>, dgs.dk s<span class="_ _6"></span>amt våra mobila app<span class="_ _6"></span>ar<span class="_ _2"></span>, bl a Eniros app för </div><div class="t m0 x118 hb y100e ff2 fs7 fc3 sc0 ls2 ws2">Online s<span class="_ _6"></span>ök<span class="_ _6"></span>, Eniro Navigat<span class="_ _6"></span>ion och Eniro På Sjön.</div><div class="t m0 x4a hb y100f ff6 fs7 fc3 sc0 ls118 ws16f">SEO<span class="_ _25b"> </span><span class="ff2 ls109 ws15e">Search E<span class="_ _0"></span>ngine Optimiz<span class="_ _2"></span>ation, sökmotoroptimering, saml<span class="_ _0"></span>ingsnamn för<span class="_ _0"></span> </span></div><div class="t m0 x118 hb y1010 ff2 fs7 fc3 sc0 ls2 ws2">metode<span class="_ _6"></span>r och tek<span class="_ _6"></span>niker som används för at<span class="_ _6"></span>t en web<span class="_ _6"></span>bsida ska rankas så högt </div><div class="t m0 x118 hb y1011 ff2 fs7 fc3 sc0 ls2 ws2">som möjlig<span class="_ _6"></span>t i sökm<span class="_ _6"></span>otorers träf<span class="_ _6"></span>ﬂis<span class="_ _6"></span>tor<span class="_ _2"></span>. </div><div class="t m0 x4a hb y1012 ff6 fs7 fc3 sc0 ls119 ws170">Tr<span class="_ _f"></span>ä<span class="_ _f"></span>f<span class="_ _252"></span>ﬂ<span class="_ _10"></span>i<span class="_ _f"></span>s<span class="_ _10"></span>t<span class="_ _f"></span>a<span class="_ _138"> </span><span class="ff2 ls2 ws2">När användaren gör e<span class="_ _6"></span>n sök<span class="_ _6"></span>ning presenteras sök<span class="_ _6"></span>resultaten i det v<span class="_ _6"></span>i kallar </span></div><div class="t m0 x118 hb y1013 ff2 fs7 fc3 sc0 ls109 ws15e">träfﬂistor<span class="_ _2"></span>.</div><div class="t m0 x4a hb y1014 ff6 fs7 fc3 sc0 ls12 ws12">Unika besök<span class="_ _0"></span>are<span class="_ _1c0"> </span><span class="ff2 ls2 ws2">Vi definierar en unik b<span class="_ _6"></span>esökare som en unik browser<span class="_ _6"></span>sessio<span class="_ _6"></span>n.</span></div><div class="t m0 x4a hb y1015 ff1 fs7 fc3 sc0 ls8e ws2">Custom<span class="_ _6"></span>er Acqu<span class="_ _6"></span>isition Value (<span class="_ _0"></span>CAC)<span class="_ _1b5"> </span><span class="ff2 ls11a ws1e">Kundanskaffningskostna<span class="_ _6"></span>den är gen<span class="_ _6"></span>omsnit<span class="_ _6"></span>tlig<span class="_ _6"></span>a försäljnings- och  mar<span class="_ _6"></span>knads<span class="_ _6"></span>fö<span class="ls2 ws2">-</span></span></div><div class="t m0 x118 hb y1016 ff2 fs7 fc3 sc0 ls8e ws2">ringskostna<span class="_ _6"></span>der för at<span class="_ _f"></span>t få en ny kund.