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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">57<span class="_ _0"></span><span class="ls1 ws1">44</span></div><div class="c x2 y2 w2 h3"><div class="t m0 x3 h4 y3 ff2 fs1 fc1 sc1 ls2 ws2">Finansiella<span class="_ _1"></span> </div><div class="t m0 x3 h4 y4 ff2 fs1 fc1 sc1 ls2 ws2">r<span class="_ _2"></span>apport<span class="_ _3"></span>er</div></div></div><div class="pi"></div></div>
<div id="pf2" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls3 ws3">58</div><div class="t m0 x4 h5 y5 ff3 fs2 fc0 sc0 ls4 ws4">Årsredo<span class="_ _3"></span>visning för C<ix:nonNumeric name="ifrs-full:NameOfUltimateParentOfGroup" id="fact-2" contextRef="c-1" escape="false" xml:lang="sv" continuedAt="_0f898e17-3691-4393-bcc5-83a6adc647ef">ibus Nor<span class="_ _3"></span>dic Real Estat<span class="_ _3"></span>e AB<span class="_ _4"></span> </ix:nonNumeric></div><div class="t m0 x4 h5 y6 ff3 fs2 fc0 sc0 ls4 ws5"><ix:continuation id="_0f898e17-3691-4393-bcc5-83a6adc647ef">(publ)</ix:continuation></div><div class="t m0 x4 h6 y7 ff4 fs3 fc0 sc0 ls5 ws4">Styrelsen och den v<span class="_ _3"></span>erkställande direktör<span class="_ _3"></span>en för <ix:nonNumeric name="ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification" id="fact-1" contextRef="c-1" escape="false" xml:lang="sv" continuedAt="_d70ed1e4-27de-476e-ad97-1abb6ec8edcd">Cibus Nordic </ix:nonNumeric></div><div class="t m0 x4 h6 y8 ff4 fs3 fc0 sc0 ls5 ws4"><ix:continuation id="_d70ed1e4-27de-476e-ad97-1abb6ec8edcd">Real Estate AB (publ)</ix:continuation> (”<span class="_ _3"></span>Cibus”), med organisationsnummer </div><div class="t m0 x4 h6 y9 ff4 fs3 fc0 sc0 ls5 ws4">559135-0599, med säte i <ix:nonNumeric name="ifrs-full:PrincipalPlaceOfBusiness" id="fact-3" contextRef="c-1" escape="false" xml:lang="sv">Stockholm</ix:nonNumeric>, S<span class="_ _3"></span>verige, avger härmed </div><div class="t m0 x4 h6 ya ff4 fs3 fc0 sc0 ls5 ws4">årsredovisning f<span class="_ _3"></span>ör koncernen och moderbolaget för </div><div class="t m0 x4 h6 yb ff4 fs3 fc0 sc0 ls5 ws4">räkensk<span class="_ _3"></span>apsåret 1 januari 2021 - 31 december 2021. Bolagets </div><div class="t m0 x4 h6 yc ff4 fs3 fc0 sc0 ls5 ws4">redovisningsv<span class="_ _3"></span>aluta är Euro och om inget annat anges uppges </div><div class="t m0 x4 h6 yd ff4 fs3 fc0 sc0 ls5 ws4">alla belopp i tusentals Euro<span class="_ _3"></span>.</div><div class="t m0 x4 h5 ye ff3 fs2 fc0 sc0 ls4 ws5">V<span class="_ _3"></span>erk<span class="_ _3"></span>samhet</div><div class="t m0 x4 h6 yf ff4 fs3 fc0 sc0 ls6 ws4">Cibus verksamhet består av att f<span class="_ _3"></span>örvärva, för<span class="_ _3"></span>ädla och utveckla </div><div class="t m0 x4 h6 y10 ff4 fs3 fc0 sc0 ls6 ws4">högkvalitativ<span class="_ _3"></span>a fastigheter i Norden med en t<span class="_ _3"></span>ydlig förankring inom </div><div class="t m0 x4 h6 y11 ff4 fs3 fc0 sc0 ls6 ws6">livsmedels- och dagligvaruhandeln. Detta för att k<span class="_ _3"></span>unna ge en stabil, </div><div class="t m0 x4 h6 y12 ff4 fs3 fc0 sc0 ls6 ws4">konjunktur<span class="_ _3"></span>oberoende och ökande utdelning till sina aktieägare.</div><div class="t m0 x4 h5 y13 ff3 fs2 fc0 sc0 ls4 ws4">Aärsidé, mål och str<span class="_ _3"></span>ategi</div><div class="t m0 x4 h6 y14 ff4 fs3 fc0 sc0 ls5 ws4">Cibus aärsidé är att skapa långsiktig tillv<span class="_ _3"></span>äxt och värdeökning </div><div class="t m0 x4 h6 y15 ff4 fs3 fc0 sc0 ls5 ws4">genom förvärv<span class="_ _3"></span>, f<span class="_ _3"></span>örädling och utveckling av högkv<span class="_ _3"></span>alitativa </div><div class="t m0 x4 h6 y16 ff4 fs3 fc0 sc0 ls5 ws4">fastigheter i Nor<span class="_ _3"></span>den med en tydlig förankring inom </div><div class="t m0 x4 h6 y17 ff4 fs3 fc0 sc0 ls5 ws4">dagligvaruhandeln. Det huvudsakliga målet med bolagets </div><div class="t m0 x4 h6 y18 ff4 fs3 fc0 sc0 ls5 ws4">aärsidé är att säker<span class="_ _3"></span>ställa och bibehålla portföljens solida </div><div class="t m0 x4 h6 y19 ff4 fs3 fc0 sc0 ls5 ws4">kassaflöden för att möjliggöra en god utdelning till sina </div><div class="t m0 x4 h6 y1a ff4 fs3 fc0 sc0 ls5 ws4">aktieägare oberoende a<span class="_ _3"></span>v konjunkturläget. Den strategi som </div><div class="t m0 x4 h6 y1b ff4 fs3 fc0 sc0 ls5 ws4">bolaget tillämpar för att uppnå målet innefatt<span class="_ _3"></span>ar en aktiv och </div><div class="t m0 x4 h6 y1c ff4 fs3 fc0 sc0 ls5 ws4">hyresgästnär<span class="_ _3"></span>a förvaltning med en sträv<span class="_ _3"></span>an att ha finansiellt </div><div class="t m0 x4 h6 y1d ff4 fs3 fc0 sc0 ls5 ws4">starka hyr<span class="_ _3"></span>esgäster i marknadsledande positioner<span class="_ _3"></span>. </div><div class="t m0 x5 h6 y1e ff4 fs3 fc0 sc0 ls5 ws4">Vidare strä<span class="_ _3"></span>var bolaget efter att skriva långa hyr<span class="_ _3"></span>eskontrakt och </div><div class="t m0 x5 h6 y1f ff4 fs3 fc0 sc0 ls5 ws4">bibehålla den diversifierade f<span class="_ _3"></span>örfallostruktur beträande de </div><div class="t m0 x5 h6 y20 ff4 fs3 fc0 sc0 ls5 ws4">befintliga avtalen som bolaget för närv<span class="_ _3"></span>arande har<span class="_ _3"></span>. Vid sidan om </div><div class="t m0 x5 h6 y21 ff4 fs3 fc0 sc0 ls5 ws4">förvaltningen av det befintliga f<span class="_ _3"></span>astighetsbeståndet har bolaget </div><div class="t m0 x5 h6 y22 ff4 fs3 fc0 sc0 ls5 ws4">formulerat en t<span class="_ _3"></span>ydlig investeringsstrat<span class="_ _3"></span>egi för att växa fortsatt i </div><div class="t m0 x5 h6 y23 ff4 fs3 fc0 sc0 ls5 ws4">Finland och i Sverige men även a<span class="_ _3"></span>tt expandera till övriga länder </div><div class="t m0 x5 h6 y24 ff4 fs3 fc0 sc0 ls5 ws4">i Norden. </div><div class="t m0 x5 h5 y25 ff3 fs2 fc0 sc0 ls4 ws4">Fastighetsbest<span class="_ _3"></span>ånd och hyresgäster</div><div class="t m0 x5 h6 y26 ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsbeståndet bestod per den 31 december 2021 a<span class="_ _3"></span>v 400 </div><div class="t m0 x5 h6 y27 ff4 fs3 fc0 sc0 ls5 ws4">fastigheter med en total uth<span class="_ _3"></span>yrningsbar area om drygt 866 920 </div><div class="t m0 x5 h6 y28 ff4 fs3 fc0 sc0 ls5 ws4">kvm. Marknadsvär<span class="_ _3"></span>det uppgick till 1 499 626 TEUR. Innehavet </div><div class="t m0 x5 h6 y29 ff4 fs3 fc0 sc0 ls5 ws4">består till 100 % av kommersiella lok<span class="_ _3"></span>aler där det i huvudsak </div><div class="t m0 x5 h6 y2a ff4 fs3 fc0 sc0 ls5 ws4">bedrivs verksamhet inom dagligv<span class="_ _3"></span>aruhandeln. Ungefär 84 % av </div><div class="t m0 x5 h6 y2b ff4 fs3 fc0 sc0 ls5 ws4">portföljens driftnetto på helårsbasis härrör sig fr<span class="_ _3"></span>ån fastigheter i </div><div class="t m0 x5 h6 y2c ff4 fs3 fc0 sc0 ls5 ws4">Finland, 15 % från fastigheter i S<span class="_ _3"></span>verige och 1 % från fastigheter i </div><div class="t m0 x5 h6 y2d ff4 fs3 fc0 sc0 ls5 ws4">Norge. Hyresgästerna best<span class="_ _3"></span>år till en överhängande majoritet av </div><div class="t m0 x5 h6 y2e ff4 fs3 fc0 sc0 ls5 ws4">företag v<span class="_ _3"></span>erksamma inom livsmedels- och lågprisvaruhandeln. </div><div class="t m0 x5 h6 y2f ff4 fs3 fc0 sc0 ls5 ws4">Över 90 % av de driftsnettot härr<span class="_ _3"></span>ör sig från fastigheter som </div><div class="t m0 x5 h6 y30 ff4 fs3 fc0 sc0 ls5 ws4">hyrs av de fem marknadsledande hyr<span class="_ _3"></span>esgästerna: Kesk<span class="_ _3"></span>o, </div><div class="t m0 x5 h6 y31 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _3"></span>okmanni, Coop Sv<span class="_ _3"></span>erige, S-grupp<span class="_ _4"></span>en eller Lidl. Fastigheterna </div><div class="t m0 x5 h6 y32 ff4 fs3 fc0 sc0 ls5 ws4">upplevs som väl lämpade f<span class="_ _3"></span>ör verksamheten av samtliga </div><div class="t m0 x5 h6 y33 ff4 fs3 fc0 sc0 ls5 ws4">större hyr<span class="_ _3"></span>esgäster<span class="_ _3"></span>. Ankarhyresgästerna st<span class="_ _3"></span>år för 87 % av </div><div class="t m0 x5 h6 y34 ff4 fs3 fc0 sc0 ls5 ws4">hyresintäkt<span class="_ _3"></span>erna från dagligvaruhandelfastigheter och har </div><div class="t m0 x5 h6 y35 ff4 fs3 fc0 sc0 ls5 ws4">genomsnittlig återstående löptid på 5,<span class="_ _3"></span>5 år<span class="_ _3"></span>.</div><div class="t m0 x5 h6 y36 ff4 fs3 fc0 sc0 ls5 ws4">Cibus värder<span class="_ _3"></span>ar samtliga fastigheter externt f<span class="_ _3"></span>yra gånger </div><div class="t m0 x5 h6 y37 ff4 fs3 fc0 sc0 ls5 ws4">per år<span class="_ _3"></span>, vid varje kvart<span class="_ _3"></span>als slut. Fastigheterna värder<span class="_ _3"></span>as av ett </div><div class="t m0 x5 h6 y38 ff4 fs3 fc0 sc0 ls5 ws4">oberoende vär<span class="_ _3"></span>deringsinstitut till verkligt vär<span class="_ _3"></span>de som baseras på </div><div class="t m0 x5 h6 y39 ff4 fs3 fc0 sc0 ls5 ws4">marknadsvär<span class="_ _3"></span>de. Under rapportperioden har värderingen utf<span class="_ _3"></span>örts </div><div class="t m0 x5 h6 y3a ff4 fs3 fc0 sc0 ls5 ws4">av Newsec. </div><div class="t m0 x6 h7 y3b ff4 fs4 fc0 sc0 ls7 ws7">F<span class="_ _3"></span>örv<span class="_ _3"></span>altningsber<span class="_ _3"></span>ä<span class="_ _3"></span>ttelse</div><div class="t m0 x7 h8 y3c ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div><div class="t m0 x4 h5 y3d ff3 fs2 fc0 sc0 ls4 ws4">Finansiella nyck<span class="_ _3"></span>eltal, k<span class="_ _3"></span>oncernen<span class="_ _4"></span> </div><div class="t m0 x4 h8 y3e ff1 fs3 fc0 sc0 ls5 ws4">I tusental euro<span class="_ _3"></span>, TEUR, om inget annat anges<span class="_ _5"> </span>Helår 2021<span class="_ _6"> </span>Helår 2020</div><div class="t m0 x4 h6 y3f ff4 fs3 fc0 sc0 ls5 ws4">Hyresintäkter<span class="_ _7"> </span>81 058<span class="_ _8"> </span>65 033</div><div class="t m0 x4 h6 y40 ff4 fs3 fc0 sc0 ls5 ws4">Driftnetto<span class="_ _9"> </span>76 326<span class="_ _a"> </span>61 395</div><div class="t m0 x4 h6 y41 ff4 fs3 fc0 sc0 ls5 ws4">Förvaltningsr<span class="_ _3"></span>esultat<span class="_ _b"> </span><span class="ls6 ws8">47 741<span class="_ _c"> </span></span>33 488</div><div class="t m0 x4 h6 y42 ff4 fs3 fc0 sc0 ls5 ws4">Resultat efter skatt<span class="_ _d"> </span>51 370<span class="_ _c"> </span>34 597</div><div class="t m0 x4 h6 y43 ff4 fs3 fc0 sc0 ls5 ws4">Antal utestående aktier<span class="_ _3"></span>, st<span class="_ _e"> </span>44 000 000<span class="_ _f"> </span>40 000 000</div><div class="t m0 x4 h6 y44 ff4 fs3 fc0 sc0 ls5 ws4">Genomsnittligt antal utestående aktier<span class="_ _3"></span>, st<span class="_ _10"> </span>40 284 932<span class="_ _11"> </span>36 459 344</div><div class="t m0 x4 h6 y45 ff4 fs3 fc0 sc0 ls5 ws4">Resultat per aktie, EUR¹<span class="_ _12"> </span>1,25<span class="_ _13"> </span><span class="ls9 ws9">0,9<span class="_ _4"></span>5</span></div><div class="t m0 x4 h6 y46 ff4 fs3 fc0 sc0 ls5 ws4">EPRA NRV per aktie, EUR<span class="_ _14"> </span><span class="lsa wsa">13,5<span class="_ _15"> </span><span class="lsb wsb">1<span class="_ _4"></span>2<span class="_ _16"></span>,1</span></span></div><div class="t m0 x4 h6 y47 ff4 fs3 fc0 sc0 ls5 ws4">EPRA NT<span class="_ _3"></span>A per aktie, EUR<span class="_ _14"> </span><span class="lsa wsa">1<span class="_ _4"></span>3,5<span class="_ _15"> </span><span class="lsb wsb">1<span class="_ _4"></span>2<span class="_ _16"></span>,1</span></span></div><div class="t m0 x4 h6 y48 ff4 fs3 fc0 sc0 ls5 ws4">EPRA NDV per aktie, EUR<span class="_ _17"> </span><span class="lsa wsa">12<span class="_ _4"></span>,8<span class="_ _18"> </span></span>11,<span class="_ _3"></span>6</div><div class="t m0 x4 h6 y49 ff4 fs3 fc0 sc0 ls5 ws4">Marknadsvär<span class="_ _3"></span>de fastigheterna<span class="_ _19"> </span>1 499 626<span class="_ _1a"> </span>1 272 514</div><div class="t m0 x4 h6 y4a ff4 fs3 fc0 sc0 ls5 ws4">Likvida medel<span class="_ _1b"> </span>51 054<span class="_ _c"> </span>36 783</div><div class="t m0 x4 h6 y4b ff4 fs3 fc0 sc0 ls5 ws4">Balansomslutning<span class="_ _1c"> </span>1 570 714<span class="_ _1d"> </span>1 323 954</div><div class="t m0 x4 h6 y4c ff4 fs3 fc0 sc0 ls5 ws4">Avkastning på eget k<span class="_ _3"></span>apital, %<span class="_ _1e"> </span><span class="lsc wsc">9,9<span class="_ _1f"> </span><span class="lsd wsd">8,7</span></span></div><div class="t m0 x4 h6 y4d ff4 fs3 fc0 sc0 ls5 ws4">Belåningsgrad seniorskuld, %<span class="_ _20"> </span><span class="lse wse">48,3<span class="_ _21"> </span><span class="ls6 ws8">48<span class="_ _4"></span>,9</span></span></div><div class="t m0 x4 h6 y4e ff4 fs3 fc0 sc0 ls5 ws4">Belåningsgrad nettoskuld, %<span class="_ _1e"> </span><span class="lsf wsf">5<span class="_ _16"></span>7,<span class="_ _4"></span>8<span class="_ _10"> </span><span class="ls10 ws10">61,3</span></span></div><div class="t m0 x4 h6 y4f ff4 fs3 fc0 sc0 ls5 ws4">Räntetäckningsgrad, ggr <span class="_ _22"> </span><span class="lsa wsa">3,5<span class="_ _23"> </span>3,3</span></div><div class="t m0 x4 h6 y50 ff4 fs3 fc0 sc0 ls5 ws4">Soliditet, %<span class="_ _24"> </span><span class="lsf wsf">3<span class="_ _4"></span>7,1<span class="_ _25"> </span><span class="ls11 ws11">3<span class="_ _4"></span>4<span class="_ _4"></span>,6</span></span></div><div class="t m0 x4 h6 y51 ff4 fs3 fc0 sc0 ls5 ws4">Skuldsättningsgrad, ggr<span class="_ _26"> </span><span class="lsd wsd">1,7<span class="_ _27"> </span><span class="ls6 ws8">1,9</span></span></div><div class="t m0 x4 h6 y52 ff4 fs3 fc0 sc0 ls5 ws4">Överskottsgr<span class="_ _3"></span>ad, %<span class="_ _28"> </span>94,2<span class="_ _21"> </span><span class="ls12 ws12">94,4</span></div><div class="t m0 x4 h6 y53 ff4 fs3 fc0 sc0 ls5 ws4">Ekonomisk uthyrningsgr<span class="_ _3"></span>ad, %<span class="_ _29"> </span>94,3<span class="_ _13"> </span><span class="ls12 ws12">9<span class="_ _4"></span>5,3</span></div><div class="t m0 x4 h6 y54 ff4 fs3 fc0 sc0 ls5 ws4">Andelen dagligvarufastigheter<span class="_ _3"></span>, %<span class="_ _2a"> </span><span class="ls11 ws11">9<span class="_ _4"></span>4<span class="_ _4"></span>,6<span class="_ _13"> </span><span class="ls9 ws9">9<span class="_ _4"></span>5,0</span></span></div><div class="t m1 x4 h9 y55 ff4 fs5 fc0 sc0 ls5 ws4">1</div><div class="t m0 x8 ha y56 ff4 fs6 fc0 sc0 ls5 ws4">Före och efter utspädning.  </div></div><div class="pi"></div></div>
<div id="pf3" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls13 ws13">59</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Resultat<span class="_ _3"></span>analys helår 2021</div><div class="t m0 x4 h8 y58 ff1 fs3 fc0 sc0 ls14 ws14">INT<span class="_ _3"></span>ÄK<span class="_ _3"></span>TER</div><div class="t m0 x4 h6 y59 ff4 fs3 fc0 sc0 ls5 ws4">Under 2021 uppgick koncernens hyr<span class="_ _3"></span>esintäkter till 81 058 TEUR </div><div class="t m0 x4 h6 y5a ff4 fs3 fc0 sc0 ls5 ws4">(65 033), vilket var en ökning med 25 % jämfört med samma </div><div class="t m0 x4 h6 y5b ff4 fs3 fc0 sc0 ls5 ws4">period förra år<span class="_ _3"></span>et. S<span class="_ _4"></span>erviceintäkter uppgick till 12 696 TEUR (9 </div><div class="t m0 x4 h6 y5c ff4 fs3 fc0 sc0 ls5 ws4">346) och utgjordes till stor del av vidar<span class="_ _3"></span>efakturer<span class="_ _3"></span>ade kostnader<span class="_ _3"></span>. </div><div class="t m0 x4 h6 y5d ff4 fs3 fc0 sc0 ls5 ws4">Den ekonomiska uthyrningsgr<span class="_ _3"></span>aden uppgick till 94,3 % (95,3). </div><div class="t m0 x4 h6 y5e ff4 fs3 fc0 sc0 ls5 ws15">T<span class="_ _3"></span>ot<span class="_ _3"></span>alt hyresv<span class="_ _3"></span>ärde på årsbasis uppgick den 31 december 2021 till </div><div class="t m0 x4 h6 y5f ff4 fs3 fc0 sc0 ls5 ws4">94 754 TEUR (81 452). </div><div class="t m0 x4 h8 y60 ff1 fs3 fc0 sc0 ls14 ws14">DRIFTNETT<span class="_ _3"></span>O</div><div class="t m0 x4 h6 y61 ff4 fs3 fc0 sc0 ls15 ws4">Driftkostnaderna uppgick under året till -17 428 TEUR (-12 984<span class="_ _3"></span>). </div><div class="t m0 x4 h6 y62 ff4 fs3 fc0 sc0 ls15 ws4">Driftnettot ökade med 24 % och uppgick till 7<span class="_ _3"></span>6 326 TEUR (61 </div><div class="t m0 x4 h6 y63 ff4 fs3 fc0 sc0 ls15 ws4">395), vilket r<span class="_ _3"></span>esulterade i en översk<span class="_ _3"></span>ottsgrad på 94,2 % (94,4). Då </div><div class="t m0 x4 h6 y64 ff4 fs3 fc0 sc0 ls15 ws4">många hyresavt<span class="_ _3"></span>al är s.k. ”<span class="_ _4"></span>triple-net”-avtal, där hyresgästerna </div><div class="t m0 x4 h6 y65 ff4 fs3 fc0 sc0 ls15 ws4">står för merparten av k<span class="_ _3"></span>ostnaderna, är driftnettot ett av de </div><div class="t m0 x4 h6 y66 ff4 fs3 fc0 sc0 ls15 ws4">viktigaste jämförelset<span class="_ _3"></span>alen. Beroende på hyresavt<span class="_ _3"></span>alens villkor kan </div><div class="t m0 x4 h6 y67 ff4 fs3 fc0 sc0 ls15 ws4">kostnaderna debiter<span class="_ _3"></span>as hyresgäster direkt eller via Cibus. Detta </div><div class="t m0 x4 h6 y68 ff4 fs3 fc0 sc0 ls15 ws4">innebär att bruttohyrorna, k<span class="_ _3"></span>ostnaderna och serviceintäkterna </div><div class="t m0 x4 h6 y69 ff4 fs3 fc0 sc0 ls15 ws4">kan varier<span class="_ _3"></span>a över tid medan driftsnettot håller sig relativt st<span class="_ _3"></span>abilt.</div><div class="t m0 x4 h8 y6a ff1 fs3 fc0 sc0 ls14 ws14">FINANSNETT<span class="_ _3"></span>O</div><div class="t m0 x4 h6 y6b ff4 fs3 fc0 sc0 ls5 ws4">Finansnettot uppgick till -<span class="_ _3"></span>22 200 TEUR (-21 387) och utgörs </div><div class="t m0 x4 h6 y6c ff4 fs3 fc0 sc0 ls5 ws4">främst av år<span class="_ _3"></span>ets räntekostnader om -19 28<span class="_ _3"></span>9 TEUR (-16 083) </div><div class="t m0 x4 h6 y6d ff4 fs3 fc0 sc0 ls5 ws4">men även av en v<span class="_ _3"></span>alutakursför<span class="_ _3"></span>ändring om 468 TEUR (0). I </div><div class="t m0 x4 h6 y6e ff4 fs3 fc0 sc0 ls5 ws4">finansnettot ingår även limit<span class="_ _3"></span>avgifter<span class="_ _3"></span>, kostnader för r<span class="_ _3"></span>äntederivat, </div><div class="t m0 x4 h6 y6f ff4 fs3 fc0 sc0 ls5 ws4">förutbetalda uppläggningsavgift<span class="_ _3"></span>er samt tomträttsavgäld enligt </div><div class="t m0 x4 h6 y70 ff4 fs3 fc0 sc0 ls5 ws4">IFRS 16. Utöver säk<span class="_ _3"></span>erställda lån om 724 MEUR finns tv<span class="_ _3"></span>å icke </div><div class="t m0 x4 h6 y71 ff4 fs3 fc0 sc0 ls5 ws4">säkerställd obligationer ut<span class="_ _3"></span>givna om 600 MSEK och 135 MEUR. </div><div class="t m0 x4 h6 y72 ff4 fs3 fc0 sc0 ls5 ws4">Vid årets slut uppgick den genomsnittliga ränt<span class="_ _3"></span>an i den totala </div><div class="t m0 x4 h6 y73 ff4 fs3 fc0 sc0 ls5 ws4">låneportföljen inklusive ick<span class="_ _3"></span>e säkerställda obligationer och </div><div class="t m0 x4 h6 y74 ff4 fs3 fc0 sc0 ls5 ws4">inklusive marginaler och r<span class="_ _3"></span>äntesäkringskostnader<span class="_ _3"></span>, till 2,3 % (2<span class="_ _4"></span>,4).</div><div class="t m0 x4 h8 y75 ff1 fs3 fc0 sc0 ls14 ws14">FÖRV<span class="_ _2b"></span>AL<span class="_ _2b"></span>TNINGSRESUL<span class="_ _2c"></span>T<span class="_ _2b"></span>A<span class="_ _2b"></span>T</div><div class="t m0 x4 h6 y76 ff4 fs3 fc0 sc0 ls16 ws4">Under året uppgick förv<span class="_ _3"></span>altningsresultatet ökade med 43 % till 4<span class="_ _3"></span>7 </div><div class="t m0 x4 h6 y77 ff4 fs3 fc0 sc0 ls16 ws4">74<span class="_ _3"></span>1 TEUR (33 488), vilket motsvar<span class="_ _3"></span>ar 1,<span class="_ _3"></span>19 EUR (0<span class="_ _3"></span>,92) per aktie.</div><div class="t m0 x4 h8 y78 ff1 fs3 fc0 sc0 ls14 ws4">V<span class="_ _2b"></span>ÄRDEFÖRÄNDRINGAR F<span class="_ _2b"></span>ASTIGHETER</div><div class="t m0 x4 h6 y79 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändringarna på fastigheterna inkl. förv<span class="_ _3"></span>ärv uppgick </div><div class="t m0 x4 h6 y7a ff4 fs3 fc0 sc0 ls5 ws4">till 227 112 TEUR (397 70<span class="_ _3"></span>1) från det ingående värdet om 1 272 </div><div class="t m0 x4 h6 y7b ff4 fs3 fc0 sc0 ls5 ws4">514 TEUR (87<span class="_ _3"></span>4 813) till det utgående värdet 1 499 626 TEUR </div><div class="t m0 x4 h6 y7c ff4 fs3 fc0 sc0 ls5 ws4">(1 272 514). 10 644 TEUR (6 461) a<span class="_ _3"></span>v värdeför<span class="_ _3"></span>ändringarna </div><div class="t m0 x4 h6 y7d ff4 fs3 fc0 sc0 ls5 ws4">är orealiserade och -3 80<span class="_ _3"></span>2 (<span class="_ _3"></span>403) utgör en valutakurseekt. </div><div class="t m0 x4 h6 y7e ff4 fs3 fc0 sc0 ls5 ws4">Under året har förv<span class="_ _3"></span>ärv av fastigheter utbetalats med 177 </div><div class="t m0 x4 h6 y7f ff4 fs3 fc0 sc0 ls5 ws4">150 TEUR (386 122) och 4<span class="_ _4"></span>0 74<span class="_ _3"></span>2 TEUR utbetalats genom en </div><div class="t m0 x4 h6 y80 ff4 fs3 fc0 sc0 ls5 ws4">apportemission, samt avyttring inbringat 0 TEUR (270) och </div><div class="t m0 x4 h6 y81 ff4 fs3 fc0 sc0 ls5 ws4">justerat anskanings<span class="_ _3"></span>värden med 131 TEUR (722). Utöver </div><div class="t m0 x4 h6 y82 ff4 fs3 fc0 sc0 ls5 ws4">det har investeringar i fastighet<span class="_ _3"></span>erna gjorts med 2 247 </div><div class="t m0 x4 h6 y83 ff4 fs3 fc0 sc0 ls5 ws4">TEUR (<span class="_ _3"></span>4 262), varav cirk<span class="_ _3"></span>a 403 TEUR (2 131) är genomförda </div><div class="t m0 x4 h6 y84 ff4 fs3 fc0 sc0 ls5 ws4">hyresgästanpassningar med dir<span class="_ _3"></span>ektavkastning i linje eller öv<span class="_ _3"></span>er </div><div class="t m0 x4 h6 y85 ff4 fs3 fc0 sc0 ls5 ws4">befintlig portfölj. </div><div class="t m0 x4 h8 y86 ff1 fs3 fc0 sc0 ls14 ws14">SKA<span class="_ _2b"></span>TT</div><div class="t m0 x4 h6 y87 ff4 fs3 fc0 sc0 ls17 ws4">I Finland är den nominella bolagsskatten 20 %. Genom </div><div class="t m0 x4 h6 y88 ff4 fs3 fc0 sc0 ls17 ws4">skattemässiga av<span class="_ _3"></span>skrivningar på byggnadsinventarier<span class="_ _2b"></span>, </div><div class="t m0 x4 h6 y89 ff4 fs3 fc0 sc0 ls17 ws4">byggnaderna och utnyttjandet av under<span class="_ _3"></span>skottsavdr<span class="_ _3"></span>ag har det </div><div class="t m0 x4 h6 y8a ff4 fs3 fc0 sc0 ls17 ws4">under åre<span class="_ _4"></span>t uppkommit en låg eektiv skattek<span class="_ _3"></span>ostnad. I Sverige är </div><div class="t m0 x4 h6 y8b ff4 fs3 fc0 sc0 ls17 ws4">den nominella bolagsskatten 20<span class="_ _3"></span>,<span class="_ _3"></span>6 % och i Norge är den nominella </div><div class="t m0 x4 h6 y8c ff4 fs3 fc0 sc0 ls17 ws4">bolagsskatten 22 %.</div><div class="t m0 x4 h6 y8d ff4 fs3 fc0 sc0 ls17 ws4">De skattemässiga underskott<span class="_ _3"></span>en beräknas uppgå till ca 23 855<span class="_ _4"></span> </div><div class="t m0 x4 h6 y8e ff4 fs3 fc0 sc0 ls17 ws4">TEUR (18 221). Skattefor<span class="_ _3"></span>dran hänförlig till de skattemässiga </div><div class="t m0 x4 h6 y8f ff4 fs3 fc0 sc0 ls17 ws4">underskotten har uppt<span class="_ _3"></span>agits i koncernens balansräkning till 4 675 </div><div class="t m0 x4 h6 y90 ff4 fs3 fc0 sc0 ls17 ws4">TEUR (3 648) och i moderbolagets balansräkning till 3 224 TEUR </div><div class="t m0 x4 h6 y91 ff4 fs3 fc0 sc0 ls17 ws4">(2 438). Cibus redovisar en total skatt för året om -<span class="_ _3"></span>7 995 TEUR </div><div class="t m0 x4 h6 y92 ff4 fs3 fc0 sc0 ls17 ws4">(-4 995), vara<span class="_ _3"></span>v aktuell skatt och uppskjuten skatt uppgår till -81 </div><div class="t m0 x4 h6 y93 ff4 fs3 fc0 sc0 ls17 ws4">TEUR (-21) TEUR r<span class="_ _3"></span>espektive -<span class="_ _2b"></span>7 914 TEUR (-4 974<span class="_ _3"></span>). Den eektiva </div><div class="t m0 x4 h6 y94 ff4 fs3 fc0 sc0 ls17 ws4">skattesatsen uppgår till 13,5 % (12,<span class="_ _3"></span>6).</div><div class="t m0 x5 h8 y95 ff1 fs3 fc0 sc0 ls14 ws4">RESUL<span class="_ _2c"></span>T<span class="_ _2b"></span>A<span class="_ _3"></span>T EFTER SKA<span class="_ _2b"></span>TT</div><div class="t m0 x5 h6 y96 ff4 fs3 fc0 sc0 ls15 ws4">Årets r<span class="_ _3"></span>esultat efter skatt uppgick till 51 370 TEUR (34 59<span class="_ _3"></span>7)<span class="_ _4"></span> </div><div class="t m0 x5 h6 y97 ff4 fs3 fc0 sc0 ls15 ws4">vilket motsv<span class="_ _3"></span>arar 1,25 EUR (0,<span class="_ _3"></span>95) per aktie. Orealiserade </div><div class="t m0 x5 h6 y98 ff4 fs3 fc0 sc0 ls15 ws4">värdef<span class="_ _3"></span>örändringar på fastigheter ingår i r<span class="_ _3"></span>esultatet och uppgick </div><div class="t m0 x5 h6 y99 ff4 fs3 fc0 sc0 ls15 ws4">till 10 644 TEUR (6 461).</div><div class="t m0 x5 h5 y9a ff3 fs2 fc0 sc0 ls4 ws4">Kassaflöde och finansiell st<span class="_ _3"></span>ällning</div><div class="t m0 x5 h6 y9b ff4 fs3 fc0 sc0 ls5 ws4">Koncernens k<span class="_ _3"></span>assaflöde från den löpande verksamheten </div><div class="t m0 x5 h6 y9c ff4 fs3 fc0 sc0 ls5 ws4">uppgick till 53 261 TEUR (<span class="_ _3"></span>45 925) vilket motsvarar 1,32 EUR </div><div class="t m0 x5 h6 y9d ff4 fs3 fc0 sc0 ls5 ws4">(1,26) per genomsnittligt antal utestående aktier<span class="_ _3"></span>. Kassaflödet </div><div class="t m0 x5 h6 y9e ff4 fs3 fc0 sc0 ls5 ws4">från invest<span class="_ _3"></span>eringsverksamheten uppgick till -179 675 TEUR </div><div class="t m0 x5 h6 y9f ff4 fs3 fc0 sc0 ls5 ws4">(-392 290) och utgör främst förv<span class="_ _3"></span>ärv av fastigheter under år<span class="_ _3"></span>et.</div><div class="t m0 x5 h6 ya0 ff4 fs3 fc0 sc0 ls15 ws4">Kassaflödet från finansieringsv<span class="_ _3"></span>erksamheten uppgick till 140 777<span class="_ _4"></span> </div><div class="t m0 x5 h6 ya1 ff4 fs3 fc0 sc0 ls15 ws4">TEUR (357 941). Likvida medel vid årets slut uppgick till 51 054 </div><div class="t m0 x5 h6 ya2 ff4 fs3 fc0 sc0 ls15 ws4">TEUR (36 783) vilket motsv<span class="_ _3"></span>arar 1,<span class="_ _2b"></span>16 EUR (0,<span class="_ _3"></span>92) per aktie. Cibus </div><div class="t m0 x5 h6 ya3 ff4 fs3 fc0 sc0 ls15 ws4">hade per den 31 december 2021 räntebär<span class="_ _3"></span>ande nettoskulder<span class="_ _3"></span>, </div><div class="t m0 x5 h6 ya4 ff4 fs3 fc0 sc0 ls15 ws4">efter avdr<span class="_ _3"></span>ag för likvida medel, om 866 806 TEUR (780 500). </div><div class="t m0 x5 h6 ya5 ff4 fs3 fc0 sc0 ls15 ws4">Aktiverade upplåningsk<span class="_ _3"></span>ostnader uppgick till 3 969 TEUR (<span class="_ _3"></span>4 265). <span class="_ _2"></span> </div><div class="t m0 x5 h5 ya6 ff3 fs2 fc0 sc0 ls4 ws5">Finansiering</div><div class="t m0 x5 h6 ya7 ff4 fs3 fc0 sc0 ls5 ws4">Per den 31 december 20<span class="_ _3"></span>21 hade koncernen säkerställda </div><div class="t m0 x5 h6 ya8 ff4 fs3 fc0 sc0 ls5 ws4">banklån om 724 MEUR med en genomsnittligt viktad </div><div class="t m0 x5 h6 ya9 ff4 fs3 fc0 sc0 ls5 ws4">rörlig ränt<span class="_ _3"></span>emarginal om 1,7 % och en genomsnittligt viktad </div><div class="t m0 x5 h6 yaa ff4 fs3 fc0 sc0 ls5 ws4">kreditbindningstid om 2,6 år<span class="_ _2b"></span>. Som säkerhet för de räntebär<span class="_ _3"></span>ande </div><div class="t m0 x5 h6 yab ff4 fs3 fc0 sc0 ls5 ws4">skulderna har Cibus ställt pantbre<span class="_ _3"></span>v i fastigheterna. Cibus </div><div class="t m0 x5 h6 yac ff4 fs3 fc0 sc0 ls5 ws4">har gjort bedömningen att pantsättningsavtalen ingåtts på </div><div class="t m0 x5 h6 yad ff4 fs3 fc0 sc0 ls5 ws4">marknadsmässiga villkor<span class="_ _2b"></span>. </div><div class="t m0 x5 h6 yae ff4 fs3 fc0 sc0 ls5 ws4">Cibus har emitterat en ick<span class="_ _3"></span>e-<span class="_ _4"></span>säkerställd gr<span class="_ _3"></span>ön obligtion om 600 </div><div class="t m0 x5 h6 yaf ff4 fs3 fc0 sc0 ls5 ws4">MSEK. Obligationen löper till den 12 juni 2023 med en rörlig </div><div class="t m0 x5 h6 yb0 ff4 fs3 fc0 sc0 ls5 ws4">kupongränta om 3m S<span class="_ _3"></span>TIBOR + 4,75 %.</div><div class="t m0 x5 h6 yb1 ff4 fs3 fc0 sc0 ls5 ws4">Cibus har emitterat en ick<span class="_ _3"></span>e-<span class="_ _4"></span>säkerställd obliga<span class="_ _3"></span>tion om 135 </div><div class="t m0 x5 h6 yb2 ff4 fs3 fc0 sc0 ls5 ws4">MEUR. Obligationen löper till den 18 september 2023 med en </div><div class="t m0 x5 h6 yb3 ff4 fs3 fc0 sc0 ls5 ws4">rörlig kupongr<span class="_ _3"></span>änta om 3m EURIBOR + 4,5 %.</div><div class="t m0 x5 h6 yb4 ff4 fs3 fc0 sc0 ls5 ws4">Båda icke-säkerställda obligationerna är sedan 20 juli 2020 </div><div class="t m0 x5 h6 yb5 ff4 fs3 fc0 sc0 ls5 ws4">noterad på Corporat<span class="_ _3"></span>e Bond listan på Nasdaq Stockholm.</div><div class="t m0 x5 h6 yb6 ff4 fs3 fc0 sc0 ls5 ws4">Den tidigare EUR<span class="_ _3"></span>-<span class="_ _4"></span>obligationen med förfallodat<span class="_ _3"></span>um 26 maj 2021 </div><div class="t m0 x5 h6 yb7 ff4 fs3 fc0 sc0 ls5 ws4">är helt återlöst per den 9 juli 2020<span class="_ _3"></span>.</div><div class="t m0 x5 h6 yb8 ff4 fs3 fc0 sc0 ls5 ws4">I juni 2021 etablerade Cibus ett MTN-pr<span class="_ _3"></span>ogram som </div><div class="t m0 x5 h6 yb9 ff4 fs3 fc0 sc0 ls5 ws4">möjliggör både seniora icke-säkerställda obligationer </div><div class="t m0 x5 h6 yba ff4 fs3 fc0 sc0 ls5 ws4">och hybridobligationer<span class="_ _3"></span>. Den 17 juni emitterade Cibus </div><div class="t m0 x5 h6 ybb ff4 fs3 fc0 sc0 ls5 ws4">hybridobligationer om 30 MEUR under sitt nyligen etabler<span class="_ _3"></span>ade </div><div class="t m0 x5 h6 ybc ff4 fs3 fc0 sc0 ls5 ws4">MTN-program Hybridobligationerna har en e<span class="_ _3"></span>vig löptid med </div><div class="t m0 x5 h6 ybd ff4 fs3 fc0 sc0 ls5 ws4">möjlighet till första inlösen efter 5,25 år och löper med en ränta </div><div class="t m0 x5 h6 ybe ff4 fs3 fc0 sc0 ls5 ws4">om 3 månader EURIBOR + 4,75 %. Hybridobligationen är sedan </div><div class="t m0 x5 h6 ybf ff4 fs3 fc0 sc0 ls5 ws4">24 juni 2021 noter<span class="_ _3"></span>ad på Corporate Bond listan på Nasdaq </div><div class="t m0 x5 h6 yc0 ff4 fs3 fc0 sc0 ls5 ws4">Stockholm.</div><div class="t m0 x9 h6 yc1 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span>Koncernens genomsnittliga kr<span class="_ _3"></span>editbindningstid exklusive </div><div class="t m0 xa h6 yc2 ff4 fs3 fc0 sc0 ls5 ws4">hybridobligation uppgår till 2,6 år<span class="_ _2b"></span>.</div><div class="t m0 x9 h6 yc3 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span>Första f<span class="_ _3"></span>örfall av lån sker för<span class="_ _3"></span>st om 1,5 år<span class="_ _3"></span>.</div><div class="t m0 x9 h6 yc4 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span>Av k<span class="_ _3"></span>oncernens banklån är omkring 66 % säkrade genom </div><div class="t m0 xa h6 yc5 ff4 fs3 fc0 sc0 ls5 ws4">räntederiva<span class="_ _3"></span>t i form av räntet<span class="_ _3"></span>ak.</div><div class="t m0 x9 h6 yc6 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span>Nettobelåningsgraden inklusive ick<span class="_ _3"></span>e-<span class="_ _4"></span>säkerst<span class="_ _3"></span>ällda </div><div class="t m0 xa h6 yc7 ff4 fs3 fc0 sc0 ls5 ws4">obligationslånen är 57<span class="_ _2b"></span>,8 %.</div><div class="t m0 x9 h6 yc8 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">De säkerställda banklånen har en belåningsgrad på 48,3 %.</span></div><div class="t m0 x5 h6 yc9 ff4 fs3 fc0 sc0 ls5 ws4">Se not 9 för mer info. F<span class="_ _3"></span>ör ytterligare information a<span class="_ _3"></span>vseende </div><div class="t m0 x5 h6 yca ff4 fs3 fc0 sc0 ls5 ws4">finansiell riskhantering och finansiella instrument se sidorna </div><div class="t m0 x5 h6 ycb ff4 fs3 fc0 sc0 ls17 ws16">41-<span class="_ _4"></span>45.</div><div class="t m0 x5 h5 ycc ff3 fs2 fc0 sc0 ls4 ws4">Legal struktur</div><div class="t m0 x5 h6 ycd ff4 fs3 fc0 sc0 ls15 ws4">Per den 31 december 20<span class="_ _3"></span>21 bestod koncernen av 37<span class="_ _3"></span>6 aktiebolag </div><div class="t m0 x5 h6 yce ff4 fs3 fc0 sc0 ls15 ws4">med Cibus Nordic Real Esta<span class="_ _3"></span>te AB (publ) som moderbolag. </div><div class="t m0 x5 h6 ycf ff4 fs3 fc0 sc0 ls15 ws4">Samtliga fastigheter ägs av dotterbolagen och<span class="fc2 ls5"> <span class="_ _3"></span><span class="fc0">50<span class="fc2"> </span><span class="ls18 ws17">av </span></span></span></div><div class="t m0 x5 h6 yd0 ff4 fs3 fc0 sc0 ls15 ws4">dotterbolagen är delägda fastighetsbolag s.k. MRECs. Det är </div><div class="t m0 x5 h6 yd1 ff4 fs3 fc0 sc0 ls15 ws4">den vanligaste formen a<span class="_ _3"></span>v samarbetsarrangemang i Finland som </div><div class="t m0 x5 h6 yd2 ff4 fs3 fc0 sc0 ls15 ws4">möjliggör direkt ägande av en specifik del i en fastighet. </div><div class="t m0 x7 h8 yd3 ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pf4" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">60</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws5">Ägarförhållanden</div><div class="t m0 x4 h6 yd4 ff4 fs3 fc0 sc0 ls5 ws4">Cibus är sedan 1 juni 2021 noterat på Nasdaq St<span class="_ _3"></span>ockholm </div><div class="t m0 x4 h6 yd5 ff4 fs3 fc0 sc0 ls5 ws4">MidCap. Sista handelsdag på Nasdaq First North P<span class="_ _3"></span>remier </div><div class="t m0 x4 h6 yd6 ff4 fs3 fc0 sc0 ls5 ws4">Growth Market S<span class="_ _3"></span>tockholm var den 31 maj 2021. Cibusaktien har </div><div class="t m0 x4 h6 yd7 ff4 fs3 fc0 sc0 ls5 ws4">ISIN SE0010832204. Bolaget har ca 41 000 aktieägare per den </div><div class="t m0 x4 h6 yd8 ff4 fs3 fc0 sc0 ls5 ws4">31 december 2021. De 15 största aktieägarna innehar ca 42 % </div><div class="t m0 x4 h6 yd9 ff4 fs3 fc0 sc0 ls5 ws4">av rösterna. Ingen aktieägar<span class="_ _3"></span>e har ett innehav som per den 31 </div><div class="t m0 x4 h6 yda ff4 fs3 fc0 sc0 ls5 ws4">december 2021 uppgick till 10 % eller mer av Cibus röst<span class="_ _3"></span>er<span class="_ _3"></span>.