<span class="_ _f"></span> </div><div class="t m0 x4a hb y1017 ff1 fs7 fc3 sc0 ls8e ws2">Custom<span class="_ _6"></span>er Life<span class="_ _6"></span>time V<span class="_ _0"></span>alue (CL<span class="_ _1"></span>V<span class="_ _6"></span>)<span class="_ _184"> </span><span class="ff2 ls2">T<span class="_ _2"></span>otala omsät<span class="_ _f"></span>tnings<span class="_ _6"></span>värdet av en ge<span class="_ _6"></span>nomsnit<span class="_ _f"></span>tsku<span class="_ _6"></span>nd, Utgör<span class="_ _6"></span>s av den å<span class="_ _6"></span>rliga </span></div><div class="t m0 x118 hb y1018 ff2 fs7 fc3 sc0 ls2 ws2">omsät<span class="_ _6"></span>t<span class="_ _6"></span>ningen a<span class="_ _6"></span>v en gen<span class="_ _6"></span>omsnit<span class="_ _6"></span>t<span class="_ _6"></span>skun<span class="_ _6"></span>d multipli<span class="_ _6"></span>cerat med a<span class="_ _6"></span>ntal år som kun-</div><div class="t m0 x118 hb y1019 ff2 fs7 fc3 sc0 ls2 ws2">derna i g<span class="_ _6"></span>enoms<span class="_ _6"></span>nit<span class="_ _6"></span>t för<span class="_ _6"></span>väntas eller ä<span class="_ _6"></span>r kunde<span class="_ _6"></span>r<span class="_ _2"></span>.</div></div><div class="pi"></div></div><div id="pf4a" class="pf w0 h0"><div class="pc pc4a w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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" /><div class="t m0 x84 h4 yd7 ff2 fs2 fc3 sc0 ls107 ws15c">74</div><div class="t m0 x1 h2a y658 ff1 fs22 fc3 sc0 ls11b ws2">In<span class="_ _0"></span>f<span class="_ _2"></span>ormation om årss<span class="_ _0"></span>t<span class="_ _2"></span>ämma</div><div class="t m0 x1 h11 y101a ff1 fs2 fc3 sc0 ls2 ws2">Årsstämma 2024</div><div class="t m0 x1 h4 y101b ff2 fs2 fc3 sc0 ls32 ws2">Eniro håller<span class="_ _2"></span> årsstämma torsdagen den 29 maj 202<span class="_ _0"></span>4 kl. 11.00 på </div><div class="t m0 x1 h4 y101c ff2 fs2 fc3 sc0 ls32 ws2">Gårds<span class="_ _0"></span>vägen 6 i Solna. Inregistr<span class="_ _2"></span>ering till stämman börjar kl. 10<span class="_ _2"></span>.30.</div><div class="t m0 x1 h4 y101d ff2 fs2 fc3 sc0 ls2 ws2">För<span class="_ _2"></span> förslag på dagordning, se k<span class="_ _2"></span>allelse och dokument på </div><div class="t m0 x1 h4 y101e ff2 fs2 fc3 sc0 ls2 ws30">bolagets webbplats, www<span class="_ _2"></span>.enir<span class="_ _0"></span>ogroup<span class="_ _2"></span>.com </div><div class="t m0 x1 h11 y101f ff1 fs2 fc3 sc0 ls2 ws2">Deltagande</div><div class="t m0 x1 h4 y1020 ff2 fs2 fc3 sc0 ls2 ws2">Aktieägare som önsk<span class="_ _2"></span>ar delta i st<span class="_ _0"></span>ämman ska:</div><div class="t m0 x1 h4 y1021 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>var<span class="_ _0"></span>a inför<span class="_ _2"></span>d i den av Euroclear<span class="_ _2"></span> Sweden AB f<span class="_ _0"></span>örda aktiebok<span class="_ _2"></span>en </div><div class="t m0 xae h4 y1022 ff2 fs2 fc3 sc0 ls2 ws2">tisdagen den 21 maj 2024, och</div><div class="t m0 x1 h4 y1023 ff2 fs2 fc3 sc0 ls2 ws2">• <span class="_ _b3"> </span>anmäla sig till Bolaget<span class="_ _2"></span> senast torsdagen den 23 maj 202<span class="_ _0"></span>4. </div><div class="t m0 x1 h4 y1024 ff2 fs2 fc3 sc0 ls2 ws2">Anmälan kan gör<span class="_ _2"></span>as skriftligen till Eniro<span class="_ _0"></span>, ”<span class="_ _1"></span>Årsstämma”<span class="_ _3"></span>, </div><div class="t m0 x1 h4 y1025 ff2 fs2 fc3 sc0 ls2 ws2">Eniro Gr<span class="_ _2"></span>oup AB, Box 4085, 169 04 Solna eller<span class="_ _2"></span> via email </div><div class="t m0 x1 h4 y1026 ff2 fs2 fc3 sc0 ls2 ws2">bolagsstamma@enir<span class="_ _0"></span>o.<span class="_ _0"></span>com. Vid anmälan sk<span class="_ _2"></span>a anges namn, </div><div class="t m0 x1 h4 y1027 ff2 fs2 fc3 sc0 ls2 ws2">person- eller<span class="_ _0"></span> organisationsnummer<span class="_ _1"></span>, adress, telef<span class="_ _2"></span>onnummer </div><div class="t m0 x1 h4 y1028 ff2 fs2 fc3 sc0 ls2 ws2">samt<span class="_ _0"></span> antal ev<span class="_ _0"></span>entuella biträden. </div><div class="t m0 xd2 h4 y1029 ff2 fs2 fc3 sc0 ls2 ws2">Aktieägare som har<span class="_ _2"></span> sina aktier förv<span class="_ _0"></span>altarr<span class="_ _0"></span>egistrer<span class="_ _2"></span>ade måste, </div><div class="t m0 xd2 h4 y102a ff2 fs2 fc3 sc0 ls2 ws2">utöv<span class="_ _0"></span>er anmälan om delt<span class="_ _0"></span>agande i stämman, tillf<span class="_ _2"></span>älligt registr<span class="_ _2"></span>era </div><div class="t m0 xd2 h4 y102b ff2 fs2 fc3 sc0 ls2 ws2">aktierna i eget<span class="_ _0"></span> namn i aktieboken (s.k. r<span class="_ _2"></span>östrättsr<span class="_ _0"></span>egistrering) </div><div class="t m0 xd2 h4 y102c ff2 fs2 fc3 sc0 ls2 ws2">för<span class="_ _2"></span> att få delt<span class="_ _0"></span>a i stämman. Sådan omr<span class="_ _0"></span>egistrering sk<span class="_ _2"></span>a vara </div><div class="t m0 xd2 h4 y102d ff2 fs2 fc3 sc0 ls2 ws2">verkställd <span class="_ _0"></span>torsdagen den 23 maj 2024 och bör<span class="_ _2"></span> begäras hos </div><div class="t m0 xd2 h4 y102e ff2 fs2 fc3 sc0 ls2 ws2">banken eller<span class="_ _2"></span> förvaltar<span class="_ _2"></span>en i god tid för<span class="_ _0"></span>e detta datum.