</div><div class="t m0 x4 h8 ydb ff1 fs3 fc0 sc0 ls14 ws4">AKTIEÄ<span class="_ _3"></span>GARE PER DEN 31 DECEMBER 20<span class="_ _3"></span>21</div><div class="t m0 x4 h8 ydc ff1 fs3 fc0 sc0 ls5 ws4">Namn <span class="_ _2f"> </span>Antal aktier<span class="_ _30"> </span>Andel, %</div><div class="t m0 x4 h6 ydd ff4 fs3 fc0 sc0 ls5 ws4">Fjärde AP<span class="_ _3"></span>-fonden<span class="_ _31"> </span>3 214 813<span class="_ _32"> </span><span class="lsf wsf">7,<span class="_ _4"></span>3</span></div><div class="t m0 x4 h6 yde ff4 fs3 fc0 sc0 ls5 ws4">AB Sagax<span class="_ _33"> </span>2 426 973<span class="_ _34"> </span><span class="ls12 ws12">5,5</span></div><div class="t m0 x4 h6 ydf ff4 fs3 fc0 sc0 ls5 ws4">Columbia Threadneedle<span class="_ _35"> </span>2 257 879<span class="_ _36"> </span><span class="lsb wsb">5<span class="_ _4"></span>,1</span></div><div class="t m0 x4 h6 ye0 ff4 fs3 fc0 sc0 ls5 ws4">Dragfast AB<span class="_ _37"> </span>1 700 000<span class="_ _38"> </span>4,2</div><div class="t m0 x4 h6 ye1 ff4 fs3 fc0 sc0 ls5 ws4">Marjan Dragicevic<span class="_ _39"> </span>1 632 000<span class="_ _32"> </span><span class="lsd wsd">3,7</span></div><div class="t m0 x4 h6 ye2 ff4 fs3 fc0 sc0 ls5 ws4">Av<span class="_ _3"></span>anza Pension<span class="_ _3a"> </span>1 322 845<span class="_ _34"> </span><span class="ls9 ws9">3,0</span></div><div class="t m0 x4 h6 ye3 ff4 fs3 fc0 sc0 ls5 ws4">BlackRock<span class="_ _3b"> </span>1 278 263<span class="_ _34"> </span><span class="ls6 ws8">2,9</span></div><div class="t m0 x4 h6 ye4 ff4 fs3 fc0 sc0 ls5 ws4">Sensor Fonder<span class="_ _3c"> </span>946 000<span class="_ _36"> </span><span class="lsb wsb">2<span class="_ _4"></span>,1</span></div><div class="t m0 x4 h6 ye5 ff4 fs3 fc0 sc0 ls5 ws4">Länsförsäkringar Fonder<span class="_ _3d"> </span><span class="ls6 ws8">92<span class="_ _4"></span>9 474<span class="_ _3e"> </span><span class="lsb wsb">2<span class="_ _16"></span>,1</span></span></div><div class="t m0 x4 h6 ye6 ff4 fs3 fc0 sc0 ls5 ws4">Nordnet P<span class="_ _3"></span>ensionsförsäkring<span class="_ _3f"> </span>545 601<span class="_ _40"> </span>1,2</div><div class="t m0 x4 h6 ye7 ff4 fs3 fc0 sc0 ls5 ws4">Patrick Gylling<span class="_ _41"> </span>500 000<span class="_ _42"> </span><span class="lsb wsb">1<span class="_ _4"></span>,1</span></div><div class="t m0 x4 h6 ye8 ff4 fs3 fc0 sc0 ls5 ws4">Svenska Handelsbank<span class="_ _3"></span>en<span class="_ _3d"> </span>376 800<span class="_ _38"> </span><span class="ls9 ws9">0,9</span></div><div class="t m0 x4 h6 ye9 ff4 fs3 fc0 sc0 ls5 ws4">Nuveen Asset Management<span class="_ _43"> </span>370 520<span class="_ _38"> </span><span class="ls9 ws9">0,8</span></div><div class="t m0 x4 h6 yea ff4 fs3 fc0 sc0 ls5 ws4">Handelsbanken Fonder<span class="_ _44"> </span>315 538<span class="_ _34"> </span><span class="ls9 ws9">0,<span class="_ _4"></span>7</span></div><div class="t m0 x4 h6 yeb ff4 fs3 fc0 sc0 ls5 ws4">Familjen Kampr<span class="_ _3"></span>ads Stiftelse<span class="_ _45"> </span>300 000<span class="_ _34"> </span><span class="ls9 ws9">0,7</span></div><div class="t m0 x4 h8 yec ff1 fs3 fc0 sc0 ls5 ws4">Summa 15 största aktieägare</div><div class="t m0 xb hb yed ff5 fs3 fc0 sc0 ls5 ws4">18 116 706<span class="_ _46"> </span><span class="ls19 ws18">41,6</span></div><div class="t m0 x4 h6 yee ff4 fs3 fc0 sc0 ls5 ws4">Aktieägare, övriga<span class="_ _47"> </span><span class="ls1a ws19">25 883 294<span class="_ _48"> </span><span class="ls12 ws12">58,4</span></span></div><div class="t m0 x4 h8 yef ff1 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otalt<span class="_ _49"> </span>44 000 000<span class="_ _4a"> </span>100</div><div class="t m0 xc ha yf0 ff4 fs6 fc3 sc0 ls1b ws4">Källa: Modular Finance</div><div class="t m0 x4 h5 yf1 ff3 fs2 fc0 sc0 ls4 ws5">Moderbolaget</div><div class="t m0 x4 h6 yf2 ff4 fs3 fc0 sc0 ls5 ws4"><ix:nonNumeric name="ifrs-full:NameOfParentEntity" id="fact-4" contextRef="c-1" escape="false" xml:lang="sv">Cibus Nordic Real Est<span class="_ _3"></span>ate AB (publ)</ix:nonNumeric> är moderbolag i koncernen </div><div class="t m0 x4 h6 yf3 ff4 fs3 fc0 sc0 ls5 ws4">och äger inga fastigheter utan dess verk<span class="_ _3"></span>samhet består </div><div class="t m0 x4 h6 yf4 ff4 fs3 fc0 sc0 ls5 ws4">i att äga aktier<span class="_ _3"></span>, hantera aktiemarknadsr<span class="_ _3"></span>elaterade frågor </div><div class="t m0 x4 h6 yf5 ff4 fs3 fc0 sc0 ls5 ws4">och koncerngemensamma verksamhetsfunktioner så som </div><div class="t m0 x4 h6 yf6 ff4 fs3 fc0 sc0 ls5 ws4">administration, transaktioner<span class="_ _2b"></span>, förvaltning, juridiska frågor<span class="_ _2b"></span>, </div><div class="t m0 x4 h6 yf7 ff4 fs3 fc0 sc0 ls5 ws4">projektutv<span class="_ _3"></span>eckling samt ekonomi. Årets r<span class="_ _3"></span>esultat i moderbolaget </div><div class="t m0 x4 h6 yf8 ff4 fs3 fc0 sc0 ls5 ws4">uppgick till -2 305 TEUR (7 084).. </div><div class="t m0 x4 h5 yf9 ff3 fs2 fc0 sc0 ls4 ws5">Hållbarhetsrapport </div><div class="t m0 x4 h6 yfa ff4 fs3 fc0 sc0 ls5 ws4">För bolagets Hållbarhetsr<span class="_ _3"></span>apport se sid 54.</div><div class="t m0 x4 h5 yfb ff3 fs2 fc0 sc0 ls4 ws5">Revisor</div><div class="t m0 x4 h6 yfc ff4 fs3 fc0 sc0 ls5 ws4">Årsstämman 2021 valde r<span class="_ _3"></span>evisionsbolaget KPMG AB som revisor<span class="_ _2b"></span>. </div><div class="t m0 x4 h6 yfd ff4 fs3 fc0 sc0 ls5 ws4">Den auktoriserade re<span class="_ _3"></span>visorn Mattias Johansson är bolagets </div><div class="t m0 x4 h6 yfe ff4 fs3 fc0 sc0 ls5 ws4">huvudansvarige r<span class="_ _3"></span>evisor<span class="_ _3"></span>.</div><div class="t m0 x4 h5 yff ff3 fs2 fc0 sc0 ls4 ws5">V<span class="_ _2b"></span>äsen<span class="ws4">tliga händelser under perioden</span></div><div class="t m0 x4 h8 y100 ff1 fs3 fc0 sc0 ls5 ws4">FÖRST<span class="_ _2b"></span>A KV<span class="_ _2b"></span>ART<span class="_ _2b"></span>ALET</div><div class="t m0 x4 h6 y101 ff4 fs3 fc0 sc0 ls5 ws4">Inga väsentliga händelser har inträ<span class="_ _3"></span>at under första kv<span class="_ _3"></span>artalet. </div><div class="t m0 x4 h8 y102 ff1 fs3 fc0 sc0 ls5 ws4">ANDRA KV<span class="_ _2b"></span>ART<span class="_ _2b"></span>ALET</div><div class="t m0 x4 h6 y103 ff4 fs3 fc0 sc0 ls5 ws4">Den 14 april meddelades att Cibus köpt tre f<span class="_ _3"></span>astigheter i </div><div class="t m0 x4 h6 y104 ff4 fs3 fc0 sc0 ls5 ws4">Sverige för 34,5 MSEK. ICA Sv<span class="_ _3"></span>erige är ankarhyresgäst i alla </div><div class="t m0 x4 h6 y105 ff4 fs3 fc0 sc0 ls5 ws4">fastigheterna.</div><div class="t m0 x4 h6 y106 ff4 fs3 fc0 sc0 ls5 ws4">På årsstämman den 15 april 20<span class="_ _3"></span>21 valdes Victoria Skoglund </div><div class="t m0 x4 h6 y107 ff4 fs3 fc0 sc0 ls5 ws4">till ny styrelseledamot. Patrick Gylling om<span class="_ _3"></span>valdes till </div><div class="t m0 x4 h6 y108 ff4 fs3 fc0 sc0 ls5 ws4">styrelseor<span class="_ _3"></span>dförande och Elisabeth Norman, Jonas Ahlblad och </div><div class="t m0 x4 h6 y109 ff4 fs3 fc0 sc0 ls5 ws4">Stefan Gattberg omv<span class="_ _3"></span>aldes till styrelseledamöter<span class="_ _2b"></span>.</div><div class="t m0 x5 h6 y10a ff4 fs3 fc0 sc0 ls5 ws4">Den 29 april meddelades att Cibus köpt en fastighet i Rauma, </div><div class="t m0 x5 h6 y10b ff4 fs3 fc0 sc0 ls5 ws4">Finland för 5,3 MEUR. T<span class="_ _2b"></span>okmanni är ankarhyresgäst.</div><div class="t m0 x5 h6 y10c ff4 fs3 fc0 sc0 ls5 ws4">Den 14 maj meddelades att Cibus köper tre f<span class="_ _3"></span>astigheter i </div><div class="t m0 x5 h6 y10d ff4 fs3 fc0 sc0 ls5 ws4">Finland för 25,5 MEUR. Lidl, Halpahalli och S-gruppen är </div><div class="t m0 x5 h6 y10e ff4 fs3 fc0 sc0 ls5 ws4">ankarhyresgäst<span class="_ _3"></span>er<span class="_ _3"></span>.</div><div class="t m0 x5 h6 y10f ff4 fs3 fc0 sc0 ls5 ws4">Cibus meddelade den 26 maj att man tecknat samarbetsavtal </div><div class="t m0 x5 h6 y110 ff4 fs3 fc0 sc0 ls5 ws4">med Järntorget om att tillsammans utv<span class="_ _3"></span>eckla Cibus svenska </div><div class="t m0 x5 h6 y111 ff4 fs3 fc0 sc0 ls5 ws4">fastighetsbestånd till den del som inte anv<span class="_ _3"></span>änds för </div><div class="t m0 x5 h6 y112 ff4 fs3 fc0 sc0 ls5 ws4">dagligvaruhandel. Ambitionen är att genom planarbete r<span class="_ _3"></span>ealisera </div><div class="t m0 x5 h6 y113 ff4 fs3 fc0 sc0 ls5 ws4">byggr<span class="_ _3"></span>ätter för hyresr<span class="_ _3"></span>ätter i Cibus befintliga och tillkommande </div><div class="t m0 x5 h6 y114 ff4 fs3 fc0 sc0 ls5 ws4">svenska f<span class="_ _3"></span>astighetsbestånd.</div><div class="t m0 x5 h6 y115 ff4 fs3 fc0 sc0 ls5 ws4">Den 27 maj meddelades att Cibus har godkänts för notering </div><div class="t m0 x5 h6 y116 ff4 fs3 fc0 sc0 ls5 ws4">på Nasdaq Stockholm. Första dag f<span class="_ _3"></span>ör handel på Nasdaq </div><div class="t m0 x5 h6 y117 ff4 fs3 fc0 sc0 ls5 ws4">Stockholms huvudlista var tisdagen den 1 juni 20<span class="_ _3"></span>21 och sista </div><div class="t m0 x5 h6 y118 ff4 fs3 fc0 sc0 ls5 ws4">dag för handel på Nasdaq First North Premier Gr<span class="_ _3"></span>owth Market </div><div class="t m0 x5 h6 y119 ff4 fs3 fc0 sc0 ls5 ws4">var måndagen den 31 maj 2021.</div><div class="t m0 x5 h6 y11a ff4 fs3 fc0 sc0 ls5 ws4">Cibus publicerar den 28 maj prospekt i samband med listb<span class="_ _3"></span>yte </div><div class="t m0 x5 h6 y11b ff4 fs3 fc0 sc0 ls5 ws4">till Nasdaq Stockholm.</div><div class="t m0 x5 h6 y11c ff4 fs3 fc0 sc0 ls5 ws4">Den 28 maj meddelades även att Cibus gör ytterligar<span class="_ _3"></span>e två </div><div class="t m0 x5 h6 y11d ff4 fs3 fc0 sc0 ls5 ws4">förvärv i Finland för 15<span class="_ _3"></span>,9 MEUR. T<span class="_ _2b"></span>okmanni och S-gruppen är </div><div class="t m0 x5 h6 y11e ff4 fs3 fc0 sc0 ls5 ws4">ankarhyresgäst<span class="_ _3"></span>er<span class="_ _3"></span>.</div><div class="t m0 x5 h6 y11f ff4 fs3 fc0 sc0 ls5 ws4">Den 1 juni meddelades att Cibus gör två förv<span class="_ _3"></span>ärv i Sverige för 4,5 </div><div class="t m0 x5 h6 y120 ff4 fs3 fc0 sc0 ls5 ws4">MEUR. ICA är ankarhyr<span class="_ _3"></span>esgäst i samtliga fastigheter<span class="_ _3"></span>. </div><div class="t m0 x5 h6 y121 ff4 fs3 fc0 sc0 ls5 ws4">Den 14 juni meddelades att Cibus oentliggjort grundprospekt </div><div class="t m0 x5 h6 y122 ff4 fs3 fc0 sc0 ls5 ws4">avseende nyet<span class="_ _3"></span>ablerat MTN-progr<span class="_ _3"></span>am och överväger en emission </div><div class="t m0 x5 h6 y123 ff4 fs3 fc0 sc0 ls5 ws4">av hybridobligationer<span class="_ _2b"></span>.</div><div class="t m0 x5 h6 y124 ff4 fs3 fc0 sc0 ls5 ws4">Den 15 juni meddelades att Cibus köper en livsmedelsfastighet i </div><div class="t m0 x5 h6 y125 ff4 fs3 fc0 sc0 ls5 ws4">Finland för 2,2 MEUR. Kesko är hyr<span class="_ _3"></span>esgäst.</div><div class="t m0 x5 h6 y126 ff4 fs3 fc0 sc0 ls5 ws4">Den 16 juni meddelades att Cibus ingått avtal om förv<span class="_ _3"></span>ärv av </div><div class="t m0 x5 h6 y127 ff4 fs3 fc0 sc0 ls5 ws4">72 matvarubutik<span class="_ _3"></span>er i Finland för 71,<span class="_ _3"></span>6 MEUR och enats om en </div><div class="t m0 x5 h6 y128 ff4 fs3 fc0 sc0 ls5 ws4">riktad nyemission av 2 000 000 n<span class="_ _3"></span>ya aktier till AB Sagax. 71 av </div><div class="t m0 x5 h6 y129 ff4 fs3 fc0 sc0 ls5 ws4">fastigheterna är uthyr<span class="_ _3"></span>da till Kesk<span class="_ _3"></span>o och en till S-<span class="_ _4"></span>gruppen.</div><div class="t m0 x5 h6 y12a ff4 fs3 fc0 sc0 ls5 ws4">Cibus emitterade den 17 juni hybridobligationer om 30 MEUR.</div><div class="t m0 x5 h8 y12b ff1 fs3 fc0 sc0 ls5 ws4">TREDJE KV<span class="_ _2b"></span>ART<span class="_ _2b"></span>ALET</div><div class="t m0 x5 h6 y12c ff4 fs3 fc0 sc0 ls5 ws4">Cibus har den 1 juli undertecknat och tillträtt ett förv<span class="_ _3"></span>ärv av tre </div><div class="t m0 x5 h6 y12d ff4 fs3 fc0 sc0 ls5 ws4">fastigheter i Sverige f<span class="_ _3"></span>ör 4,<span class="_ _3"></span>1 MEUR. Coop Sverige Fastigheter är </div><div class="t m0 x5 h6 y12e ff4 fs3 fc0 sc0 ls5 ws4">ankarhyresgäst i samtliga f<span class="_ _3"></span>astigheter<span class="_ _3"></span>.</div><div class="t m0 x5 h6 y12f ff4 fs3 fc0 sc0 ls5 ws4">Den 6 september meddelades att Cibus aktie kommer från och </div><div class="t m0 x5 h6 y130 ff4 fs3 fc0 sc0 ls5 ws4">med den 20 september 2021 att ingå i EPRA index, som är ett </div><div class="t m0 x5 h6 y131 ff4 fs3 fc0 sc0 ls5 ws4">ledande globalt index för börsnoter<span class="_ _3"></span>ade fastighetsinvesteringar<span class="_ _2b"></span>.</div><div class="t m0 x5 h6 y132 ff4 fs3 fc0 sc0 ls5 ws4">Cibus undertecknade den 24 september ett förv<span class="_ _3"></span>ärv om totalt </div><div class="t m0 x5 h6 y133 ff4 fs3 fc0 sc0 ls5 ws4">fem fastigheter i Finland f<span class="_ _3"></span>ör 5,2 MEUR. S-<span class="_ _4"></span>gruppen är hyresgäst </div><div class="t m0 x5 h6 y134 ff4 fs3 fc0 sc0 ls5 ws4">i samtliga fastigheter<span class="_ _2b"></span>.</div><div class="t m0 x5 h6 y135 ff4 fs3 fc0 sc0 ls5 ws4">Den 30 september meddelade Cibus att man köpt en portfölj </div><div class="t m0 x5 h6 y136 ff4 fs3 fc0 sc0 ls5 ws4">bestående av 8 fastigheter i s<span class="_ _3"></span>ydöstra Norge f<span class="_ _3"></span>ör 27<span class="_ _3"></span>,<span class="_ _3"></span>6 MEUR.</div><div class="t m0 x5 h6 y137 ff4 fs3 fc0 sc0 ls5 ws4">Fastigheterna tilltr<span class="_ _3"></span>äddes den 15 oktober 2021 och är fullt </div><div class="t m0 x5 h6 y138 ff4 fs3 fc0 sc0 ls5 ws4">uthyrda till Kiwi, Spar samt Rema1000<span class="_ _2b"></span>.</div><div class="t m0 x5 h6 y139 ff4 fs3 fc0 sc0 ls5 ws4">Cibus har den 1 juli undertecknat och tillträtt ett förv<span class="_ _3"></span>ärv av tre </div><div class="t m0 x5 h6 y13a ff4 fs3 fc0 sc0 ls5 ws4">fastigheter i Sverige f<span class="_ _3"></span>ör 4,<span class="_ _3"></span>1 MEUR. Coop Sverige Fastigheter är </div><div class="t m0 x5 h6 y13b ff4 fs3 fc0 sc0 ls5 ws4">ankarhyresgäst i samtliga f<span class="_ _3"></span>astigheter<span class="_ _3"></span>.</div><div class="t m0 x5 h8 y13c ff1 fs3 fc0 sc0 ls5 ws4">F<span class="_ _3"></span>JÄRDE K<span class="_ _3"></span>V<span class="_ _2b"></span>ART<span class="_ _2b"></span>ALET</div><div class="t m0 x5 h6 y13d ff4 fs3 fc0 sc0 ls5 ws4">Cibus meddelade den 18 november att man undertecknat ett </div><div class="t m0 x5 h6 y13e ff4 fs3 fc0 sc0 ls5 ws4">förvärv av en liv<span class="_ _3"></span>smedelsbutik i Finland för 6,8 MEUR. S-gruppen </div><div class="t m0 x5 h6 y13f ff4 fs3 fc0 sc0 ls5 ws4">är hyresgäst.</div><div class="t m0 x5 h6 y140 ff4 fs3 fc0 sc0 ls5 ws4">Den 29 november meddelade Cibus att man undertecknat ett </div><div class="t m0 x5 h6 y141 ff4 fs3 fc0 sc0 ls5 ws4">förvärv av en liv<span class="_ _3"></span>smedelsfastighet, som för närvarande b<span class="_ _3"></span>yggs, i </div><div class="t m0 x5 h6 y142 ff4 fs3 fc0 sc0 ls5 ws4">Sverige för 11,5 MEUR.</div><div class="t m0 x5 h6 y143 ff4 fs3 fc0 sc0 ls5 ws4">Tillträdet är planerat till Q3 20<span class="_ _3"></span>22 när byggnaden är fär<span class="_ _3"></span>digställd. </div><div class="t m0 x5 h6 y144 ff4 fs3 fc0 sc0 ls5 ws4">Willys är hyresgäst.</div><div class="t m0 x5 h6 y145 ff4 fs3 fc0 sc0 ls5 ws4">Samma dag meddelades att Cibus undertecknat ett </div><div class="t m0 x5 h6 y146 ff4 fs3 fc0 sc0 ls5 ws4">förvärv av Charlott<span class="_ _3"></span>enbergs Handelspark, innehållande två </div><div class="t m0 x5 h6 y147 ff4 fs3 fc0 sc0 ls5 ws4">separata f<span class="_ _3"></span>astigheter<span class="_ _3"></span>, i Sverige för 28,3 MEUR. ICA och Lidl är </div><div class="t m0 x5 h6 y148 ff4 fs3 fc0 sc0 ls5 ws4">ankarhyresgäst<span class="_ _3"></span>er<span class="_ _3"></span>.</div><div class="t m0 x5 h6 y149 ff4 fs3 fc0 sc0 ls16 ws4">Den 30 november meddelades att Cibus tillträtt tidigar<span class="_ _3"></span>e aviserat </div><div class="t m0 x5 h6 y14a ff4 fs3 fc0 sc0 ls16 ws4">förvärv av en port<span class="_ _3"></span>följ om 72 matvarubutik<span class="_ _3"></span>er i Finland ifrån AB </div><div class="t m0 x5 h6 y14b ff4 fs3 fc0 sc0 ls16 ws4">Sagax. I samband med tillträdet har bolaget betalat en del av </div><div class="t m0 x5 h6 y14c ff4 fs3 fc0 sc0 ls16 ws4">köpeskillingen genom en riktad ny<span class="_ _3"></span>emission av 2 000 000 aktier<span class="_ _3"></span>.</div><div class="t m0 x7 h8 y14d ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pf5" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc5 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">61</div><div class="t m0 x4 h6 y14e ff4 fs3 fc0 sc0 ls5 ws4">Samma dag meddelades att det totala antalet aktier och röst<span class="_ _3"></span>er </div><div class="t m0 x4 h6 y14f ff4 fs3 fc0 sc0 ls5 ws4">i Cibus har under november 2021 ök<span class="_ _3"></span>at som ett resultat av den </div><div class="t m0 x4 h6 y150 ff4 fs3 fc0 sc0 ls5 ws4">riktade nyemissionen. Antalet aktier och r<span class="_ _3"></span>öster i Cibus uppgår </div><div class="t m0 x4 h6 y151 ff4 fs3 fc0 sc0 ls5 ws4">därmed till 42 000 000 och aktiekapitalet i Cibus uppgår till </div><div class="t m0 x4 h6 y152 ff4 fs3 fc0 sc0 ls5 ws4">420 000 EUR.</div><div class="t m0 x4 h6 y153 ff4 fs3 fc0 sc0 ls5 ws4">Den 1 december uppdaterade Cibus sina tillväxtmål. </div><div class="t m0 x4 h6 y154 ff4 fs3 fc0 sc0 ls5 ws4">Föret<span class="_ _3"></span>agsledningen och styrelsen bedömer att bolaget kommer </div><div class="t m0 x4 h6 y155 ff4 fs3 fc0 sc0 ls5 ws4">kunna fördubbla sin f<span class="_ _3"></span>astighetsportfölj till mellan 2,5 och </div><div class="t m0 x4 h6 y156 ff4 fs3 fc0 sc0 ls5 ws4">3,<span class="_ _3"></span>0 miljarder EUR i fastighets<span class="_ _3"></span>värde samt att kriterierna f<span class="_ _3"></span>ör </div><div class="t m0 x4 h6 y157 ff4 fs3 fc0 sc0 ls5 ws4">investment grade i kr<span class="_ _3"></span>editrating kommer att v<span class="_ _3"></span>ara uppfyllda i </div><div class="t m0 x4 h6 y158 ff4 fs3 fc0 sc0 ls5 ws4">slutet av 2023.</div><div class="t m0 x4 h6 y159 ff4 fs3 fc0 sc0 ls5 ws4">Den 7 december meddelades att Cibus genomför en riktad </div><div class="t m0 x4 h6 y15a ff4 fs3 fc0 sc0 ls5 ws4">nyemission om 2 000 000 aktier och tillförs 492 MSEK.</div><div class="t m0 x4 h6 y15b ff4 fs3 fc0 sc0 ls5 ws4">Cibus gör den 21 december två förv<span class="_ _3"></span>ärv i Norge för 13,4 MEUR. </div><div class="t m0 x4 h6 y15c ff4 fs3 fc0 sc0 ls5 ws4">Norgesgruppen och Rema1000 är ankarhyr<span class="_ _3"></span>esgäster<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y15d ff4 fs3 fc0 sc0 ls5 ws4">Den 23 december förvärvar Cibus en portfölj om 6 f<span class="_ _3"></span>astigheter </div><div class="t m0 x4 h6 y15e ff4 fs3 fc0 sc0 ls5 ws4">i Norge för 15,<span class="_ _3"></span>8 MEUR. Coop, Kiwi samt Rema 1000 är </div><div class="t m0 x4 h6 y15f ff4 fs3 fc0 sc0 ls5 ws4">ankarhyresgäst<span class="_ _3"></span>er<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y160 ff4 fs3 fc0 sc0 ls5 ws4">Den 29 december förvärvar Cibus en liv<span class="_ _3"></span>smedelsbutik </div><div class="t m0 x4 h6 y161 ff4 fs3 fc0 sc0 ls5 ws4">färdigst<span class="_ _3"></span>älldunder 2020 med ytterligare en by<span class="_ _3"></span>ggnad under </div><div class="t m0 x4 h6 y162 ff4 fs3 fc0 sc0 ls5 ws4">uppförande iSv<span class="_ _3"></span>erige för 15,7 MEUR. Coop är ankarhyr<span class="_ _3"></span>esgäst.</div><div class="t m0 x4 h6 y163 ff4 fs3 fc0 sc0 ls5 ws4">Den 30 december meddelades att antalet aktier och röster i </div><div class="t m0 x4 h6 y164 ff4 fs3 fc0 sc0 ls5 ws4">Cibus uppgår till 44 000 000 och aktiekapitalet i Cibus uppgår </div><div class="t m0 x4 h6 y165 ff4 fs3 fc0 sc0 ls5 ws4">till 440 000 EUR.</div><div class="t m0 x4 h5 y166 ff3 fs2 fc0 sc0 ls4 ws4">V<span class="_ _2b"></span>äsentliga händelser efter räk<span class="_ _3"></span>enskapsår<span class="_ _3"></span>ets<span class="_ _4"></span> </div><div class="t m0 x4 h5 y167 ff3 fs2 fc0 sc0 ls4 ws5">utgång</div><div class="t m0 x4 h6 y168 ff4 fs3 fc0 sc0 ls5 ws4">Den 17 februari 2022 pressmeddelades kommunik<span class="_ _3"></span>én ifrån den </div><div class="t m0 x4 h6 y169 ff4 fs3 fc0 sc0 ls5 ws4">extra bolagsstämman som hölls samma dag. St<span class="_ _3"></span>yrelsen erhöll </div><div class="t m0 x4 h6 y16a ff4 fs3 fc0 sc0 ls5 ws4">mandat att fram till nästa år<span class="_ _3"></span>sstämma besluta om nyemission </div><div class="t m0 x4 h6 y16b ff4 fs3 fc0 sc0 ls5 ws4">av aktier<span class="_ _3"></span>, med eller utan för<span class="_ _3"></span>eträdesrätt för bolagets aktieägar<span class="_ _3"></span>e. </div><div class="t m0 x4 h6 y16c ff4 fs3 fc0 sc0 ls5 ws4">Det totala antalet aktier som kan k<span class="_ _3"></span>omma att emitteras </div><div class="t m0 x4 h6 y16d ff4 fs3 fc0 sc0 ls5 ws4">enligt bemyndigandet får högst motsv<span class="_ _3"></span>ara 10 procent av </div><div class="t m0 x4 h6 y16e ff4 fs3 fc0 sc0 ls5 ws4">antalet utestående aktier i bolaget vid tidpunkten för e<span class="_ _3"></span>xtra </div><div class="t m0 x4 h6 y16f ff4 fs3 fc0 sc0 ls5 ws4">bolagsstämman, det vill säga maximalt 4 400 000 aktier kan </div><div class="t m0 x4 h6 y170 ff4 fs3 fc0 sc0 ls5 ws4">komma att emitter<span class="_ _3"></span>as.</div><div class="t m0 x4 h6 y171 ff4 fs3 fc0 sc0 ls5 ws4">Samma dag meddelades valberedningens förslag till st<span class="_ _3"></span>yrelse </div><div class="t m0 x4 h6 y172 ff4 fs3 fc0 sc0 ls5 ws4">till årsstämman. V<span class="_ _2b"></span>alberedningen föreslår att Patrick Gylling, </div><div class="t m0 x4 h6 y173 ff4 fs3 fc0 sc0 ls5 ws4">Elisabeth Norman, Victoria Skoglund och Stefan Gattber<span class="_ _3"></span>g </div><div class="t m0 x4 h6 y174 ff4 fs3 fc0 sc0 ls5 ws4">omväljs som ledamöter i styr<span class="_ _3"></span>elsen för Cibus Nordic Real </div><div class="t m0 x4 h6 y175 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB samt att Nils St<span class="_ _3"></span>yf väljs som ny styrelseledamot. </div><div class="t m0 x4 h6 y176 ff4 fs3 fc0 sc0 ls5 ws4">Vidare för<span class="_ _3"></span>eslår valberedningen omv<span class="_ _3"></span>al av Patrick Gylling som </div><div class="t m0 x4 h6 y177 ff4 fs3 fc0 sc0 ls5 ws4">styrelseor<span class="_ _3"></span>dförande. </div><div class="t m0 x4 h5 y178 ff3 fs2 fc0 sc0 ls4 ws4">Risker och osäk<span class="_ _3"></span>erhetsfakt<span class="_ _3"></span>orer</div><div class="t m0 x4 h6 y179 ff4 fs3 fc0 sc0 ls5 ws4">Koncernen är genom sin v<span class="_ _3"></span>erksamhet exponerad för olik<span class="_ _3"></span>a </div><div class="t m0 x4 h6 y17a ff4 fs3 fc0 sc0 ls5 ws4">typer av finansiella risker<span class="_ _2b"></span>, främst relater<span class="_ _3"></span>at till likviditets- och </div><div class="t m0 x4 h6 y17b ff4 fs3 fc0 sc0 ls5 ws4">finansieringsrisker som beskrivs på sidorna 4<span class="_ _3"></span>1-45. </div><div class="t m0 x4 h6 y17c ff4 fs3 fc0 sc0 ls5 ws4">Moderbolaget påverkas indir<span class="_ _3"></span>ekt av risker och </div><div class="t m0 x4 h6 y17d ff4 fs3 fc0 sc0 ls5 ws4">osäkerhetsfakt<span class="_ _3"></span>orer genom sin funktion i koncernen.</div><div class="t m0 x4 h5 y17e ff3 fs2 fc0 sc0 ls4 ws4">Riktlinjer till ledande befattningsha<span class="_ _3"></span>var<span class="_ _3"></span>e</div><div class="t m0 x4 h6 y17f ff4 fs3 fc0 sc0 ls5 ws4">Riktlinjerna omfattar VD<span class="_ _2b"></span>, CFO s<span class="_ _4"></span>amt övriga medlemmar av </div><div class="t m0 x4 h6 y180 ff4 fs3 fc0 sc0 ls5 ws4">koncernledningen. Riktlinjerna tillämpas på ersättningar som </div><div class="t m0 x4 h6 y181 ff4 fs3 fc0 sc0 ls5 ws4">avtalas, och för<span class="_ _3"></span>ändringar som görs i redan avtalade ersättning, </div><div class="t m0 x4 h6 y182 ff4 fs3 fc0 sc0 ls5 ws4">efter det att riktlinjerna antagits av årsst<span class="_ _3"></span>ämman 2020<span class="_ _3"></span>. För mer </div><div class="t m0 x4 h6 y183 ff4 fs3 fc0 sc0 ls5 ws4">information se sidorna 50-52.</div><div class="t m0 x4 h5 y184 ff3 fs2 fc0 sc0 ls4 ws4">Förv<span class="_ _3"></span>äntad fr<span class="_ _3"></span>amtida utveckling</div><div class="t m0 x4 h6 y185 ff4 fs3 fc0 sc0 ls5 ws4">Intäkterna från den befintliga portf<span class="_ _3"></span>öljen väntas utvecklas i </div><div class="t m0 x4 h6 y186 ff4 fs3 fc0 sc0 ls5 ws4">takt med inflationen. Cibus strat<span class="_ _3"></span>egi är vidare att genom aktiv </div><div class="t m0 x4 h6 y187 ff4 fs3 fc0 sc0 ls5 ws4">förvaltning, hög k<span class="_ _3"></span>ostnadsmedvetenhet, omförhandling av </div><div class="t m0 x4 h6 y188 ff4 fs3 fc0 sc0 ls5 ws4">existerande lån, samt tilläggsf<span class="_ _3"></span>örvärv kontinuerligt förbättr<span class="_ _3"></span>a </div><div class="t m0 x4 h6 y189 ff4 fs3 fc0 sc0 ls5 ws4">bolagets avkastning.</div><div class="t m0 x4 h5 y18a ff3 fs2 fc0 sc0 ls4 ws4">Vinstdisposition och utdelningsinformation</div><div class="t m0 x4 h6 y18b ff4 fs3 fc0 sc0 ls5 ws4">Styrelsen lämnar f<span class="_ _3"></span>örslag på utdelning till årsstämman om </div><div class="t m0 x4 h6 y18c ff4 fs3 fc0 sc0 ls5 ws4">0<span class="_ _3"></span>,99 EUR per aktie. Den föreslagna utdelningen mot<span class="_ _3"></span>svarar en </div><div class="t m0 x4 h6 y18d ff4 fs3 fc0 sc0 ls5 ws4">direkta<span class="_ _3"></span>vkastning om 3,5 % på aktiekursen per den 31 december </div><div class="t m0 x4 h6 y18e ff4 fs3 fc0 sc0 ls5 ws4">2021 (290<span class="_ _3"></span>,80 SEK). </div><div class="t m0 x5 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Förslag till vinst<span class="_ _3"></span>disposition</div><div class="t m0 x5 h6 yd4 ff4 fs3 fc0 sc0 ls5 ws4">Inför årsstämman den 20 april 2022 för<span class="_ _3"></span>eslår styrelsen:</div><div class="t m0 x5 h6 y18f ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _3"></span>Att nytt aktieslag (D) inr<span class="_ _3"></span>ättas och att fondemission sker till </div><div class="t m0 x5 h6 y190 ff4 fs3 fc0 sc0 ls5 ws4">befintliga aktieägare i samband därmed</div><div class="t m0 x5 h6 y191 ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _3"></span>Att utdelningen höjs med 5 % till 0<span class="_ _3"></span>,99 EUR per befintlig aktie </div><div class="t m0 x5 h6 y192 ff4 fs3 fc0 sc0 ls5 ws4">fördelat på alla aktieslag. Nuv<span class="_ _3"></span>arande aktieägare k<span class="_ _3"></span>ommer </div><div class="t m0 x5 h6 y193 ff4 fs3 fc0 sc0 ls5 ws4">därmed erhålla motsvar<span class="_ _3"></span>ande 0,<span class="_ _3"></span>99 EUR i utdelning på befintlig </div><div class="t m0 x5 h6 y194 ff4 fs3 fc0 sc0 ls5 ws4">aktie fördelat på 12 utdelningstillf<span class="_ _3"></span>ällen.</div><div class="t m0 x5 h6 y195 ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _3"></span>Alla aktieslag kommer att ha månadsvis utdelning.</div><div class="t m0 x5 h6 y196 ff4 fs3 fc0 sc0 ls5 ws4"> Fullständigt för<span class="_ _3"></span>slag till beslut, inklusive belopp och </div><div class="t m0 x5 h6 y197 ff4 fs3 fc0 sc0 ls5 ws4">utbetalningsdatum, kommer att public<span class="_ _3"></span>eras i samband med </div><div class="t m0 x5 h6 y198 ff4 fs3 fc0 sc0 ls5 ws4">kallelse till årsstämman. </div><div class="t m0 x5 h8 y199 ff1 fs3 fc0 sc0 ls14 ws4">TILL ÅRSST<span class="_ _2b"></span>ÄMMANS FÖRFOGANDE ST<span class="_ _2c"></span>ÅR FÖLJANDE<span class="_ _3"></span> </div><div class="t m0 x5 h8 y19a ff1 fs3 fc0 sc0 ls14 ws4">VINSTMEDEL EUR</div><div class="t m0 x5 h6 y19b ff4 fs3 fc0 sc0 ls5 ws4">Fritt eget kapital<span class="_ _4b"> </span>429 967 003</div><div class="t m0 x5 h6 y19c ff4 fs3 fc0 sc0 ls5 ws4">Årets r<span class="_ _3"></span>esultat<span class="_ _21"> </span>-2 305 316</div><div class="t m0 xd h8 y19d ff1 fs3 fc0 sc0 ls5 ws4">427 661 688</div><div class="t m0 x5 h8 y19e ff1 fs3 fc0 sc0 ls14 ws4">STYRELSEN FÖRESLÅR A<span class="_ _2b"></span>TT VINSTMEDEL DISPONERAS<span class="_ _3"></span> </div><div class="t m0 x5 h8 y19f ff1 fs3 fc0 sc0 ls14 ws4">SÅ A<span class="_ _2b"></span>TT</div><div class="t m0 x5 h6 y1a0 ff4 fs3 fc0 sc0 ls5 ws4">till aktieägarna utdelas<span class="_ _4c"> </span>43 560 000</div><div class="t m0 x5 h6 y1a1 ff4 fs3 fc0 sc0 ls5 ws4">i ny räkning balanser<span class="_ _3"></span>as<span class="_ _4d"> </span>384 101 688</div><div class="t m0 xd h8 y1a2 ff1 fs3 fc0 sc0 ls5 ws4">427 661 688</div><div class="t m0 x5 h6 y1a3 ff4 fs3 fc0 sc0 ls5 ws4">För det fall st<span class="_ _3"></span>yrelsen maximalt utnyttjar det bemyndigande </div><div class="t m0 x5 h6 y1a4 ff4 fs3 fc0 sc0 ls5 ws4">styrelsen fick på den e<span class="_ _3"></span>xtra bolagsstämman den 17 februari 2022 </div><div class="t m0 x5 h6 y1a5 ff4 fs3 fc0 sc0 ls5 ws4">samt det eventuella bemyndigandet för st<span class="_ _3"></span>yrelsen att besluta </div><div class="t m0 x5 h6 y1a6 ff4 fs3 fc0 sc0 ls5 ws4">om nyemission ifrån årsst<span class="_ _3"></span>ämman 2022 kommer en utdelning för </div><div class="t m0 x5 h6 y1a7 ff4 fs3 fc0 sc0 ls5 ws4">tillkommande aktier om maximalt  10 164 000 EUR att delas ut. </div><div class="t m0 x5 h6 y1a8 ff4 fs3 fc0 sc0 ls5 ws4">Av det disponibla beloppet per den 31 december 2021 k<span class="_ _3"></span>ommer </div><div class="t m0 x5 h6 y1a9 ff4 fs3 fc0 sc0 ls5 ws4">minst 373 937 668 EUR att återst<span class="_ _3"></span>å efter utdelning om maximalt </div><div class="t m0 x5 h6 y1aa ff4 fs3 fc0 sc0 ls5 ws4">totalt 53 724 000  EUR.</div><div class="t m0 x5 h8 y1ab ff1 fs3 fc0 sc0 ls14 ws4">STYRELSENS YTTRANDE Ö<span class="_ _3"></span>VER DEN FÖRESLAGNA<span class="_ _2b"></span> </div><div class="t m0 x5 h8 y1ac ff1 fs3 fc0 sc0 ls14 ws14">UTDELNINGEN</div><div class="t m0 x5 h6 y1ad ff4 fs3 fc0 sc0 ls5 ws4">Det finns enligt styrelsens bedömning, med hänsyn tagen </div><div class="t m0 x5 h6 y1ae ff4 fs3 fc0 sc0 ls5 ws4">till likviditetsbehov<span class="_ _2b"></span>, framlagd budget och investeringsplaner </div><div class="t m0 x5 h6 y1af ff4 fs3 fc0 sc0 ls5 ws4">inget som talar för att bolagets och k<span class="_ _3"></span>oncernens eget kapital </div><div class="t m0 x5 h6 y1b0 ff4 fs3 fc0 sc0 ls5 ws4">inte skulle var<span class="_ _3"></span>a tillräckligt i relation till v<span class="_ _3"></span>erksamhetens art, </div><div class="t m0 x5 h6 y1b1 ff4 fs3 fc0 sc0 ls5 ws4">omfattning och risker f<span class="_ _3"></span>ör den föreslagna utdelningen. Styr<span class="_ _3"></span>elsen </div><div class="t m0 x5 h6 y1b2 ff4 fs3 fc0 sc0 ls5 ws4">finner därmed den föreslagna utdelningen f<span class="_ _3"></span>örsvarlig enligt 17 </div><div class="t m0 x5 h6 y1b3 ff4 fs3 fc0 sc0 ls5 ws4">kap 3 § aktiebolagslagen. </div><div class="t m0 x5 h6 y1b4 ff4 fs3 fc0 sc0 ls5 ws4">Beträande bolagets r<span class="_ _3"></span>esultat och ställning i övrigt hänvisas till </div><div class="t m0 x5 h6 y1b5 ff4 fs3 fc0 sc0 ls5 ws4">efterföljande finansiella rapporter<span class="_ _2b"></span>. </div><div class="t m0 x7 h8 y1b6 ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div><div class="t m0 xe h5 y1b7 ff3 fs2 fc0 sc0 ls4 ws5">Corona<span class="_ _3"></span>viruset</div><div class="t m0 xe h6 y1b8 ff4 fs3 fc0 sc0 ls5 ws4">Coronaviruset har haft en my<span class="_ _3"></span>cket begränsad </div><div class="t m0 xe h6 y1b9 ff4 fs3 fc0 sc0 ls5 ws4">negativ påverkan på Cibus v<span class="_ _3"></span>erksamhet. Vi följer </div><div class="t m0 xe h6 y1ba ff4 fs3 fc0 sc0 ls5 ws4">Folkhälsomyndighetens r<span class="_ _3"></span>ekommenationer och agerar </div><div class="t m0 xe h6 y1bb ff4 fs3 fc0 sc0 ls5 ws4">självfallet aktsamt i kont<span class="_ _3"></span>akter med andra föret<span class="_ _3"></span>ag, möten </div><div class="t m0 xe h6 y1bc ff4 fs3 fc0 sc0 ls5 ws4">hålls företr<span class="_ _3"></span>ädesvis per telefon eller videolänk och </div><div class="t m0 xe h6 y1bd ff4 fs3 fc0 sc0 ls5 ws4">resandet hålls på en låg nivå.</div><div class="t m0 xe h6 y1be ff4 fs3 fc0 sc0 ls5 ws4">För vår<span class="_ _3"></span>a främsta hyr<span class="_ _3"></span>esgäster<span class="_ _3"></span>, livsmedelshandlarna, </div><div class="t m0 xe h6 y1bf ff4 fs3 fc0 sc0 ls5 ws4">har volymerna ökat sedan viruset uppk<span class="_ _3"></span>om då fler äter </div><div class="t m0 xe h6 y1c0 ff4 fs3 fc0 sc0 ls5 ws1a">hemma. V<span class="_ _3"></span>olymerna inom dagligvaruhandeln är på stabila </div><div class="t m0 xe h6 y1c1 ff4 fs3 fc0 sc0 ls5 ws4">nivåer och ingenting tyder på a<span class="_ _3"></span>tt våra hyr<span class="_ _3"></span>esgäster </div><div class="t m0 xe h6 y1c2 ff4 fs3 fc0 sc0 ls5 ws4">kommer få s<span class="_ _3"></span>vårt att betala sina hyr<span class="_ _3"></span>or<span class="_ _3"></span>. Cirka 99 % av vår<span class="_ _3"></span>a </div><div class="t m0 xe h6 y1c3 ff4 fs3 fc0 sc0 ls5 ws4">aviserade hyr<span class="_ _3"></span>or för Q4 2021 är betalda och cirka 99 % </div><div class="t m0 xe h6 y1c4 ff4 fs3 fc0 sc0 ls5 ws4">för helåret 2021. Cirk<span class="_ _3"></span>a 90 % av våra int<span class="_ _3"></span>äkter kommer </div><div class="t m0 xe h6 y1c5 ff4 fs3 fc0 sc0 ls5 ws4">från de största dagligv<span class="_ _3"></span>arukedjorna i Norden.</div></div><div class="pi"></div></div>