</div><div class="t m0 xd2 h11 y102f ff1 fs2 fc3 sc0 ls2 ws2">OMBUD OCH FULLMAKTSFORMULÄR</div><div class="t m0 xd2 h4 y1030 ff2 fs2 fc3 sc0 ls2 ws2">Aktieägare som delt<span class="_ _0"></span>ar genom ombud eller<span class="_ _2"></span> ställför<span class="_ _0"></span>etr<span class="_ _0"></span>ädare </div><div class="t m0 xd2 h4 y1031 ff2 fs2 fc3 sc0 ls2 ws2">bör skick<span class="_ _2"></span>a behörighetshandlingar (fullmakt<span class="_ _2"></span> och/<span class="_ _0"></span>eller<span class="_ _0"></span> </div><div class="t m0 xd2 h4 y1032 ff2 fs2 fc3 sc0 ls2 ws2">registr<span class="_ _2"></span>eringsbevis) till Bolaget<span class="_ _2"></span> på ovanstående postadr<span class="_ _2"></span>ess </div><div class="t m0 xd2 h4 y1033 ff2 fs2 fc3 sc0 ls2 ws2">i god tid för<span class="_ _2"></span>e stämman. Fullmaktsformulär<span class="_ _2"></span> finns tillgängligt </div><div class="t m0 xd2 h4 y1034 ff2 fs2 fc3 sc0 ls2 ws2">på Eniros hemsida, <span class="_ _0"></span>www<span class="_ _0"></span>.enir<span class="_ _2"></span>ogroup.<span class="_ _0"></span>com/bolagsstyrning/</div><div class="t m0 xd2 h4 y1035 ff2 fs2 fc3 sc0 ls2 ws2">bolagsstaemmor<span class="_ _0"></span>/. </div><div class="t m0 xdb h4 y1036 ff2 fs2 fc3 sc0 ls2 ws2">Del<span class="_ _6"></span>år<span class="_ _6"></span>srapp<span class="_ _6"></span>or<span class="_ _6"></span>t Q1  <span class="_ _2c"> </span>25 ap<span class="_ _6"></span>ril 2024</div><div class="t m0 xdb h4 y1037 ff2 fs2 fc3 sc0 ls2 ws2">År<span class="_ _6"></span>ss<span class="_ _6"></span>tämm<span class="_ _6"></span>a  <span class="_ _c"> </span>29 maj 2024</div><div class="t m0 xdb h4 y1038 ff2 fs2 fc3 sc0 ls2 ws2">Del<span class="_ _6"></span>år<span class="_ _6"></span>srapp<span class="_ _6"></span>or<span class="_ _6"></span>t Q2  <span class="_ _20"> </span>19 jul<span class="_ _6"></span>i 2024</div><div class="t m0 xdb h4 y1039 ff2 fs2 fc3 sc0 ls2 ws2">Del<span class="_ _6"></span>år<span class="_ _6"></span>srapp<span class="_ _6"></span>or<span class="_ _6"></span>t Q3 <span class="_ _12"> </span>8 novem<span class="_ _6"></span>be<span class="_ _6"></span>r 2024</div><div class="t m0 xdb h4 y103a ff2 fs2 fc3 sc0 ls2 ws2">Bok<span class="_ _6"></span>s<span class="_ _6"></span>lut<span class="_ _6"></span>skomm<span class="_ _6"></span>uniké Q<span class="_ _6"></span>4 <span class="_ _b2"> </span>febr<span class="_ _6"></span>uari 20<span class="_ _6"></span>25</div><div class="t m0 x43 h24 y103b ff1 fs1c fc3 sc0 lsf1 ws2">Finansiellt k<span class="_ _1"></span>alendarium</div><div class="t m0 x1 h28 y103c ff6 fs2 fc3 sc0 ls32 ws2">© ENIRO GROUP<span class="_ _2"></span> AB, 2024</div><div class="t m0 x1 h4 y103d ff6 fs2 fc3 sc0 ls2 ws2">Produktion:<span class="ff2"> Publicer<span class="_ _0"></span>a Information <span class="_ _2"></span>AB</span></div><div class="t m0 x1 h4 y103e ff2 fs2 fc3 sc0 ls2 ws2">www<span class="_ _2"></span>.publicera.se</div></div><div class="pi"></div></div><div id="pf4b" class="pf w0 h0"><div class="pc pc4b w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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AAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAABQos0QQGsqFouFQqHsH+3cubOtzYcDAIDwA+peLpdLJBK3bt1KJBJXrlxJJBKFQmF2dnZTd5JKpRKJREdHx549ex566KHHH3+8o6Ojvb3d8AIANJBvFP/w3yv/78++9bDhgMZVLBb/67/+a3FxcWFh4eOPP85ms1XdXDKZfPbZZ3ft2rV3714zhAAAwg+olkKhcPv27V/84hfvv/9+tUvvgR149OjRp5566sknnzQfCAAg/IBtiaJoYWHhxo0bFy5cyOfzdfgIwzA8fvz4vn37enp6vF4AAMIP2KhisXjz5s133nlnamqqUR5zEATHjh07duzYnj17HAsKACD8gPJW5vemp6fHx8cb91kEQXDixIkXX3zRHCAAgPAD/k8ul7t06dLIyEgzPakgCH70ox+98sorzgMEABB+0LpWpvheffXV2i7WUm2pVOqf//mfTQACAAg/aC3FYvHtt99+/fXX63PJlmoIw/D8+fPOAAQAqLY/MQRQD8k3Ojq6Y8eOU6dOtU71JRKJbDbb19fX2dmZyWSiKLInAAAIP2jm5Guyc/k2JZ/PDwwMyD8AAOEHzSaKIsm3Vv4ZDQAA4QcNn3yZTKazs1PyrZV/TzzxxPz8vNEAABB+0JAWFxd37949MDDQUufybdbKuX/9/f2FQsFoAAAIP2gYxWKxv78/DMPmvk5DBU1NTT388MNvvfWWE/8AALbJ5RwgDplMZmBgwDhsTRAE165dc9E/AIAtM+MH1VUoFPbv36/6tiOfz4dhODQ0ZOoPAGBrzPhBFZnoq6wgCD755JOuri5DAQCwKWb8oCqiKOrv71d9lZXP57u7u9966y1DAQCwKWb8oPJyudwzzzxj3c7qSSaTH3zwQXt7u6EAANgIM35QYZlMpru7W/VV1ezs7K5duxYXFw0FAIDwg1g5vDNOKyu+OOwTAED4QXwKhcLBgwenpqYMRZxOnTpltU8AgAdyjh9UwOLi4oEDBxzeWSvJZDKTyXR0dBgKAADhB1UxPz/f19dnHGorCIJsNqv9AADKcqgnbEsmk1F99WDllD/LvQAACD+osNHRUUu51Fv7zc/PGwoAAOEHFau+kZER41Bv+vr6tB8AgPAD1af9AACEH6D6tB8AgPAD1Yf2AwAQfqD60H4AAMIPVB/aDwCg+lzAHTbk6tWrhw8fNg4N6u7du67tDgC0MjN+8GDz8/Oqr6GFYVgoFIwDANCyzPjBAxQKhYcf9u5ohvb79NNP29raDAUA0ILM+MF6isViGIbGoQlks9mDBw8aBwBA+AF/JIqiF154IZ/PG4rmMDs7Ozo6ahwAgBbkUE9Y09DQ0Pj4eDM9o2Qy2dHRsXfv3m9/+9uJRKKnp+eb3/zm1/+DL7/8cnFxceX/LywsFAqFjz76qMnSd2Zm5tChQ3ZvAED4Ac2wjGcQBM8999yRI0d6enq+853vtLe3b/mucrnc7373uxs3bvz85z+fnZ1t9BfXIp8AgPADGntBl1Qq9fLLLz/99NNVapsoin77299euXLl4sWL2Wy2EYfIQi8AgPCDVhdF0e7duxsuaQYHB48dO7Znz544e6ZQKNy+ffvNN99suGnAwcHBc+fO2dsBAOEHLaqxTu0Lw/CNN944cOBAbeevisXi2NjYhQsXGuiEQCf7AQDCD1rU/Px8X19fQzzUdDr9/e9/v6urq34eUhRFCwsLr732WkNMAAZBkM1mnewHAAg/aC3FYnHXrl31P2eVTqeHh4e3s1hLteVyudOnT09NTdX5SCaTyevXr9vzAYCm5zp+8H+OHz9e59WXTqeXl5fPnDlTz9WXSCS6uroymczS0lIqlarnxzk7O5vJZOz5AEDTM+MH/1+dX78hlUqdO3euEY9LnJ+ff/XVV+t5sRxXdwAAmp4ZP0gkEokoin7wgx/U52MLgmBubi6TyTRonPT29n766acTExN1+wiHhoa8BQAA4QfNb3h4uD