<div id="pf6" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc6 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKcAAAaUCAIAAACqk+gAAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzZsXEdIBREUaGhAUoloAoC2iRhGDpQTuDMzxb/nBI2u7PprPkFAADAo75NAAAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqMwEAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAADAR8omCFBqMwIAAFz26EYI4OsDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAADAn6WzphUAAABe5esDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAOA3ySYIUGozAgAAXPboRgjg6wMAAHhZOmtaAQAA4FW+PgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAIE42QYBSmxEAAOCyRzdCAF8fAADAy9JZ0woAAACv8vUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAPD/yCYIUGozAgAAXPboRgjg6wMAAHhZOmtaAQAA4FW+PgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAPhE2QQBSm1GAACAyx7dCAF8fQAAAC9LZ00rAAAAvMrXBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAACBCNkGAUpsRAADgskc3QgBfHwAAwMvSWdMKAAAAr/L1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAwN+RTRCg1GYEAAC47NGNEMDXBwAA8LJ01rQCAADAq3x9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAA+FeyCQKU2owAAACXPboRAvj6AAAAXpbOmlYAAAB4la8PAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9cFP+3VAAgAAACDo/+t2BPpCAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAO8ZkQUAAABRSURBVLA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAOAnyFY+Jm3RvBAAAAAASUVORK5CYII=" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">62</div><div class="t m0 x4 h5 y1c6 ff3 fs2 fc0 sc0 ls4 ws4">K<span class="_ _3"></span>oncernens result<span class="_ _3"></span>aträkning och r<span class="_ _3"></span>apport över tot<span class="_ _3"></span>alresult<span class="_ _3"></span>at</div><div class="t m0 x4 h8 y1c7 ff1 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)<span class="_ _4e"> </span>Not<span class="_ _4f"> </span>Helår 2021<span class="_ _47"> </span>Helår 2020</div><div class="t m0 x4 h6 y1c8 ff4 fs3 fc0 sc0 ls5 ws4">Hyresintäkter<span class="_ _50"> </span>4<span class="_ _51"> </span><span><ix:nonFraction name="ifrs-full:RentalIncome" id="fact-10" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">81 058</ix:nonFraction></span><span class="_ _52"> </span><span><ix:nonFraction name="ifrs-full:RentalIncome" id="fact-11" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">65 033</ix:nonFraction></span></div><div class="t m0 x4 h6 y1c9 ff4 fs3 fc0 sc0 ls5 ws4">Serviceintäkter<span class="_ _14"> </span>4<span class="_ _53"> </span><span><ix:nonFraction name="ifrs-full:RevenueFromRenderingOfServices" id="fact-12" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">12 696</ix:nonFraction></span><span class="_ _54"> </span><span><ix:nonFraction name="ifrs-full:RevenueFromRenderingOfServices" id="fact-13" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">9 346</ix:nonFraction></span></div><div class="t m0 x4 h6 y1ca ff4 fs3 fc0 sc0 ls5 ws4">Driftkostnader<span class="_ _55"> </span>5<span class="_ _56"> </span>-<span><ix:nonFraction name="ifrs-full:DirectOperatingExpenseFromInvestmentPropertyGeneratingRentalIncome" id="fact-14" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">13 791</ix:nonFraction></span><span class="_ _3a"> </span>-<span><ix:nonFraction name="ifrs-full:DirectOperatingExpenseFromInvestmentPropertyGeneratingRentalIncome" id="fact-15" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">10 023</ix:nonFraction></span></div><div class="t m0 x4 h6 y1cb ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsskatt<span class="_ _57"> </span>-<span><ix:nonFraction name="ifrs-full:PropertyTaxExpense" id="fact-16" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3 637</ix:nonFraction></span><span class="_ _58"> </span>-<span><span id="__1" style="word-spacing:0px;"><ix:nonFraction name="ifrs-full:PropertyTaxExpense" id="fact-17" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2 961</ix:nonFraction></span></span></div><div class="t m0 x4 h8 y1cc ff1 fs3 fc0 sc0 ls5 ws4">Driftnetto<span class="_ _59"> </span>6<span class="_ _5a"> </span><span><ix:nonFraction name="ifrs-full:RentalIncomeFromInvestmentPropertyNetOfDirectOperatingExpense" id="fact-18" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">76 326</ix:nonFraction></span><span class="_ _5b"> </span><span><ix:nonFraction name="ifrs-full:RentalIncomeFromInvestmentPropertyNetOfDirectOperatingExpense" id="fact-19" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">61 395</ix:nonFraction></span></div><div class="t m0 x4 h6 y1cd ff4 fs3 fc0 sc0 ls5 ws4">Administrationsk<span class="_ _3"></span>ostnader<span class="_ _5c"> </span><span class="lsf wsf">7,<span class="_ _4"></span> 8<span class="_ _35"> </span></span>-<span><ix:nonFraction name="ifrs-full:AdministrativeExpense" id="fact-20" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">6 385</ix:nonFraction></span><span class="_ _5d"> </span>-<span><ix:nonFraction name="ifrs-full:AdministrativeExpense" id="fact-21" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">6 520</ix:nonFraction></span></div><div class="t m0 x4 h6 y1ce ff4 fs3 fc0 sc0 ls5 ws4">Finansnetto<span class="_ _5e"> </span>9<span class="_ _5f"> </span>-<span><ix:nonFraction name="ifrs-full:FinanceIncomeCost" id="fact-22" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">22 200</ix:nonFraction></span><span class="_ _60"> </span>-<span><ix:nonFraction name="ifrs-full:FinanceIncomeCost" id="fact-23" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">21 387</ix:nonFraction></span></div><div class="t m0 x4 h8 y1cf ff1 fs3 fc0 sc0 ls5 ws4">Förv<span class="_ _3"></span>altningsresultat<span class="_ _9"> </span><span class="ls1c ws1b"><span><span id="__2" style="word-spacing:-1.796394px;"><ix:nonFraction name="cibus:Forvaltningsresultat" id="fact-24" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">47  741</ix:nonFraction></span></span><span class="_ _52"> </span></span><span><ix:nonFraction name="cibus:Forvaltningsresultat" id="fact-25" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">33 488</ix:nonFraction></span></div><div class="t m0 x4 h6 y1d0 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändring förvaltningsf<span class="_ _3"></span>astigheter<span class="_ _3"></span>, orealiserade<span class="_ _61"> </span><span class="ls1d ws1c">12<span class="_ _5a"> </span></span><span><ix:nonFraction name="ifrs-full:GainsLossesOnFairValueAdjustmentInvestmentProperty" id="fact-26" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">10 644</ix:nonFraction></span><span class="_ _62"> </span><span><ix:nonFraction name="ifrs-full:GainsLossesOnFairValueAdjustmentInvestmentProperty" id="fact-27" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">6 461</ix:nonFraction></span></div><div class="t m0 x4 h6 y1d1 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändring räntederiva<span class="_ _3"></span>t, orealiserad<span class="_ _63"> </span>10<span class="_ _64"> </span><span><ix:nonFraction name="ifrs-full:GainsLossesOnChangeInFairValueOfDerivatives" id="fact-28" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">980</ix:nonFraction></span><span class="_ _37"> </span>-<span><span id="__3" style="word-spacing:-6.616794px;"><ix:nonFraction name="ifrs-full:GainsLossesOnChangeInFairValueOfDerivatives" id="fact-29" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">3 57</ix:nonFraction></span></span></div><div class="t m0 x4 h8 y1d2 ff1 fs3 fc0 sc0 ls5 ws4">Resultat för<span class="_ _3"></span>e skatt<span class="_ _65"> </span><span><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-30" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">59 365</ix:nonFraction></span><span class="_ _52"> </span><span class="ls1e ws1d"><span><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-31" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">39 592</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y1d3 ff4 fs3 fc0 sc0 ls5 ws4">Aktuell skatt<span class="_ _66"> </span>11<span class="_ _67"> </span><span class="ls1f ws1e">-<span><ix:nonFraction name="ifrs-full:CurrentTaxExpenseIncome" id="fact-32" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">81</ix:nonFraction></span><span class="_ _68"> </span><span class="ls20 ws1f">-<span><ix:nonFraction name="ifrs-full:CurrentTaxExpenseIncome" id="fact-33" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">21</ix:nonFraction></span></span></span></div><div class="t m0 x4 h6 y1d4 ff4 fs3 fc0 sc0 ls5 ws4">Uppskjuten skatt<span class="_ _69"> </span>11<span class="_ _6a"> </span>-<span class="_ _2b"></span><span><ix:nonFraction name="ifrs-full:DeferredTaxExpenseIncome" id="fact-34" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">7 914</ix:nonFraction></span><span class="_ _6b"> </span><span class="ls6 ws8">-<span><span id="__4" style="word-spacing:-2.228396px;"><ix:nonFraction name="ifrs-full:DeferredTaxExpenseIncome" id="fact-35" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">4  974</ix:nonFraction></span></span></span></div><div class="t m0 x4 h8 y1d5 ff1 fs3 fc0 sc0 ls5 ws4">Årets result<span class="_ _3"></span>at<span class="_ _6c"> </span><span><ix:nonFraction name="ifrs-full:ProfitLossAttributableToOwnersOfParent" id="fact-36" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">51 370</ix:nonFraction></span><span class="_ _52"> </span><span><ix:nonFraction name="ifrs-full:ProfitLossAttributableToOwnersOfParent" id="fact-37" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">34 597</ix:nonFraction></span></div><div class="t m0 x4 h6 y1d6 ff4 fs3 fc0 sc0 ls5 ws4">Genomsnittligt antal utestående aktier<span class="_ _3"></span>, st<span class="_ _6d"> </span>16<span class="_ _6e"> </span><span><ix:nonFraction name="ifrs-full:WeightedAverageShares" id="fact-38" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-2" decimals="4">40 284 932</ix:nonFraction></span><span class="_ _6f"> </span><span><ix:nonFraction name="ifrs-full:WeightedAverageShares" id="fact-39" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-2" decimals="4">36 459 344</ix:nonFraction></span></div><div class="t m0 x4 h6 y1d7 ff4 fs3 fc0 sc0 ls5 ws4">Resultat per aktie för<span class="_ _3"></span>e och efter utspädning, EUR<span class="_ _70"> </span>16<span class="_ _71"> </span><span><ix:nonFraction name="ifrs-full:BasicAndDilutedEarningsLossPerShare" id="fact-40" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-3" decimals="4">1,25</ix:nonFraction></span><span class="_ _4d"> </span><span class="ls9 ws9"><span><span id="__5" style="word-spacing:-5.536794px;"><ix:nonFraction name="ifrs-full:BasicAndDilutedEarningsLossPerShare" id="fact-41" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-3" decimals="4">0,9 5</ix:nonFraction></span></span></span></div><div class="t m0 x4 hb y1d8 ff5 fs3 fc0 sc0 ls5 ws4">Övrigt totalresultat</div><div class="t m0 x4 h6 y1d9 ff4 fs3 fc0 sc0 ls5 ws4">Poster som har omf<span class="_ _3"></span>örts eller kan omföras till år<span class="_ _3"></span>ets resultat</div><div class="t m0 x4 h6 y1da ff4 fs3 fc0 sc0 ls5 ws4">Årets omr<span class="_ _3"></span>äkningsdierenser vid omräkning a<span class="_ _3"></span>v utländska </div><div class="t m0 x4 h6 y1db ff4 fs3 fc0 sc0 ls5 ws4">verksamheter</div><div class="t m0 xf h6 y1da ff4 fs3 fc0 sc0 ls5 ws4">-<span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" id="fact-42" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">1 524</ix:nonFraction></span><span class="_ _58"> </span><span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation" id="fact-43" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span></div><div class="t m0 x4 h8 y1dc ff1 fs3 fc0 sc0 ls5 ws4">Summa totalresult<span class="_ _3"></span>at*<span class="_ _72"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-44" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">49 846</ix:nonFraction></span><span class="_ _73"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-45" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">39 005</ix:nonFraction></span></div><div class="t m0 x4 ha y1dd ff4 fs6 fc0 sc0 ls5 ws4">*<span class="_ _2b"></span>Årets resultat och totalresulta<span class="_ _3"></span>t är i sin helhet hänförligt till moderbolagets ägare.</div><div class="t m0 x7 h8 y3c ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pf7" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc7 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls21 ws20">63</div><div class="t m0 x4 h5 y1c6 ff3 fs2 fc0 sc0 ls4 ws4">K<span class="_ _3"></span>oncernens rapport ö<span class="_ _3"></span>ver finansiell ställning </div><div class="t m0 x4 h8 y1de ff1 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)<span class="_ _4e"> </span>Not<span class="_ _54"> </span>20<span class="_ _3"></span>21-12-31<span class="_ _74"> </span>2020-12-31</div><div class="t m0 x4 h8 y1df ff1 fs3 fc0 sc0 ls5 ws4">TILLG<span class="_ _2b"></span>ÅNGAR</div><div class="t m0 x4 h8 y1e0 ff1 fs3 fc0 sc0 ls5 ws4">Anläggningstillgångar</div><div class="t m0 x4 h6 y1e1 ff4 fs3 fc0 sc0 ls5 ws4">Förvaltningsf<span class="_ _3"></span>astigheter<span class="_ _75"> </span><span class="ls1d ws1c">12<span class="_ _76"> </span></span><span><ix:nonFraction name="ifrs-full:InvestmentProperty" id="fact-46" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1 499 626</ix:nonFraction></span><span class="_ _34"> </span><span><ix:nonFraction name="ifrs-full:InvestmentProperty" id="fact-47" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">1 272 514</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e2 ff4 fs3 fc0 sc0 ls5 ws4">Nyttjanderättstillgångar<span class="_ _77"> </span><span class="ls1d ws1c">13<span class="_ _78"> </span><span class="ls10 ws10"><span><ix:nonFraction name="ifrs-full:RightofuseAssets" id="fact-48" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">9 649</ix:nonFraction></span><span class="_ _79"> </span></span></span><span><ix:nonFraction name="ifrs-full:RightofuseAssets" id="fact-49" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">8 218</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e3 ff4 fs3 fc0 sc0 ls5 ws4">Andra materiella tillgångar<span class="_ _7a"> </span><span class="ls1a ws19"><span><ix:nonFraction name="ifrs-full:OtherPropertyPlantAndEquipment" id="fact-50" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">55</ix:nonFraction></span><span class="_ _7b"> </span></span><span><ix:nonFraction name="ifrs-full:OtherPropertyPlantAndEquipment" id="fact-51" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">36</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e4 ff4 fs3 fc0 sc0 ls5 ws4">Immateriella tillgångar<span class="_ _7c"> </span><span><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" id="fact-52" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">200</ix:nonFraction></span><span class="_ _51"> </span><span><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" id="fact-53" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">11</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e5 ff4 fs3 fc0 sc0 ls5 ws4">Uppskjutna skattefor<span class="_ _3"></span>dringar<span class="_ _7d"> </span>11<span class="_ _49"> </span><span><ix:nonFraction name="ifrs-full:DeferredTaxAssets" id="fact-54" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">4 675</ix:nonFraction></span><span class="_ _7e"> </span><span><ix:nonFraction name="ifrs-full:DeferredTaxAssets" id="fact-55" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">3 648</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e6 ff4 fs3 fc0 sc0 ls5 ws4">Övriga långfristiga fordringar<span class="_ _7f"> </span><span class="ls22 ws21"><span><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialAssets" id="fact-56" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">33</ix:nonFraction></span><span class="_ _7b"> </span></span><span><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialAssets" id="fact-57" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">36</ix:nonFraction></span></div><div class="t m0 x4 h8 y1e7 ff1 fs3 fc0 sc0 ls5 ws4">Summa anläggningstillgångar<span class="_ _80"> </span><span><ix:nonFraction name="ifrs-full:NoncurrentAssets" id="fact-58" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1 514 238</ix:nonFraction></span><span class="_ _4a"> </span><span><ix:nonFraction name="ifrs-full:NoncurrentAssets" id="fact-59" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">1 284 463</ix:nonFraction></span></div><div class="t m0 x4 h8 y1e8 ff1 fs3 fc0 sc0 ls5 ws4">Omsättningstillgångar</div><div class="t m0 x4 h6 y1e9 ff4 fs3 fc0 sc0 ls5 ws4">Hyresfor<span class="_ _3"></span>dringar<span class="_ _81"> </span><span class="ls23 ws22"><span><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" id="fact-60" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">764</ix:nonFraction></span><span class="_ _3f"> </span><span class="ls1f ws1e"><span><span id="__6" style="word-spacing:-6.508794px;"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" id="fact-61" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">67 9</ix:nonFraction></span></span></span></span></div><div class="t m0 x4 h6 y1ea ff4 fs3 fc0 sc0 ls5 ws4">Övriga kortfristiga for<span class="_ _3"></span>dringar<span class="_ _82"> </span><span><ix:nonFraction name="ifrs-full:OtherCurrentReceivables" id="fact-62" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1 165</ix:nonFraction></span><span class="_ _3f"> </span><span class="ls24 ws23"><span><ix:nonFraction name="ifrs-full:OtherCurrentReceivables" id="fact-63" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">453</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y1eb ff4 fs3 fc0 sc0 ls5 ws4">Förutbetalda k<span class="_ _3"></span>ostnader och upplupna intäkter<span class="_ _78"> </span>14<span class="_ _49"> </span><span class="ls10 ws10"><span><ix:nonFraction name="ifrs-full:CurrentPrepaidExpenses" id="fact-64" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">3 493</ix:nonFraction></span><span class="_ _79"> </span></span><span><ix:nonFraction name="ifrs-full:CurrentPrepaidExpenses" id="fact-65" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">1 576</ix:nonFraction></span></div><div class="t m0 x4 h6 y1ec ff4 fs3 fc0 sc0 ls5 ws4">Likvida medel<span class="_ _83"> </span>15<span class="_ _84"> </span><span><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-66" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">51 054</ix:nonFraction></span><span class="_ _85"> </span><span><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-67" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">36 783</ix:nonFraction></span></div><div class="t m0 x4 h8 y1ed ff1 fs3 fc0 sc0 ls5 ws4">Summa omsättningstillgångar<span class="_ _86"> </span><span><span id="__7" style="word-spacing:0px;"><ix:nonFraction name="ifrs-full:CurrentAssets" id="fact-68" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">56 476</ix:nonFraction></span></span><span class="_ _85"> </span><span><ix:nonFraction name="ifrs-full:CurrentAssets" id="fact-69" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">39 491</ix:nonFraction></span></div><div class="t m0 x4 h8 y1ee ff1 fs3 fc0 sc0 ls5 ws4">SUMMA TILLG<span class="_ _2b"></span>ÅNGAR<span class="_ _87"> </span><span><ix:nonFraction name="ifrs-full:Assets" id="fact-70" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1 570 714</ix:nonFraction></span><span class="_ _4a"> </span><span><ix:nonFraction name="ifrs-full:Assets" id="fact-71" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">1 323 954</ix:nonFraction></span></div><div class="t m0 x4 h8 y1ef ff1 fs3 fc0 sc0 ls5 ws4">EGET KAPIT<span class="_ _2b"></span>AL OCH SKULDER</div><div class="t m0 x4 h8 y1f0 ff1 fs3 fc0 sc0 ls5 ws4">Eget kapital</div><div class="t m0 x4 h6 y1f1 ff4 fs3 fc0 sc0 ls5 ws4">Aktiekapital<span class="_ _1c"> </span>16<span class="_ _88"> </span><span><ix:nonFraction name="ifrs-full:IssuedCapital" id="fact-72" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">440</ix:nonFraction></span><span class="_ _89"> </span><span><ix:nonFraction name="ifrs-full:IssuedCapital" id="fact-73" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">400</ix:nonFraction></span></div><div class="t m0 x4 h6 y1f2 ff4 fs3 fc0 sc0 ls5 ws4">Övrigt tillskjutet kapital<span class="_ _8a"> </span><span><ix:nonFraction name="ifrs-full:SharePremium" id="fact-74" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">507 496</ix:nonFraction></span><span class="_ _8b"> </span><span><ix:nonFraction name="ifrs-full:SharePremium" id="fact-75" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">422 275</ix:nonFraction></span></div><div class="t m0 x4 h6 y1f3 ff4 fs3 fc0 sc0 ls5 ws4">Reserver<span class="_ _8c"> </span><span class="ls1a ws19"><span><ix:nonFraction name="ifrs-full:ReserveOfExchangeDifferencesOnTranslation" id="fact-76" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">2 884</ix:nonFraction></span><span class="_ _8d"> </span></span><span><ix:nonFraction name="ifrs-full:ReserveOfExchangeDifferencesOnTranslation" id="fact-77" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span></div><div class="t m0 x4 h6 y1f4 ff4 fs3 fc0 sc0 ls5 ws4">Balanserat result<span class="_ _3"></span>at inkl. årets resulta<span class="_ _3"></span>t<span class="_ _8e"> </span><span class="ls25 ws24"><span><ix:nonFraction name="ifrs-full:RetainedEarnings" id="fact-78" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">43 435</ix:nonFraction></span><span class="_ _8f"> </span></span><span><ix:nonFraction name="ifrs-full:RetainedEarnings" id="fact-79" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">30 945</ix:nonFraction></span></div><div class="t m0 x4 h8 y1f5 ff1 fs3 fc0 sc0 ls5 ws4">Eget kapital hänf<span class="_ _3"></span>örligt till moderbolagets aktieägare<span class="_ _2a"> </span><span><ix:nonFraction name="ifrs-full:EquityAttributableToOwnersOfParent" id="fact-80" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">554 255</ix:nonFraction></span><span class="_ _36"> </span><span><ix:nonFraction name="ifrs-full:EquityAttributableToOwnersOfParent" id="fact-81" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">458 028</ix:nonFraction></span></div><div class="t m0 x4 h6 y1f6 ff4 fs3 fc0 sc0 ls5 ws4">Hybridobligation<span class="_ _90"> </span>17<span class="_ _91"> </span><span><ix:nonFraction name="cibus:Hybridobligation" id="fact-82" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">29 007</ix:nonFraction></span><span class="_ _92"> </span><span><ix:nonFraction name="cibus:Hybridobligation" id="fact-83" format="ixt4:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span></div><div class="t m0 x4 h8 y1f7 ff1 fs3 fc0 sc0 ls5 ws4">Summa eget kapital<span class="_ _93"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-84" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">583 262</ix:nonFraction></span><span class="_ _36"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-85" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">458 028</ix:nonFraction></span></div><div class="t m0 x4 h8 y1f8 ff1 fs3 fc0 sc0 ls5 ws4">Långfristiga skulder</div><div class="t m0 x4 h6 y1f9 ff4 fs3 fc0 sc0 ls5 ws4">Upplåning<span class="_ _94"> </span>18<span class="_ _95"> </span><span><ix:nonFraction name="ifrs-full:LongtermBorrowings" id="fact-86" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">911 494</ix:nonFraction></span><span class="_ _8b"> </span><span><ix:nonFraction name="ifrs-full:LongtermBorrowings" id="fact-87" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">810 202</ix:nonFraction></span></div><div class="t m0 x4 h6 y1fa ff4 fs3 fc0 sc0 ls5 ws4">Uppskjutna skatteskulder<span class="_ _96"> </span>11<span class="_ _49"> </span><span class="ls10 ws10"><span><ix:nonFraction name="ifrs-full:DeferredTaxLiabilities" id="fact-88" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">31 161</ix:nonFraction></span><span class="_ _97"> </span></span><span><ix:nonFraction name="ifrs-full:DeferredTaxLiabilities" id="fact-89" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">20 294</ix:nonFraction></span></div><div class="t m0 x4 h6 y1fb ff4 fs3 fc0 sc0 ls5 ws4">Räntederivat<span class="_ _98"> </span><span class="ls16 ws25"><span><ix:nonFraction name="ifrs-full:NoncurrentDerivativeFinancialLiabilities" id="fact-90" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">391</ix:nonFraction></span><span class="_ _43"> </span></span><span><ix:nonFraction name="ifrs-full:NoncurrentDerivativeFinancialLiabilities" id="fact-91" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">736</ix:nonFraction></span></div><div class="t m0 x4 h6 y1fc ff4 fs3 fc0 sc0 ls5 ws4">Övriga långfristiga skulder<span class="_ _99"> </span><span class="ls1d ws1c">13<span class="_ _9a"> </span></span><span><ix:nonFraction name="ifrs-full:NoncurrentLeaseLiabilities" id="fact-92" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">13 080</ix:nonFraction></span><span class="_ _7e"> </span><span><ix:nonFraction name="ifrs-full:NoncurrentLeaseLiabilities" id="fact-93" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">9 296</ix:nonFraction></span></div><div class="t m0 x4 h8 y1fd ff1 fs3 fc0 sc0 ls5 ws4">Summa långfristiga skulder<span class="_ _9b"> </span><span><ix:nonFraction name="ifrs-full:NoncurrentLiabilities" id="fact-94" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">956 126</ix:nonFraction></span><span class="_ _36"> </span><span><ix:nonFraction name="ifrs-full:NoncurrentLiabilities" id="fact-95" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">840 528</ix:nonFraction></span></div><div class="t m0 x4 h8 y1fe ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>ortfristiga skulder</div><div class="t m0 x4 h6 y1ff ff4 fs3 fc0 sc0 ls5 ws4">Kort<span class="_ _3"></span>fristig del av upplåning<span class="_ _9c"> </span>18<span class="_ _49"> </span><span><ix:nonFraction name="ifrs-full:CurrentPortionOfLongtermBorrowings" id="fact-96" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">2 396</ix:nonFraction></span><span class="_ _9d"> </span><span class="ls23 ws22"><span><ix:nonFraction name="ifrs-full:CurrentPortionOfLongtermBorrowings" id="fact-97" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">2 762</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y200 ff4 fs3 fc0 sc0 ls5 ws4">Kort<span class="_ _3"></span>fristig del av räntederivat<span class="_ _9e"> </span><span class="lsa wsa"><span><ix:nonFraction name="ifrs-full:OtherCurrentBorrowingsAndCurrentPortionOfOtherNoncurrentBorrowings" id="fact-98" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">703</ix:nonFraction></span><span class="_ _9f"> </span></span><span><ix:nonFraction name="ifrs-full:OtherCurrentBorrowingsAndCurrentPortionOfOtherNoncurrentBorrowings" id="fact-99" format="ixt4:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span></div><div class="t m0 x4 h6 y201 ff4 fs3 fc0 sc0 ls5 ws4">Lever<span class="_ _3"></span>antörsskulder<span class="_ _a0"> </span><span class="ls6 ws8"><span><span id="__8" style="word-spacing:-5.896793px;"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" id="fact-100" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">7 74</ix:nonFraction></span></span><span class="_ _3f"> </span><span class="ls25 ws24"><span><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" id="fact-101" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">438</ix:nonFraction></span></span></span></div><div class="t m0 x4 h6 y202 ff4 fs3 fc0 sc0 ls5 ws4">Aktuella skatteskulder<span class="_ _a1"> </span><span><ix:nonFraction name="ifrs-full:CurrentTaxLiabilitiesCurrent" id="fact-102" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1 533</ix:nonFraction></span><span class="_ _a2"> </span><span class="ls16 ws25"><span><ix:nonFraction name="ifrs-full:CurrentTaxLiabilitiesCurrent" id="fact-103" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">37</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y203 ff4 fs3 fc0 sc0 ls5 ws4">Övriga kortfristiga skulder<span class="_ _a3"> </span><span><ix:nonFraction name="ifrs-full:OtherCurrentLiabilities" id="fact-104" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">3 519</ix:nonFraction></span><span class="_ _9d"> </span><span class="ls1f ws1e"><span><ix:nonFraction name="ifrs-full:OtherCurrentLiabilities" id="fact-105" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">3 739</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y204 ff4 fs3 fc0 sc0 ls5 ws4">Upplupna kostnader och förutbetalda int<span class="_ _3"></span>äkter<span class="_ _49"> </span>19<span class="_ _84"> </span><span class="ls26 ws26"><span><span id="__9" style="word-spacing:-2.822397px;"><ix:nonFraction name="ifrs-full:AccrualsAndDeferredIncomeClassifiedAsCurrent" id="fact-106" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">22  401</ix:nonFraction></span></span><span class="_ _a4"> </span></span><span><ix:nonFraction name="ifrs-full:AccrualsAndDeferredIncomeClassifiedAsCurrent" id="fact-107" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">18 422</ix:nonFraction></span></div><div class="t m0 x4 h8 y205 ff1 fs3 fc0 sc0 ls5 ws4">Summa kortfristiga sk<span class="_ _3"></span>ulder<span class="_ _a5"> </span><span><ix:nonFraction name="ifrs-full:CurrentLiabilities" id="fact-108" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">31 326</ix:nonFraction></span><span class="_ _a6"> </span><span><ix:nonFraction name="ifrs-full:CurrentLiabilities" id="fact-109" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">25 398</ix:nonFraction></span></div><div class="t m0 x4 h8 y206 ff1 fs3 fc0 sc0 ls5 ws4">Summa skulder<span class="_ _a7"> </span><span><ix:nonFraction name="ifrs-full:Liabilities" id="fact-110" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">987 452</ix:nonFraction></span><span class="_ _36"> </span><span><ix:nonFraction name="ifrs-full:Liabilities" id="fact-111" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">865 926</ix:nonFraction></span></div><div class="t m0 x4 h8 y207 ff1 fs3 fc0 sc0 ls5 ws4">SUMMA EGET KAPIT<span class="_ _2b"></span>AL OCH SKULDER<span class="_ _a8"> </span><span><ix:nonFraction name="ifrs-full:EquityAndLiabilities" id="fact-112" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1 570 714</ix:nonFraction></span><span class="_ _4a"> </span><span><ix:nonFraction name="ifrs-full:EquityAndLiabilities" id="fact-113" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">1 323 954</ix:nonFraction></span></div><div class="t m0 x7 h8 y208 ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pf8" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">64</div><div class="t m0 x4 h5 y1c6 ff3 fs2 fc0 sc0 ls4 ws4">K<span class="_ _3"></span>oncernens rapport ö<span class="_ _3"></span>ver för<span class="_ _3"></span>ändring av eget kapit<span class="_ _3"></span>al <span class="_ _a9"> </span> </div><div class="t m0 x4 h8 y209 ff1 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)</div><div class="t m0 x10 h8 y20a ff1 fs3 fc0 sc0 ls5 ws4">Eget kapital hänf<span class="_ _3"></span>örligt till moderbolagets aktieägare</div><div class="t m0 x11 h8 y20b ff1 fs3 fc0 sc0 ls5 ws4">Aktiekapital<span class="_ _aa"> </span>Övrigt </div><div class="t m0 x12 h8 y20c ff1 fs3 fc0 sc0 ls5 ws4">tillskjutet </div><div class="t m0 x13 h8 y20d ff1 fs3 fc0 sc0 ls5 ws4">kapital</div><div class="t m0 x14 h8 y20b ff1 fs3 fc0 sc0 ls5 ws4">Reserver<span class="_ _ab"> </span>Balanserat </div><div class="t m0 x15 h8 y20c ff1 fs3 fc0 sc0 ls5 ws4">resultat inkl. </div><div class="t m0 xa h8 y20d ff1 fs3 fc0 sc0 ls5 ws4">årets result<span class="_ _3"></span>at</div><div class="t m0 x16 h8 y20b ff1 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otalt<span class="_ _ac"> </span>Hybrid-</div><div class="t m0 x17 h8 y20c ff1 fs3 fc0 sc0 ls5 ws4">obligation</div><div class="t m0 x18 h8 y20b ff1 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otalt eget </div><div class="t m0 x19 h8 y20c ff1 fs3 fc0 sc0 ls5 ws4">kapital</div><div class="t m0 x4 h8 y20e ff1 fs3 fc0 sc0 ls5 ws4">Ingående eget kapital  </div><div class="t m0 x4 h8 y20f ff1 fs3 fc0 sc0 ls5 ws4">2020-01-01</div><div class="t m0 x1a h8 y20e ff1 fs3 fc0 sc0 ls5 ws4"><span><ix:nonFraction name="ifrs-full:Equity" id="fact-114" format="ixt4:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">311</ix:nonFraction></span><span class="_ _ad"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-115" format="ixt4:num-dot-decimal" contextRef="c-6" unitRef="u-1" decimals="-3" scale="3">300 794</ix:nonFraction></span><span class="_ _ae"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-116" format="ixt4:fixed-zero" contextRef="c-7" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span><span class="_ _af"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-117" format="ixt4:num-dot-decimal" contextRef="c-8" unitRef="u-1" decimals="-3" scale="3">31 764</ix:nonFraction></span><span class="_ _b0"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-118" format="ixt4:num-dot-decimal" contextRef="c-9" unitRef="u-1" decimals="-3" scale="3">332 869</ix:nonFraction></span><span class="_ _ae"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-119" format="ixt4:fixed-zero" contextRef="c-10" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span><span class="_ _b0"> </span><span><span id="__10" style="word-spacing:-3.146394px;"><ix:nonFraction name="ifrs-full:Equity" id="fact-120" format="ixt4:num-dot-decimal" contextRef="c-11" unitRef="u-1" decimals="-3" scale="3">332  869</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y210 ff4 fs3 fc0 sc0 ls5 ws4">Årets r<span class="_ _3"></span>esultat<span class="_ _b1"> </span>-<span class="_ _ae"> </span>-<span class="_ _ae"> </span>-<span class="_ _aa"> </span><span><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-121" format="ixt4:num-dot-decimal" contextRef="c-12" unitRef="u-1" decimals="-3" scale="3">34 597</ix:nonFraction></span><span class="_ _aa"> </span><span><span id="__11" style="word-spacing:0px;"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-122" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">34 597</ix:nonFraction></span></span><span class="_ _ae"> </span>-<span class="_ _aa"> </span><span><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-123" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">34 597</ix:nonFraction></span></div><div class="t m0 x4 h6 y211 ff4 fs3 fc0 sc0 ls5 ws4">Årets övrigt t<span class="_ _3"></span>otalresultat<span class="_ _b2"> </span>-<span class="_ _ae"> </span>-<span class="_ _b3"> </span><span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-124" format="ixt4:num-dot-decimal" contextRef="c-14" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _b3"> </span><span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-125" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _b3"> </span><span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-126" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span></div><div class="t m0 x4 h8 y212 ff1 fs3 fc0 sc0 ls5 ws4">Årets totalr<span class="_ _3"></span>esultat<span class="_ _b4"> </span>-<span class="_ _b5"> </span>-<span class="_ _b6"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-127" format="ixt4:num-dot-decimal" contextRef="c-14" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span><span class="_ _b7"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-128" format="ixt4:num-dot-decimal" contextRef="c-12" unitRef="u-1" decimals="-3" scale="3">34 597</ix:nonFraction></span><span class="_ _b8"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-129" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">39 005</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _b8"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-130" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">39 005</ix:nonFraction></span></div><div class="t m0 x4 h6 y213 ff4 fs3 fc0 sc0 ls5 ws4">Nyemission<span class="_ _b9"> </span><span class="ls1f ws1e"><span><ix:nonFraction name="cibus:Nyemission" id="fact-131" format="ixt4:num-dot-decimal" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3">89</ix:nonFraction></span><span class="_ _ba"> </span><span class="ls1d ws1c"><span><ix:nonFraction name="cibus:Nyemission" id="fact-132" format="ixt4:num-dot-decimal" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">123 125</ix:nonFraction></span><span class="_ _ae"> </span></span></span>-<span class="_ _ae"> </span>-<span class="_ _b8"> </span><span><ix:nonFraction name="cibus:Nyemission" id="fact-133" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">123 214</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _b8"> </span><span><span id="__12" style="word-spacing:-3.308397px;"><ix:nonFraction name="cibus:Nyemission" id="fact-134" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">123  214</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y214 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eckningsoptioner<span class="_ _bb"> </span>-<span class="_ _6e"> </span><span class="ls1d ws1c"><span><ix:nonFraction name="cibus:Teckningsoptioner" id="fact-135" format="ixt4:num-dot-decimal" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">54</ix:nonFraction></span><span class="_ _ae"> </span></span>-<span class="_ _bc"> </span>-<span class="_ _6e"> </span><span class="ls1d ws1c"><span><ix:nonFraction name="cibus:Teckningsoptioner" id="fact-136" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">54</ix:nonFraction></span><span class="_ _bc"> </span></span>-<span class="_ _6e"> </span><span class="ls1d ws1c"><span><ix:nonFraction name="cibus:Teckningsoptioner" id="fact-137" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">54</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y215 ff4 fs3 fc0 sc0 ls5 ws4">Emissionskostnader<span class="_ _bd"> </span>-<span class="_ _be"> </span>-<span><ix:nonFraction name="ifrs-full:ShareIssueRelatedCost" id="fact-138" format="ixt4:num-dot-decimal" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3" sign="-">2 160</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _bc"> </span>-<span class="_ _be"> </span>-<span><ix:nonFraction name="ifrs-full:ShareIssueRelatedCost" id="fact-139" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3" sign="-">2 160</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _be"> </span>-<span><ix:nonFraction name="ifrs-full:ShareIssueRelatedCost" id="fact-140" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">2 160</ix:nonFraction></span></div><div class="t m0 x4 h6 y216 ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt emissionsk<span class="_ _3"></span>ostnader<span class="_ _45"> </span>-<span class="_ _bf"> </span><span><ix:nonFraction name="cibus:SkatteeffektEmissionskostnader" id="fact-141" format="ixt4:num-dot-decimal" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">462</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _ae"> </span>-<span class="_ _bf"> </span><span><ix:nonFraction name="cibus:SkatteeffektEmissionskostnader" id="fact-142" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">462</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _bf"> </span><span><ix:nonFraction name="cibus:SkatteeffektEmissionskostnader" id="fact-143" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">462</ix:nonFraction></span></div><div class="t m0 x4 h6 y217 ff4 fs3 fc0 sc0 ls5 ws4">Utdelning<span class="_ _c"> </span>-<span class="_ _bc"> </span>-<span class="_ _bc"> </span>-<span class="_ _b8"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-144" format="ixt4:num-dot-decimal" contextRef="c-12" unitRef="u-1" decimals="-3" scale="3" sign="-">35 416</ix:nonFraction></span><span class="_ _b8"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-145" format="ixt4:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3" sign="-">35 416</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _b8"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-146" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">35 416</ix:nonFraction></span></div><div class="t m0 x4 h8 y218 ff1 fs3 fc0 sc0 ls5 ws4">Utgående eget kapital  </div><div class="t m0 x4 h8 y219 ff1 fs3 fc0 sc0 ls5 ws4">2020-12-31</div><div class="t m0 x1b h8 y218 ff1 fs3 fc0 sc0 ls5 ws4"><span><ix:nonFraction name="ifrs-full:Equity" id="fact-147" format="ixt4:num-dot-decimal" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3">400</ix:nonFraction></span><span class="_ _c0"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-148" format="ixt4:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3">422 275</ix:nonFraction></span><span class="_ _b6"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-149" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span><span class="_ _ba"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-150" format="ixt4:num-dot-decimal" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3">30 945</ix:nonFraction></span><span class="_ _ad"> </span><span><span id="__13" style="word-spacing:-3.146394px;"><ix:nonFraction name="ifrs-full:Equity" id="fact-151" format="ixt4:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">458  028</ix:nonFraction></span></span><span class="_ _bc"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-152" format="ixt4:fixed-zero" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span><span class="_ _c1"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-153" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">458 028</ix:nonFraction></span></div><div class="t m0 x4 h8 y21a ff1 fs3 fc0 sc0 ls5 ws4">Ingående eget kapital  </div><div class="t m0 x4 h8 y21b ff1 fs3 fc0 sc0 ls5 ws4">2021-01-01</div><div class="t m0 x1b h8 y21a ff1 fs3 fc0 sc0 ls5 ws4"><span><ix:nonFraction name="ifrs-full:Equity" id="fact-154" format="ixt4:num-dot-decimal" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3">400</ix:nonFraction></span><span class="_ _c0"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-155" format="ixt4:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3">422 275</ix:nonFraction></span><span class="_ _b6"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-156" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">4 408</ix:nonFraction></span><span class="_ _ba"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-157" format="ixt4:num-dot-decimal" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3">30 945</ix:nonFraction></span><span class="_ _ad"> </span><span><span id="__14" style="word-spacing:-3.146394px;"><ix:nonFraction name="ifrs-full:Equity" id="fact-158" format="ixt4:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">458  028</ix:nonFraction></span></span><span class="_ _bc"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-159" format="ixt4:fixed-zero" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span><span class="_ _c1"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-160" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">458 028</ix:nonFraction></span></div><div class="t m0 x4 h6 y21c ff4 fs3 fc0 sc0 ls5 ws4">Årets r<span class="_ _3"></span>esultat<span class="_ _b1"> </span>-<span class="_ _bc"> </span>-<span class="_ _ae"> </span>-<span class="_ _48"> </span><span><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-161" format="ixt4:num-dot-decimal" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3">51 370</ix:nonFraction></span><span class="_ _c2"> </span><span><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-162" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3">51 370</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _c2"> </span><span><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-163" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">51 370</ix:nonFraction></span></div><div class="t m0 x4 h6 y21d ff4 fs3 fc0 sc0 ls5 ws4">Årets övrigt t<span class="_ _3"></span>otalresultat<span class="_ _b2"> </span>-<span class="_ _bc"> </span>-<span class="_ _b3"> </span>-<span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-164" format="ixt4:num-dot-decimal" contextRef="c-25" unitRef="u-1" decimals="-3" scale="3" sign="-">1 524</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _b6"> </span>-<span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-165" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3" sign="-">1 524</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _b6"> </span>-<span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-166" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">1 524</ix:nonFraction></span></div><div class="t m0 x4 h8 y21e ff1 fs3 fc0 sc0 ls5 ws4">Årets totalr<span class="_ _3"></span>esultat<span class="_ _62"> </span>-<span class="_ _ae"> </span>-<span class="_ _be"> </span>-<span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-167" format="ixt4:num-dot-decimal" contextRef="c-25" unitRef="u-1" decimals="-3" scale="3" sign="-">1 524</ix:nonFraction></span><span class="_ _af"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-168" format="ixt4:num-dot-decimal" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3">51 370</ix:nonFraction></span><span class="_ _b8"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-169" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3">49 846</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _b8"> </span><span><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-170" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">49 846</ix:nonFraction></span></div><div class="t m0 x4 h6 y21f ff4 fs3 fc0 sc0 ls5 ws4">Nyemission<span class="_ _b9"> </span><span><ix:nonFraction name="cibus:Nyemission" id="fact-171" format="ixt4:num-dot-decimal" contextRef="c-26" unitRef="u-1" decimals="-3" scale="3">20</ix:nonFraction></span><span class="_ _b8"> </span><span class="lse wse"><span><ix:nonFraction name="cibus:Nyemission" id="fact-172" format="ixt4:num-dot-decimal" contextRef="c-27" unitRef="u-1" decimals="-3" scale="3">48 048</ix:nonFraction></span><span class="_ _bc"> </span></span>-<span class="_ _ae"> </span>-<span class="_ _ba"> </span><span><ix:nonFraction name="cibus:Nyemission" id="fact-173" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3">48 068</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _ba"> </span><span><ix:nonFraction name="cibus:Nyemission" id="fact-174" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">48 068</ix:nonFraction></span></div><div class="t m0 x4 h6 y220 ff4 fs3 fc0 sc0 ls5 ws4">Apportemission<span class="_ _c3"> </span><span><ix:nonFraction name="cibus:Apportemission" id="fact-175" format="ixt4:num-dot-decimal" contextRef="c-26" unitRef="u-1" decimals="-3" scale="3">20</ix:nonFraction></span><span class="_ _c4"> </span><span><ix:nonFraction name="cibus:Apportemission" id="fact-176" format="ixt4:num-dot-decimal" contextRef="c-27" unitRef="u-1" decimals="-3" scale="3">37 559</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _ae"> </span>-<span class="_ _af"> </span><span><ix:nonFraction name="cibus:Apportemission" id="fact-177" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3">37 579</ix:nonFraction></span><span class="_ _bc"> </span>-<span class="_ _af"> </span><span><ix:nonFraction name="cibus:Apportemission" id="fact-178" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">37 579</ix:nonFraction></span></div><div class="t m0 x4 h6 y221 ff4 fs3 fc0 sc0 ls5 ws4">Hybridemission<span class="_ _33"> </span>-<span class="_ _bc"> </span>-<span class="_ _bc"> </span>-<span class="_ _ae"> </span>-<span class="_ _ae"> </span>-<span class="_ _74"> </span><span><ix:nonFraction name="cibus:Hybridemission" id="fact-179" format="ixt4:num-dot-decimal" contextRef="c-28" unitRef="u-1" decimals="-3" scale="3">30 000</ix:nonFraction></span><span class="_ _74"> </span><span><ix:nonFraction name="cibus:Hybridemission" id="fact-180" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">30 000</ix:nonFraction></span></div><div class="t m0 x4 h6 y222 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eckningsoptioner<span class="_ _bb"> </span>-<span class="_ _c5"> </span><span><ix:nonFraction name="cibus:Teckningsoptioner" id="fact-181" format="ixt4:num-dot-decimal" contextRef="c-27" unitRef="u-1" decimals="-3" scale="3">153</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _ae"> </span>-<span class="_ _c5"> </span><span><ix:nonFraction name="cibus:Teckningsoptioner" id="fact-182" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3">153</ix:nonFraction></span><span class="_ _ae"> </span>-<span class="_ _c5"> </span><span><ix:nonFraction name="cibus:Teckningsoptioner" id="fact-183" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">153</ix:nonFraction></span></div><div class="t m0 x4 h6 y223 ff4 fs3 fc0 sc0 ls5 ws4">Emissionskostnader<span class="_ _bd"> </span>-<span class="_ _32"> </span><span class="lsa wsa">-<span class="_ _4"></span><span><ix:nonFraction name="ifrs-full:ShareIssueRelatedCost" id="fact-184" format="ixt4:num-dot-decimal" contextRef="c-27" unitRef="u-1" decimals="-3" scale="3" sign="-">670</ix:nonFraction></span><span class="_ _ae"> </span></span>-<span class="_ _ae"> </span>-<span class="_ _32"> </span><span class="lsa wsa">-<span class="_ _4"></span><span><ix:nonFraction name="ifrs-full:ShareIssueRelatedCost" id="fact-185" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3" sign="-">670</ix:nonFraction></span><span class="_ _32"> </span></span>-<span><ix:nonFraction name="ifrs-full:ShareIssueRelatedCost" id="fact-186" format="ixt4:num-dot-decimal" contextRef="c-28" unitRef="u-1" decimals="-3" scale="3" sign="-">430</ix:nonFraction></span><span class="_ _b3"> </span>-<span><ix:nonFraction name="ifrs-full:ShareIssueRelatedCost" id="fact-187" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">1 100</ix:nonFraction></span></div><div class="t m0 x4 h6 y224 ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt emissionsk<span class="_ _3"></span>ostnader<span class="_ _45"> </span>-<span class="_ _c6"> </span><span class="ls10 ws10"><span><ix:nonFraction name="cibus:SkatteeffektEmissionskostnader" id="fact-188" format="ixt4:num-dot-decimal" contextRef="c-27" unitRef="u-1" decimals="-3" scale="3">131</ix:nonFraction></span><span class="_ _ae"> </span></span>-<span class="_ _bc"> </span>-<span class="_ _c6"> </span><span class="ls10 ws10"><span><span id="__15" style="word-spacing:-6.544794px;"><ix:nonFraction name="cibus:SkatteeffektEmissionskostnader" id="fact-189" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3">1 31</ix:nonFraction></span></span><span class="_ _6e"> </span><span class="ls1f ws1e"><span><ix:nonFraction name="cibus:SkatteeffektEmissionskostnader" id="fact-190" format="ixt4:num-dot-decimal" contextRef="c-28" unitRef="u-1" decimals="-3" scale="3">89</ix:nonFraction></span><span class="_ _bf"> </span></span></span><span><ix:nonFraction name="cibus:SkatteeffektEmissionskostnader" id="fact-191" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">220</ix:nonFraction></span></div><div class="t m0 x4 h6 y225 ff4 fs3 fc0 sc0 ls5 ws4">Utdelning<span class="_ _c"> </span>-<span class="_ _bc"> </span>-<span class="_ _bc"> </span>-<span class="_ _c7"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-192" format="ixt4:num-dot-decimal" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3" sign="-">38 880</ix:nonFraction></span><span class="_ _c7"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-193" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3" sign="-">38 880</ix:nonFraction></span><span class="_ _40"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-194" format="ixt4:num-dot-decimal" contextRef="c-28" unitRef="u-1" decimals="-3" scale="3" sign="-">652</ix:nonFraction></span><span class="_ _c8"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-195" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">39 532</ix:nonFraction></span></div><div class="t m0 x4 h8 y226 ff1 fs3 fc0 sc0 ls5 ws4">Utgående eget kapital  </div><div class="t m0 x4 h8 y227 ff1 fs3 fc0 sc0 ls5 ws4">2021-12-31</div><div class="t m0 x1b h8 y226 ff1 fs3 fc0 sc0 ls1d ws1c"><span><ix:nonFraction name="ifrs-full:Equity" id="fact-196" format="ixt4:num-dot-decimal" contextRef="c-29" unitRef="u-1" decimals="-3" scale="3">440</ix:nonFraction></span><span class="_ _c1"> </span><span class="ls5 ws4"><span><ix:nonFraction name="ifrs-full:Equity" id="fact-197" format="ixt4:num-dot-decimal" contextRef="c-30" unitRef="u-1" decimals="-3" scale="3">507 496</ix:nonFraction></span><span class="_ _4a"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-198" format="ixt4:num-dot-decimal" contextRef="c-31" unitRef="u-1" decimals="-3" scale="3">2 884</ix:nonFraction></span><span class="_ _c9"> </span><span><span id="__16" style="word-spacing:-3.146394px;"><ix:nonFraction name="ifrs-full:Equity" id="fact-199" format="ixt4:num-dot-decimal" contextRef="c-32" unitRef="u-1" decimals="-3" scale="3">43  435</ix:nonFraction></span></span><span class="_ _b0"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-200" format="ixt4:num-dot-decimal" contextRef="c-33" unitRef="u-1" decimals="-3" scale="3">554 255</ix:nonFraction></span><span class="_ _ba"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-201" format="ixt4:num-dot-decimal" contextRef="c-34" unitRef="u-1" decimals="-3" scale="3">29 007</ix:nonFraction></span><span class="_ _ca"> </span><span><ix:nonFraction name="ifrs-full:Equity" id="fact-202" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">583 262</ix:nonFraction></span></span></div><div class="t m0 x7 h8 y228 ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pf9" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc9 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">65</div><div class="t m0 x4 h5 y1c6 ff3 fs2 fc0 sc0 ls4 ws4">K<span class="_ _3"></span>oncernens rapport ö<span class="_ _3"></span>ver kassaflöden</div><div class="t m0 x4 h8 y1de ff1 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)<span class="_ _4e"> </span>Not<span class="_ _4f"> </span>Helår 2021<span class="_ _47"> </span>Helår 2020</div><div class="t m0 x4 h8 y1df ff1 fs3 fc0 sc0 ls5 ws4">Den löpande verksamheten</div><div class="t m0 x4 h6 y1e0 ff4 fs3 fc0 sc0 ls5 ws4">Resultat för<span class="_ _3"></span>e skatt<span class="_ _cb"> </span><span><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-203" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">59 365</ix:nonFraction></span><span class="_ _cc"> </span><span class="ls1f ws1e"><span><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-204" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">39 592</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y1e1 ff4 fs3 fc0 sc0 ls5 ws4">Justeringar för ej kassapåv<span class="_ _3"></span>erkande poster:</div><div class="t m0 x4 h6 y1e2 ff4 fs3 fc0 sc0 ls5 ws4">- Finansiella poster<span class="_ _cd"> </span><span><ix:nonFraction name="ifrs-full:AdjustmentsForFinanceCosts" id="fact-205" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1 936</ix:nonFraction></span><span class="_ _ce"> </span><span><ix:nonFraction name="ifrs-full:AdjustmentsForFinanceCosts" id="fact-206" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1 625</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e3 ff4 fs3 fc0 sc0 ls5 ws4">- Orealiserade v<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändringar<span class="_ _3"></span>, förvaltningsfastigheter<span class="_ _25"> </span>-<span><ix:nonFraction name="ifrs-full:AdjustmentsForGainsLossesOnFairValueAdjustmentInvestmentProperty" id="fact-207" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">10 644</ix:nonFraction></span><span class="_ _cf"> </span>-<span><ix:nonFraction name="ifrs-full:AdjustmentsForGainsLossesOnFairValueAdjustmentInvestmentProperty" id="fact-208" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">6 461</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e4 ff4 fs3 fc0 sc0 ls5 ws4">- Orealiserade v<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändringar<span class="_ _3"></span>, räntederivat<span class="_ _d0"> </span>-<span><ix:nonFraction name="ifrs-full:AdjustmentsForGainsLossesOnChangeInFairValueOfDerivatives" id="fact-209" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">980</ix:nonFraction></span><span class="_ _c3"> </span><span><ix:nonFraction name="ifrs-full:AdjustmentsForGainsLossesOnChangeInFairValueOfDerivatives" id="fact-210" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">357</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e5 ff4 fs3 fc0 sc0 ls5 ws4">- Orealiserade k<span class="_ _3"></span>ursdierenser<span class="_ _a8"> </span><span class="ls20 ws1f">-<span><span id="__17" style="word-spacing:-3.163196px;"><ix:nonFraction name="ifrs-full:AdjustmentsForUnrealisedForeignExchangeLossesGains" id="fact-211" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">2  788</ix:nonFraction></span></span><span class="_ _d1"> </span></span><span><ix:nonFraction name="ifrs-full:AdjustmentsForUnrealisedForeignExchangeLossesGains" id="fact-212" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2 819</ix:nonFraction></span></div><div class="t m0 x4 h6 y1e6 ff4 fs3 fc0 sc0 ls5 ws4">- Förändring a<span class="_ _3"></span>v uppskjuten skatt <span class="_ _d2"> </span><span><ix:nonFraction name="ifrs-full:AdjustmentsForDeferredTaxExpense" id="fact-213" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1 930</ix:nonFraction></span><span class="_ _78"> </span><span><ix:nonFraction name="ifrs-full:AdjustmentsForDeferredTaxExpense" id="fact-214" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span></div><div class="t m0 x4 h6 y229 ff4 fs3 fc0 sc0 ls5 ws4">Betald skatt<span class="_ _d3"> </span><span><ix:nonFraction name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" id="fact-215" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span><span class="_ _76"> </span>-<span><ix:nonFraction name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" id="fact-216" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">609</ix:nonFraction></span></div><div class="t m0 x4 h8 y1e8 ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån den löpande verksamheten </div><div class="t m0 x4 h8 y22a ff1 fs3 fc0 sc0 ls5 ws4">före för<span class="_ _3"></span>ändring av rör<span class="_ _3"></span>elsekapitalet</div><div class="t m0 x1c h8 y1e8 ff1 fs3 fc0 sc0 ls5 ws4"><span><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperationsBeforeChangesInWorkingCapital" id="fact-217" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">48 819</ix:nonFraction></span><span class="_ _cc"> </span><span><span id="__18" style="word-spacing:-3.146394px;"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperationsBeforeChangesInWorkingCapital" id="fact-218" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">37  323</ix:nonFraction></span></span></div><div class="t m0 x4 h8 y22b ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån förändringar i rör<span class="_ _3"></span>elsekapitalet</div><div class="t m0 x4 h6 y22c ff4 fs3 fc0 sc0 ls5 ws4">Förändring a<span class="_ _3"></span>v kortfristiga for<span class="_ _3"></span>dringar<span class="_ _d4"> </span><span class="ls27 ws27"><span><span id="__19" style="word-spacing:-2.390397px;"><ix:nonFraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables" id="fact-219" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">22  078</ix:nonFraction></span></span><span class="_ _3c"> </span><span class="ls16 ws25"><span><ix:nonFraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables" id="fact-220" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">3 037</ix:nonFraction></span></span></span></div><div class="t m0 x4 h6 y22d ff4 fs3 fc0 sc0 ls5 ws4">Förändring a<span class="_ _3"></span>v kortfristiga skulder<span class="_ _d5"> </span>-<span><ix:nonFraction name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAndOtherPayables" id="fact-221" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">17 636</ix:nonFraction></span><span class="_ _d6"> </span><span><ix:nonFraction name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAndOtherPayables" id="fact-222" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">5 565</ix:nonFraction></span></div><div class="t m0 x4 h8 y22e ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån den löpande verksamheten<span class="_ _d7"> </span><span><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" id="fact-223" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">53 261</ix:nonFraction></span><span class="_ _60"> </span><span class="ls1e ws1d"><span><span id="__20" style="word-spacing:-2.930394px;"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" id="fact-224" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">45  925</ix:nonFraction></span></span></span></div><div class="t m0 x4 h8 y22f ff1 fs3 fc0 sc0 ls5 ws4">Investerings<span class="_ _3"></span>verksamhet<span class="_ _3"></span>en</div><div class="t m0 x4 h6 y230 ff4 fs3 fc0 sc0 ls5 ws4">Förvärv a<span class="_ _3"></span>v fastigheter<span class="_ _d8"> </span><span class="ls1d ws1c">12<span class="_ _d9"> </span></span>-<span><ix:nonFraction name="cibus:ForvarvAvFastigheter" id="fact-225" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">177 150</ix:nonFraction></span><span class="_ _da"> </span>-<span><ix:nonFraction name="cibus:ForvarvAvFastigheter" id="fact-226" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">386 122</ix:nonFraction></span></div><div class="t m0 x4 h6 y231 ff4 fs3 fc0 sc0 ls5 ws4">Försäljning av f<span class="_ _3"></span>astigheter<span class="_ _96"> </span><span class="ls1d ws1c">12<span class="_ _39"> </span></span><span><ix:nonFraction name="ifrs-full:ProceedsFromSalesOfInvestmentProperty" id="fact-227" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span><span class="_ _70"> </span><span class="lsa wsa"><span><ix:nonFraction name="ifrs-full:ProceedsFromSalesOfInvestmentProperty" id="fact-228" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">270</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y232 ff4 fs3 fc0 sc0 ls5 ws4">Investeringar i befintliga fastighet<span class="_ _3"></span>er<span class="_ _db"> </span><span class="ls1d ws1c">12<span class="_ _dc"> </span><span class="ls20 ws1f">-<span><span id="__21" style="word-spacing:-1.904397px;"><ix:nonFraction name="cibus:InvesteringarIBefintligaFastigheter" id="fact-229" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">2  247</ix:nonFraction></span></span><span class="_ _6b"> </span></span></span>-<span><ix:nonFraction name="cibus:InvesteringarIBefintligaFastigheter" id="fact-230" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">4 262</ix:nonFraction></span></div><div class="t m0 x4 h6 y233 ff4 fs3 fc0 sc0 ls5 ws4">Andra invest<span class="_ _3"></span>eringar<span class="_ _dd"> </span><span class="ls20 ws1f">-<span><span id="__22" style="word-spacing:-5.680794px;"><ix:nonFraction name="ifrs-full:PurchaseOfInvestmentsOtherThanInvestmentsAccountedForUsingEquityMethod" id="fact-231" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">27 8</ix:nonFraction></span></span><span class="_ _54"> </span></span>-<span class="_ _3"></span><span><ix:nonFraction name="ifrs-full:PurchaseOfInvestmentsOtherThanInvestmentsAccountedForUsingEquityMethod" id="fact-232" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">2 176</ix:nonFraction></span></div><div class="t m0 x4 h8 y234 ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån investeringsv<span class="_ _3"></span>erksamheten<span class="_ _9c"> </span>-<span><span id="__23" style="word-spacing:0px;"><ix:nonFraction name="ifrs-full:OutflowsOfCashFromInvestingActivities" id="fact-233" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">179 675</ix:nonFraction></span></span><span class="_ _de"> </span>-<span><ix:nonFraction name="ifrs-full:OutflowsOfCashFromInvestingActivities" id="fact-234" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">392 290</ix:nonFraction></span></div><div class="t m0 x4 h8 y235 ff1 fs3 fc0 sc0 ls5 ws4">Finansieringsverk<span class="_ _3"></span>samheten</div><div class="t m0 x4 h6 y236 ff4 fs3 fc0 sc0 ls5 ws4">Nyemission<span class="_ _df"> </span><span><ix:nonFraction name="ifrs-full:ProceedsFromIssuingShares" id="fact-235" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">48 088</ix:nonFraction></span><span class="_ _73"> </span><span><ix:nonFraction name="ifrs-full:ProceedsFromIssuingShares" id="fact-236" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">123 214</ix:nonFraction></span></div><div class="t m0 x4 h6 y237 ff4 fs3 fc0 sc0 ls5 ws4">Hybridemission<span class="_ _e0"> </span><span><ix:nonFraction name="cibus:Inbetaldhybridemission" id="fact-237" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">30 000</ix:nonFraction></span><span class="_ _78"> </span><span><ix:nonFraction name="cibus:Inbetaldhybridemission" id="fact-238" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span></div><div class="t m0 x4 h6 y238 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eckningsoptioner<span class="_ _e1"> </span><span><ix:nonFraction name="cibus:InbetaldTeckningsoptioner" id="fact-239" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">121</ix:nonFraction></span><span class="_ _95"> </span><span class="ls1d ws1c"><span><ix:nonFraction name="cibus:InbetaldTeckningsoptioner" id="fact-240" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">54</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y239 ff4 fs3 fc0 sc0 ls5 ws4">Emissionskostnader<span class="_ _e2"> </span>-<span><ix:nonFraction name="ifrs-full:PaymentsForShareIssueCosts" id="fact-241" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">1 107</ix:nonFraction></span><span class="_ _bd"> </span>-<span class="_ _3"></span><span><ix:nonFraction name="ifrs-full:PaymentsForShareIssueCosts" id="fact-242" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">2 160</ix:nonFraction></span></div><div class="t m0 x4 h6 y23a ff4 fs3 fc0 sc0 ls5 ws4">Utdelning till aktieägare<span class="_ _1b"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" id="fact-243" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">37 520</ix:nonFraction></span><span class="_ _61"> </span>-<span><ix:nonFraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" id="fact-244" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">39 587</ix:nonFraction></span></div><div class="t m0 x4 h6 y23b ff4 fs3 fc0 sc0 ls5 ws4">Utdelning hybridobligation <span class="_ _e3"> </span>-<span><ix:nonFraction name="ifrs-full:InterestPaidClassifiedAsFinancingActivities" id="fact-245" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">652</ix:nonFraction></span><span class="_ _e4"> </span><span><ix:nonFraction name="ifrs-full:InterestPaidClassifiedAsFinancingActivities" id="fact-246" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">-</ix:nonFraction></span></div><div class="t m0 x4 h6 y23c ff4 fs3 fc0 sc0 ls5 ws4">Upptagna lån<span class="_ _e5"> </span>18<span class="_ _e6"> </span><span><ix:nonFraction name="ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities" id="fact-247" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">105 610</ix:nonFraction></span><span class="_ _e7"> </span><span class="ls1f ws1e"><span><span id="__24" style="word-spacing:-3.146397px;"><ix:nonFraction name="ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities" id="fact-248" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">454  923</ix:nonFraction></span></span></span></div><div class="t m0 x4 h6 y23d ff4 fs3 fc0 sc0 ls5 ws4">Amortering av lån<span class="_ _e8"> </span>18<span class="_ _6a"> </span>-<span><ix:nonFraction name="ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities" id="fact-249" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">2 192</ix:nonFraction></span><span class="_ _da"> </span>-<span><ix:nonFraction name="ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities" id="fact-250" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">175 667</ix:nonFraction></span></div><div class="t m0 x4 h6 y23e ff4 fs3 fc0 sc0 ls5 ws4">Uppläggningskostnader för lån<span class="_ _e9"> </span>18<span class="_ _3d"> </span>-<span><ix:nonFraction name="cibus:UpplaggningskostnaderForLan" id="fact-251" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">1 571</ix:nonFraction></span><span class="_ _ea"> </span>-<span><ix:nonFraction name="cibus:UpplaggningskostnaderForLan" id="fact-252" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">2 836</ix:nonFraction></span></div><div class="t m0 x4 h8 y23f ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån finansieringsverk<span class="_ _3"></span>samheten<span class="_ _9c"> </span><span><span id="__25" style="word-spacing:-3.146394px;"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" id="fact-253" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">140  777</ix:nonFraction></span></span><span class="_ _eb"> </span><span><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" id="fact-254" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">357 941</ix:nonFraction></span></div><div class="t m0 x4 h8 y240 ff1 fs3 fc0 sc0 ls5 ws4">Årets k<span class="_ _3"></span>assaflöde<span class="_ _dd"> </span><span><ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" id="fact-255" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">14 