4P8pyYmLhz505vb29DD29bW9vJkyfv3r1bn0d+Tk1NXb161bsAAGhiDvWERC6X6+7urrdHFYbh5cuX62rRzorIZDIDAwP19qiCILhz545LugMAzcqMHySOHj1abw9pcHDw008/bb7qSyQS/f39d+/eDcOwrh5VPp8/e/as9wIA0KzM+NHq6nACqhUuLB5F0fDw8Pj4eF09qqWlpaaMbQAA4UdLi6Kos7Ozfs7uC4Lgk08+aZ32qLeVVFOplKs7AABNyaGetLTp6en6qb5kMpnNZltqxunQoUNzc3NBENTJ45mamsrlct4XAEDzMeNH6yoWizt27Kif6vvwww9bc3GRQqEQhmGdFHgYhp999pl3BwDQZMz40brGxsbq5JGk0+mWrb5EItHR0fHFF18kk8l6eDDZbHZ+ft67AwBoMmb8aFH1M92XTqfPnDnjFYmi6ODBg7OzszV/JCb9AIDmY8aPFlUn032q7762trYPP/ywHi7zYNIPAGg+ZvxoRXUy3af6StXJ+X4m/QCAJmPGj1ZUD9N9yWTy9OnTXotVOjo6stlszdf5NOkHADQZM360nCiK/vRP/7Tm1dfKq7k8UKFQePjhh2v+Gl2/ft1rAQA0BzN+tJzp6enaPoAgCD744APVt46Ojo65ubnaPobZ2VnX9AMAhB80qh//+Me1fQCffPJJe3u7F2J9vb29ExMTtX0Mly5d8kIAAM3BoZ60lvn5+b6+vho+gJmZmUOHDnkhNmhoaGh8fLyGD2B5eVmlAwBNwIwfreW1116r4dYHBwdV36aMjY3VdqGXy5cvexUAgCZgxo8WUtslQ8Iw/PTTT53at1m5XK67u7uGr5rrOgAATcCMHy3k3XffreHWL1++rPq2oKurq4Yn+2Wz2cXFRa8CACD8oGG8/vrrtdr0xMREV1eXl2BrTp48mUwma7X1n/70p14CAKDROdSTVrG4uBiGYU027SDP7avtAZ/37t3z8kHjKhQKxWKx9PaOjg6rNwGtw1cZWsW//uu/1mrT77zzjmzYpq6urnQ6PTIyUpOtX7t2zao80Fild/v27XfeeadQKMzOzq7/HyeTyWefffb5559/8skndSDQxMz40TL7+je+UZPtDg4Onjt3zvhvXxRFnZ2d+Xzei9gcb42lpSXHP1NZuVzu0qVLFy5c2PIHRRiGx48ff+WVVxQgIPygIdXwOE8XgqugGl6GsYmP9hR+NLooiqanp3/84x9ns9lK3WcqlTp79qxdFGgmFnehJdRqfY6JiQnVV0G9vb21CviFhQXj3+IWFxeHhob2798/Pz8fRZEBqZPky2QynZ2dAwMDFay+RCIxNTXV3d29f/9+6/oCTcOMHy3hL/7iL+I/RDAIgjt37ji7r+JfvmvSfk18tKcZv43Uxe7du7/eFUEQfPLJJ6aDav5pcODAgRg+2wcHB8+ePetXPKDRmfGjJb4c1OTEsLGxMdVXcT09PalUKv7tjo+Pm+RpWdeuXVs1m5TP5998800jU8MUHxoaCsMwns/28fHxXbt2zc/PG3lA+EFdu3nzZvwbDYLg2LFjBr8azp49W5Pt/upXvzL4rals4/ktoFZyuVxnZ+f4+PgD/8swDNPp9OTk5NLS0vLy8ld/bHl5eWlpaXJycnBw8IF3lc/n+/r6RkdHvehA43KoJ81v//79D1zOu+ImJyf7+/sNfpX09/dPTU3FvNGJiYmTJ0824T8DJYd6TkxMHDly5NatW1Xd7tGjRxvi2Llisbhjx46yfzQ3N9fb2+v9GKerV68ePnz4gb33xhtv7Nu3b+M7WBRFCwsL09PTD+zJZDL54YcfOpoDEH7QSF/aqspinlVVk+U9wzD87LPPWiH8XINklSeeeKLswiHe5jEbHR1d/2Ke21+KM4qia9eu/eAHP1jnIFLtBzQoh3rS5H75y1/Gv9F0Ou3rYFX19vYGQRDzRrPZbLFYbIXhLRQK9rGve+ONN0pvHBwc9Davn+oLgmBubi6TyWxzxZ22trZDhw7duXNnYmJirf9mdna2s7PTKwIIP6gvN27ciH+jJ06cMPLVNjY21iK/I1Bz+/btK/2h4e///u+NTJ1U3+Tk5J07dyp42G1bW9vJkyeXl5fXWkrqvffe86IAwg/qy/vvvx/zFpPJZEdHh5GvtqNHj7bI7wjUXHt7+507d+bm5sIwDIJgcnJyeXm5p6fHyMQjk8msVX1BENy9e7e/v78aB162t7dnMpl0Or3qdud2AsIP6k4URZW9pO9G/NM//ZORj+e7+EbW4qusn//850a+NbW1tfX29n722We///3v+/v7HeQZm/n5+YGBgbJ/lEwm79y5U+0f2s6cOTMzM6P6AOEHda0m6+8fOHDAyMcj/gtmzM7OWswdYlMsFl966aW1qi+2FVYOHTo0Nzen+gDhB/VrcXEx5i0ODg5a6i02e/bsiX+jv/3tb408xOOFF14ou7rm4OBgzOtq9vb23rt3T/UBwg/q1JUrV2Leoou2x6mtrS3+oz2rfXU7YEUmkyl7CdZkMnnu3Ln4f2Lzox4g/KB+ffTRRzFvsSZzUK0s/tJeWFgw7FBtxWKx7Kl9QRBkMhnjA7AFfr6iaUVRtM4VeKshmUzW/CfhYrHYUhdh+/M///OYt/j55597c0G1nT59uuzt7733nmWTAYQf/JH4z8V65ZVXav6sL1++vNYKeFRE2WPPgArK5XLj4+Olt6fTaWfZAWyZQz1pWvHPzOzdu9ewt4KWmlOF+JWd7gvDcK1pQACEHy3tF7/4Rcxb7OrqMuytIOZDiKGlFIvFqamp0tvPnz9veRUA4Qdl/PrXv45zc6lUypi3iPgvEwKtY2xsrPTGMAwd5Akg/KC8f//3f49zc0eOHDHmLeJ///d/DQJUQxRFIyMjpbefP3/e4ABsk6MmaFrZbDbOzfX09BjzFnHr1q2TJ08ah7pSKBSKxeLnn3/+rW9965FHHkkkEh0dHe3t7Y34XHK53P3/v80DyO8v83vr1q2enp5vfvObdT4sZS+X0mrTfSs788r/37lz53YOcI2iaGWds/s7QHt7u2VRN/Uq3Lp169FHH33kkUcMHcIP6lQURTFv8Tvf+Y5hb50vBAahSorF4uXLl1fdePTo0bKtksvl3nzzzY8//nitX3nCMPze97734osvPvbYY9s8Paz02nF79+5dv8pyudytW7c2/lwuXbp04cKFVWeQfvXVV5t9qIuLizdv3rx48eI6P36FYXj8+PF9+/bV2y9W09PTpTf+8Ic/bPqduVgsjo2Nle4AS0tLm43/QqHw7rvvrr8DBEFw4sSJF198sSI7wKaeaZyb2Ozbtlgs3rx585133vnoo4/WOpe7skMHsX8w/eG/V/73FTSRpaWlmN9KdfLEJycnfay1zstdEaXPLpVK1dU7d2lp6ev/zb179+bm5sIw3PjrFQTB5ORkZUfpgXdY9s246rl89dVX6z+XjT/C5eXldDodBMGm9uQgCNLp9PLycj3sivfu3Sv7IOvk4VVjZ/7qq6+y2ew6p4iX/vfrjN7ExMSm3hf3d4CNb2U7zzT+TWz8bbu0tDQ4ONi47x3YIOf4QQVY2QXiUSgUdu/e3dfXt6ljufP5/MDAwBNPPFFXC/NEUdTf37/Z51L2fjKZzI4dO0ZGRja75Gw+nx8ZGdmxY0cmk4n/QIlVyl58NQzDBj1kdyNGR0fDMCy7iummXL16tbOz89SpU5vdl1Z2gO7u7tHR0fvHl7bW/EexODQ01N3dXfbSkY3y3oENEn40p9IjrKrKcf8tmB8GIX7z8/NhGG45k7LZbBiGV69erZ+C3f43/vn5+c7OzoGBgW3ez8DAQGdn5/z8fL19bh8/frwpd+Yoivbv3192JZtNyeVyTzzxxOHDh7d5mZmRkZFdu3aVHhvZ3BYXF3ft2rXZ5Cv73rHaM8IPWsWePXsMQktpzZ/Ga+vq1at9fX3bvx/BaqgAACAASURBVIji4cOHR0dHa/tccrncdgr2vtHR0YqMyYp8Pt/X11fDwbly5UrpjU25YHKxWNy9e/fs7Oz23xTd3d2VWslsZWJ8//79LTJ/tfJDUkXePvl8PgzDVstmhB+0qIceesggQJV0dXUtLi4ePny4Unc4MjJSq69oHR0dURQ988wz2/y6uXKY6MbnizZ+7t/IyMjQ0FBNvvqXnf/cuXNn8+3SL7zwQkWyf+Nvio3vALOzswcPHmz69stkMn19fZW9z4GBgZr/qATCj1b0xRdfxLm5xx9/3Ji3lC+//NIgxGNwcDCKogMHDqz1p9lsdmlp6d69eytnrt+9e3dpaemBq1wMDAzEf7xuMplsb28fHh5ep/pSX7PWl/Uoig4ePLj+YaKpVGpubu7+6he///3v7y9iMTMzk0wm1/m74+Pj8X/1L7u5ZDK5zeVY683OnTszmcw6c33JZPL+DrDWPhxF0ejo6PrZn0wmZ2Zm7r81vr4DzM3Nrb+QyezsbGdnZ1Me0L7yK+1bb7211tHR91e7WbVqy/Ly8kY+WEZGRvr7+31uU7+s6klTinm1lcouX2ZVz/q3zSUi63xVz3Q6XT8LIabT6dK3cxAEMzMz92NvnXtbZ6IjDMMH3kNlV/WcmJiYmZkp+0gmJibu3r27wQezTratrF+6kZUGl5eX1/+4iHlx17LLNtZwgdlqPKNUKlX2aa7ExsZ3gHQ6vc4Lt8GlJu/duzczM1ORN0gDrep59+7dteZak8lkNpvd4INZ/zvGxMSEr2HU6b/4wg/hJ/wQfqum0arxDtrIoG3kQiypVGrjS6gvLy+vk0kbfx0rEn7JZLL0e/bg4ODG+3P9L/2Dg4ObXVx+eXl5ndc6zv18bm6uyb5Al+7MQRCUzhclk8lNvWplB+r+XW32H6N79+6tv0c1U/iFYbi8vFz6Hlz5IWmzD2llsai1hm6DDQnCDxov/OrniQs/4bf98KvhoD0w/LYwBbTOV9swDOMMv+3vSOt86Z+bm6tsdMX8q1bZ4WroN9pGfsVIp9Obyv67d++uc1fb2QHWmvrbSBE1SvitFd6beglWfbas9btSEAQbn8KF2DjHD4DGkEwmL126tNm/1dbWdubMmYmJibK/ytfqAgZBEMzNzW3qdKBisfjSSy+tVX29vb1bfjC9vb1rtd8zzzxTw3U+mnvdrMnJyTNnzmz8JMYoitbKjJW72s4OkM1my7bf4cOHm+Zkv3w+v+o4z2Qy+eGHH275PNK2trbr16+X/V0pn88PDQ350KbetBkCAOpfEAQffPDBlr+i/cM//MPFixdLT+/5yU9+sp1k2rJr16719PRs6q+MjY2VXRUmm81u9q7War/SdQ7z+fz09HSt1quo7LpZxWLx8uXLlbq3vXv3dnV1baf6Njuq09PTZc9Pm5mZOXTo0DafTkdHRzabffjhh0v/aGhoqCkvVLDN6rvvzJkz//M//1N6McCpqamzZ89uZyeBynOoJw713D6HerYah3pWadDWOTpu+2O+1qRW/Id6bvDUqa9bXl6OYVcsO3cRBMGWj4Xb5mdXDIcLVm9/XmdzyWRyC0cVlp2R28K+tI6yiw898IVooMVdvr5XV/BQzHv37pU936+hVyfCoZ4AUANBEGx/0qm3t7fsl7NcLhfz0xkbG6vIX0kmk5Wdizt9+nTpEK1M+tkJK+jixYub/SvT09Ol871BEGxhX1rHoUOHyl7p4fTp0032Evzbv/1bR0dHpe6tra2t7GTy1NRU/B8vsN6+aggA+LqJiYmnnnrqN7/5TWXvdu/evVv+uz/60Y8q8hiOHz9+6tSpVTfeunUrzsOx0un0Zo8uKxaLZS/a9sEHH1T4O0Fb2+XLl7u7u1fdPjw8fOzYsfgvqfe73/2u+Y6UC8Nws08qiqLh4eHS2997772KvyhjY2Nlj1o8d+5cBUuptlKp1PYPjl2lq6srnU6Xvk/ffPPNc+fO+WcF4QdAPfrP//zPkydP1uTMt7X83d/9XaXupzT8FhYW4jyH7fvf//5m/0rZyYR0Ot3e3l7xh9fV1ZVKpVZdHT6fzy8sLMS/S/zmN7+pq/2wIt54443N/pVf/epXpdN9YRhWY3Da2trKBsy777578uTJ5ngJzp49W427HR4eLh238fFx4Uf9cKgnAH+k3hbxC4KgUlMNZe/n888/j/O5bGEK6+233y77LbNKD/If//EfS2+8ceOGt0ZF7Nu3b7N/5ebNm6U3nj9/vkqPsOyuVcF1cWormUxWaRq5vb297Fmyi4uLdnuEH/iiDDzYc889V9mvfatumZ2drefnEkVR6SNMpVLVmO5bUfZkyPfff7+qI1P2SOAvvviiHvbAMAzLnvm2tfLfwgtXek5glab77gdM6fOdnZ0tFotN8Hny2muvVe/OT5w4scFuB+EHjao5/jmE+nTkyJEK3tuzzz7bWM9lYWGh9MaXX365qo/ze9/73qpbstlsVX/hKptDv/71ryu4ia6urq2tg/fZZ58dO3asIo9hC/dTLBZLr+JQ+gJVVtnH+ctf/rIJPk/27NlTvTvv6OgoXXx1C2v5gPCDzX34GgSq59FHHzUIDTrau3btquFz2cIKN2WPsXz66aer+jhffPHF0htv374d84f2Rx99VCc74U9+8pNaVUfZ+aLnn3++qs/3ySef3OCu2FiSyWS11ygqbeayV18E4QcVU9Wf9ErFeY4Q9eCRRx4xCM002vU8aV866xWGYbV/23rsscdKb/zDH/5Q1Y2WvZKEA+nLDnu1/41rb28vfTkqOwFbE0ePHq32Jr773e+W3uiiDgg/aPJ/mIFG0Vh18Vd/9VfV3kRbW1vpEWtlDzqtoL/9278tvfE//uM/WnznLD3RMQiCGC6tEcNuFr+nnnqq2pt4/PHHfaIi/KC1/mEG6tN2LidYE6uurJBIJP7yL/8yhu2WrkNT7TwuO1XSZKuJbmH3K51nq+xyRxt/qKW7YsOp1cEaX375pc9ehB80yXe7JjgAhk3ZuXOnQaBWanuaYvWUPXHxwoULXvGa+Pa3v20QKvWvgys6IPygedTPCgTEI4bjrKC2Sk8jrPaET9kVEfP5fIt/afbvS1X3av86IPzAh/vm5PN5V3RoHaVrHkDzKT2ws/QSiBVX9jJoP/3pT1v5hfjrv/5re2P19moQftDwqndpY/+c0JRrHsADxfCDWtnLSIyMjLTyL2uuTtQEbfnQQw8ZGYQfVFHM0zK3bt0y5r6HQcWVzrNduXKlVt9fq62np6f0aM9EInH58mV7QswvTekirjU82KGBrplU9kcKS30i/KC6Yp6WieerGPUg5qtE0uJq9UPD7OzsqluOHDkSw3bHxsZKbxweHo6iqDV3gNJhL31p4snLGh7sUPaaSVtYZCuGn2gt4InwgxqIZ8Xz+5x/3zoeffRRg0ANxbCqfg2PXT927Fjpjfl8/l/+5V+89HG+QPV/8YYtLKNS7WtRJhKJmzdvlt7oOBGEH1RXzCue5/N5p/m1iFpdCYrWVHaerdoLXd6+fbv0xp6enni+zafT6dLbT5061ZqfsWWH/fr161XdaC6X2+CumFjjpPr6PDhzenq62psoe1hy/OsOgPCjtcR/meayX5VoPl1dXQaB2Ozfv7/0xrKzChX0s5/9rPTGxx57LJ6nPDw8XPb2/v7+Fjzgs2z4VfvkgrL3X3ZXTKwxnVX24MwtK52pK3su6ANV+yfaKIpKD8QdHBz0OUadcLERmlb8R1b87Gc/O3ToUG2f9dGjR5eWlrz60EwfZUEQ5PP5r9948eLFkydPVmmLxWJxfHx81Y2pVCq2C5S1t7dPTk4ODAysun12dvbs2bNnzpxptX0glUqtOvByamrq4sWL1ZtHunjxYmlobepf1StXrvT391fq8Xz88cerbnnuuee2dlfXr1+v4AN7YKAmEonvfve7PscQflD1rw4xb3F8fHxsbKy2F29tb293S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