363</ix:nonFraction></span><span class="_ _bd"> </span><span><ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" id="fact-256" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">11 576</ix:nonFraction></span></div><div class="t m0 x4 h8 y241 ff1 fs3 fc0 sc0 ls5 ws4">Likvida medel vid årets början<span class="_ _66"> </span><span><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-257" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">36 783</ix:nonFraction></span><span class="_ _52"> </span><span><span id="__26" style="word-spacing:0px;"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-258" format="ixt4:num-dot-decimal" contextRef="c-11" unitRef="u-1" decimals="-3" scale="3">24 746</ix:nonFraction></span></span></div><div class="t m0 x4 h6 y242 ff4 fs3 fc0 sc0 ls5 ws4">Kursdi<span class="_ _3"></span>erens i likvida medel<span class="_ _1b"> </span><span class="ls1f ws1e">-<span><ix:nonFraction name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" id="fact-259" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">92</ix:nonFraction></span><span class="_ _ec"> </span><span class="ls10 ws10"><span><ix:nonFraction name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" id="fact-260" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">461</ix:nonFraction></span></span></span></div><div class="t m0 x4 h8 y243 ff1 fs3 fc0 sc0 ls5 ws4">Likvida medel vid årets utgång<span class="_ _50"> </span><span><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-261" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">51 054</ix:nonFraction></span><span class="_ _52"> </span><span><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-262" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">36 783</ix:nonFraction></span></div><div class="t m0 x7 h8 y244 ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pfa" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pca w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">66</div><div class="t m0 x4 h5 y1c6 ff3 fs2 fc0 sc0 ls4 ws4">Moderbolagets result<span class="_ _3"></span>aträkning och r<span class="_ _3"></span>apport över tot<span class="_ _3"></span>alresult<span class="_ _3"></span>at</div><div class="t m0 x4 hb y245 ff5 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)<span class="_ _ed"> </span>Not<span class="_ _a4"> </span>Helår 2021<span class="_ _ee"> </span>Helår 2020</div><div class="t m0 x4 h6 y246 ff4 fs3 fc0 sc0 ls5 ws4">Rörelseintäkt<span class="_ _3"></span>er<span class="_ _ef"> </span>1 352<span class="_ _ec"> </span><span class="ls26 ws26">501</span></div><div class="t m0 x4 h6 y247 ff4 fs3 fc0 sc0 ls5 ws4">Rörelsek<span class="_ _3"></span>ostnader<span class="_ _20"> </span><span class="lsf wsf">7,<span class="_ _4"></span> 8<span class="_ _dc"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span> 92<span class="_ _4"></span>2<span class="_ _cf"> </span><span class="ls1a ws19">-2<span class="_ _3"></span> 629</span></span></span></div><div class="t m0 x4 hb y248 ff5 fs3 fc0 sc0 ls5 ws4">Rörelseresultat<span class="_ _f0"> </span>-1 570<span class="_ _cf"> </span>-2 128</div><div class="t m0 x4 hc y249 ff3 fs3 fc0 sc0 ls5 ws4">Resultat fr<span class="_ _3"></span>ån finansiella poster</div><div class="t m0 x4 h6 y24a ff4 fs3 fc0 sc0 ls5 ws4">Resultat från andelar i k<span class="_ _3"></span>oncernföretag<span class="_ _50"> </span>-<span class="_ _cc"> </span>10 580</div><div class="t m0 x4 h6 y24b ff4 fs3 fc0 sc0 ls5 ws4">Ränteintäkter och liknande r<span class="_ _3"></span>esultatposter<span class="_ _f1"> </span>9<span class="_ _dc"> </span>13 419<span class="_ _58"> </span>1<span class="_ _4"></span>2 917</div><div class="t m0 x4 h6 y24c ff4 fs3 fc0 sc0 ls5 ws4">Räntekostnader och liknande r<span class="_ _3"></span>esultatposter<span class="_ _1a"> </span>9<span class="_ _f2"> </span>-11 450<span class="_ _61"> </span>-10 896</div><div class="t m0 x4 hb y24d ff5 fs3 fc0 sc0 ls5 ws4">Resultat efter finansiella poster<span class="_ _f3"> </span><span class="ls10 ws10">399<span class="_ _cc"> </span></span>10 473</div><div class="t m0 x4 hc y24e ff3 fs3 fc0 sc0 ls5 ws4">Bokslutsdispositioner</div><div class="t m0 x4 h6 y24f ff4 fs3 fc0 sc0 ls5 ws4">Koncernbidr<span class="_ _3"></span>ag<span class="_ _f4"> </span>-3 490<span class="_ _cf"> </span>-4 021</div><div class="t m0 x4 hb y250 ff5 fs3 fc0 sc0 ls5 ws4">Resultat före sk<span class="_ _3"></span>att<span class="_ _f5"> </span>-3 091<span class="_ _f6"> </span>6 452</div><div class="t m0 x4 h6 y251 ff4 fs3 fc0 sc0 ls5 ws4">Skatt<span class="_ _f7"> </span>11<span class="_ _71"> </span><span class="lsa wsa">78<span class="_ _4"></span>6<span class="_ _70"> </span></span>6<span class="_ _4"></span>32</div><div class="t m0 x4 hb y252 ff5 fs3 fc0 sc0 ls5 ws4">Årets resultat<span class="_ _f8"> </span>-2 305<span class="_ _58"> </span>7 084</div><div class="t m0 x4 h6 y253 ff4 fs3 fc0 sc0 ls5 ws4">Övrigt totalresulta<span class="_ _3"></span>t<span class="_ _f9"> </span>-<span class="_ _78"> </span>-</div><div class="t m0 x4 hb y254 ff5 fs3 fc0 sc0 ls5 ws4">Summa totalresultat<span class="_ _fa"> </span>-2 305<span class="_ _58"> </span>7 084</div><div class="t m0 x7 h8 y255 ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pfb" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcb w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls28 ws28">67</div><div class="t m0 x4 h5 y256 ff3 fs2 fc0 sc0 ls4 ws4">Modebolagets balansräkning </div><div class="t m0 x4 h8 y257 ff1 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)<span class="_ _4e"> </span>Not<span class="_ _b2"> </span>2021-12-31<span class="_ _6e"> </span>2020<span class="_ _4"></span>-12-31</div><div class="t m0 x4 h8 y258 ff1 fs3 fc0 sc0 ls5 ws4">TILLG<span class="_ _2b"></span>ÅNGAR</div><div class="t m0 x4 h8 y259 ff1 fs3 fc0 sc0 ls5 ws4">Anläggningstillgångar</div><div class="t m0 x4 h6 y25a ff4 fs3 fc0 sc0 ls5 ws4">Balanserade utgifter för pr<span class="_ _3"></span>ogramvar<span class="_ _3"></span>or<span class="_ _fb"> </span>200<span class="_ _6f"> </span>17</div><div class="t m0 x4 h6 y25b ff4 fs3 fc0 sc0 ls5 ws4">Inventarier<span class="_ _fc"> </span><span class="ls1d ws1c">12<span class="_ _fd"> </span></span>11</div><div class="t m0 x4 h6 y25c ff4 fs3 fc0 sc0 ls5 ws4">Andelar i dotterbolag<span class="_ _fe"> </span>20<span class="_ _eb"> </span>128 599<span class="_ _5f"> </span>128 594</div><div class="t m0 x4 h6 y25d ff4 fs3 fc0 sc0 ls5 ws4">Uppskjutna skattefor<span class="_ _3"></span>dringar<span class="_ _ff"> </span><span class="lsd wsd">3 2<span class="_ _4"></span>24<span class="_ _100"> </span><span class="ls25 ws24">2 438</span></span></div><div class="t m0 x4 h6 y25e ff4 fs3 fc0 sc0 ls5 ws4">Långfristiga fordringar hos k<span class="_ _3"></span>oncernföretag<span class="_ _101"> </span>473 904<span class="_ _102"> </span>374 363</div><div class="t m0 x4 h6 y25f ff4 fs3 fc0 sc0 ls5 ws4">Övriga långfristiga fordringar<span class="_ _103"> </span><span class="ls23 ws22">276<span class="_ _6f"> </span></span>21</div><div class="t m0 x4 h8 y260 ff1 fs3 fc0 sc0 ls5 ws4">Summa anläggningstillgångar<span class="_ _104"> </span>606 215<span class="_ _43"> </span>505 444</div><div class="t m0 x4 h8 y261 ff1 fs3 fc0 sc0 ls5 ws4">Omsättningstillgångar</div><div class="t m0 x4 h6 y262 ff4 fs3 fc0 sc0 ls5 ws4">Kort<span class="_ _3"></span>fristiga fordringar hos koncernf<span class="_ _3"></span>öretag<span class="_ _55"> </span>22 046<span class="_ _105"> </span>41 751</div><div class="t m0 x4 h6 y263 ff4 fs3 fc0 sc0 ls5 ws4">Övriga kortfristiga for<span class="_ _3"></span>dringar<span class="_ _106"> </span><span class="ls10 ws10">318<span class="_ _107"> </span><span class="lsa wsa">70</span></span></div><div class="t m0 x4 h6 y264 ff4 fs3 fc0 sc0 ls5 ws4">Förutbetalda k<span class="_ _3"></span>ostnader och upplupna intäkter<span class="_ _78"> </span>14<span class="_ _108"> </span><span class="ls22 ws21">63<span class="_ _ee"> </span></span>27</div><div class="t m0 x4 h6 y265 ff4 fs3 fc0 sc0 ls5 ws4">Likvida medel<span class="_ _83"> </span>15<span class="_ _60"> </span>30 996<span class="_ _5a"> </span>2<span class="_ _4"></span>2 598</div><div class="t m0 x4 h8 y266 ff1 fs3 fc0 sc0 ls5 ws4">Summa omsättningstillgångar<span class="_ _109"> </span>53 423<span class="_ _a2"> </span>64 446</div><div class="t m0 x4 h8 y267 ff1 fs3 fc0 sc0 ls5 ws4">SUMMA TILLG<span class="_ _2b"></span>ÅNGAR<span class="_ _10a"> </span>659 638<span class="_ _43"> </span>569 890</div><div class="t m0 x4 h8 y268 ff1 fs3 fc0 sc0 ls5 ws4">EGET KAPIT<span class="_ _2b"></span>AL OCH SKULDER</div><div class="t m0 x4 h8 y269 ff1 fs3 fc0 sc0 ls5 ws4">Eget kapital</div><div class="t m0 x4 h6 y26a ff4 fs3 fc0 sc0 ls5 ws4">Aktiekapital<span class="_ _1c"> </span>16<span class="_ _10b"> </span>440<span class="_ _10c"> </span>400</div><div class="t m0 x4 hc y26b ff3 fs3 fc0 sc0 ls5 ws4">Summa bundet eget kapital<span class="_ _106"> </span>440<span class="_ _10d"> </span>400</div><div class="t m0 x4 h6 y26c ff4 fs3 fc0 sc0 ls5 ws4">Överkursfond<span class="_ _55"> </span>17<span class="_ _10e"> </span>536 350<span class="_ _10f"> </span>422 275</div><div class="t m0 x4 h6 y26d ff4 fs3 fc0 sc0 ls5 ws4">Balanserat result<span class="_ _3"></span>at <span class="_ _df"> </span>-106 384<span class="_ _7b"> </span><span class="ls29 ws29">-74<span class="_ _16"></span> 5<span class="_ _4"></span>8<span class="_ _16"></span>8</span></div><div class="t m0 x4 h6 y26e ff4 fs3 fc0 sc0 ls5 ws4">Årets r<span class="_ _3"></span>esultat<span class="_ _110"> </span>-2 305<span class="_ _92"> </span>7 084</div><div class="t m0 x4 hc y26f ff3 fs3 fc0 sc0 ls5 ws4">Summa fritt eget kapital<span class="_ _111"> </span>427 661<span class="_ _e6"> </span>354 771</div><div class="t m0 x4 h8 y270 ff1 fs3 fc0 sc0 ls5 ws4">Summa eget kapital<span class="_ _9e"> </span>428 101<span class="_ _112"> </span>355 171</div><div class="t m0 x4 h8 y271 ff1 fs3 fc0 sc0 ls5 ws4">Långfristiga skulder</div><div class="t m0 x4 h6 y272 ff4 fs3 fc0 sc0 ls5 ws4">Upplåning<span class="_ _94"> </span>18<span class="_ _73"> </span><span class="ls1f ws1e">192 391<span class="_ _e6"> </span></span>193 0<span class="_ _3"></span>73</div><div class="t m0 x4 h8 y273 ff1 fs3 fc0 sc0 ls5 ws4">Summa långfristiga skulder<span class="_ _113"> </span>192 391<span class="_ _10f"> </span>193 0<span class="_ _3"></span>73</div><div class="t m0 x4 h8 y274 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>ortfristiga skulder</div><div class="t m0 x4 h6 y275 ff4 fs3 fc0 sc0 ls5 ws4">Kort<span class="_ _3"></span>fristiga skulder till koncernför<span class="_ _3"></span>etag<span class="_ _114"> </span>27 709<span class="_ _35"> </span>11 840</div><div class="t m0 x4 h6 y276 ff4 fs3 fc0 sc0 ls5 ws4">Lever<span class="_ _3"></span>antörsskulder<span class="_ _115"> </span>336<span class="_ _67"> </span>116</div><div class="t m0 x4 h6 y277 ff4 fs3 fc0 sc0 ls5 ws4">Övriga kortfristiga skulder<span class="_ _116"> </span>112<span class="_ _47"> </span><span class="ls1f ws1e">81</span></div><div class="t m0 x4 h6 y278 ff4 fs3 fc0 sc0 ls5 ws4">Upplupna kostnader och förutbetalda int<span class="_ _3"></span>äkter<span class="_ _49"> </span>19<span class="_ _cc"> </span>10 989<span class="_ _6a"> </span>9 609</div><div class="t m0 x4 h8 y279 ff1 fs3 fc0 sc0 ls5 ws4">Summa kortfristiga sk<span class="_ _3"></span>ulder<span class="_ _e2"> </span>39 146<span class="_ _56"> </span>21 646</div><div class="t m0 x4 h8 y27a ff1 fs3 fc0 sc0 ls5 ws4">SUMMA SKULDER<span class="_ _8a"> </span>231 537<span class="_ _7b"> </span>214 719</div><div class="t m0 x4 h8 y27b ff1 fs3 fc0 sc0 ls5 ws4">SUMMA EGET KAPIT<span class="_ _2b"></span>AL OCH SKULDER<span class="_ _117"> </span>659 638<span class="_ _43"> </span>569 890</div><div class="t m0 x7 h8 y27c ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pfc" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcc w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">68</div><div class="t m0 x4 h5 y1c6 ff3 fs2 fc0 sc0 ls4 ws4">Moderbolagets för<span class="_ _3"></span>ändring av eget kapit<span class="_ _3"></span>al </div><div class="t m0 x4 h8 y1de ff1 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)<span class="_ _6a"> </span>Bundet eget </div><div class="t m0 x1d h8 y27d ff1 fs3 fc0 sc0 ls5 ws4">kapital</div><div class="t m0 x1e h8 y1de ff1 fs3 fc0 sc0 ls5 ws4">Fritt eget kapit<span class="_ _3"></span>al</div><div class="t m0 x1f h8 y27e ff1 fs3 fc0 sc0 ls5 ws4">Aktiekapital<span class="_ _ad"> </span>Öv<span class="_ _3"></span>erkursfond<span class="_ _40"> </span>Hybrid-</div><div class="t m0 x20 h8 y27f ff1 fs3 fc0 sc0 ls5 ws4">obligation</div><div class="t m0 x21 h8 y27e ff1 fs3 fc0 sc0 ls5 ws4">Balanserat </div><div class="t m0 x22 h8 y27f ff1 fs3 fc0 sc0 ls5 ws4">resultat inkl. </div><div class="t m0 x23 h8 y280 ff1 fs3 fc0 sc0 ls5 ws4">årets result<span class="_ _3"></span>at</div><div class="t m0 x24 h8 y27e ff1 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otalt</div><div class="t m0 x4 h8 y281 ff1 fs3 fc0 sc0 ls5 ws4">Ingående eget kapital  </div><div class="t m0 x4 h8 y282 ff1 fs3 fc0 sc0 ls5 ws4">2020-01-01</div><div class="t m0 x25 h8 y281 ff1 fs3 fc0 sc0 ls5 ws4">311<span class="_ _6e"> </span>300 794<span class="_ _35"> </span>-<span class="_ _bf"> </span>-39 17<span class="_ _3"></span>4<span class="_ _8b"> </span>261 931</div><div class="t m0 x4 h8 y283 ff1 fs3 fc0 sc0 ls5 ws4">Årets result<span class="_ _3"></span>at<span class="_ _118"> </span>-<span class="_ _71"> </span>-<span class="_ _dc"> </span>-<span class="_ _a4"> </span>7 084<span class="_ _a4"> </span>7 084</div><div class="t m0 x4 h6 y284 ff4 fs3 fc0 sc0 ls5 ws4">Årets övrigt t<span class="_ _3"></span>otalresultat<span class="_ _119"> </span>-<span class="_ _71"> </span>-<span class="_ _35"> </span>-<span class="_ _dc"> </span>-<span class="_ _35"> </span>-</div><div class="t m0 x4 h8 y285 ff1 fs3 fc0 sc0 ls5 ws4">Årets totalr<span class="_ _3"></span>esultat<span class="_ _23"> </span>-<span class="_ _71"> </span>-<span class="_ _dc"> </span>-<span class="_ _a4"> </span>7 084<span class="_ _11a"> </span>7 084</div><div class="t m0 x4 h6 y286 ff4 fs3 fc0 sc0 ls5 ws4">Nyemission<span class="_ _11b"> </span><span class="ls1f ws1e">89<span class="_ _79"> </span><span class="ls1d ws1c">123 125<span class="_ _dc"> </span></span></span>-<span class="_ _35"> </span>-<span class="_ _11c"> </span>123 214</div><div class="t m0 x4 h6 y287 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eckningsoptioner<span class="_ _11d"> </span>-<span class="_ _3d"> </span><span class="ls1d ws1c">54<span class="_ _dc"> </span></span>-<span class="_ _35"> </span>-<span class="_ _102"> </span><span class="ls1d ws1c">54</span></div><div class="t m0 x4 h6 y288 ff4 fs3 fc0 sc0 ls5 ws4">Emissionskostnader<span class="_ _11e"> </span>-<span class="_ _89"> </span>-2 160<span class="_ _35"> </span>-<span class="_ _dc"> </span>-<span class="_ _11f"> </span>-2 160</div><div class="t m0 x4 h6 y289 ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt emissionsk<span class="_ _3"></span>ostnader<span class="_ _62"> </span>-<span class="_ _56"> </span>46<span class="_ _4"></span>2<span class="_ _35"> </span>-<span class="_ _dc"> </span>-<span class="_ _120"> </span>462</div><div class="t m0 x4 h6 y28a ff4 fs3 fc0 sc0 ls5 ws4">Utdelning<span class="_ _121"> </span>-<span class="_ _71"> </span>-<span class="_ _35"> </span>-<span class="_ _bf"> </span>-35 414<span class="_ _bf"> </span>-35 414</div><div class="t m0 x4 h8 y28b ff1 fs3 fc0 sc0 ls5 ws4">Utgående eget  </div><div class="t m0 x4 h8 y28c ff1 fs3 fc0 sc0 ls5 ws4">kapital 2020-12<span class="_ _3"></span>-31</div><div class="t m0 x26 h8 y28b ff1 fs3 fc0 sc0 ls5 ws4">400<span class="_ _4f"> </span>422 275<span class="_ _dc"> </span>-<span class="_ _40"> </span>-<span class="_ _4"></span>67 504<span class="_ _bf"> </span>355 171</div><div class="t m0 x4 h8 y28d ff1 fs3 fc0 sc0 ls5 ws4">Ingående eget kapital  </div><div class="t m0 x4 h8 y28e ff1 fs3 fc0 sc0 ls5 ws4">2021-01-01</div><div class="t m0 x26 h8 y28d ff1 fs3 fc0 sc0 ls5 ws4">400<span class="_ _4f"> </span>422 275<span class="_ _dc"> </span>-<span class="_ _40"> </span>-<span class="_ _4"></span>67 504<span class="_ _bf"> </span>355 171</div><div class="t m0 x4 h6 y28f ff4 fs3 fc0 sc0 ls5 ws4">Årets r<span class="_ _3"></span>esultat<span class="_ _122"> </span>-<span class="_ _71"> </span>-<span class="_ _35"> </span>-<span class="_ _85"> </span>-<span class="_ _3"></span>2 305<span class="_ _c6"> </span>-2 305</div><div class="t m0 x4 h6 y290 ff4 fs3 fc0 sc0 ls5 ws4">Årets övrigt t<span class="_ _3"></span>otalresultat<span class="_ _119"> </span>-<span class="_ _71"> </span>-<span class="_ _35"> </span>-<span class="_ _dc"> </span>-<span class="_ _35"> </span>-</div><div class="t m0 x4 h8 y291 ff1 fs3 fc0 sc0 ls5 ws4">Årets totalr<span class="_ _3"></span>esultat<span class="_ _23"> </span>-<span class="_ _71"> </span>-<span class="_ _dc"> </span>-<span class="_ _97"> </span>-2 305<span class="_ _a6"> </span>-<span class="_ _3"></span>2 305</div><div class="t m0 x4 h6 y292 ff4 fs3 fc0 sc0 ls5 ws4">Nyemission<span class="_ _11b"> </span>20<span class="_ _123"> </span><span class="lse wse">48 048</span></div><div class="t m0 x27 h6 y293 ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _35"> </span>-<span class="_ _124"> </span>48 068</div><div class="t m0 x4 h6 y294 ff4 fs3 fc0 sc0 ls5 ws4">Apportemission<span class="_ _125"> </span>20<span class="_ _126"> </span>37 559</div><div class="t m0 x27 h6 y295 ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _35"> </span>-<span class="_ _97"> </span>37 579</div><div class="t m0 x4 h6 y296 ff4 fs3 fc0 sc0 ls5 ws4">Hybridemission<span class="_ _127"> </span>-<span class="_ _71"> </span>-<span class="_ _128"> </span>30 000<span class="_ _35"> </span>-<span class="_ _128"> </span>30 000</div><div class="t m0 x4 h6 y297 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eckningsoptioner<span class="_ _11d"> </span>-<span class="_ _71"> </span>-<span class="_ _35"> </span>-<span class="_ _dc"> </span>-<span class="_ _35"> </span>-</div><div class="t m0 x4 h6 y298 ff4 fs3 fc0 sc0 ls5 ws4">Emissionskostnader<span class="_ _11e"> </span>-<span class="_ _e6"> </span><span class="lsa wsa">-670<span class="_ _123"> </span></span>-4<span class="_ _4"></span>30<span class="_ _35"> </span>-<span class="_ _a4"> </span>-1 100</div><div class="t m0 x4 h6 y299 ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt emissionsk<span class="_ _3"></span>ostnader<span class="_ _62"> </span>-<span class="_ _92"> </span><span class="ls10 ws10">131<span class="_ _102"> </span><span class="ls1f ws1e">89<span class="_ _dc"> </span></span></span>-<span class="_ _120"> </span>220</div><div class="t m0 x4 h6 y29a ff4 fs3 fc0 sc0 ls5 ws4">Utdelning<span class="_ _121"> </span>-<span class="_ _71"> </span>-<span class="_ _b4"> </span>-652<span class="_ _3e"> </span>-38 880<span class="_ _8b"> </span>-39 532</div><div class="t m0 x4 h8 y29b ff1 fs3 fc0 sc0 ls5 ws4">Utgående eget kapital  </div><div class="t m0 x4 h8 y29c ff1 fs3 fc0 sc0 ls5 ws4">2021-12-31</div><div class="t m0 x26 h8 y29b ff1 fs3 fc0 sc0 ls1d ws1c">440<span class="_ _11a"> </span><span class="ls5 ws4">507 343<span class="_ _11c"> </span>29 007<span class="_ _129"> </span>-108 689<span class="_ _12a"> </span>428 101</span></div><div class="t m0 x7 h8 y29d ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pfd" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcd w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKcAAAaUCAIAAACqk+gAAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzasU2GIRSGUTEswKgU3xQUrElDCBtY2FH8iYleDZ4zwts9uTftOd4AAAC41LsJAAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9JgAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAAD4l7IJApT6GAEAAA6rNyMEcOsDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAADAa2nPYQUAAIBbufUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAAD4PtkEAUp9jAAAAIfVmxECuPUBAADcLO05rAAAAHArtz4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAAD4GdkEAUp9jAAAAIfVmxECuPUBAADcLO05rAAAAHArtz4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACfsgkClPoYAQAADqs3IwRw6wMAALhZ2nNYAQAA4FZufQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAA8DdlEwQo9TECAAAcVm9GCJD2HFYAAAC4lQ9PAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAvyObIECpjxEAAOCwejNCALc+AACAm6U9hxUAAABu5dYHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAAB8XTZBgFIfIwAAwGH1ZoQAac9hBQAAgFv58AQAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8f7dmxCUAhEERBBBuwVAOr+MFv00TEDswt4IJjpoTNHgsAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACQXzVBgNaHEQAA4LH/zwgBfH0AAACZlbOmFQAAALLy9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUH1BiCzgAAACkSURBVAAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAABAhAuf/z4mzmwEEwAAAABJRU5ErkJggg==" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">69</div><div class="t m0 x4 h5 y256 ff3 fs2 fc0 sc0 ls4 ws4">Kassaflödesanaly<span class="_ _3"></span>s, moderbolaget</div><div class="t m0 x4 h8 y257 ff1 fs3 fc0 sc0 ls5 ws4">Belopp i tusental euro (TEUR)<span class="_ _15"> </span>Not<span class="_ _71"> </span>Helår 20<span class="_ _3"></span>21<span class="_ _12b"> </span>Helår 2020</div><div class="t m0 x4 h8 y29e ff1 fs3 fc0 sc0 ls5 ws4">Den löpande verksamheten</div><div class="t m0 x4 h6 y29f ff4 fs3 fc0 sc0 ls5 ws4">Resultat för<span class="_ _3"></span>e skatt<span class="_ _9b"> </span>-3 091<span class="_ _12c"> </span>6 452</div><div class="t m0 x4 h6 y2a0 ff4 fs3 fc0 sc0 ls5 ws4">Justeringar för ej kassapåv<span class="_ _3"></span>erkande poster:</div><div class="t m0 x4 h6 y2a1 ff4 fs3 fc0 sc0 ls5 ws4">- Avskrivningar<span class="_ _12d"> </span>9<span class="_ _c3"> </span>9</div><div class="t m0 x4 h6 y2a2 ff4 fs3 fc0 sc0 ls5 ws4">- Uppläggningskostnader<span class="_ _12e"> </span><span class="lsa wsa">780<span class="_ _bd"> </span></span>790</div><div class="t m0 x4 h6 y2a3 ff4 fs3 fc0 sc0 ls5 ws4">- Orealiserade k<span class="_ _3"></span>ursdierenser<span class="_ _12f"> </span>-179<span class="_ _130"> </span>-3 841</div><div class="t m0 x4 h6 y2a4 ff4 fs3 fc0 sc0 ls5 ws4">Betald skatt<span class="_ _131"> </span>-<span class="_ _132"> </span>-</div><div class="t m0 x4 h8 y2a5 ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån den löpande verksamheten <span class="_ _133"> </span>-2 481<span class="_ _eb"> </span>3 410</div><div class="t m0 x4 h8 y2a6 ff1 fs3 fc0 sc0 ls5 ws4">före för<span class="_ _3"></span>ändring av rör<span class="_ _3"></span>elsekapitalet</div><div class="t m0 x4 h8 y2a7 ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån förändringar i rör<span class="_ _3"></span>elsekapitalet</div><div class="t m0 x4 h6 y2a8 ff4 fs3 fc0 sc0 ls5 ws4">Förändring a<span class="_ _3"></span>v kortfristiga for<span class="_ _3"></span>dringar<span class="_ _17"> </span>35 289<span class="_ _134"> </span>-42 829</div><div class="t m0 x4 h6 y2a9 ff4 fs3 fc0 sc0 ls5 ws4">Förändring a<span class="_ _3"></span>v kortfristiga skulder<span class="_ _135"> </span>264<span class="_ _3a"> </span>6 518</div><div class="t m0 x4 h8 y2aa ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån den löpande verksamheten<span class="_ _e"> </span>33 072<span class="_ _136"> </span>-32 901</div><div class="t m0 x4 h8 y2ab ff1 fs3 fc0 sc0 ls5 ws4">Investerings<span class="_ _3"></span>verksamhet<span class="_ _3"></span>en</div><div class="t m0 x4 h6 y2ac ff4 fs3 fc0 sc0 ls5 ws4">Lämnade aktieägartillskott<span class="_ _24"> </span>-<span class="_ _134"> </span>-55 569</div><div class="t m0 x4 h6 y2ad ff4 fs3 fc0 sc0 ls5 ws4">Förvärv a<span class="_ _3"></span>v anläggningstillgångar<span class="_ _137"> </span>-197<span class="_ _62"> </span>-14</div><div class="t m0 x4 h6 y2ae ff4 fs3 fc0 sc0 ls5 ws4">Lån till dotterbolag<span class="_ _138"> </span>-63 286<span class="_ _139"> </span>-43 000</div><div class="t m0 x4 h8 y2af ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån investeringsv<span class="_ _3"></span>erksamheten<span class="_ _19"> </span>-6<span class="_ _4"></span>3 483<span class="_ _13a"> </span>-98 583</div><div class="t m0 x4 h8 y2b0 ff1 fs3 fc0 sc0 ls5 ws4">Finansieringsverk<span class="_ _3"></span>samheten</div><div class="t m0 x4 h6 y2b1 ff4 fs3 fc0 sc0 ls5 ws4">Nyemission<span class="_ _13b"> </span>48 088<span class="_ _13c"> </span>123 214</div><div class="t m0 x4 h6 y2b2 ff4 fs3 fc0 sc0 ls5 ws4">Hybridemission<span class="_ _13d"> </span>30 000<span class="_ _132"> </span>-</div><div class="t m0 x4 h6 y2b3 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eckningsoptioner<span class="_ _7f"> </span>-<span class="_ _76"> </span><span class="ls1d ws1c">54</span></div><div class="t m0 x4 h6 y2b4 ff4 fs3 fc0 sc0 ls5 ws4">Emissionskostnader<span class="_ _13e"> </span>-1 107<span class="_ _da"> </span>-2 160</div><div class="t m0 x4 h6 y2b5 ff4 fs3 fc0 sc0 ls5 ws4">Utdelning till aktieägare<span class="_ _72"> </span>-37 520<span class="_ _13c"> </span>-35 4<span class="_ _3"></span>14</div><div class="t m0 x4 h6 y2b6 ff4 fs3 fc0 sc0 ls5 ws4">Utdelning hybridobligation <span class="_ _104"> </span>-652<span class="_ _132"> </span>-</div><div class="t m0 x4 h6 y2b7 ff4 fs3 fc0 sc0 ls5 ws4">Upptagna lån<span class="_ _7c"> </span>-<span class="_ _134"> </span>194 7<span class="_ _4"></span>78</div><div class="t m0 x4 h6 y2b8 ff4 fs3 fc0 sc0 ls5 ws4">Amortering av lån<span class="_ _13b"> </span>-<span class="_ _fd"> </span>-135 000</div><div class="t m0 x4 h6 y2b9 ff4 fs3 fc0 sc0 ls5 ws4">Uppläggningskostnader för lån<span class="_ _13f"> </span>-<span class="_ _140"> </span>-1 099</div><div class="t m0 x4 h8 y2ba ff1 fs3 fc0 sc0 ls5 ws4">Kassaflöde fr<span class="_ _3"></span>ån finansieringsverk<span class="_ _3"></span>samheten<span class="_ _141"> </span>38 809<span class="_ _13a"> </span>144 373</div><div class="t m0 x4 h8 y2bb ff1 fs3 fc0 sc0 ls5 ws4">Årets k<span class="_ _3"></span>assaflöde<span class="_ _6c"> </span>8 398<span class="_ _142"> </span>12 889</div><div class="t m0 x4 h8 y2bc ff1 fs3 fc0 sc0 ls5 ws4">Likvida medel vid årets början<span class="_ _94"> </span>22 598<span class="_ _12c"> </span>9 7<span class="_ _3"></span>09</div><div class="t m0 x4 h8 y2bd ff1 fs3 fc0 sc0 ls5 ws4">Likvida medel vid årets utgång<span class="_ _143"> </span>30 996<span class="_ _de"> </span>22 598</div><div class="t m0 x7 h8 y2be ff1 fs3 fc0 sc0 ls8 ws4">FINANSIELLA RAPPORTER</div></div><div class="pi"></div></div>
<div id="pfe" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pce w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls12 ws12">70</div><div class="t m0 x4 h5 y2bf ff3 fs2 fc0 sc0 ls4 ws4">Not 1 Allmän information om bolaget</div><div class="t m0 x4 h6 y2c0 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Nordic Real Est<span class="_ _3"></span>ate <ix:nonNumeric name="ifrs-full:LegalFormOfEntity" id="fact-9" contextRef="c-1" escape="false" xml:lang="sv">AB </ix:nonNumeric>(publ) med organisationsnummer </div><div class="t m0 x4 h6 y2c1 ff4 fs3 fc0 sc0 ls5 ws4">559135-0599 är ett aktiebolag registrerat i <ix:nonNumeric name="ifrs-full:CountryOfIncorporation" id="fact-7" contextRef="c-1" escape="false" xml:lang="sv">Sv<span class="_ _3"></span>erige </ix:nonNumeric>med säte i </div><div class="t m0 x4 h6 y2c2 ff4 fs3 fc0 sc0 ls5 ws4"><ix:nonNumeric name="ifrs-full:DomicileOfEntity" id="fact-6" contextRef="c-1" escape="false" xml:lang="sv">Stockholm</ix:nonNumeric>. Bolagets adress är <ix:nonNumeric name="ifrs-full:AddressOfRegisteredOfficeOfEntity" id="fact-5" contextRef="c-1" escape="false" xml:lang="sv">K<span class="_ _3"></span>ungsgatan 56, 111 22 Stockholm</ix:nonNumeric>. </div><div class="t m0 x4 h6 y2c3 ff4 fs3 fc0 sc0 ls5 ws4"><ix:nonNumeric name="ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities" id="fact-8" contextRef="c-1" escape="false" xml:lang="sv" continuedAt="_24f01536-47b7-4e7a-a34e-62d29998b5d9">Bolagets och dotterbolagens (“koncernens”) verk<span class="_ _3"></span>samhet omfattar </ix:nonNumeric></div><div class="t m0 x4 h6 y2c4 ff4 fs3 fc0 sc0 ls5 ws4"><ix:continuation id="_24f01536-47b7-4e7a-a34e-62d29998b5d9">att äga och förvalta f<span class="_ _3"></span>astigheter</ix:continuation><span class="_ _3"></span>.</div><div class="t m0 x4 h5 y2c5 ff3 fs2 fc0 sc0 ls4 ws4">Not 2 V<span class="_ _2b"></span>äsentliga redovisningsprinciper</div><div class="t m0 x4 h6 y2c6 ff4 fs3 fc0 sc0 ls15 ws4">Koncernr<span class="_ _3"></span>edovisningen för Cibus har upprä<span class="_ _3"></span>ttats i enlighet med de </div><div class="t m0 x4 h6 y2c7 ff4 fs3 fc0 sc0 ls15 ws4">av EU godkända International Financial Reporting St<span class="_ _3"></span>andards (IFRS) </div><div class="t m0 x4 h6 y2c8 ff4 fs3 fc0 sc0 ls15 ws4">samt tolkningar av IFRS Interpret<span class="_ _3"></span>ations Committee (IFRIC). </div><div class="t m0 x4 h6 y2c9 ff4 fs3 fc0 sc0 ls1c ws4">Vidare tillämpar konc<span class="_ _3"></span>ernen Årsredovisningslagen och Rådet för </div><div class="t m0 x4 h6 y2ca ff4 fs3 fc0 sc0 ls1c ws4">finansiell rapporterings r<span class="_ _3"></span>ekommendation RFR 1 K<span class="_ _3"></span>ompletterande </div><div class="t m0 x4 h6 y2cb ff4 fs3 fc0 sc0 ls1c ws4">redovisningsr<span class="_ _3"></span>egler för koncerner<span class="_ _2b"></span>. Tillgångar och skulder är<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2cc ff4 fs3 fc0 sc0 ls1c ws4">redovisade till anskanings<span class="_ _3"></span>värden förut<span class="_ _3"></span>om förvaltningsfastigheter </div><div class="t m0 x4 h6 y2cd ff4 fs3 fc0 sc0 ls1c ws4">och räntederiva<span class="_ _3"></span>t som värderas till v<span class="_ _3"></span>erkligt värde. Dotterbolag </div><div class="t m0 x4 h6 y2ce ff4 fs3 fc0 sc0 ls1c ws4">är bolag i vilka moderbolaget har ett direkt eller indirekt </div><div class="t m0 x4 h6 y2cf ff4 fs3 fc0 sc0 ls1c ws4">bestämmande inflytande över den driftsmässiga eller finansiella </div><div class="t m0 x4 h6 y2d0 ff4 fs3 fc0 sc0 ls1c ws4">ställningen. Cibus äger 100 % av kapit<span class="_ _3"></span>alet och röstetalet i 37<span class="_ _3"></span>6 av<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2d1 ff4 fs3 fc0 sc0 ls1c ws4">426 dotterbolag och är delägare i 50 av dott<span class="_ _3"></span>erbolagen. De delägda<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2d2 ff4 fs3 fc0 sc0 ls1c ws4">dotterbolagen är s.k. ömsesidiga fastighetsbolag (Mutual Real Estate </div><div class="t m0 x4 h6 y2d3 ff4 fs3 fc0 sc0 ls1c ws4">Companies (”MRECs”). MREC är den vanligaste bolagsformen </div><div class="t m0 x4 h6 y2d4 ff4 fs3 fc0 sc0 ls1c ws4">för fastighetsägande i Finland. I en MREC ger v<span class="_ _3"></span>arje aktieserie<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2d5 ff4 fs3 fc0 sc0 ls1c ws4">100-procentig besittningsrätt till specifika utrymmen och ingen </div><div class="t m0 x4 h6 y2d6 ff4 fs3 fc0 sc0 ls1c ws4">besittningsrätt till de övriga utrymmena. Detta finns specificer<span class="_ _3"></span>at i de<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2d7 ff4 fs3 fc0 sc0 ls1c ws4">olika ömsesidiga fastighetsbolagens bolagsordning. D<span class="_ _3"></span>å aktieägaren </div><div class="t m0 x4 h6 y2d8 ff4 fs3 fc0 sc0 ls1c ws4">hyr ut sitt utrymme tillfaller hyr<span class="_ _3"></span>an aktieägaren och inte bolaget.<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2d9 ff4 fs3 fc0 sc0 ls1c ws4">Bolaget står däremot för f<span class="_ _3"></span>astighetens driftkostnader och debiterar </div><div class="t m0 x4 h6 y2da ff4 fs3 fc0 sc0 ls1c ws4">aktieägarna ett månatligt belopp för att täcka denna k<span class="_ _3"></span>ostnad, för </div><div class="t m0 x4 h6 y2db ff4 fs3 fc0 sc0 ls1c ws4">att bolagets ska få ett nollr<span class="_ _3"></span>esultat. I Cibus fall vidarefaktur<span class="_ _3"></span>eras detta </div><div class="t m0 x4 h6 y2dc ff4 fs3 fc0 sc0 ls1c ws4">belopp oftast av hyr<span class="_ _3"></span>esgästen. Ifall bolaget har en skuld, är denna skuld </div><div class="t m0 x4 h6 y2dd ff4 fs3 fc0 sc0 ls1c ws4">oftast alloker<span class="_ _3"></span>ad på varje ägare på ett sådant sätt att v<span class="_ _3"></span>ar och en kan<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2de ff4 fs3 fc0 sc0 ls1c ws4">själv betala av sin andel av skulden. P<span class="_ _3"></span>å samma sätt är ägaren inte </div><div class="t m0 x4 h6 y2df ff4 fs3 fc0 sc0 ls1c ws4">heller ansvarig för andr<span class="_ _3"></span>a ägares skuldandelar<span class="_ _2b"></span>. Delägarna redovisar<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2e0 ff4 fs3 fc0 sc0 ls1c ws4">sina tillgångar<span class="_ _3"></span>, skulder<span class="_ _3"></span>, intäkter och k<span class="_ _3"></span>ostnader samt sina andelar av<span class="_ _4"></span> </div><div class="t m0 x4 h6 y2e1 ff4 fs3 fc0 sc0 ls1c ws4">gemensamma tillgångar<span class="_ _3"></span>, skulder<span class="_ _3"></span>, intäkter och kostnader<span class="_ _2b"></span>.</div><div class="t m0 x4 h6 y2e2 ff4 fs3 fc0 sc0 ls5 ws4">Koncernr<span class="_ _3"></span>edovisningen redovisas enligt f<span class="_ _3"></span>örvärvsmetoden vilket </div><div class="t m0 x4 h6 y2e3 ff4 fs3 fc0 sc0 ls5 ws4">innebär att ett förvärv a<span class="_ _3"></span>v dotterbolag samt delägda dotterbolag </div><div class="t m0 x4 h6 y2e4 ff4 fs3 fc0 sc0 ls5 ws4">(MRECs) betraktas som en tr<span class="_ _3"></span>ansaktion där moderbolaget indirekt </div><div class="t m0 x4 h6 y2e5 ff4 fs3 fc0 sc0 ls5 ws4">förvärv<span class="_ _3"></span>ar dotterbolagets tillgång och övertar dess skulder<span class="_ _2b"></span>. Från </div><div class="t m0 x4 h6 y2e6 ff4 fs3 fc0 sc0 ls5 ws4">och med förvärvstidpunkten inkluder<span class="_ _3"></span>as det förvärv<span class="_ _3"></span>ade bolagets </div><div class="t m0 x4 h6 y2e7 ff4 fs3 fc0 sc0 ls5 ws4">intäkter och kostnader<span class="_ _2b"></span>, identifierbara tillgångar och skulder<span class="_ _3"></span>, i </div><div class="t m0 x4 h6 y2e8 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen. Koncerninterna tr<span class="_ _3"></span>ansaktioner<span class="_ _3"></span>, fordringar </div><div class="t m0 x4 h6 y2e9 ff4 fs3 fc0 sc0 ls5 ws4">och skulder mellan bolagen i koncernen eliminer<span class="_ _3"></span>as i sin helhet. </div><div class="t m0 x4 h6 y2ea ff4 fs3 fc0 sc0 ls16 ws4">Vid förvärv inom k<span class="_ _3"></span>oncernen redovisas dessa i enlighet med </div><div class="t m0 x4 h6 y2eb ff4 fs3 fc0 sc0 ls16 ws4">förvärvsmet<span class="_ _3"></span>oden. Köpeskillingen utgörs av v<span class="_ _3"></span>erkligt värde på </div><div class="t m0 x4 h6 y2ec ff4 fs3 fc0 sc0 ls16 ws4">överlåtna tillgångar<span class="_ _2b"></span>, skulder och emitterade aktier<span class="_ _3"></span>. K<span class="_ _3"></span>ostnader </div><div class="t m0 x4 h6 y2ed ff4 fs3 fc0 sc0 ls16 ws4">i anslutning till förvärvet k<span class="_ _3"></span>ostnadsförs när de uppstår<span class="_ _2b"></span>. På </div><div class="t m0 x4 h6 y2ee ff4 fs3 fc0 sc0 ls16 ws4">förvärvsdagen v<span class="_ _3"></span>ärderas identifierbar<span class="_ _3"></span>a förvärvade tillgångar och </div><div class="t m0 x4 h6 y2ef ff4 fs3 fc0 sc0 ls16 ws4">övertagna sk<span class="_ _3"></span>ulder initialt till verkligt värde. </div><div class="t m0 x4 h6 y2f0 ff4 fs3 fc0 sc0 ls5 ws4">Nedan beskrivs de väsentliga redo<span class="_ _3"></span>visningsprinciper som </div><div class="t m0 x4 h6 y2f1 ff4 fs3 fc0 sc0 ls5 ws4">tillämpats.</div><div class="t m0 x4 h8 y2f2 ff1 fs3 fc0 sc0 ls14 ws4">NY<span class="_ _2b"></span>A ELLER ÄNDRADE IFRS ST<span class="_ _2b"></span>ANDARDER OCH NY<span class="_ _2c"></span>A </div><div class="t m0 x4 h8 y2f3 ff1 fs3 fc0 sc0 ls14 ws4">T<span class="_ _3"></span>OLKNINGAR 2021</div><div class="t m0 x4 h6 y2f4 ff4 fs3 fc0 sc0 ls5 ws4">De nya och ändrade st<span class="_ _3"></span>andarder och tolkningar som givits ut </div><div class="t m0 x4 h6 y2f5 ff4 fs3 fc0 sc0 ls5 ws4">av International Accounting S<span class="_ _3"></span>tandards Board (IASB) samt IFRS </div><div class="t m0 x4 h6 y2f6 ff4 fs3 fc0 sc0 ls5 ws4">Interpreta<span class="_ _3"></span>tions Committee (IFRIC) men som träder ikraft för </div><div class="t m0 x4 h6 y2f7 ff4 fs3 fc0 sc0 ls5 ws4">räkensk<span class="_ _3"></span>apsår som börjar efter den 1 januari 2022 bedöms för </div><div class="t m0 x4 h6 y2f8 ff4 fs3 fc0 sc0 ls5 ws4">närvarande int<span class="_ _3"></span>e påverka Cibus result<span class="_ _3"></span>at eller finansiella ställning. </div><div class="t m0 x28 h8 y2f9 ff1 fs3 fc0 sc0 ls14 ws14">V<span class="_ _2b"></span>ÄRDERINGSGRUNDER</div><div class="t m0 x28 h6 y2fa ff4 fs3 fc0 sc0 ls5 ws4">Tillgångar och skulder är redovisade till historisk<span class="_ _3"></span>a </div><div class="t m0 x28 h6 y2fb ff4 fs3 fc0 sc0 ls5 ws4">anskaningsvär<span class="_ _3"></span>den, förutom vissa finansiella tillgångar<span class="_ _2b"></span>, skulder </div><div class="t m0 x28 h6 y2fc ff4 fs3 fc0 sc0 ls5 ws4">och förvaltningsfastighet<span class="_ _3"></span>er som i koncernbalansräkningen </div><div class="t m0 x28 h6 y2fd ff4 fs3 fc0 sc0 ls5 ws4">värder<span class="_ _3"></span>as till verkligt vär<span class="_ _3"></span>de.</div><div class="t m0 x28 h6 y2fe ff4 fs3 fc0 sc0 ls5 ws4">Finansiella tillgångar och skulder som vär<span class="_ _3"></span>deras till verkligt vär<span class="_ _3"></span>de </div><div class="t m0 x28 h6 y2ff ff4 fs3 fc0 sc0 ls5 ws4">består av derivatinstrument, vär<span class="_ _3"></span>derade till verkligt v<span class="_ _3"></span>ärde via </div><div class="t m0 x28 h6 y300 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>esultaträkningen.</div><div class="t m0 x28 h6 y301 ff4 fs3 fc0 sc0 ls5 ws4">Förvaltningsf<span class="_ _3"></span>astigheter värder<span class="_ _3"></span>as till verkligt vär<span class="_ _3"></span>de i enlighet </div><div class="t m0 x28 h6 y302 ff4 fs3 fc0 sc0 ls5 ws4">med IAS 40<span class="_ _3"></span>. Koncernens r<span class="_ _3"></span>edovisningsprinciper har tillämpats </div><div class="t m0 x28 h6 y303 ff4 fs3 fc0 sc0 ls5 ws4">konsekvent på r<span class="_ _3"></span>apportering och konsolidering av moderbolag och </div><div class="t m0 x28 h6 y304 ff4 fs3 fc0 sc0 ls5 ws4">dotterbolag.</div><div class="t m0 x28 h8 y305 ff1 fs3 fc0 sc0 ls14 ws14">KLASSIFICERING</div><div class="t m0 x28 h6 y306 ff4 fs3 fc0 sc0 ls5 ws4">Anläggningstillgångar består av belopp som förv<span class="_ _3"></span>äntas återvinnas </div><div class="t m0 x28 h6 y307 ff4 fs3 fc0 sc0 ls5 ws4">eller betalas efter mer än tolv månader räknat fr<span class="_ _3"></span>ån balansdagen.</div><div class="t m0 x28 h6 y308 ff4 fs3 fc0 sc0 ls5 ws4">Långfristiga skulder består av belopp som förf<span class="_ _3"></span>aller till betalning </div><div class="t m0 x28 h6 y309 ff4 fs3 fc0 sc0 ls5 ws4">först efter mer än tolv månader efter balansdagen samt andr<span class="_ _3"></span>a </div><div class="t m0 x28 h6 y30a ff4 fs3 fc0 sc0 ls5 ws4">belopp för vilka bolaget har en ovillk<span class="_ _3"></span>orlig rätt att skjuta upp </div><div class="t m0 x28 h6 y30b ff4 fs3 fc0 sc0 ls5 ws4">betalningen till en tidpunkt som ligger mer än tolv månader </div><div class="t m0 x28 h6 y30c ff4 fs3 fc0 sc0 ls5 ws4">efter balansdagen. Andra tillgångar och skulder r<span class="_ _3"></span>edovisas som </div><div class="t m0 x28 h6 y30d ff4 fs3 fc0 sc0 ls5 ws4">omsättningstillgång respektive k<span class="_ _3"></span>ortfristig skuld.</div><div class="t m0 x28 h8 y30e ff1 fs3 fc0 sc0 ls14 ws14">K<span class="_ _3"></span>ONCERNREDOVISNING</div><div class="t m0 x28 h6 y30f ff4 fs3 fc0 sc0 ls5 ws4">Koncernr<span class="_ _3"></span>edovisningen omfattar moderbolaget Cibus Nor<span class="_ _3"></span>dic </div><div class="t m0 x28 h6 y310 ff4 fs3 fc0 sc0 ls5 ws4">Real Estate AB (publ) och de bolag som moderbolaget eller dess </div><div class="t m0 x28 h6 y311 ff4 fs3 fc0 sc0 ls5 ws4">dotterbolag har bestämmande inflytande öv<span class="_ _3"></span>er<span class="_ _3"></span>. Bestämmande </div><div class="t m0 x28 h6 y312 ff4 fs3 fc0 sc0 ls5 ws4">inflytande erhålls när moderbolaget</div><div class="t m0 x29 h6 y313 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">har inflytande över investeringsobjektet;</span></div><div class="t m0 x29 h6 y314 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">är exponerad för<span class="_ _3"></span>, eller har rätt till, r<span class="_ _3"></span>örlig avkastning från sitt </span></div><div class="t m0 xe h6 y315 ff4 fs3 fc0 sc0 ls6 ws4">engagemang i investeringsobjektet, och</div><div class="t m0 x29 h6 y316 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">kan använda sitt inflytande över in<span class="_ _3"></span>vesteringsobjektet till att </span></div><div class="t m0 xe h6 y317 ff4 fs3 fc0 sc0 ls6 ws4">påverka sin a<span class="_ _3"></span>vkastning. </div><div class="t m0 x28 h6 y318 ff4 fs3 fc0 sc0 ls5 ws4">Konsolidering a<span class="_ _3"></span>v ett dotterbolag sker från och med den dag </div><div class="t m0 x28 h6 y319 ff4 fs3 fc0 sc0 ls5 ws4">moderbolaget får bestämmande inflytande och fram till den </div><div class="t m0 x28 h6 y31a ff4 fs3 fc0 sc0 ls5 ws4">dag det upphör att ha det bestämmande inflytandet öv<span class="_ _3"></span>er </div><div class="t m0 x28 h6 y31b ff4 fs3 fc0 sc0 ls5 ws4">dotterbolaget. Detta innebär att intäkter och kostnader för ett </div><div class="t m0 x28 h6 y31c ff4 fs3 fc0 sc0 ls5 ws4">dotterbolag som förvärv<span class="_ _3"></span>ats eller avyttrats under inne<span class="_ _3"></span>varande </div><div class="t m0 x28 h6 y31d ff4 fs3 fc0 sc0 ls5 ws4">räkensk<span class="_ _3"></span>apsår inkluderas i koncernens r<span class="_ _3"></span>esultaträkning samt övrigt </div><div class="t m0 x28 h6 y31e ff4 fs3 fc0 sc0 ls5 ws4">totalresult<span class="_ _3"></span>at från den dag moderbolaget får det bestämmande </div><div class="t m0 x28 h6 y31f ff4 fs3 fc0 sc0 ls5 ws4">inflytandet fram till den dag moderbolaget upphör att ha det </div><div class="t m0 x28 h6 y320 ff4 fs3 fc0 sc0 ls5 ws4">bestämmande inflytandet.</div><div class="t m0 x28 h6 y321 ff4 fs3 fc0 sc0 ls5 ws4">Om nödvändigt görs justeringar i dotterbolagens finansiella </div><div class="t m0 x28 h6 y322 ff4 fs3 fc0 sc0 ls5 ws4">rapporter i syfte a<span class="_ _3"></span>tt få dess redovisningsprinciper i enlighet med </div><div class="t m0 x28 h6 y323 ff4 fs3 fc0 sc0 ls5 ws4">koncernens r<span class="_ _3"></span>edovisningsprinciper<span class="_ _3"></span>. Alla koncerninterna tillgångar </div><div class="t m0 x28 h6 y324 ff4 fs3 fc0 sc0 ls5 ws4">och skulder<span class="_ _3"></span>, eget kapital, intäkt<span class="_ _3"></span>er och kassaflöden som rör </div><div class="t m0 x28 h6 y325 ff4 fs3 fc0 sc0 ls5 ws4">transaktioner mellan bolag inom koncernen eliminer<span class="_ _3"></span>as i sin helhet.</div><div class="t m0 x28 h8 y326 ff1 fs3 fc0 sc0 ls14 ws4">FUNKTIONELL V<span class="_ _2b"></span>ALUT<span class="_ _2c"></span>A O<span class="_ _4"></span>CH RAPPORTERINGS<span class="_ _3"></span>V<span class="_ _2b"></span>ALUT<span class="_ _2b"></span>A</div><div class="t m0 x28 h6 y327 ff4 fs3 fc0 sc0 ls5 ws4">Moderbolagets funktionella valuta är eur<span class="_ _3"></span>o som även utgör </div><div class="t m0 x28 h6 y328 ff4 fs3 fc0 sc0 ls5 ws4">rapporteringsv<span class="_ _3"></span>alutan för moderbolaget och för koncernen. </div><div class="t m0 x28 h6 y329 ff4 fs3 fc0 sc0 ls5 ws4">Det innebär att de finansiella rapporterna present<span class="_ _3"></span>eras i </div><div class="t m0 x28 h6 y32a ff4 fs3 fc0 sc0 ls5 ws4">euro. Samtliga belopp är<span class="_ _2b"></span>, om inte annat anges, avrundade till </div><div class="t m0 x28 h6 y32b ff4 fs3 fc0 sc0 ls5 ws4">närmaste tusental. Resultatpost<span class="_ _3"></span>er i annan valuta räknas om till </div><div class="t m0 x28 h6 y32c ff4 fs3 fc0 sc0 ls5 ws4">genomsnittskurserna för år<span class="_ _3"></span>et. Balansp<span class="_ _4"></span>oster i annan valut<span class="_ _3"></span>a räknas </div><div class="t m0 x28 h6 y32d ff4 fs3 fc0 sc0 ls5 ws4">om till balansdagskurs.</div><div class="t m0 x2a hd y32e ff4 fs7 fc0 sc0 ls5 ws4">Redovisningsprinciper och noter</div></div><div class="pi"></div></div>
<div id="pff" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcf w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">71</div><div class="t m0 x4 h8 y32f ff1 fs3 fc0 sc0 ls14 ws4">TRANSAKTIONER I UTLÄNDSK V<span class="_ _2c"></span>ALUT<span class="_ _2b"></span>A</div><div class="t m0 x4 h6 y330 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>ransaktioner i utländsk valuta omräknas till den funktionella </div><div class="t m0 x4 h6 y331 ff4 fs3 fc0 sc0 ls5 ws4">valutan till den v<span class="_ _3"></span>alutakurs som föreligger på tr<span class="_ _3"></span>ansaktionsdagen. </div><div class="t m0 x4 h6 y332 ff4 fs3 fc0 sc0 ls5 ws4">Funktionell valut<span class="_ _3"></span>a är valutan i de primära ek<span class="_ _3"></span>onomiska miljöer </div><div class="t m0 x4 h6 y333 ff4 fs3 fc0 sc0 ls5 ws4">bolagen bedriver sin verksamhet. Monetära tillgångar och skulder </div><div class="t m0 x4 h6 y334 ff4 fs3 fc0 sc0 ls5 ws4">i utländsk valuta r<span class="_ _3"></span>äknas om till den funktionella valutan till den </div><div class="t m0 x4 h6 y335 ff4 fs3 fc0 sc0 ls5 ws4">valutakurs som f<span class="_ _3"></span>öreligger på balansdagen. V<span class="_ _2b"></span>alutakursdierenser </div><div class="t m0 x4 h6 y336 ff4 fs3 fc0 sc0 ls5 ws4">som uppstår vid omräkningarna r<span class="_ _3"></span>edovisas i årets result<span class="_ _3"></span>at. </div><div class="t m0 x4 h6 y337 ff4 fs3 fc0 sc0 ls5 ws4">Icke-monetära tillgångar och skulder som r<span class="_ _3"></span>edovisas till </div><div class="t m0 x4 h6 y338 ff4 fs3 fc0 sc0 ls5 ws4">historiska anskaningsv<span class="_ _3"></span>ärden omräknas till v<span class="_ _3"></span>alutakurs vid </div><div class="t m0 x4 h6 y339 ff4 fs3 fc0 sc0 ls5 ws4">transaktionstillfället. Icke-monetära tillgångar och skulder som </div><div class="t m0 x4 h6 y33a ff4 fs3 fc0 sc0 ls5 ws4">redovisas till verkliga v<span class="_ _3"></span>ärden omräknas till den funktionella </div><div class="t m0 x4 h6 y33b ff4 fs3 fc0 sc0 ls5 ws4">valutan till den kurs som r<span class="_ _3"></span>åder vid tidpunkten för vär<span class="_ _3"></span>dering till </div><div class="t m0 x4 h6 y33c ff4 fs3 fc0 sc0 ls5 ws4">verkligt vär<span class="_ _3"></span>de.</div><div class="t m0 x4 h8 y33d ff1 fs3 fc0 sc0 ls14 ws4">UTLÄNDSKA VERKSAMHETERS FINANSIELLA RAPPOR<span class="_ _3"></span>TER</div><div class="t m0 x4 h6 y33e ff4 fs3 fc0 sc0 ls5 ws4">Tillgångar och skulder i utlandsverksamhet<span class="_ _3"></span>er<span class="_ _3"></span>, inklusive </div><div class="t m0 x4 h6 y33f ff4 fs3 fc0 sc0 ls5 ws4">koncernmässiga öv<span class="_ _3"></span>er- och undervärden, omr<span class="_ _3"></span>äknas från </div><div class="t m0 x4 h6 y340 ff4 fs3 fc0 sc0 ls5 ws4">utlandsverksamhetens funktionella v<span class="_ _3"></span>aluta till koncernens </div><div class="t m0 x4 h6 y341 ff4 fs3 fc0 sc0 ls5 ws4">rapporteringsv<span class="_ _3"></span>aluta, euro<span class="_ _3"></span>, till den valutakurs som råder på </div><div class="t m0 x4 h6 y342 ff4 fs3 fc0 sc0 ls5 ws4">balansdagen. Intäkter och kostnader i en utlands<span class="_ _3"></span>verksamhet </div><div class="t m0 x4 h6 y343 ff4 fs3 fc0 sc0 ls5 ws4">omräknas till euro till en genomsnitt<span class="_ _3"></span>skurs som utgör en </div><div class="t m0 x4 h6 y344 ff4 fs3 fc0 sc0 ls5 ws4">approximation a<span class="_ _3"></span>v de valutakurser som f<span class="_ _3"></span>örelegat vid respektive </div><div class="t m0 x4 h6 y345 ff4 fs3 fc0 sc0 ls5 ws4">transaktionstidpunkt. Omräkningsdier<span class="_ _3"></span>enser som uppstår vid </div><div class="t m0 x4 h6 y346 ff4 fs3 fc0 sc0 ls5 ws4">valutaomr<span class="_ _3"></span>äkning av utlandsverksamheter r<span class="_ _3"></span>edovisas i övrigt </div><div class="t m0 x4 h6 y347 ff4 fs3 fc0 sc0 ls5 ws4">totalresult<span class="_ _3"></span>at och ackumuleras i en separat k<span class="_ _3"></span>omponent i eget </div><div class="t m0 x4 h6 y348 ff4 fs3 fc0 sc0 ls5 ws4">kapital, benämnd omräkningsr<span class="_ _3"></span>eserv<span class="_ _3"></span>. När bestämmande inflytande </div><div class="t m0 x4 h6 y349 ff4 fs3 fc0 sc0 ls5 ws4">upphör för en utlandsverk<span class="_ _3"></span>samhet realiseras de till verk<span class="_ _3"></span>samheten </div><div class="t m0 x4 h6 y34a ff4 fs3 fc0 sc0 ls5 ws4">hänförliga ackumulerade omr<span class="_ _3"></span>äkningsdierenserna, v<span class="_ _3"></span>arvid de </div><div class="t m0 x4 h6 y34b ff4 fs3 fc0 sc0 ls5 ws4">omklassificeras från omr<span class="_ _3"></span>äkningsreserven i eget kapit<span class="_ _3"></span>al till årets </div><div class="t m0 x4 h6 y34c ff4 fs3 fc0 sc0 ls5 ws4">resultat.</div><div class="t m0 x4 h8 y34d ff1 fs3 fc0 sc0 ls14 ws14">TILLG<span class="_ _2b"></span>ÅNG<span class="_ _4"></span>SFÖRV<span class="_ _2c"></span>ÄRV</div><div class="t m0 x4 h6 y34e ff4 fs3 fc0 sc0 ls5 ws4">När förvärv av dott<span class="_ _3"></span>erbolag innebär förvärv av nettotillgångar </div><div class="t m0 x4 h6 y34f ff4 fs3 fc0 sc0 ls5 ws4">som inte utgör rör<span class="_ _3"></span>else fördelas anskaningsk<span class="_ _3"></span>ostnaden på de </div><div class="t m0 x4 h6 y350 ff4 fs3 fc0 sc0 ls5 ws4">enskilda identifierbara tillgångarna och skulderna basera<span class="_ _3"></span>t på </div><div class="t m0 x4 h6 y351 ff4 fs3 fc0 sc0 ls5 ws4">deras verkliga<span class="_ _3"></span>värde vid förv<span class="_ _3"></span>ärvstidpunkten. Anskaningsv<span class="_ _3"></span>ärdet </div><div class="t m0 x4 h6 y352 ff4 fs3 fc0 sc0 ls5 ws4">proportioneras ut på f<span class="_ _3"></span>örvärvade tillgångar och öv<span class="_ _3"></span>ertagna </div><div class="t m0 x4 h6 y353 ff4 fs3 fc0 sc0 ls5 ws4">skulder baserat på dessa verkliga v<span class="_ _3"></span>ärden. T<span class="_ _2b"></span>ransaktionsutgifter </div><div class="t m0 x4 h6 y354 ff4 fs3 fc0 sc0 ls5 ws4">läggs till anskaningsvär<span class="_ _3"></span>det för förvärv<span class="_ _3"></span>ade nettotillgångar </div><div class="t m0 x4 h6 y355 ff4 fs3 fc0 sc0 ls5 ws4">vid tillgångsförvärv<span class="_ _2b"></span>. Uppskjuten skatt på temporär<span class="_ _3"></span>a skillnader </div><div class="t m0 x4 h6 y356 ff4 fs3 fc0 sc0 ls5 ws4">redovisas inte initialt, se vidare a<span class="_ _3"></span>vsnitt Skatter<span class="_ _2b"></span>. Cibus redovisar </div><div class="t m0 x4 h6 y357 ff4 fs3 fc0 sc0 ls5 ws4">erhållna avdr<span class="_ _3"></span>ag för uppskjuten skatt som en orealiser<span class="_ _3"></span>ad </div><div class="t m0 x4 h6 y358 ff4 fs3 fc0 sc0 ls5 ws4">värdef<span class="_ _3"></span>örändring på fastigheten dir<span class="_ _3"></span>ekt vid tidpunkten för </div><div class="t m0 x4 h6 y359 ff4 fs3 fc0 sc0 ls5 ws4">förvärvet. V<span class="_ _2b"></span>ärdeförändringar av villk<span class="_ _3"></span>orade köpeskillingar läggs till </div><div class="t m0 x4 h6 y35a ff4 fs3 fc0 sc0 ls5 ws4">anskaningsvär<span class="_ _3"></span>det av förvärv<span class="_ _3"></span>ade tillgångar<span class="_ _3"></span>.</div><div class="t m0 x4 h8 y35b ff1 fs3 fc0 sc0 ls14 ws14">SEGMENTRAPPORTERING</div><div class="t m0 x4 h6 y35c ff4 fs3 fc0 sc0 ls5 ws4">Cibus redovisar sin verk<span class="_ _3"></span>samhet i de tre landssegmenten Finland, </div><div class="t m0 x4 h6 y35d ff4 fs3 fc0 sc0 ls5 ws4">Sverige och Norge. 84 % av driftsnett<span class="_ _3"></span>ot under 2021 är hänförlig till </div><div class="t m0 x4 h6 y35e ff4 fs3 fc0 sc0 ls5 ws4">Finland, 15 % till Sverige och 1 % till Norge. A<span class="_ _3"></span>v fastighetsv<span class="_ _3"></span>ärdet är </div><div class="t m0 x4 h6 y35f ff4 fs3 fc0 sc0 ls5 ws4">1 208 059 TEUR hänförlig till Finland, 249 0<span class="_ _3"></span>28 TEUR till Sverige </div><div class="t m0 x4 h6 y360 ff4 fs3 fc0 sc0 ls5 ws4">och 42 539 TEUR till Norge. Se not 6 i rapporten för ytterligar<span class="_ _3"></span>e </div><div class="t m0 x4 h6 y361 ff4 fs3 fc0 sc0 ls5 ws4">information. </div><div class="t m0 x28 h8 y362 ff1 fs3 fc0 sc0 ls14 ws14">INT<span class="_ _2b"></span>ÄKTER</div><div class="t m0 x28 h6 y363 ff4 fs3 fc0 sc0 ls5 ws2a">Intäkter<span class="_ _2b"></span>, som ur ett redovisningsperspektiv även benämns intäkter </div><div class="t m0 x28 h6 y364 ff4 fs3 fc0 sc0 ls5 ws4">från operationella leasinga<span class="_ _3"></span>vtal aviseras i för<span class="_ _3"></span>skott och periodiseras </div><div class="t m0 x28 h6 y365 ff4 fs3 fc0 sc0 ls5 ws4">linjärt i resultatr<span class="_ _3"></span>äkningen baserat på villkor<span class="_ _3"></span>en i hyresavtalen. </div><div class="t m0 x28 h6 y366 ff4 fs3 fc0 sc0 ls5 ws4">Intäkterna för<span class="_ _3"></span>delas i hyresintäkter och serviceintäkt<span class="_ _3"></span>er<span class="_ _3"></span>. I det </div><div class="t m0 x28 h6 y367 ff4 fs3 fc0 sc0 ls5 ws4">förstnämnda ingår sedvanlig utdebit<span class="_ _3"></span>erad hyra inkl. inde<span class="_ _3"></span>x samt </div><div class="t m0 x28 h6 y368 ff4 fs3 fc0 sc0 ls5 ws4">tilläggsdebitering för invest<span class="_ _3"></span>ering och fastighetsskatt medan </div><div class="t m0 x28 h6 y369 ff4 fs3 fc0 sc0 ls5 ws4">sistnämnda avser all annan tilläggsdebitering såsom v<span class="_ _3"></span>ärme, </div><div class="t m0 x28 h6 y36a ff4 fs3 fc0 sc0 ls5 ws4">kyla, sopor<span class="_ _3"></span>, vatten m m. Serviceintäkt<span class="_ _3"></span>er redovisas i den period </div><div class="t m0 x28 h6 y36b ff4 fs3 fc0 sc0 ls5 ws4">som servicen utförs och lever<span class="_ _3"></span>eras till hyr<span class="_ _3"></span>esgästen. Hyres- och </div><div class="t m0 x28 h6 y36c ff4 fs3 fc0 sc0 ls5 ws4">serviceintäkter betalas i för<span class="_ _3"></span>skott och förskottsh<span class="_ _3"></span>yror redovisas </div><div class="t m0 x28 h6 y36d ff4 fs3 fc0 sc0 ls5 ws4">som förutbetalda hyr<span class="_ _3"></span>esintäkter<span class="_ _3"></span>. I de fall hyr<span class="_ _3"></span>eskontrakt under </div><div class="t m0 x28 h6 y36e ff4 fs3 fc0 sc0 ls5 ws4">viss tid medger en reducerad hyr<span class="_ _3"></span>a som motsvar<span class="_ _3"></span>as av en vid </div><div class="t m0 x28 h6 y36f ff4 fs3 fc0 sc0 ls5 ws4">annan tidpunkt högre hyr<span class="_ _3"></span>a, periodiseras denna under- respektive </div><div class="t m0 x28 h6 y370 ff4 fs3 fc0 sc0 ls5 ws4">överhyr<span class="_ _3"></span>a över kontr<span class="_ _3"></span>aktets löptid. I de fall hyr<span class="_ _3"></span>eskontrakten under </div><div class="t m0 x28 h6 y371 ff4 fs3 fc0 sc0 ls5 ws4">viss tid skulle medge en reducerad h<span class="_ _3"></span>yra som motsvar<span class="_ _3"></span>ar av en vid </div><div class="t m0 x28 h6 y372 ff4 fs3 fc0 sc0 ls5 ws4">annan tidpunkt högre hyr<span class="_ _3"></span>a, periodiseras denna under kontraktet<span class="_ _3"></span>s </div><div class="t m0 x28 h6 y373 ff4 fs3 fc0 sc0 ls5 ws4">löptid.</div><div class="t m0 x28 h8 y374 ff1 fs3 fc0 sc0 ls14 ws4">K<span class="_ _3"></span>ONCERNEN SOM LEASINGGIV<span class="_ _2b"></span>ARE</div><div class="t m0 x28 h6 y375 ff4 fs3 fc0 sc0 ls5 ws4">Koncernen ut<span class="_ _3"></span>gör leasinggivare av<span class="_ _3"></span>seende hyresavtal av<span class="_ _3"></span>seende </div><div class="t m0 x28 h6 y376 ff4 fs3 fc0 sc0 ls5 ws4">av koncernen ägda f<span class="_ _3"></span>astigheter<span class="_ _3"></span>. Hyresavtalen utgör oper<span class="_ _3"></span>ationell </div><div class="t m0 x28 h6 y377 ff4 fs3 fc0 sc0 ls5 ws4">leasing. Leasingavgifter vid oper<span class="_ _3"></span>ationella leasingavtal intäktsf<span class="_ _3"></span>örs </div><div class="t m0 x28 h6 y378 ff4 fs3 fc0 sc0 ls5 ws4">linjärt över leasingperioden. I de fall hyr<span class="_ _3"></span>eskontrakt<span class="_ _3"></span>en under viss </div><div class="t m0 x28 h6 y379 ff4 fs3 fc0 sc0 ls5 ws4">tid skulle medge en reducer<span class="_ _3"></span>ad hyra som motsv<span class="_ _3"></span>arar av en vid </div><div class="t m0 x28 h6 y37a ff4 fs3 fc0 sc0 ls5 ws4">annan tidpunkt högre hyr<span class="_ _3"></span>a, periodiseras denna under kontraktet<span class="_ _3"></span>s </div><div class="t m0 x28 h6 y37b ff4 fs3 fc0 sc0 ls5 ws4">löptid.</div><div class="t m0 x28 h8 y37c ff1 fs3 fc0 sc0 ls14 ws14">LÅNEUT<span class="_ _3"></span>GIFTER</div><div class="t m0 x28 h6 y37d ff4 fs3 fc0 sc0 ls17 ws4">Finansiella kostnader redo<span class="_ _3"></span>visas i resultatet i den period de hänför </div><div class="t m0 x28 h6 y37e ff4 fs3 fc0 sc0 ls17 ws4">sig till.</div><div class="t m0 x28 h8 y37f ff1 fs3 fc0 sc0 ls14 ws4">ERSÄ<span class="_ _2b"></span>TTNINGAR TILL ANST<span class="_ _2c"></span>ÄLLDA</div><div class="t m0 x28 h6 y380 ff4 fs3 fc0 sc0 ls5 ws4">Koncernen har under år<span class="_ _3"></span>et haft sex anställda. Ersättningar till </div><div class="t m0 x28 h6 y381 ff4 fs3 fc0 sc0 ls5 ws4">anställda redovisas i t<span class="_ _3"></span>akt med att de anställda har utfört tjänster i </div><div class="t m0 x28 h6 y382 ff4 fs3 fc0 sc0 ls5 ws4">utbyte mot ersättningen. Läs mer i bolagsstyrningsr<span class="_ _3"></span>apporten med </div><div class="t m0 x28 h6 y383 ff4 fs3 fc0 sc0 ls5 ws4">riktlinjerna för ersättning på sidorna 50-52.</div><div class="t m0 x28 h8 y384 ff1 fs3 fc0 sc0 ls14 ws14">SKA<span class="_ _2b"></span>TT</div><div class="t m0 x28 h6 y385 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otal skatt utgörs av aktuell sk<span class="_ _3"></span>att och uppskjuten skatt. </div><div class="t m0 x28 h6 y386 ff4 fs3 fc0 sc0 ls5 ws4">Aktuell skatt är skatt som sk<span class="_ _3"></span>all betalas eller erhållas avseende </div><div class="t m0 x28 h6 y387 ff4 fs3 fc0 sc0 ls5 ws4">aktuellt år<span class="_ _3"></span>. Hit hör även justeringar a<span class="_ _3"></span>v aktuell skatt hänförlig </div><div class="t m0 x28 h6 y388 ff4 fs3 fc0 sc0 ls5 ws4">till tidigare perioder<span class="_ _2b"></span>. Uppskjuten skatt beräknas enligt </div><div class="t m0 x28 h6 y389 ff4 fs3 fc0 sc0 ls5 ws4">balansräkningsmetoden med utgångspunkt fr<span class="_ _3"></span>ån temporära </div><div class="t m0 x28 h6 y38a ff4 fs3 fc0 sc0 ls5 ws4">skillnader mellan redovisade och skatt<span class="_ _3"></span>emässiga värden på </div><div class="t m0 x28 h6 y38b ff4 fs3 fc0 sc0 ls5 ws4">tillgångar och skulder<span class="_ _3"></span>. Uppskjuten skatteskuld r<span class="_ _3"></span>edovisas till </div><div class="t m0 x28 h6 y38c ff4 fs3 fc0 sc0 ls5 ws23">nominellt belopp på skillnaden mellan fastighetens bokför<span class="_ _3"></span>da värde </div><div class="t m0 x28 h6 y38d ff4 fs3 fc0 sc0 ls5 ws4">och skattemässiga vär<span class="_ _3"></span>de och medtas i rapporten öv<span class="_ _3"></span>er finansiell </div><div class="t m0 x28 h6 y38e ff4 fs3 fc0 sc0 ls5 ws4">ställning. Ingen uppskjuten skatt r<span class="_ _3"></span>edovisas avseende temporär<span class="_ _3"></span>a </div><div class="t m0 x28 h6 y38f ff4 fs3 fc0 sc0 ls5 ws4">skillnader vid den första r<span class="_ _3"></span>edovisningen av en tillgång då den inte </div><div class="t m0 x28 h6 y390 ff4 fs3 fc0 sc0 ls5 ws4">påverkar r<span class="_ _3"></span>esultaträkning vid först<span class="_ _3"></span>a redovisningstillfället. </div><div class="t m0 x10 h8 y391 ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf10" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc10 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">72</div><div class="t m0 x4 h8 y32f ff1 fs3 fc0 sc0 ls14 ws14">FÖRV<span class="_ _2b"></span>AL<span class="_ _2c"></span>TNINGSFAS<span class="_ _3"></span>TIGHETER</div><div class="t m0 x4 h6 y330 ff4 fs3 fc0 sc0 ls16 ws4">Samtliga fastigheter i konc<span class="_ _3"></span>ernen klassificeras som </div><div class="t m0 x4 h6 y331 ff4 fs3 fc0 sc0 ls16 ws4">förvaltningsf<span class="_ _3"></span>astigheter<span class="_ _3"></span>. Med förvaltningsfastighet menas att den </div><div class="t m0 x4 h6 y332 ff4 fs3 fc0 sc0 ls16 ws4">innehas i syfte att generer<span class="_ _3"></span>a hyresintäkter eller v<span class="_ _3"></span>ärdeökning eller </div><div class="t m0 x4 h6 y333 ff4 fs3 fc0 sc0 ls16 ws4">en kombination av båda. F<span class="_ _3"></span>örvaltningsfastigheterna r<span class="_ _3"></span>edovisas </div><div class="t m0 x4 h6 y334 ff4 fs3 fc0 sc0 ls16 ws4">initialt till anskaningsvär<span class="_ _3"></span>det, vilket inkluderar i förv<span class="_ _3"></span>ärvet direkt </div><div class="t m0 x4 h6 y335 ff4 fs3 fc0 sc0 ls16 ws4">hänförbara utgifter samt just<span class="_ _3"></span>eras för i köpeskillingen beräknad </div><div class="t m0 x4 h6 y336 ff4 fs3 fc0 sc0 ls16 ws4">uppskjuten skatt. Därefter r<span class="_ _3"></span>edovisas förvaltningsfastighet<span class="_ _3"></span>erna </div><div class="t m0 x4 h6 y337 ff4 fs3 fc0 sc0 ls16 ws4">till verkligt vär<span class="_ _3"></span>de. Vinster och förluster hänförliga till </div><div class="t m0 x4 h6 y338 ff4 fs3 fc0 sc0 ls16 ws4">värdef<span class="_ _3"></span>örändringar på förvaltningsf<span class="_ _3"></span>astigheternas verkliga vär<span class="_ _3"></span>de </div><div class="t m0 x4 h6 y339 ff4 fs3 fc0 sc0 ls16 ws4">redovisas i r<span class="_ _3"></span>esultatet i den period de uppkommer<span class="_ _2b"></span>. Verkligt v<span class="_ _3"></span>ärde </div><div class="t m0 x4 h6 y33a ff4 fs3 fc0 sc0 ls16 ws4">baseras på en ext<span class="_ _3"></span>ern marknadsvärdering som inhämt<span class="_ _3"></span>as kvartalsvis.</div><div class="t m0 x4 h8 y392 ff1 fs3 fc0 sc0 ls5 ws4">De tre vär<span class="_ _3"></span>deringsnivåerna definier<span class="_ _3"></span>as enligt följande:</div><div class="t m0 x4 h6 y393 ff4 fs3 fc0 sc0 ls5 ws4">Nivå 1: Noter<span class="_ _3"></span>ade (ojusterade) priser på aktiv<span class="_ _3"></span>a marknader för </div><div class="t m0 x4 h6 y394 ff4 fs3 fc0 sc0 ls5 ws4">identiska tillgångar och skulder<span class="_ _2b"></span>.</div><div class="t m0 x4 h6 y395 ff4 fs3 fc0 sc0 ls5 ws4">Nivå 2: V<span class="_ _3"></span>ärderingsmodell baserad på andr<span class="_ _3"></span>a observerbara data f<span class="_ _3"></span>ör </div><div class="t m0 x4 h6 y396 ff4 fs3 fc0 sc0 ls5 ws4">tillgången eller skulden än noterade priser inkluder<span class="_ _3"></span>ade i nivå 1, </div><div class="t m0 x4 h6 y397 ff4 fs3 fc0 sc0 ls5 ws4">antingen direkt (priser) eller indir<span class="_ _3"></span>ekt (härledda priser). </div><div class="t m0 x4 h6 y398 ff4 fs3 fc0 sc0 ls5 ws4">Nivå 3: V<span class="_ _2b"></span>ärderingsmodeller där väsentlig indata baser<span class="_ _3"></span>as på icke </div><div class="t m0 x4 h6 y399 ff4 fs3 fc0 sc0 ls5 ws4">observerbar data.</div><div class="t m0 x4 h6 y39a ff4 fs3 fc0 sc0 ls5 ws4">Förvaltningsf<span class="_ _3"></span>astigheterna värder<span class="_ _3"></span>as enligt nivå 3. </div><div class="t m0 x4 h6 y39b ff4 fs3 fc0 sc0 ls5 ws4">Tillkommande utgifter inkluder<span class="_ _3"></span>as endast i det redovisade vär<span class="_ _3"></span>det </div><div class="t m0 x4 h6 y39c ff4 fs3 fc0 sc0 ls5 ws4">när det är sannolikt att framtida ekonomisk<span class="_ _3"></span>a förmåner som </div><div class="t m0 x4 h6 y39d ff4 fs3 fc0 sc0 ls5 ws4">kan hänföras till post<span class="_ _3"></span>en kommer koncernen till godo och att </div><div class="t m0 x4 h6 y39e ff4 fs3 fc0 sc0 ls5 ws4">anskaningsvär<span class="_ _3"></span>det för densamma kan beräknas på ett tillf<span class="_ _3"></span>örlitligt </div><div class="t m0 x4 h6 y39f ff4 fs3 fc0 sc0 ls5 ws4">sätt. Alla övriga kostnader för r<span class="_ _3"></span>eparationer och underhåll samt </div><div class="t m0 x4 h6 y3a0 ff4 fs3 fc0 sc0 ls5 ws4">tillkommande utgifter r<span class="_ _3"></span>edovisas i resultatr<span class="_ _3"></span>äkningen i den period </div><div class="t m0 x4 h6 y3a1 ff4 fs3 fc0 sc0 ls5 ws4">de uppstår<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y3a2 ff4 fs3 fc0 sc0 ls5 ws4">Förvärv a<span class="_ _3"></span>v förvaltningsfastighet r<span class="_ _3"></span>edovisas i samband med </div><div class="t m0 x4 h6 y3a3 ff4 fs3 fc0 sc0 ls5 ws4">kontrollen ö<span class="_ _3"></span>vergår till köpar<span class="_ _3"></span>en. Detta sker vid tillträdet a<span class="_ _3"></span>v </div><div class="t m0 x4 h6 y3a4 ff4 fs3 fc0 sc0 ls5 ws4">fastigheterna.</div><div class="t m0 x4 h6 y3a5 ff4 fs3 fc0 sc0 ls5 ws4">Intäkt från f<span class="_ _3"></span>astighetsförsäljningar redovisas normalt på </div><div class="t m0 x4 h6 y3a6 ff4 fs3 fc0 sc0 ls5 ws4">tillträdesdagen. I händelse av att k<span class="_ _3"></span>ontroll över tillgången </div><div class="t m0 x4 h6 y3a7 ff4 fs3 fc0 sc0 ls5 ws4">har övergå<span class="_ _3"></span>tt vid ett tidigare tillfälle än tillträdestidpunkten </div><div class="t m0 x4 h6 y3a8 ff4 fs3 fc0 sc0 ls5 ws4">intäktsredo<span class="_ _3"></span>visas fastighetsförsäljningen vid denna tidigare </div><div class="t m0 x4 h6 y3a9 ff4 fs3 fc0 sc0 ls5 ws4">tidpunkt.</div><div class="t m0 x4 h8 y3aa ff1 fs3 fc0 sc0 ls14 ws14">KASSAFL<span class="_ _3"></span>ÖDESANAL<span class="_ _2c"></span>YS</div><div class="t m0 x4 h6 y3ab ff4 fs3 fc0 sc0 ls5 ws4">Kassaflödesanalysen visar koncernens f<span class="_ _3"></span>örändringar av likvida </div><div class="t m0 x4 h6 y3ac ff4 fs3 fc0 sc0 ls5 ws4">medel under räkensk<span class="_ _3"></span>apsåret. Kassaflödesanalysen har upprättats </div><div class="t m0 x4 h6 y3ad ff4 fs3 fc0 sc0 ls5 ws1c">enligt den indirekta metoden. Det r<span class="_ _3"></span>edovisade kassaflödet omfattar </div><div class="t m0 x4 h6 y3ae ff4 fs3 fc0 sc0 ls5 ws4">endast transaktioner som medfört in- och utbetalningar<span class="_ _2b"></span>.</div><div class="t m0 x4 h8 y3af ff1 fs3 fc0 sc0 ls14 ws4">FINANSIELLA INSTRUMENT</div><div class="t m0 x4 h6 y3b0 ff4 fs3 fc0 sc0 ls5 ws4">En finansiell tillgång eller finansiell skuld tas upp i rapport ö<span class="_ _3"></span>ver </div><div class="t m0 x4 h6 y3b1 ff4 fs3 fc0 sc0 ls5 ws4">finansiell ställning när bolaget blir part enligt instrumentets </div><div class="t m0 x4 h6 y3b2 ff4 fs3 fc0 sc0 ls5 ws4">avtalsmässiga villkor<span class="_ _2b"></span>. En finansiell tillgång bokas bort från </div><div class="t m0 x4 h6 y3b3 ff4 fs3 fc0 sc0 ls5 ws4">balansräkningen när den avtalsenliga r<span class="_ _3"></span>ätten till kassaflödet från </div><div class="t m0 x4 h6 y3b4 ff4 fs3 fc0 sc0 ls5 ws4">tillgången upphör<span class="_ _3"></span>, regleras eller när k<span class="_ _3"></span>oncernen förlorar k<span class="_ _3"></span>ontrollen </div><div class="t m0 x4 h6 y3b5 ff4 fs3 fc0 sc0 ls5 ws4">över den. En finansiell skuld, eller del a<span class="_ _3"></span>v finansiell skuld, bokas </div><div class="t m0 x4 h6 y3b6 ff4 fs3 fc0 sc0 ls5 ws4">bort från balansräkningen när den a<span class="_ _3"></span>vtalade förpliktelsen fullgörs </div><div class="t m0 x4 h6 y3b7 ff4 fs3 fc0 sc0 ls5 ws4">eller på annat sätt upphör<span class="_ _3"></span>.</div><div class="t m0 x28 h8 y3b8 ff1 fs3 fc0 sc0 ls14 ws4">KLASSIFICERING OCH V<span class="_ _2b"></span>ÄRDERING</div><div class="t m0 x28 h6 y3b9 ff4 fs3 fc0 sc0 ls5 ws4">Finansiella tillgångar klassificeras baserat på a<span class="_ _3"></span>ärsmodell </div><div class="t m0 x28 h6 y3ba ff4 fs3 fc0 sc0 ls5 ws4">för förvaltningen a<span class="_ _3"></span>v tillgångarna och egenskaperna hos de </div><div class="t m0 x28 h6 y3bb ff4 fs3 fc0 sc0 ls5 ws4">avtalsenliga kassaflödena. Med detta a<span class="_ _3"></span>vses på vilket sätt de </div><div class="t m0 x28 h6 y3bc ff4 fs3 fc0 sc0 ls5 ws4">avtalade villk<span class="_ _3"></span>oren för den finansiella tillgången vid bestämda </div><div class="t m0 x28 h6 y3bd ff4 fs3 fc0 sc0 ls5 ws4">tidpunkter ger upphov till kassaflöden som endast består av </div><div class="t m0 x28 h6 y3be ff4 fs3 fc0 sc0 ls5 ws4">betalningar av kapitalbelopp och r<span class="_ _3"></span>änta på det utestående </div><div class="t m0 x28 h6 y3bf ff4 fs3 fc0 sc0 ls5 ws1a">kapitalbeloppet. Om den finansiella tillgången innehas inom ramen </div><div class="t m0 x28 h6 y3c0 ff4 fs3 fc0 sc0 ls5 ws4">för en aärsmodell v<span class="_ _3"></span>ars mål är att inkassera kontr<span class="_ _3"></span>aktsenliga </div><div class="t m0 x28 h6 y3c1 ff4 fs3 fc0 sc0 ls5 ws4">kassaflöden och de avtalade villkor<span class="_ _3"></span>en för den finansiella </div><div class="t m0 x28 h6 y3c2 ff4 fs3 fc0 sc0 ls5 ws4">tillgången vid bestämda tidpunkter ger upphov till kassaflöden </div><div class="t m0 x28 h6 y3c3 ff4 fs3 fc0 sc0 ls5 ws4">som endast består av betalningar av k<span class="_ _3"></span>apitalbelopp och ränta på </div><div class="t m0 x28 h6 y3c4 ff4 fs3 fc0 sc0 ls5 ws4">det utestående kapitalbeloppet r<span class="_ _3"></span>edovisas tillgången till upplupet </div><div class="t m0 x28 h6 y3c5 ff4 fs3 fc0 sc0 ls5 ws4">anskaningsvär<span class="_ _3"></span>de. (Hold to collect)               </div><div class="t m0 x28 h6 y3c6 ff4 fs3 fc0 sc0 ls5 ws4">Om den finansiella tillgången innehas i en aärsmodell vars mål </div><div class="t m0 x28 h6 y3c7 ff4 fs3 fc0 sc0 ls5 ws4">kan uppnås både genom att samla in avtalsenliga k<span class="_ _3"></span>assaflöden </div><div class="t m0 x28 h6 y3c8 ff4 fs3 fc0 sc0 ls5 ws4">och sälja finansiella tillgångar och de avtalade villkor<span class="_ _3"></span>en för den </div><div class="t m0 x28 h6 y3c9 ff4 fs3 fc0 sc0 ls5 ws4">finansiella tillgången ger vid bestämda tidpunkter upphov till </div><div class="t m0 x28 h6 y3ca ff4 fs3 fc0 sc0 ls5 ws4">kassaflöden som endast är betalningar av kapit<span class="_ _3"></span>albelopp och ränta </div><div class="t m0 x28 h6 y3cb ff4 fs3 fc0 sc0 ls5 ws4">på det utestående kapitalbeloppet r<span class="_ _3"></span>edovisas tillgången till verkligt </div><div class="t m0 x28 h6 y3cc ff4 fs3 fc0 sc0 ls5 ws4">värde via ö<span class="_ _3"></span>vrigt totalresultat. (Hold to collect and sell)</div><div class="t m0 x28 h6 y3cd ff4 fs3 fc0 sc0 ls5 ws4">Samtliga andra aärsmodeller där s<span class="_ _3"></span>yftet är spekulation, </div><div class="t m0 x28 h6 y3ce ff4 fs3 fc0 sc0 ls5 ws4">innehav för handel eller där kassaflödeskar<span class="_ _3"></span>aktären utesluter </div><div class="t m0 x28 h6 y3cf ff4 fs3 fc0 sc0 ls5 ws4">andra aärsmodeller innebär r<span class="_ _3"></span>edovisning till verkligt vär<span class="_ _3"></span>de via </div><div class="t m0 x28 h6 y3d0 ff4 fs3 fc0 sc0 ls5 ws4">resultatr<span class="_ _3"></span>äkningen. (Other)</div><div class="t m0 x28 h8 y3d1 ff1 fs3 fc0 sc0 ls14 ws4">UPPLUPET ANSKAFFNINGS<span class="_ _3"></span>V<span class="_ _2b"></span>ÄRDE OCH </div><div class="t m0 x28 h8 y3d2 ff1 fs3 fc0 sc0 ls14 ws14">EFFEKTIVRÄNTEMET<span class="_ _3"></span>ODEN</div><div class="t m0 x28 h6 y3d3 ff4 fs3 fc0 sc0 ls5 ws4">Finansiella tillgångar<span class="_ _2b"></span>/sk<span class="_ _3"></span>ulder som värder<span class="_ _3"></span>as till upplupet </div><div class="t m0 x28 h6 y3d4 ff4 fs3 fc0 sc0 ls5 ws4">anskaningsvär<span class="_ _3"></span>de redovisas initialt till verkligt v<span class="_ _3"></span>ärde med tillägg/</div><div class="t m0 x28 h6 y3d5 ff4 fs3 fc0 sc0 ls5 ws4">avdr<span class="_ _3"></span>ag för transaktionsutgifter<span class="_ _2b"></span>. Efterföljande redovisning sker </div><div class="t m0 x28 h6 y3d6 ff4 fs3 fc0 sc0 ls5 ws4">till upplupet anskaningsvär<span class="_ _3"></span>de med eektivräntemetoden, </div><div class="t m0 x28 h6 y3d7 ff4 fs3 fc0 sc0 ls5 ws4">i vilken transaktionsut<span class="_ _3"></span>gifterna periodiseras som en del av </div><div class="t m0 x28 h6 y3d8 ff4 fs3 fc0 sc0 ls5 ws4">ränteintäkt<span class="_ _3"></span>erna/-kostnaderna över instrumentets löptid. </div><div class="t m0 x28 h6 y3d9 ff4 fs3 fc0 sc0 ls5 ws4">Eektivräntemet<span class="_ _3"></span>oden är i huvudsak relevant för k<span class="_ _3"></span>oncernens </div><div class="t m0 x28 h6 y3da ff4 fs3 fc0 sc0 ls5 ws4">upplåning. Kort<span class="_ _3"></span>a fordringar och skulder av r<span class="_ _3"></span>örelsekar<span class="_ _3"></span>aktär </div><div class="t m0 x28 h6 y3db ff4 fs3 fc0 sc0 ls5 ws4">redovisas till nominella belopp<span class="_ _3"></span>, då diskontering skulle ha </div><div class="t m0 x28 h6 y3dc ff4 fs3 fc0 sc0 ls5 ws4">oväsentliga eekt<span class="_ _3"></span>er<span class="_ _3"></span>. Fordringar r<span class="_ _3"></span>educeras med reserv för </div><div class="t m0 x28 h6 y3dd ff4 fs3 fc0 sc0 ls5 ws4">förväntade kr<span class="_ _3"></span>editförluster (se nedskrivningar nedan). </div><div class="t m0 x28 h8 y3de ff1 fs3 fc0 sc0 ls14 ws14">NEDSKRIVNING</div><div class="t m0 x28 h6 y3df ff4 fs3 fc0 sc0 ls5 ws4">För kundfor<span class="_ _3"></span>dringar finns förenklingar som innebär att k<span class="_ _3"></span>oncernen </div><div class="t m0 x28 h6 y3e0 ff4 fs3 fc0 sc0 ls5 ws4">direkt ska r<span class="_ _3"></span>edovisa förväntade kr<span class="_ _3"></span>editförluster för tillgångens </div><div class="t m0 x28 h6 y3e1 ff4 fs3 fc0 sc0 ls5 ws4">återstående löptid.</div><div class="t m0 x28 h6 y3e2 ff4 fs3 fc0 sc0 ls15 ws4">Koncernen definier<span class="_ _3"></span>ar fallissemang som att det bedöms osannolikt </div><div class="t m0 x28 h6 y3e3 ff4 fs3 fc0 sc0 ls15 ws4">att motparten kommer att möt<span class="_ _3"></span>a sina åtaganden på grund av </div><div class="t m0 x28 h6 y3e4 ff4 fs3 fc0 sc0 ls15 ws4">indikator<span class="_ _3"></span>er som finansiella svårigheter och missade betalningar<span class="_ _2b"></span>.<span class="_ _4"></span> </div><div class="t m0 x28 h6 y3e5 ff4 fs3 fc0 sc0 ls15 ws4">Oavsett anses fallissemang f<span class="_ _3"></span>öreligga när betalningen är 90 dagar </div><div class="t m0 x28 h6 y3e6 ff4 fs3 fc0 sc0 ls15 ws4">sen. Koncernen skriv<span class="_ _3"></span>er bort en fordran när inga möjlighet<span class="_ _3"></span>er till </div><div class="t m0 x28 h6 y3e7 ff4 fs3 fc0 sc0 ls15 ws4">ytterligare kassaflöden bedöms för<span class="_ _3"></span>eligga. Koncernens e<span class="_ _3"></span>xponering </div><div class="t m0 x28 h6 y3e8 ff4 fs3 fc0 sc0 ls15 ws4">för kreditrisk är huvudsakligen hänförlig till k<span class="_ _3"></span>undfordringar<span class="_ _3"></span>, </div><div class="t m0 x28 h6 y3e9 ff4 fs3 fc0 sc0 ls15 ws4">övriga kortfristiga f<span class="_ _3"></span>ordringar och likvida medel.  Den förenklade </div><div class="t m0 x28 h6 y3ea ff4 fs3 fc0 sc0 ls15 ws4">modellen används för ber<span class="_ _3"></span>äkning av kreditförlusterna på k<span class="_ _3"></span>oncernens </div><div class="t m0 x28 h6 y3eb ff4 fs3 fc0 sc0 ls15 ws4">kundfordringar<span class="_ _2b"></span>.  Vid beräkning av de förvänt<span class="_ _3"></span>ade kreditförlusterna </div><div class="t m0 x28 h6 y3ec ff4 fs3 fc0 sc0 ls15 ws4">har kundfordringarna analy<span class="_ _3"></span>serats individuellt och utvär<span class="_ _3"></span>derats </div><div class="t m0 x28 h6 y3ed ff4 fs3 fc0 sc0 ls15 ws4">baserat på tidigar<span class="_ _3"></span>e händelser<span class="_ _3"></span>, nuvarande förhållanden och </div><div class="t m0 x28 h6 y3ee ff4 fs3 fc0 sc0 ls15 ws4">prognoser för fr<span class="_ _3"></span>amtida ekonomiska förutsättningar<span class="_ _2b"></span>. Likvida </div><div class="t m0 x28 h6 y3ef ff4 fs3 fc0 sc0 ls15 ws4">medel omfattas av den gener<span class="_ _3"></span>ella modellen där undantaget för låg </div><div class="t m0 x28 h6 y3f0 ff4 fs3 fc0 sc0 ls15 ws4">kreditrisk tillämpas.</div><div class="t m0 x10 h8 y3f1 ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf11" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc11 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls2a ws2b">73</div><div class="t m0 x4 h8 y32f ff1 fs3 fc0 sc0 ls14 ws14">RÄNTEDERIV<span class="_ _2b"></span>A<span class="_ _2b"></span>T</div><div class="t m0 x4 h6 y330 ff4 fs3 fc0 sc0 ls15 ws4">Den totala premien på r<span class="_ _3"></span>äntetaken fast<span class="_ _3"></span>ställdes när derivaten </div><div class="t m0 x4 h6 y331 ff4 fs3 fc0 sc0 ls15 ws4">upphandlades och avbetalas varje kv<span class="_ _3"></span>artal under dess löptid. V<span class="_ _3"></span>ärdet </div><div class="t m0 x4 h6 y332 ff4 fs3 fc0 sc0 ls15 ws4">på räntetak<span class="_ _3"></span>en består således av en negativ post motsvar<span class="_ _3"></span>ande </div><div class="t m0 x4 h6 y333 ff4 fs3 fc0 sc0 ls15 ws4">de kvarstående delbet<span class="_ _3"></span>alningarna samt en neutral eller positiv </div><div class="t m0 x4 h6 y334 ff4 fs3 fc0 sc0 ls15 ws4">post som beror på räntet<span class="_ _3"></span>akets förhållande till den r<span class="_ _3"></span>örliga räntan </div><div class="t m0 x4 h6 y335 ff4 fs3 fc0 sc0 ls15 ws4">som taket hänför sig till. Den sistnämnda delen a<span class="_ _3"></span>v värdet kan </div><div class="t m0 x4 h6 y336 ff4 fs3 fc0 sc0 ls15 ws4">aldrig vara negativ<span class="_ _2b"></span>. Räntederivaten marknads<span class="_ _3"></span>värderas och </div><div class="t m0 x4 h6 y337 ff4 fs3 fc0 sc0 ls15 ws4">värdef<span class="_ _3"></span>örändringen redovisas ö<span class="_ _3"></span>ver resultatr<span class="_ _3"></span>äkningen. Koncernen </div><div class="t m0 x4 h6 y338 ff4 fs3 fc0 sc0 ls15 ws4">värder<span class="_ _3"></span>ar samtliga derivat utifrån indat<span class="_ _3"></span>a enligt nivå 2 i verkligt vär<span class="_ _3"></span>de </div><div class="t m0 x4 h6 y339 ff4 fs3 fc0 sc0 ls15 ws4">hierarkin. Detta sker i pr<span class="_ _3"></span>aktiken genom avst<span class="_ _3"></span>ämning mot tredje part. </div><div class="t m0 x4 h6 y33a ff4 fs3 fc0 sc0 ls15 ws4">V<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändringarna påverkar det r<span class="_ _3"></span>edovisade resultatet och egna </div><div class="t m0 x4 h6 y33b ff4 fs3 fc0 sc0 ls15 ws4">kapitalet men påv<span class="_ _3"></span>erkar ej kassaflödet eller belåningsgraden. </div><div class="t m0 x4 h8 y3f2 ff1 fs3 fc0 sc0 ls14 ws4">LIKVID<span class="_ _3"></span>A MEDEL</div><div class="t m0 x4 h6 y3f3 ff4 fs3 fc0 sc0 ls5 ws4">Likvida medel inkluderar kassamedel och banktillgodohav<span class="_ _3"></span>anden </div><div class="t m0 x4 h6 y33e ff4 fs3 fc0 sc0 ls5 ws4">som lätt kan omvandlas till k<span class="_ _3"></span>ontanter samt är för<span class="_ _3"></span>emål för en </div><div class="t m0 x4 h6 y33f ff4 fs3 fc0 sc0 ls5 ws4">obetydlig risk för v<span class="_ _3"></span>ärdeförändringar<span class="_ _2b"></span>. </div><div class="t m0 x4 h8 y3f4 ff1 fs3 fc0 sc0 ls14 ws14">LEVERANT<span class="_ _3"></span>ÖRSSKULDER</div><div class="t m0 x4 h6 y3f5 ff4 fs3 fc0 sc0 ls5 ws4">Lever<span class="_ _3"></span>antörsskulder ingår i kategorin för finansiella sk<span class="_ _3"></span>ulder som </div><div class="t m0 x4 h6 y3f6 ff4 fs3 fc0 sc0 ls5 ws4">värder<span class="_ _3"></span>as till upplupet anskaningsvär<span class="_ _3"></span>de. Lever<span class="_ _3"></span>antörsskuldernas </div><div class="t m0 x4 h6 y3f7 ff4 fs3 fc0 sc0 ls5 ws4">förväntade löptid är dock k<span class="_ _3"></span>ort, varför skulden redo<span class="_ _3"></span>visas till </div><div class="t m0 x4 h6 y3f8 ff4 fs3 fc0 sc0 ls5 ws4">nominellt belopp utan diskontering.</div><div class="t m0 x4 h8 y3f9 ff1 fs3 fc0 sc0 ls14 ws14">UPPLÅNING</div><div class="t m0 x4 h6 y3fa ff4 fs3 fc0 sc0 ls5 ws4">Upptagen extern finansiering klassificer<span class="_ _3"></span>as som “Upplåning” </div><div class="t m0 x4 h6 y3fb ff4 fs3 fc0 sc0 ls5 ws4">och värder<span class="_ _3"></span>as till upplupet anskaningsvär<span class="_ _3"></span>de enligt </div><div class="t m0 x4 h6 y3fc ff4 fs3 fc0 sc0 ls5 ws4">eektivräntemet<span class="_ _3"></span>oden. T<span class="_ _3"></span>ransaktionsutgifter vid uppt<span class="_ _3"></span>agande av </div><div class="t m0 x4 h6 y3fd ff4 fs3 fc0 sc0 ls5 ws4">lån periodiseras i enlighet med eektivränt<span class="_ _3"></span>emetoden över lånets </div><div class="t m0 x4 h6 y3fe ff4 fs3 fc0 sc0 ls5 ws4">löptid som en del av räntek<span class="_ _3"></span>ostnaden.</div><div class="t m0 x4 h8 y3ff ff1 fs3 fc0 sc0 ls14 ws14">A<span class="_ _2b"></span>VSÄ<span class="_ _2b"></span>TTNINGAR</div><div class="t m0 x4 h6 y400 ff4 fs3 fc0 sc0 ls6 ws4">Avsä<span class="_ _3"></span>ttningar redovisas när koncernen har en befintlig förplikt<span class="_ _3"></span>else<span class="_ _4"></span> </div><div class="t m0 x4 h6 y401 ff4 fs3 fc0 sc0 ls6 ws4">(legal eller informell) som en följd av en intr<span class="_ _3"></span>äad händelse, det är </div><div class="t m0 x4 h6 y402 ff4 fs3 fc0 sc0 ls6 ws4">troligt att ett utflöde av r<span class="_ _3"></span>esurser kommer att krä<span class="_ _3"></span>vas för att r<span class="_ _3"></span>eglera </div><div class="t m0 x4 h6 y403 ff4 fs3 fc0 sc0 ls6 ws4">förpliktelsen och en tillförlitlig uppskattning a<span class="_ _3"></span>v beloppet kan göras. </div><div class="t m0 x4 h6 y404 ff4 fs3 fc0 sc0 ls6 ws4">Det belopp som avsätts utgör den bästa uppsk<span class="_ _3"></span>attningen av </div><div class="t m0 x4 h6 y405 ff4 fs3 fc0 sc0 ls6 ws4">det belopp som krävs f<span class="_ _3"></span>ör att reglera den befintliga förplikt<span class="_ _3"></span>elsen<span class="_ _4"></span> </div><div class="t m0 x4 h6 y406 ff4 fs3 fc0 sc0 ls6 ws4">på balansdagen, med hänsyn tagen till risker och osäk<span class="_ _3"></span>erheter </div><div class="t m0 x4 h6 y407 ff4 fs3 fc0 sc0 ls6 ws4">förknippade med förpliktelsen. När en av<span class="_ _3"></span>sättning beräknas genom </div><div class="t m0 x4 h6 y408 ff4 fs3 fc0 sc0 ls6 ws4">att uppskatta de utbetalningar som f<span class="_ _3"></span>örväntas krä<span class="_ _3"></span>vas för att regler<span class="_ _3"></span>a </div><div class="t m0 x4 h6 y409 ff4 fs3 fc0 sc0 ls6 ws4">förpliktelsen, ska det r<span class="_ _3"></span>edovisade värdet mots<span class="_ _3"></span>vara nuv<span class="_ _3"></span>ärdet av dessa </div><div class="t m0 x4 h6 y40a ff4 fs3 fc0 sc0 ls6 ws8">utbetalningar<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y40b ff4 fs3 fc0 sc0 ls6 ws4">Där en del av eller hela det belopp som krä<span class="_ _3"></span>vs för att regler<span class="_ _3"></span>a en<span class="_ _4"></span> </div><div class="t m0 x4 h6 y40c ff4 fs3 fc0 sc0 ls6 ws4">avsättning förv<span class="_ _3"></span>äntas bli ersatt av en tredje part, ska gottgör<span class="_ _3"></span>elsen </div><div class="t m0 x4 h6 y40d ff4 fs3 fc0 sc0 ls6 ws4">särredovisas som en tillgång i rapport ö<span class="_ _3"></span>ver finansiell ställning när det </div><div class="t m0 x4 h6 y40e ff4 fs3 fc0 sc0 ls6 ws4">är så gott som säkert att den kommer a<span class="_ _3"></span>tt erhållas om bolaget reglerar </div><div class="t m0 x4 h6 y40f ff4 fs3 fc0 sc0 ls6 ws4">förpliktelsen och beloppet kan beräknas tillf<span class="_ _3"></span>örlitligt.<span class="_ _4"></span> </div><div class="t m0 x4 h8 y410 ff1 fs3 fc0 sc0 ls14 ws4">REDOVISNINGSPRINCIPER FÖR MODERBOLA<span class="_ _2b"></span>GET</div><div class="t m0 x4 h6 y411 ff4 fs3 fc0 sc0 ls5 ws4">Moderbolaget tillämpar Årsredovisningslagen och Rådet för </div><div class="t m0 x4 h6 y412 ff4 fs3 fc0 sc0 ls5 ws4">finansiell rapporterings r<span class="_ _3"></span>ekommendation RFR 2 Redovisning för </div><div class="t m0 x4 h6 y413 ff4 fs3 fc0 sc0 ls5 ws4">juridiska personer<span class="_ _3"></span>. Tillämpning av RFR 2 innebär att moderbolaget </div><div class="t m0 x4 h6 y414 ff4 fs3 fc0 sc0 ls5 ws4">så långt som möjligt tillämpar alla av EU godkända IFRS inom </div><div class="t m0 x4 h6 y415 ff4 fs3 fc0 sc0 ls5 ws4">ramen för Årsr<span class="_ _3"></span>edovisningslagen samt beaktat sambandet mellan </div><div class="t m0 x4 h6 y416 ff4 fs3 fc0 sc0 ls5 ws4">redovisning och beskattning. Skillnaderna mellan moderbolagets </div><div class="t m0 x4 h6 y417 ff4 fs3 fc0 sc0 ls5 ws4">och koncernens redo<span class="_ _3"></span>visningsprinciper beskrivs härnäst.</div><div class="t m0 x28 hb y418 ff5 fs3 fc4 sc0 ls5 ws4">Finansiella instrument</div><div class="t m0 x28 h6 y419 ff4 fs3 fc0 sc0 ls5 ws4">Moderbolaget tillämpar inte IFRS 9 i juridisk person.  </div><div class="t m0 x28 h6 y41a ff4 fs3 fc0 sc0 ls5 ws4">Moderbolaget redovisar en finansiell tillgång eller en </div><div class="t m0 x28 h6 y41b ff4 fs3 fc0 sc0 ls5 ws4">finansiell skuld när det blir part i det finansiella instrumentets </div><div class="t m0 x28 h6 y41c ff4 fs3 fc0 sc0 ls5 ws4">avtalsmässiga villkor<span class="_ _2b"></span>. </div><div class="t m0 x28 h6 y41d ff4 fs3 fc0 sc0 ls5 ws4">Vid första r<span class="_ _3"></span>edovisningstillfället redovisas finansiella instrument </div><div class="t m0 x28 h6 y41e ff4 fs3 fc0 sc0 ls5 ws4">till anskaningsvär<span class="_ _3"></span>de, med vilket avses det belopp som </div><div class="t m0 x28 h6 y41f ff4 fs3 fc0 sc0 ls5 ws4">motsvar<span class="_ _3"></span>ar utgifterna för tillgångens förv<span class="_ _3"></span>ärv med tillägg för </div><div class="t m0 x28 h6 y420 ff4 fs3 fc0 sc0 ls5 ws4">transaktionsutgifter som är dir<span class="_ _3"></span>ekt hänförligt till förvärvet.</div><div class="t m0 x28 h6 y421 ff4 fs3 fc0 sc0 ls5 ws4">Moderbolaget redovisar en förlustr<span class="_ _3"></span>eserv för förväntade </div><div class="t m0 x28 h6 y422 ff4 fs3 fc0 sc0 ls5 ws4">kreditförluster på finansiella tillgångar som r<span class="_ _3"></span>edovisas </div><div class="t m0 x28 h6 y423 ff4 fs3 fc0 sc0 ls5 ws4">som anläggningstillgångar och värder<span class="_ _3"></span>as till upplupet </div><div class="t m0 x28 h6 y424 ff4 fs3 fc0 sc0 ls5 ws4">anskaningsvär<span class="_ _3"></span>de. Moderbolaget redovisar året<span class="_ _3"></span>s förändring i </div><div class="t m0 x28 h6 y425 ff4 fs3 fc0 sc0 ls5 ws4">förväntade kr<span class="_ _3"></span>editförluster i result<span class="_ _3"></span>atet. </div><div class="t m0 x28 h6 y426 ff4 fs3 fc0 sc0 ls5 ws4">Vid beräkning av nettof<span class="_ _3"></span>örsäljningsvärdet på finansiella tillgångar </div><div class="t m0 x28 h6 y427 ff4 fs3 fc0 sc0 ls5 ws4">som redovisas som omsättningstillgångar ska principerna </div><div class="t m0 x28 h6 y428 ff4 fs3 fc0 sc0 ls5 ws4">för nedskrivningsprövning och f<span class="_ _3"></span>örlustriskreservering i IFRS 9 </div><div class="t m0 x28 h6 y429 ff4 fs3 fc0 sc0 ls5 ws4">tillämpas.</div><div class="t m0 x28 h6 y42a ff4 fs3 fc0 sc0 ls5 ws4">En finansiell tillgång respektive finansiell skuld bokas bort fr<span class="_ _3"></span>ån </div><div class="t m0 x28 h6 y42b ff4 fs3 fc0 sc0 ls5 ws4">balansräkningen när den avtalsenliga r<span class="_ _3"></span>ätten till kassaflödet från </div><div class="t m0 x28 h6 y42c ff4 fs3 fc0 sc0 ls5 ws4">tillgången har upphört eller reglera<span class="_ _3"></span>ts respektive när den avtalade </div><div class="t m0 x28 h6 y42d ff4 fs3 fc0 sc0 ls5 ws4">förpliktelsen fullgjorts eller upphört.</div><div class="t m0 x28 h8 y42e ff1 fs3 fc0 sc0 ls14 ws4">KLASSIFICERING OCH UPPST<span class="_ _2b"></span>ÄLLNINGSFORMER</div><div class="t m0 x28 h6 y42f ff4 fs3 fc0 sc0 ls5 ws4">Moderbolagets resultat<span class="_ _3"></span>- och balansräkning är uppställda enligt </div><div class="t m0 x28 h6 y430 ff4 fs3 fc0 sc0 ls5 ws4">Årsredovisningslagens scheman. Skillnaden mot IAS 1 Ut<span class="_ _3"></span>formning </div><div class="t m0 x28 h6 y431 ff4 fs3 fc0 sc0 ls5 ws4">av finansiella rapporter som tillämpas vid utf<span class="_ _3"></span>ormningen av </div><div class="t m0 x28 h6 y432 ff4 fs3 fc0 sc0 ls5 ws4">koncernens finansiella rapport<span class="_ _3"></span>er är främst redovisning a<span class="_ _3"></span>v </div><div class="t m0 x28 h6 y433 ff4 fs3 fc0 sc0 ls5 ws4">finansiella intäkter och kostnader<span class="_ _2b"></span>, anläggningstillgångar, eget </div><div class="t m0 x28 h6 y434 ff4 fs3 fc0 sc0 ls5 ws4">kapital samt för<span class="_ _3"></span>ekomsten av av<span class="_ _3"></span>sättningar som egen rubrik.</div><div class="t m0 x28 h8 y435 ff1 fs3 fc0 sc0 ls14 ws14">DOTTERBOLA<span class="_ _2b"></span>G</div><div class="t m0 x28 h6 y436 ff4 fs3 fc0 sc0 ls5 ws4">Andelar i dotterbolag redovisas till anskanings<span class="_ _3"></span>värde i </div><div class="t m0 x28 h6 y437 ff4 fs3 fc0 sc0 ls5 ws4">moderbolagets finansiella rapporter<span class="_ _2b"></span>. </div><div class="t m0 x28 h8 y438 ff1 fs3 fc0 sc0 ls14 ws14">K<span class="_ _3"></span>ONCERNBIDRAG<span class="_ _2b"></span> </div><div class="t m0 x28 h6 y439 ff4 fs3 fc0 sc0 ls5 ws4">Ett koncernbidrag som moderbolaget erhåller fr<span class="_ _3"></span>ån ett dotterbolag </div><div class="t m0 x28 h6 y43a ff4 fs3 fc0 sc0 ls5 ws4">redovisas som en bokslutsdisposition enligt alt<span class="_ _3"></span>ernativregeln. </div><div class="t m0 x28 h6 y43b ff4 fs3 fc0 sc0 ls5 ws4">Koncernbidr<span class="_ _3"></span>ag lämnade från moderbolaget till ett dotterbolag, </div><div class="t m0 x28 h6 y43c ff4 fs3 fc0 sc0 ls5 ws4">eller mellan dotterbolag redovisas som en bokslut<span class="_ _3"></span>sdisposition </div><div class="t m0 x28 h6 y43d ff4 fs3 fc0 sc0 ls5 ws4">enligt alternativregeln.</div><div class="t m0 x28 h8 y43e ff1 fs3 fc0 sc0 ls14 ws14">UTDELNINGAR</div><div class="t m0 x28 h6 y43f ff4 fs3 fc0 sc0 ls5 ws4">Utdelningar redovisas som skuld eft<span class="_ _3"></span>er det att årsstämman </div><div class="t m0 x28 h6 y440 ff4 fs3 fc0 sc0 ls5 ws4">godkänt utdelningen.</div><div class="t m0 x10 h8 y441 ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf12" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc12 w0 h0"><img 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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls2b ws2c">74</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 3 Viktiga uppskattningar och bedömningar</div><div class="t m0 x4 h8 y58 ff1 fs3 fc0 sc0 ls14 ws4">VIKTIG<span class="_ _3"></span>A KÄLLOR TILL OS<span class="_ _3"></span>ÄKERHET I UPPSKA<span class="_ _2b"></span>TTNINGAR</div><div class="t m0 x4 h6 y442 ff4 fs3 fc0 sc0 ls5 ws4">För att upprä<span class="_ _3"></span>tta redovisningen i enlighet med IFRS och god </div><div class="t m0 x4 h6 y443 ff4 fs3 fc0 sc0 ls5 ws4">redovisningssed måste för<span class="_ _3"></span>etagsledningen och styrelsen gör<span class="_ _3"></span>a </div><div class="t m0 x4 h6 y444 ff4 fs3 fc0 sc0 ls5 ws4">bedömningar och antaganden som kan ge en betydande </div><div class="t m0 x4 h6 y445 ff4 fs3 fc0 sc0 ls5 ws4">påverkan på k<span class="_ _3"></span>oncernens resultat och finansiella ställning. </div><div class="t m0 x4 h6 y446 ff4 fs3 fc0 sc0 ls5 ws4">Dessa baseras på historiska erfar<span class="_ _3"></span>enheter och antaganden som </div><div class="t m0 x4 h6 y447 ff4 fs3 fc0 sc0 ls5 ws4">bedöms vara rimliga under r<span class="_ _3"></span>ådande omständigheter<span class="_ _3"></span>. Faktiskt </div><div class="t m0 x4 h6 y448 ff4 fs3 fc0 sc0 ls5 ws4">utfall kan skilja sig fr<span class="_ _3"></span>ån dessa bedömningar och antaganden om </div><div class="t m0 x4 h6 y449 ff4 fs3 fc0 sc0 ls5 ws4">förutsättningarna för<span class="_ _3"></span>ändras.</div><div class="t m0 x4 h6 y44a ff4 fs3 fc0 sc0 ls5 ws4">Nedan redogörs för de viktigaste ant<span class="_ _3"></span>agandena om framtiden, </div><div class="t m0 x4 h6 y44b ff4 fs3 fc0 sc0 ls5 ws4">och andra viktiga källor till osäk<span class="_ _3"></span>erhet i uppskattningar per </div><div class="t m0 x4 h6 y44c ff4 fs3 fc0 sc0 ls5 ws4">balansdagen, som innebär en betydande risk för v<span class="_ _3"></span>äsentliga </div><div class="t m0 x4 h6 y44d ff4 fs3 fc0 sc0 ls5 ws4">justeringar i redovisade v<span class="_ _3"></span>ärden för tillgångar och skulder under </div><div class="t m0 x4 h6 y44e ff4 fs3 fc0 sc0 ls5 ws4">nästkommande räk<span class="_ _3"></span>enskapsår<span class="_ _3"></span>.</div><div class="t m0 x4 h8 y44f ff1 fs3 fc0 sc0 ls14 ws4">V<span class="_ _2b"></span>ÄRDERING FA<span class="_ _3"></span>STIGHETERNA</div><div class="t m0 x4 h6 y450 ff4 fs3 fc0 sc0 ls6 ws4">Fastighets- och fastighetsr<span class="_ _3"></span>elaterade tillgångar är till sin natur </div><div class="t m0 x4 h6 y451 ff4 fs3 fc0 sc0 ls6 ws4">svår<span class="_ _3"></span>a att värder<span class="_ _3"></span>a på grund av den speciella karaktär<span class="_ _3"></span>en hos varje </div><div class="t m0 x4 h6 y452 ff4 fs3 fc0 sc0 ls6 ws4">fastighet och det faktum att det int<span class="_ _3"></span>e nödvändigtvis är en likvid </div><div class="t m0 x4 h6 y453 ff4 fs3 fc0 sc0 ls6 ws4">marknad. Som ett resultat kan v<span class="_ _3"></span>ärderingarna var<span class="_ _3"></span>a föremål för </div><div class="t m0 x4 h6 y454 ff4 fs3 fc0 sc0 ls6 ws4">avsev<span class="_ _3"></span>ärd osäkerhet. Det finns inga garantier för att de ber<span class="_ _3"></span>äkningar<span class="_ _4"></span> </div><div class="t m0 x4 h6 y455 ff4 fs3 fc0 sc0 ls6 ws4">som följer av vär<span class="_ _3"></span>deringsprocessen kommer att å<span class="_ _3"></span>terspegla det </div><div class="t m0 x4 h6 y456 ff4 fs3 fc0 sc0 ls6 ws4">verkliga försäljningspriset. En framtida lågk<span class="_ _3"></span>onjunktur inom<span class="_ _4"></span> </div><div class="t m0 x4 h6 y457 ff4 fs3 fc0 sc0 ls6 ws4">fastighetsmarknaden kan v<span class="_ _3"></span>äsentligt påverka vär<span class="_ _3"></span>det på egendom. </div><div class="t m0 x4 h6 y458 ff4 fs3 fc0 sc0 ls6 ws4">V<span class="_ _3"></span>ärderingen baser<span class="_ _3"></span>as på en uppskattning av framtida in- och </div><div class="t m0 x4 h6 y459 ff4 fs3 fc0 sc0 ls6 ws4">utbetalningar samt en diskontering a<span class="_ _3"></span>v dessa med hänsyn till en<span class="_ _4"></span> </div><div class="t m0 x4 h6 y45a ff4 fs3 fc0 sc0 ls6 ws4">riskfri ränta och riskpåslag. Samtliga dessa faktor<span class="_ _3"></span>er utgör således </div><div class="t m0 x4 h6 y45b ff4 fs3 fc0 sc0 ls6 ws4">bedömningar av framtiden och är osäkra. Se vidar<span class="_ _3"></span>e i not 12<span class="_ _4"></span>.</div><div class="t m0 x4 h8 y45c ff1 fs3 fc0 sc0 ls14 ws4">FÖRV<span class="_ _2b"></span>ÄRV A<span class="_ _2b"></span>V BOLAG</div><div class="t m0 x4 h6 y45d ff4 fs3 fc0 sc0 ls5 ws4">Vid förvärv av bolag gör<span class="_ _3"></span>s en bedömning av om förvärvet är </div><div class="t m0 x4 h6 y45e ff4 fs3 fc0 sc0 ls5 ws4">att betrakta som ett tillgångsförv<span class="_ _3"></span>ärv eller ett rörelsef<span class="_ _3"></span>örvärv<span class="_ _2b"></span>. </div><div class="t m0 x4 h6 y45f ff4 fs3 fc0 sc0 ls5 ws4">Bolag innehållande endast fastigheter utan tillhör<span class="_ _3"></span>ande </div><div class="t m0 x4 h6 y460 ff4 fs3 fc0 sc0 ls5 ws4">fastighetsförv<span class="_ _3"></span>altning/<span class="_ _2b"></span>administration klassificeras i normalfallet </div><div class="t m0 x4 h6 y461 ff4 fs3 fc0 sc0 ls5 ws4">som tillgångsförvärv<span class="_ _2b"></span>.</div><div class="t m0 x4 h8 y462 ff1 fs3 fc0 sc0 ls14 ws14">UNDERSK<span class="_ _3"></span>OTTS<span class="_ _3"></span>A<span class="_ _2b"></span>VDRAG</div><div class="t m0 x4 h6 y463 ff4 fs3 fc0 sc0 ls5 ws4">Vid värdering a<span class="_ _3"></span>v underskottsavdr<span class="_ _3"></span>ag görs en bedömning av </div><div class="t m0 x4 h6 y464 ff4 fs3 fc0 sc0 ls5 ws4">sannolikheten att underskotten k<span class="_ _3"></span>an utnyttjas. Fastställda </div><div class="t m0 x4 h6 y465 ff4 fs3 fc0 sc0 ls5 ws4">underskott som med hög säkerhet k<span class="_ _3"></span>an nyttjas mot framtida </div><div class="t m0 x4 h6 y466 ff4 fs3 fc0 sc0 ls5 ws4">vinster utgör underlag för beräkning a<span class="_ _3"></span>v uppskjuten </div><div class="t m0 x4 h6 y467 ff4 fs3 fc0 sc0 ls5 ws4">skattefor<span class="_ _3"></span>dran. De skattemässiga undersk<span class="_ _3"></span>otten beräknas uppgå </div><div class="t m0 x4 h6 y468 ff4 fs3 fc0 sc0 ls5 ws4">till ca 23 855 TEUR (18 221) per 31 december 2021.</div><div class="t m0 x5 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 4 Hyresint<span class="_ _3"></span>äkter</div><div class="t m0 x5 h8 y469 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _eb"> </span>Helår 2021<span class="_ _144"> </span>Helår 2020</div><div class="t m0 x5 h6 y46a ff4 fs3 fc0 sc0 ls5 ws4">Hyresintäkter e<span class="_ _3"></span>xkl. tillägg<span class="_ _145"> </span>81 058<span class="_ _146"> </span>65 033</div><div class="t m0 x5 h6 y46b ff4 fs3 fc0 sc0 ls5 ws4">Drift<span class="_ _6d"> </span>11 36<span class="_ _4"></span>3<span class="_ _3e"> </span>7 030</div><div class="t m0 x5 h6 y46c ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsskatt<span class="_ _d1"> </span><span class="lsa wsa">670<span class="_ _147"> </span></span>1 130</div><div class="t m0 x5 h6 y46d ff4 fs3 fc0 sc0 ls5 ws4">El<span class="_ _27"> </span>590<span class="_ _4f"> </span><span class="lsa wsa">378</span></div><div class="t m0 x5 h6 y46e ff4 fs3 fc0 sc0 ls5 ws4">Övrigt<span class="_ _148"> </span><span class="ls1d ws1c">73<span class="_ _149"> </span></span>808</div><div class="t m0 x5 h8 y46f ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _11"> </span>93 754<span class="_ _129"> </span>74 379</div><div class="t m0 x5 h8 y470 ff1 fs3 fc0 sc0 ls5 ws4">Förf<span class="_ _3"></span>allostruktur<span class="_ _3"></span>, hyres<span class="_ _3"></span>värde<span class="_ _c0"> </span>2021-12-31<span class="_ _14a"> </span>2020-12-31</div><div class="t m0 x5 h6 y471 ff4 fs3 fc0 sc0 ls5 ws4">År 1<span class="_ _14b"> </span>91 006<span class="_ _42"> </span>7<span class="_ _4"></span>7 716</div><div class="t m0 x5 h6 y472 ff4 fs3 fc0 sc0 ls5 ws4">År 2<span class="_ _14c"> </span><span class="ls12 ws12">81 787<span class="_ _8b"> </span></span>72 231</div><div class="t m0 x5 h6 y473 ff4 fs3 fc0 sc0 ls5 ws4">År 3<span class="_ _14d"> </span>73 500<span class="_ _32"> </span><span class="lsd wsd">64 24<span class="_ _4"></span>3</span></div><div class="t m0 x5 h6 y474 ff4 fs3 fc0 sc0 ls5 ws4">År 4<span class="_ _14e"> </span><span class="ls16 ws25">65 912<span class="_ _11c"> </span></span>57 811</div><div class="t m0 x5 h6 y475 ff4 fs3 fc0 sc0 ls5 ws4">År 5<span class="_ _14f"> </span>45 121<span class="_ _3e"> </span><span class="ls10 ws10">50 931</span></div><div class="t m0 x5 h6 y476 ff4 fs3 fc0 sc0 ls5 ws4">Efter 5 år<span class="_ _91"> </span>36 471<span class="_ _40"> </span>33 545</div><div class="t m0 x5 h6 y477 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>abellen ovan visar minimileasinginbetalningar<span class="_ _2b"></span>, dvs hyra (e<span class="_ _3"></span>xkl. </div><div class="t m0 x5 h6 y478 ff4 fs3 fc0 sc0 ls5 ws4">tillägg) för respektive period under k<span class="_ _3"></span>ontraktens löptid.</div><div class="t m0 x5 h5 y479 ff3 fs2 fc0 sc0 ls4 ws4">Not 5 Driftkostnader</div><div class="t m0 x5 h8 y47a ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _ce"> </span>Helår 2021<span class="_ _150"> </span>Helår 2020</div><div class="t m0 x5 h6 y47b ff4 fs3 fc0 sc0 ls5 ws4">Fastighetssköt<span class="_ _3"></span>sel och serviceavtal<span class="_ _151"> </span>-1 848<span class="_ _b8"> </span>-1 284</div><div class="t m0 x5 h6 y47c ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eknisk förvaltning<span class="_ _da"> </span>-1 700<span class="_ _c9"> </span>-1 148</div><div class="t m0 x5 h6 y47d ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>axebundna kostnader<span class="_ _152"> </span>-5 396<span class="_ _c8"> </span>-3 622</div><div class="t m0 x5 h6 y47e ff4 fs3 fc0 sc0 ls5 ws4">Försäkringspremier<span class="_ _60"> </span><span class="ls12 ws12">-5<span class="_ _4"></span>87<span class="_ _46"> </span><span class="ls1d ws1c">-400</span></span></div><div class="t m0 x5 h6 y47f ff4 fs3 fc0 sc0 ls5 ws4">Löpande underhåll<span class="_ _da"> </span>-4 260<span class="_ _153"> </span>-3 569</div><div class="t m0 x5 h8 y480 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _154"> </span>-13 791<span class="_ _155"> </span>-10 023</div><div class="t m0 x5 h5 y481 ff3 fs2 fc0 sc0 ls4 ws4">Not 6 Segmentinformation</div><div class="t m0 x5 h8 y482 ff1 fs3 fc0 sc0 ls5 ws4">Helår 2021<span class="_ _129"> </span>Finland<span class="_ _156"> </span>Sverige<span class="_ _a9"> </span>Norge<span class="_ _157"> </span>K<span class="_ _3"></span>oncernen</div><div class="t m0 x5 h6 y483 ff4 fs3 fc0 sc0 ls5 ws4">Hyresintäkter<span class="_ _c8"> </span><span class="ls1a ws19">68 845<span class="_ _158"> </span></span>11 847<span class="_ _b7"> </span>366<span class="_ _159"> </span>81 058</div><div class="t m0 x5 h6 y484 ff4 fs3 fc0 sc0 ls5 ws4">Serviceintäkter<span class="_ _ca"> </span>11 930<span class="_ _af"> </span><span class="ls1d ws1c">735<span class="_ _38"> </span><span class="ls10 ws10">31<span class="_ _159"> </span></span></span>12 696</div><div class="t m0 x5 h6 y485 ff4 fs3 fc0 sc0 ls5 ws4">Driftkostnader<span class="_ _c1"> </span>-13 672<span class="_ _c8"> </span>-104<span class="_ _b6"> </span>-15<span class="_ _15a"> </span>-13 791</div><div class="t m0 x5 h6 y486 ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsskatt<span class="_ _ca"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span> 91<span class="_ _4"></span>2<span class="_ _15b"> </span></span>-<span class="_ _2b"></span>719<span class="_ _15c"> </span><span class="ls2c ws2d">-6<span class="_ _15d"> </span></span>-3 637</div><div class="t m0 x5 h8 y487 ff1 fs3 fc0 sc0 ls5 ws4">Driftnetto<span class="_ _147"> </span>64 191<span class="_ _14a"> </span><span class="ls2d ws2e">11 759<span class="_ _aa"> </span><span class="ls2e ws2f">376<span class="_ _15e"> </span></span></span>76 326</div><div class="t m0 x5 h8 y488 ff1 fs3 fc0 sc0 ls5 ws4">Bokfört vär<span class="_ _3"></span>de </div><div class="t m0 x5 h8 y489 ff1 fs3 fc0 sc0 ls5 ws4">förvaltnings-</div><div class="t m0 x5 h8 y48a ff1 fs3 fc0 sc0 ls5 ws4">fastigheter</div><div class="t m0 x2b h8 y488 ff1 fs3 fc0 sc0 ls5 ws4">1 208 059<span class="_ _15f"> </span>249 028<span class="_ _160"> </span><span class="ls1e ws1d">42 539<span class="_ _161"> </span></span>1 499 626</div><div class="t m0 x5 h8 y48b ff1 fs3 fc0 sc0 ls5 ws4">Helår 2020<span class="_ _b3"> </span>Finland<span class="_ _156"> </span>Sv<span class="_ _3"></span>erige<span class="_ _a9"> </span>Norge<span class="_ _157"> </span>Koncernen</div><div class="t m0 x5 h6 y48c ff4 fs3 fc0 sc0 ls5 ws4">Hyresintäkter<span class="_ _c9"> </span>56 210<span class="_ _162"> </span>8 823<span class="_ _128"> </span>-<span class="_ _163"> </span>65 033</div><div class="t m0 x5 h6 y48d ff4 fs3 fc0 sc0 ls5 ws4">Serviceintäkter<span class="_ _c8"> </span>8 832<span class="_ _c2"> </span>514<span class="_ _128"> </span>-<span class="_ _164"> </span>9 346</div><div class="t m0 x5 h6 y48e ff4 fs3 fc0 sc0 ls5 ws4">Driftkostnader<span class="_ _c1"> </span>-10 017<span class="_ _15c"> </span><span class="ls2c ws2d">-6<span class="_ _8b"> </span></span>-<span class="_ _165"> </span>-10 023</div><div class="t m0 x5 h6 y48f ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsskatt<span class="_ _c1"> </span><span class="ls20 ws1f">-2 3<span class="_ _4"></span>97<span class="_ _153"> </span><span class="ls1d ws1c">-564<span class="_ _8b"> </span></span></span>-<span class="_ _158"> </span>-2 961</div><div class="t m0 x5 h8 y490 ff1 fs3 fc0 sc0 ls5 ws4">Driftnetto<span class="_ _8b"> </span>52 628<span class="_ _162"> </span><span class="ls2e ws2f">8 767<span class="_ _bf"> </span></span>-<span class="_ _159"> </span>61 395</div><div class="t m0 x5 h8 y491 ff1 fs3 fc0 sc0 ls5 ws4">Bokfört vär<span class="_ _3"></span>de </div><div class="t m0 x5 h8 y492 ff1 fs3 fc0 sc0 ls5 ws4">förvaltnings-</div><div class="t m0 x5 h8 y493 ff1 fs3 fc0 sc0 ls5 ws4">fastigheter</div><div class="t m0 x2b h8 y491 ff1 fs3 fc0 sc0 ls5 ws4">1 070 37<span class="_ _3"></span>0<span class="_ _30"> </span>202 144<span class="_ _128"> </span>-<span class="_ _2e"> </span>1 272 514</div><div class="t m0 x10 h8 y494 ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf13" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc13 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls13 ws13">75</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 7 Administr<span class="_ _3"></span>ationskostnader och upply<span class="_ _3"></span>sning<span class="_ _4"></span> </div><div class="t m0 x4 h5 y495 ff3 fs2 fc0 sc0 ls4 ws4">om revisorns arv<span class="_ _3"></span>ode och kostnadsersättning</div><div class="t m0 x4 h8 y496 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _3a"> </span>Helår 2021<span class="_ _165"> </span>Helår 2020</div><div class="t m0 x4 h6 y497 ff4 fs3 fc0 sc0 ls5 ws4">Personalk<span class="_ _3"></span>ostnader<span class="_ _139"> </span>-2 452<span class="_ _38"> </span>-1 580</div><div class="t m0 x4 h6 y498 ff4 fs3 fc0 sc0 ls5 ws4">Övriga externa kostnader<span class="_ _7b"> </span>-3 919<span class="_ _129"> </span><span class="ls1f ws1e">-4 925</span></div><div class="t m0 x4 h6 y499 ff4 fs3 fc0 sc0 ls5 ws4">Avskrivningar<span class="_ _166"> </span>-14<span class="_ _167"> </span>-15</div><div class="t m0 x4 h8 y49a ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _b1"> </span>-6 3<span class="_ _4"></span>85<span class="_ _168"> </span>-6 520</div><div class="t m0 x4 h8 y49b ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _169"> </span>Helår 2021<span class="_ _165"> </span>Helår 2020</div><div class="t m0 x4 h6 y49c ff4 fs3 fc0 sc0 ls5 ws4">Personalk<span class="_ _3"></span>ostnader<span class="_ _39"> </span>-1 700<span class="_ _147"> </span><span class="ls18 ws17">-<span class="_ _4"></span>97<span class="_ _4"></span>7</span></div><div class="t m0 x4 h6 y49d ff4 fs3 fc0 sc0 ls5 ws4">Övriga externa kostnader<span class="_ _16a"> </span>-1 213<span class="_ _38"> </span>-1 643</div><div class="t m0 x4 h6 y49e ff4 fs3 fc0 sc0 ls5 ws4">Avskrivningar<span class="_ _16b"> </span>-9<span class="_ _b4"> </span>-9</div><div class="t m0 x4 h8 y49f ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _16c"> </span><span class="ls20 ws1f">-2 9<span class="_ _4"></span>2<span class="_ _4"></span>2<span class="_ _151"> </span></span>-2 629</div><div class="t m0 x4 h8 y4a0 ff1 fs3 fc0 sc0 ls5 ws4">Upplysning om re<span class="_ _3"></span>visorns arvode</div><div class="t m0 x4 h8 y4a1 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _3a"> </span>Helår 2021<span class="_ _165"> </span>Helår 2020</div><div class="t m0 x4 h6 y4a2 ff4 fs3 fc0 sc0 ls5 ws4">Revisionsuppdrag<span class="_ _12c"> </span><span class="ls1d ws1c">-554<span class="_ _11c"> </span>-454</span></div><div class="t m0 x4 h6 y4a3 ff4 fs3 fc0 sc0 ls5 ws4">Övriga tjänster<span class="_ _2f"> </span>-<span class="_ _16d"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>36</span></div><div class="t m0 x4 h8 y4a4 ff4 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _14d"> </span><span class="ff1">-554<span class="_ _128"> </span>-690</span></div><div class="t m0 x4 h8 y4a5 ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _169"> </span>Helår 2021<span class="_ _165"> </span>Helår 2020</div><div class="t m0 x4 h6 y4a6 ff4 fs3 fc0 sc0 ls5 ws4">Revisionsuppdrag<span class="_ _cc"> </span>-50<span class="_ _a4"> </span>-46</div><div class="t m0 x4 h6 y4a7 ff4 fs3 fc0 sc0 ls5 ws4">Övriga tjänster<span class="_ _2f"> </span>-<span class="_ _a4"> </span><span class="ls1a ws19">-<span class="_ _4"></span>68</span></div><div class="t m0 x4 h8 y4a8 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _14f"> </span>-50<span class="_ _c6"> </span>-114</div><div class="t m0 x4 h6 y4a9 ff4 fs3 fc0 sc0 ls5 ws4">Med revisionsuppdrag a<span class="_ _3"></span>vses revisorns ersättning f<span class="_ _3"></span>ör den </div><div class="t m0 x4 h6 y4aa ff4 fs3 fc0 sc0 ls5 ws4">lagstadgade revisionen. Arbet<span class="_ _3"></span>et innefattar granskningen a<span class="_ _3"></span>v </div><div class="t m0 x4 h6 y4ab ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningen, k<span class="_ _3"></span>oncernredovisningen och bokföringen, </div><div class="t m0 x4 h6 y4ac ff4 fs3 fc0 sc0 ls5 ws4">styrelsens och verk<span class="_ _3"></span>ställande direktör<span class="_ _3"></span>ens förvaltning samt </div><div class="t m0 x4 h6 y4ad ff4 fs3 fc0 sc0 ls5 ws4">arvode för re<span class="_ _3"></span>visionsrådgivning som lämnats i samband med </div><div class="t m0 x4 h6 y4ae ff4 fs3 fc0 sc0 ls5 ws4">revisionsuppdr<span class="_ _3"></span>aget. På koncernnivå utgår all ersättning </div><div class="t m0 x4 h6 y4af ff4 fs3 fc0 sc0 ls5 ws4">avseende re<span class="_ _3"></span>visionsuppdrag till KPMG räkensk<span class="_ _3"></span>apsåret 2020<span class="_ _3"></span>. </div><div class="t m0 x4 h6 y4b0 ff4 fs3 fc0 sc0 ls5 ws4">Övriga tjänster avser ersättning till Deloitte, Ernst &amp; Y<span class="_ _2c"></span>oung </div><div class="t m0 x4 h6 y4b1 ff4 fs3 fc0 sc0 ls5 ws4">samt KPMG.</div><div class="t m0 x5 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 8 Antal anställda, löner<span class="_ _2c"></span>, andra ersättningar </div><div class="t m0 x5 h5 y495 ff3 fs2 fc0 sc0 ls4 ws4">och sociala kostnader</div><div class="t m0 x5 h8 y496 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _3c"> </span>Helår 2021<span class="_ _16e"> </span>Helår 2020</div><div class="t m0 x5 h6 y497 ff4 fs3 fc0 sc0 ls5 ws4">Löner och ersättningar<span class="_ _16f"> </span>-1 729<span class="_ _ba"> </span>-1 092</div><div class="t m0 x5 h6 y498 ff4 fs3 fc0 sc0 ls5 ws4">Sociala kostnader inkl. löneskatt<span class="_ _4f"> </span><span class="ls1d ws1c">-406<span class="_ _38"> </span><span class="ls20 ws1f">-241</span></span></div><div class="t m0 x5 h6 y499 ff4 fs3 fc0 sc0 ls5 ws4">Pensionsk<span class="_ _3"></span>ostnad<span class="_ _170"> </span>-310<span class="_ _171"> </span>-186</div><div class="t m0 x5 h6 y49a ff4 fs3 fc0 sc0 ls5 ws4">Övriga personalkostnader<span class="_ _172"> </span><span class="ls29 ws29">-7<span class="_ _128"> </span><span class="ls10 ws10">-61</span></span></div><div class="t m0 x5 h8 y4b2 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _14d"> </span>-2 452<span class="_ _74"> </span>-1 5<span class="_ _4"></span>80</div><div class="t m0 x5 h8 y4b3 ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _31"> </span>Helår 20<span class="_ _3"></span>21<span class="_ _16e"> </span>Helår 2020</div><div class="t m0 x5 h6 y4b4 ff4 fs3 fc0 sc0 ls5 ws4">Löner och ersättningar<span class="_ _173"> </span>-1 107<span class="_ _129"> </span><span class="ls10 ws10">-<span class="_ _4"></span>616</span></div><div class="t m0 x5 h6 y4b5 ff4 fs3 fc0 sc0 ls5 ws4">Sociala kostnader inkl. löneskatt<span class="_ _8d"> </span>-396<span class="_ _151"> </span><span class="ls20 ws1f">-23<span class="_ _4"></span>5</span></div><div class="t m0 x5 h6 y4b6 ff4 fs3 fc0 sc0 ls5 ws4">Pensionsk<span class="_ _3"></span>ostnad<span class="_ _37"> </span>-193<span class="_ _15c"> </span>-107</div><div class="t m0 x5 h6 y4b7 ff4 fs3 fc0 sc0 ls5 ws4">Övriga personalkostnader<span class="_ _6f"> </span><span class="ls1d ws1c">-4<span class="_ _8b"> </span></span>-19</div><div class="t m0 x5 h8 y4b8 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _119"> </span>-1 7<span class="_ _3"></span>00<span class="_ _146"> </span><span class="ls2e ws2f">-<span class="_ _4"></span>97<span class="_ _4"></span>7</span></div><div class="t m0 x5 h6 y4b9 ff4 fs3 fc0 sc0 ls5 ws4">Koncernen har 7 anst<span class="_ _3"></span>ällda (6) per den 31 december 2021.</div><div class="t m0 x5 h6 y4ba ff4 fs3 fc0 sc0 ls5 ws4">Samtliga ersättningar till styrelsen och VD har utgå<span class="_ _3"></span>tt enbart </div><div class="t m0 x5 h6 y4bb ff4 fs3 fc0 sc0 ls5 ws4">från moderbolaget.</div><div class="t m0 x5 h8 y4bc ff1 fs3 fc0 sc0 ls14 ws14">STYRELSE</div><div class="t m0 x5 h6 y4bd ff4 fs3 fc0 sc0 ls5 ws4">Till styrelsens or<span class="_ _3"></span>dförande och ledamöter utgår arvode enligt </div><div class="t m0 x5 h6 y4be ff4 fs3 fc0 sc0 ls5 ws4">beslut fattat på bolagsstämma den 15 april 20<span class="_ _3"></span>21. </div><div class="t m0 x5 h8 y4bf ff1 fs3 fc0 sc0 ls14 ws4">VERKST<span class="_ _2c"></span>ÄLLANDE DIREKTÖR</div><div class="t m0 x5 h6 y4c0 ff4 fs3 fc0 sc0 ls5 ws4">Ersättning och förmåner beslutas av bolagets st<span class="_ _3"></span>yrelse efter </div><div class="t m0 x5 h6 y4c1 ff4 fs3 fc0 sc0 ls5 ws4">principer fastställda av st<span class="_ _3"></span>ämman. </div><div class="t m0 x5 h8 y4c2 ff1 fs3 fc0 sc0 ls5 ws4">Helår 2021<span class="_ _174"> </span>Löner<span class="_ _2b"></span>, </div><div class="t m0 x2c h8 y4c3 ff1 fs3 fc0 sc0 ls5 ws4">arvoden </div><div class="t m0 x27 h8 y4c4 ff1 fs3 fc0 sc0 ls5 ws4">och </div><div class="t m0 x2d h8 y4c5 ff1 fs3 fc0 sc0 ls5 ws4">förmåner</div><div class="t m0 x22 h8 y4c2 ff1 fs3 fc0 sc0 ls5 ws4">Pensions- </div><div class="t m0 x21 h8 y4c3 ff1 fs3 fc0 sc0 ls5 ws4">kostnad</div><div class="t m0 x2e h8 y4c2 ff1 fs3 fc0 sc0 ls5 ws4">Sociala </div><div class="t m0 x2f h8 y4c3 ff1 fs3 fc0 sc0 ls5 ws4">kostnader </div><div class="t m0 x30 h8 y4c4 ff1 fs3 fc0 sc0 ls5 ws4">inkl. </div><div class="t m0 x31 h8 y4c5 ff1 fs3 fc0 sc0 ls5 ws4">löneskatt</div><div class="t m0 x32 h8 y4c2 ff1 fs3 fc0 sc0 ls5 ws4">Summa</div><div class="t m0 x5 h6 y4c6 ff4 fs3 fc0 sc0 ls5 ws4">Styrelsens </div><div class="t m0 x5 h6 y4c7 ff4 fs3 fc0 sc0 ls5 ws4">ordför<span class="_ _3"></span>ande, </div><div class="t m0 x5 h6 y4c8 ff4 fs3 fc0 sc0 ls5 ws4">Patrick Gylling</div><div class="t m0 x33 h6 y4c6 ff4 fs3 fc0 sc0 ls5 ws4">-57<span class="_ _147"> </span>-<span class="_ _146"> </span>-12<span class="_ _15d"> </span>-69</div><div class="t m0 x5 h6 y4c9 ff4 fs3 fc0 sc0 ls5 ws4">Elisabeth Norman<span class="_ _175"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>9<span class="_ _147"> </span></span>-<span class="_ _32"> </span>-9<span class="_ _14a"> </span><span class="ls16 ws25">-<span class="_ _4"></span>37</span></div><div class="t m0 x5 h6 y4ca ff4 fs3 fc0 sc0 ls5 ws4">Victoria Skoglund<span class="_ _4a"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>9<span class="_ _16d"> </span></span>-<span class="_ _32"> </span>-9<span class="_ _14a"> </span><span class="ls16 ws25">-37</span></div><div class="t m0 x5 h6 y4cb ff4 fs3 fc0 sc0 ls5 ws4">Jonas Ahlblad<span class="_ _4f"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>9<span class="_ _147"> </span></span>-<span class="_ _32"> </span><span class="ls2c ws2d">-6<span class="_ _176"> </span></span>-35</div><div class="t m0 x5 h6 y4cc ff4 fs3 fc0 sc0 ls5 ws4">Stefan Gattberg<span class="_ _8b"> </span><span class="ls20 ws1f">-29<span class="_ _16d"> </span></span>-<span class="_ _32"> </span>-9<span class="_ _14a"> </span><span class="ls16 ws25">-37</span></div><div class="t m0 x5 h6 y4cd ff4 fs3 fc0 sc0 ls5 ws4">VD<span class="_ _3"></span>, Sverker </div><div class="t m0 x5 h6 y4ce ff4 fs3 fc0 sc0 ls5 ws4">Källgården</div><div class="t m0 x34 h6 y4cd ff4 fs3 fc0 sc0 ls5 ws4">-395<span class="_ _be"> </span>-84<span class="_ _aa"> </span><span class="lsd wsd">-124<span class="_ _177"> </span></span>-603</div><div class="t m0 x5 h8 y4cf ff1 fs3 fc0 sc0 ls5 ws4">Helår 2020<span class="_ _7e"> </span>Löner<span class="_ _2b"></span>, </div><div class="t m0 x35 h8 y4d0 ff1 fs3 fc0 sc0 ls5 ws4">arvoden </div><div class="t m0 x36 h8 y4d1 ff1 fs3 fc0 sc0 ls5 ws4">och </div><div class="t m0 x37 h8 y4d2 ff1 fs3 fc0 sc0 ls5 ws4">förmåner</div><div class="t m0 x22 h8 y4cf ff1 fs3 fc0 sc0 ls5 ws4">Pensions-</div><div class="t m0 x21 h8 y4d0 ff1 fs3 fc0 sc0 ls5 ws4">kostnad</div><div class="t m0 x2e h8 y4cf ff1 fs3 fc0 sc0 ls5 ws4">Sociala </div><div class="t m0 x2f h8 y4d0 ff1 fs3 fc0 sc0 ls5 ws4">kostnader </div><div class="t m0 x30 h8 y4d1 ff1 fs3 fc0 sc0 ls5 ws4">inkl. </div><div class="t m0 x31 h8 y4d2 ff1 fs3 fc0 sc0 ls5 ws4">löneskatt</div><div class="t m0 x32 h8 y4cf ff1 fs3 fc0 sc0 ls5 ws4">Summa</div><div class="t m0 x5 h6 y4d3 ff4 fs3 fc0 sc0 ls5 ws4">Styrelsens </div><div class="t m0 x5 h6 y4d4 ff4 fs3 fc0 sc0 ls5 ws4">ordför<span class="_ _3"></span>ande, </div><div class="t m0 x5 h6 y4d5 ff4 fs3 fc0 sc0 ls5 ws4">Patrick Gylling</div><div class="t m0 x16 h6 y4d3 ff4 fs3 fc0 sc0 ls1d ws1c">-54<span class="_ _178"> </span><span class="ls5 ws4">-<span class="_ _129"> </span>-17<span class="_ _162"> </span><span class="ls29 ws29">-7<span class="_ _4"></span>1</span></span></div><div class="t m0 x5 h6 y4d6 ff4 fs3 fc0 sc0 ls5 ws4">Elisabeth Norman<span class="_ _32"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>7<span class="_ _178"> </span></span>-<span class="_ _32"> </span>-8<span class="_ _14a"> </span>-35</div><div class="t m0 x5 h6 y4d7 ff4 fs3 fc0 sc0 ls5 ws4">Johanna Skogestig<span class="_ _be"> </span><span class="ls20 ws1f">-27<span class="_ _12a"> </span></span>-<span class="_ _32"> </span>-8<span class="_ _14a"> </span>-35</div><div class="t m0 x5 h6 y4d8 ff4 fs3 fc0 sc0 ls5 ws4">Jonas Ahlblad<span class="_ _79"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>7<span class="_ _12a"> </span></span>-<span class="_ _32"> </span>-8<span class="_ _14a"> </span>-35</div><div class="t m0 x5 h6 y4d9 ff4 fs3 fc0 sc0 ls5 ws4">Stefan Gattberg<span class="_ _97"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>7<span class="_ _12a"> </span></span>-<span class="_ _32"> </span>-8<span class="_ _14a"> </span>-35</div><div class="t m0 x5 h6 y4da ff4 fs3 fc0 sc0 ls5 ws4">VD<span class="_ _3"></span>, Sverker </div><div class="t m0 x5 h6 y4db ff4 fs3 fc0 sc0 ls5 ws4">Källgården</div><div class="t m0 x27 h6 y4da ff4 fs3 fc0 sc0 ls5 ws4">-345<span class="_ _15b"> </span><span class="ls1d ws1c">-64<span class="_ _c2"> </span></span>-121<span class="_ _179"> </span>-530</div><div class="t m0 x10 h8 y4dc ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf14" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc14 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKcAAAaUCAIAAACqk+gAAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzZoQ3AIBRF0dKwAKNWdAoEa2IIYYP6mpoG8XPOCM/dvLRGPwAAAAjqNAEAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqs8EAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+EwAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+kwAAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOozAQAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqzwQAAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4TAAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6TAAAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6jMBAACA6gMAAED1AQAAoPoAAABQfQAAAPwgm2CDct1GAACAl9mqETbw9QEAAESW1uhWAAAAiMrXBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAADfsgk2KNdtBAAAeJmtGmEDXx8AAEBkaY1uBQAAgKh8fQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg+e9uzYBIAQCqIggg1YqoFVGNjmJYfYgbmxGHxmStjssQAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAAB3ZBM8UGozAgAAHOboRnjA1wcAABBZWv9nBQAAgKh8fQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAAhScFAAAABYSURBVKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAACi2Lp3IUNCf0IMAAAAAElFTkSuQmCC" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls2f ws30">76</div><div class="t m0 x4 h8 y4dd ff1 fs3 fc0 sc0 ls14 ws4">ERSÄ<span class="_ _2b"></span>TTNINGSRAPPORT 2021</div><div class="t m0 x4 h8 y4de ff1 fs3 fc0 sc0 ls5 ws4">Inledning</div><div class="t m0 x4 h6 y4df ff4 fs3 fc0 sc0 ls15 ws4">Denna ersättningsrapport beskriver hur Cibus Nordic R<span class="_ _3"></span>eal </div><div class="t m0 x4 h6 y4e0 ff4 fs3 fc0 sc0 ls15 ws4">Estate AB (publ)s (”<span class="_ _3"></span>Cibus” eller ”Bolaget”) riktlinjer för ersättning </div><div class="t m0 x4 h6 y4e1 ff4 fs3 fc0 sc0 ls15 ws4">till ledande befattningshav<span class="_ _3"></span>are, antagna av årsstämman </div><div class="t m0 x4 h6 y4e2 ff4 fs3 fc0 sc0 ls15 ws4">2020<span class="_ _3"></span>, har tillämpats under 2021. Rapporten innehåller äv<span class="_ _3"></span>en </div><div class="t m0 x4 h6 y4e3 ff4 fs3 fc0 sc0 ls15 ws4">specifika uppgifter beträande ersättning till Bolagets </div><div class="t m0 x4 h6 y4e4 ff4 fs3 fc0 sc0 ls15 ws4">verkställande dir<span class="_ _3"></span>ektör<span class="_ _3"></span>, ekonomichef och övriga medlemmar </div><div class="t m0 x4 h6 y4e5 ff4 fs3 fc0 sc0 ls15 ws4">av koncernledningen, samt en sammanfa<span class="_ _3"></span>ttning av utestående </div><div class="t m0 x4 h6 y4e6 ff4 fs3 fc0 sc0 ls15 ws4">teckningsoptionsprogram. Rapport<span class="_ _3"></span>en har upprättats i enlighet </div><div class="t m0 x4 h6 y4e7 ff4 fs3 fc0 sc0 ls15 ws4">med aktiebolagslagen och Kollegiet för s<span class="_ _3"></span>vensk bolagsstyrnings </div><div class="t m0 x4 h6 y4e8 ff4 fs3 fc0 sc0 ls15 ws4">regler om ersättning till ledande befattningsha<span class="_ _3"></span>vare.</div><div class="t m0 x4 h8 y4e9 ff1 fs3 fc0 sc0 ls5 ws4">Riktlinjer för ersättning</div><div class="t m0 x4 h6 y4ea ff4 fs3 fc0 sc0 ls5 ws4">Bolagets aärsstrat<span class="_ _3"></span>egi är att förvärva, ut<span class="_ _3"></span>veckla och </div><div class="t m0 x4 h6 y4eb ff4 fs3 fc0 sc0 ls5 ws4">hantera fastighet<span class="_ _3"></span>er av hög kvalitet i Nor<span class="_ _3"></span>den med </div><div class="t m0 x4 h6 y4ec ff4 fs3 fc0 sc0 ls5 ws4">dagligvaruhandelskedjor som ank<span class="_ _3"></span>arhyresgäster<span class="_ _2b"></span>. B<span class="_ _4"></span>olaget äger </div><div class="t m0 x4 h6 y4ed ff4 fs3 fc0 sc0 ls5 ws4">för närvar<span class="_ _3"></span>ande drygt 400 fastigheter i Finland, Sverige och </div><div class="t m0 x4 h6 y4ee ff4 fs3 fc0 sc0 ls5 ws4">Norge. För mer inf<span class="_ _3"></span>ormation om Bolagets aärsstrategi hän<span class="_ _3"></span>visas </div><div class="t m0 x4 h6 y4ef ff4 fs3 fc0 sc0 ls5 ws4">till Cibus senaste årsredovisning.</div><div class="t m0 x4 h6 y4f0 ff4 fs3 fc0 sc0 ls5 ws4">En framgångsrik implementering av bolagets a<span class="_ _3"></span>ärsstrategi och </div><div class="t m0 x4 h6 y4f1 ff4 fs3 fc0 sc0 ls5 ws4">tillvarat<span class="_ _3"></span>agandet av Bolagets långsiktiga intressen, inklusive </div><div class="t m0 x4 h6 y4f2 ff4 fs3 fc0 sc0 ls5 ws4">dess hållbarhet, förutsätter att Bolaget kan rekryter<span class="_ _3"></span>a och </div><div class="t m0 x4 h6 y4f3 ff4 fs3 fc0 sc0 ls5 ws4">behålla kvalificerade medarbet<span class="_ _3"></span>are. För detta kr<span class="_ _3"></span>ävs att Bolaget </div><div class="t m0 x4 h6 y4f4 ff4 fs3 fc0 sc0 ls5 ws4">kan erbjuda konkurr<span class="_ _3"></span>enskraftig ersättning. Bolagets riktlinjer </div><div class="t m0 x4 h6 y4f5 ff4 fs3 fc0 sc0 ls5 ws4">möjliggör att ledande befattningshav<span class="_ _3"></span>are kan erbjudas en </div><div class="t m0 x4 h6 y4f6 ff4 fs3 fc0 sc0 ls5 ws4">konkurr<span class="_ _3"></span>enskraftig totalersättning.</div><div class="t m0 x4 h6 y4f7 ff4 fs3 fc0 sc0 ls5 ws4">Enligt ersättningsriktlinjerna ska ersättningen till ledande </div><div class="t m0 x4 h6 y4f8 ff4 fs3 fc0 sc0 ls5 ws4">befattningshav<span class="_ _3"></span>are var<span class="_ _3"></span>a marknadsmässig och konkurrenskraftig, </div><div class="t m0 x4 h6 y4f9 ff4 fs3 fc0 sc0 ls5 ws4">samt får bestå av följande k<span class="_ _3"></span>omponenter: fast kontantlön, </div><div class="t m0 x4 h6 y4fa ff4 fs3 fc0 sc0 ls5 ws4">rörlig kont<span class="_ _3"></span>antersättning, pensionsförmåner och andra </div><div class="t m0 x4 h6 y4fb ff4 fs3 fc0 sc0 ls5 ws4">förmåner<span class="_ _3"></span>. Den rörliga k<span class="_ _3"></span>ontantersättningen ska var<span class="_ _3"></span>a kopplad </div><div class="t m0 x4 h6 y4fc ff4 fs3 fc0 sc0 ls5 ws4">till förutbestämda och mätbara krit<span class="_ _3"></span>erier som kan vara </div><div class="t m0 x4 h6 y4fd ff4 fs3 fc0 sc0 ls5 ws4">finansiella eller icke-finansiella. De kan också utgöras av </div><div class="t m0 x4 h6 y4fe ff4 fs3 fc0 sc0 ls5 ws4">individanpassade kvantitativ<span class="_ _3"></span>a eller kvalitativ<span class="_ _3"></span>a mål. Kriterierna </div><div class="t m0 x4 h6 y4ff ff4 fs3 fc0 sc0 ls5 ws4">ska var<span class="_ _3"></span>a utformade så att de främjar Bolagets aärsstr<span class="_ _3"></span>ategi </div><div class="t m0 x4 h6 y500 ff4 fs3 fc0 sc0 ls5 ws4">och långsiktiga intressen, inklusive dess hållbarhet, genom att </div><div class="t m0 x4 h6 y501 ff4 fs3 fc0 sc0 ls5 ws4">exempelvis ha en ty<span class="_ _3"></span>dlig koppling till aärsstr<span class="_ _3"></span>ategin eller främja </div><div class="t m0 x4 h6 y502 ff4 fs3 fc0 sc0 ls5 ws4">befattningshav<span class="_ _3"></span>arens långsiktiga utveckling.</div><div class="t m0 x5 h6 y503 ff4 fs3 fc0 sc0 ls5 ws4">Bolaget har under 2021 följt de tillämpliga riktlinjerna för </div><div class="t m0 x5 h6 y504 ff4 fs3 fc0 sc0 ls5 ws4">ersättning till ledande befattningshav<span class="_ _3"></span>are som antagits av </div><div class="t m0 x5 h6 y505 ff4 fs3 fc0 sc0 ls5 ws4">årsstämman 2020<span class="_ _3"></span>. Inga avsteg fr<span class="_ _3"></span>ån riktlinjerna har gjorts </div><div class="t m0 x5 h6 y506 ff4 fs3 fc0 sc0 ls5 ws4">och inga avvikelser har gjorts fr<span class="_ _3"></span>ån den beslutsprocess som </div><div class="t m0 x5 h6 y507 ff4 fs3 fc0 sc0 ls5 ws4">enligt riktlinjerna ska tillämpas för att fast<span class="_ _3"></span>ställa ersättningen. </div><div class="t m0 x5 h6 y508 ff4 fs3 fc0 sc0 ls5 ws4">Revisorns yttrande ö<span class="_ _3"></span>ver Bolagets efterlevnad av riktlinjerna </div><div class="t m0 x5 h6 y509 ff4 fs3 fc0 sc0 ls5 ws4">finns tillgänglig på www<span class="_ _3"></span>.cibusnordic.com. S<span class="_ _3"></span>tyrelsen har inte </div><div class="t m0 x5 h6 y50a ff4 fs3 fc0 sc0 ls5 ws4">reducera<span class="_ _3"></span>t eller återkrävt utbetalade ersättningar under år<span class="_ _3"></span>et.</div><div class="t m0 x5 h6 y50b ff4 fs3 fc0 sc0 ls5 ws4">Utöver den ersättning som omf<span class="_ _3"></span>attas av ersättningsriktlinjerna </div><div class="t m0 x5 h6 y50c ff4 fs3 fc0 sc0 ls5 ws4">har bolaget erbjudit ledande befattningshavar<span class="_ _3"></span>e möjlighet </div><div class="t m0 x5 h6 y50d ff4 fs3 fc0 sc0 ls5 ws4">att teckna teckningsoptioner<span class="_ _2b"></span>. B<span class="_ _4"></span>olaget har för av<span class="_ _3"></span>sikt att även </div><div class="t m0 x5 h6 y50e ff4 fs3 fc0 sc0 ls5 ws6">framöv<span class="_ _3"></span>er fortsätta med detta erbjudande. Progr<span class="_ _3"></span>ammen beslutas </div><div class="t m0 x5 h6 y50f ff4 fs3 fc0 sc0 ls5 ws4">av bolagsstämman och omfatt<span class="_ _3"></span>as därför inte av riktlinjerna för </div><div class="t m0 x5 h6 y510 ff4 fs3 fc0 sc0 ls5 ws4">ledande befattningshav<span class="_ _3"></span>are i Cibus.</div><div class="t m0 x5 h8 y511 ff1 fs3 fc0 sc0 ls5 ws4">Tillämpning av kriterier för r<span class="_ _3"></span>örlig kontanter<span class="_ _3"></span>sättning 2021 </div><div class="t m0 x5 h6 y512 ff4 fs3 fc0 sc0 ls5 ws4">Den rörliga kont<span class="_ _3"></span>antersättningen ska var<span class="_ _3"></span>a kopplad till </div><div class="t m0 x5 h6 y513 ff4 fs3 fc0 sc0 ls5 ws4">förutbestämda och mätbara krit<span class="_ _3"></span>erier<span class="_ _3"></span>. När mätperioden </div><div class="t m0 x5 h6 y514 ff4 fs3 fc0 sc0 ls5 ws4">för uppfyllelse av kriterierna f<span class="_ _3"></span>ör utbetalning av rörlig </div><div class="t m0 x5 h6 y515 ff4 fs3 fc0 sc0 ls5 ws4">kontanter<span class="_ _3"></span>sättning har avslutats ska bedömas r<span class="_ _3"></span>espektive </div><div class="t m0 x5 h6 y516 ff4 fs3 fc0 sc0 ls5 ws4">fastställas i vilk<span class="_ _3"></span>en utsträckning som kriterierna har </div><div class="t m0 x5 h6 y517 ff4 fs3 fc0 sc0 ls5 ws4">uppfyllts. Uppfyllelse av kriterier f<span class="_ _3"></span>ör utbetalning av rörlig </div><div class="t m0 x5 h6 y518 ff4 fs3 fc0 sc0 ls5 ws4">kontanter<span class="_ _3"></span>sättning ska kunna mätas under en period om ett </div><div class="t m0 x5 h6 y519 ff4 fs3 fc0 sc0 ls5 ws4">eller flera år<span class="_ _2b"></span>. D<span class="_ _4"></span>en rörliga k<span class="_ _3"></span>ontantersättningen får uppgå till </div><div class="t m0 x5 h6 y51a ff4 fs3 fc0 sc0 ls5 ws4">högst 50 procent av den sammanlagda fast<span class="_ _3"></span>a kontantlönen </div><div class="t m0 x5 h6 y51b ff4 fs3 fc0 sc0 ls5 ws4">under mätperioden. Styrelsen ans<span class="_ _3"></span>varar för sådan bedömning </div><div class="t m0 x5 h6 y51c ff4 fs3 fc0 sc0 ls5 ws4">såvitt avser r<span class="_ _3"></span>örlig kontantersättning till VD<span class="_ _2b"></span>, och VD </div><div class="t m0 x5 h6 y51d ff4 fs3 fc0 sc0 ls5 ws4">ansvar<span class="_ _3"></span>ar för bedömningen i förhållande till övriga ledande </div><div class="t m0 x5 h6 y51e ff4 fs3 fc0 sc0 ls5 ws4">befattningshav<span class="_ _3"></span>are. Uppfyllande av finansiella kriterier ska </div><div class="t m0 x5 h6 y51f ff4 fs3 fc0 sc0 ls5 ws4">fastställas baser<span class="_ _3"></span>at på den av Bolaget senast oentliggjorda </div><div class="t m0 x5 h6 y520 ff4 fs3 fc0 sc0 ls5 ws4">finansiella informationen.</div><div class="t m0 x5 h6 y521 ff4 fs3 fc0 sc0 ls5 ws4">Målen för 2021 var f<span class="_ _3"></span>öljande:</div><div class="t m0 x5 h6 y522 ff4 fs3 fc0 sc0 ls5 ws4">Ingå i EPRA index. Målet uppfylldes den 20 september 2021.</div><div class="t m0 x5 h6 y523 ff4 fs3 fc0 sc0 ls5 ws4">Genomföra aär<span class="_ _3"></span>er i Sverige på 400 MSEK. Genomfördes den 29 </div><div class="t m0 x5 h6 y524 ff4 fs3 fc0 sc0 ls5 ws4">december 2021.</div><div class="t m0 x5 h6 y525 ff4 fs3 fc0 sc0 ls5 ws4">Bli marknadsledande storleksmässigt i Norden att äga </div><div class="t m0 x5 h6 y526 ff4 fs3 fc0 sc0 ls5 ws4">livsmedelsfastigheter<span class="_ _2b"></span>. Målet genomfördes inte under 2021.</div><div class="t m0 x5 h6 y527 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>arje uppfyllt mål gav tv<span class="_ _3"></span>å månadslöner i bonus.</div><div class="t m0 x4 h8 y528 ff1 fs3 fc0 sc0 ls14 ws4">T<span class="_ _3"></span>OT<span class="_ _2c"></span>AL ERSÄ<span class="_ _3"></span>TTNING TILL BOLA<span class="_ _3"></span>GETS LED<span class="_ _3"></span>ANDE BEF<span class="_ _3"></span>A<span class="_ _2b"></span>TTNING<span class="_ _4"></span>SHA<span class="_ _2b"></span>V<span class="_ _2b"></span>ARE</div><div class="t m0 x4 h2 y529 ff1 fs0 fc0 sc0 ls0 ws4">Helår 2021<span class="ls5"> </span></div><div class="t m0 x4 h2 y52a ff1 fs0 fc0 sc0 ls0 ws0">Befattningshav<span class="_ _3"></span>are</div><div class="t m0 x38 he y52b ff1 fs8 fc0 sc0 ls5 ws4">Fast ersättning, </div><div class="t m0 x1f he y52c ff1 fs8 fc0 sc0 ls5 ws4">EUR</div><div class="t m0 x39 he y52b ff1 fs8 fc0 sc0 ls5 ws4">Rörlig <span class="_ _2"></span> </div><div class="t m0 x26 he y52c ff1 fs8 fc0 sc0 ls5 ws4">ersättning, <span class="_ _2"></span> </div><div class="t m0 x3a he y52d ff1 fs8 fc0 sc0 ls5 ws4">EUR</div><div class="t m0 x5 he y52b ff1 fs8 fc0 sc0 ls5 ws4">Pension, <span class="_ _17a"></span> </div><div class="t m0 x3b he y52c ff1 fs8 fc0 sc0 ls5 ws4">EUR</div><div class="t m0 x3c he y52b ff1 fs8 fc0 sc0 ls5 ws4">Andra <span class="_ _17a"></span> </div><div class="t m0 x3d he y52c ff1 fs8 fc0 sc0 ls5 ws4">förmåner<span class="_ _2b"></span>, <span class="_ _2"></span> </div><div class="t m0 x3e he y52d ff1 fs8 fc0 sc0 ls5 ws4">EUR</div><div class="t m0 x3f he y52b ff1 fs8 fc0 sc0 ls5 ws4">Extraordinär<span class="_ _3"></span>a </div><div class="t m0 x40 he y52c ff1 fs8 fc0 sc0 ls5 ws4">poster<span class="_ _3"></span>, <span class="_ _17a"></span> </div><div class="t m0 x41 he y52d ff1 fs8 fc0 sc0 ls5 ws4">EUR</div><div class="t m0 x42 he y52b ff1 fs8 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otal <span class="_ _2"></span> </div><div class="t m0 x43 he y52c ff1 fs8 fc0 sc0 ls5 ws4">ersättning, <span class="_ _17a"></span> </div><div class="t m0 x44 he y52d ff1 fs8 fc0 sc0 ls5 ws4">EUR</div><div class="t m0 x45 he y52b ff1 fs8 fc0 sc0 ls5 ws4">Andelen fast </div><div class="t m0 x46 he y52c ff1 fs8 fc0 sc0 ls5 ws4">respektive rör-</div><div class="t m0 x47 he y52d ff1 fs8 fc0 sc0 ls5 ws4">lig ersättning, </div><div class="t m0 x48 he y52e ff1 fs8 fc0 sc0 ls5 ws4">% </div><div class="t m0 x49 hf y52f ff1 fs9 fc0 sc0 ls5 ws4">1</div><div class="t m0 x4 h10 y530 ff4 fs0 fc0 sc0 ls0 ws4">Sverker K<span class="_ _3"></span>ällgården, VD</div><div class="t m0 x4a h11 y531 ff4 fs8 fc0 sc0 ls5 ws4"><span class="_ _c0"> </span><span class="_ _c9"> </span><span class="_ _15b"> </span><span class="_ _7e"> </span>–<span class="_ _c0"> </span><span class="_ _176"> </span> / </div><div class="t m0 x4 h10 y532 ff4 fs0 fc0 sc0 ls0 ws4">Pia-Lena Olofsson, CFO &amp; Head of IR</div><div class="t m0 x4a h11 y533 ff4 fs8 fc0 sc0 ls5 ws4"><span class="_ _c9"> </span><span class="_ _15b"> </span><span class="_ _4a"> </span><span class="_ _7e"> </span>– <span class="_ _162"> </span><span class="_ _176"> </span> / </div><div class="t m0 x4 h10 y534 ff4 fs0 fc0 sc0 ls0 ws4">Lauri Tiensuu, CIO Finland</div><div class="t m0 x4a h11 y535 ff4 fs8 fc0 sc0 ls5 ws4"><span class="_ _c9"> </span><span class="_ _15b"> </span><span class="_ _7e"> </span>–<span class="_ _9d"> </span>-<span class="_ _ca"> </span><span class="_ _14a"> </span> / </div><div class="t m0 x4 h10 y536 ff4 fs0 fc0 sc0 ls0 ws4">Peter L<span class="_ _3"></span>övgren, CIO Sverige</div><div class="t m0 x4a h11 y537 ff4 fs8 fc0 sc0 ls5 ws4"><span class="_ _c9"> </span><span class="_ _15b"> </span><span class="_ _42"> </span><span class="_ _167"> </span>–<span class="_ _ac"> </span><span class="_ _176"> </span> / </div><div class="t m0 x4 h12 y538 ff4 fsa fc0 sc0 ls5 ws4">1</div><div class="t m0 x8 h10 y539 ff4 fs0 fc0 sc0 ls0 ws4"> Pension som i sin helhet av<span class="_ _3"></span>ser fast ersättning och är premiebestämd, har r<span class="_ _3"></span>edovisats som fast ersättning.</div><div class="t m0 x10 h8 y3c ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf15" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc15 w0 h0"><img 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class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls30 ws31">77</div><div class="t m0 x4 h8 y53a ff1 fs3 fc0 sc0 ls14 ws4">JÄMFÖRANDE INFORMA<span class="_ _2c"></span>TION OM FÖRÄNDRINGAR I ERSÄ<span class="_ _2b"></span>TTNING OCH BOLAGETS RESUL<span class="_ _2c"></span>T<span class="_ _2b"></span>A<span class="_ _2b"></span>T</div><div class="t m0 x3a he y53b ff1 fs8 fc0 sc0 ls5 ws4">2016/2017<span class="_ _2b"></span>, </div><div class="t m0 x4b he y53c ff1 fs8 fc0 sc0 ls5 ws4">+/- %</div><div class="t m0 x9 he y53b ff1 fs8 fc0 sc0 ls5 ws4">2017<span class="_ _2b"></span>/2018, </div><div class="t m0 x4c he y53c ff1 fs8 fc0 sc0 ls5 ws4">+/- %</div><div class="t m0 x4d he y53b ff1 fs8 fc0 sc0 ls5 ws4">2018/2019<span class="_ _3"></span>, </div><div class="t m0 x4e he y53c ff1 fs8 fc0 sc0 ls5 ws4">+/- %</div><div class="t m0 x16 he y53b ff1 fs8 fc0 sc0 ls5 ws4">2019<span class="_ _3"></span>/2020<span class="_ _3"></span>, </div><div class="t m0 x4f he y53c ff1 fs8 fc0 sc0 ls5 ws4">+/- %</div><div class="t m0 x50 he y53b ff1 fs8 fc0 sc0 ls5 ws4">2020<span class="_ _3"></span>/2021, </div><div class="t m0 x44 he y53c ff1 fs8 fc0 sc0 ls5 ws4">+/- %</div><div class="t m0 x51 he y53b ff1 fs8 fc0 sc0 ls5 ws4">2021, </div><div class="t m0 x52 he y53c ff1 fs8 fc0 sc0 ls5 ws4">EUR</div><div class="t m0 x4 h10 y53d ff4 fs0 fc0 sc0 ls0 ws4">Sverker K<span class="_ _3"></span>ällgården </div><div class="t m0 x53 h12 y53e ff4 fsa fc0 sc0 ls5 ws4">1</div><div class="t m0 x54 h10 y53d ff4 fs0 fc0 sc0 ls0 ws4">, VD</div><div class="t m0 x28 h11 y53f ff4 fs8 fc0 sc0 ls5 ws4">-<span class="_ _6e"> </span>-<span class="_ _6e"> </span>-<span class="_ _ac"> </span><span class="_ _c0"> </span><span class="_ _14a"> </span></div><div class="t m0 x4 h10 y540 ff4 fs0 fc0 sc0 ls0 ws4">Pia-Lena Olofsson </div><div class="t m0 x55 h12 y541 ff4 fsa fc0 sc0 ls5 ws4">2</div><div class="t m0 x53 h10 y540 ff4 fs0 fc0 sc0 ls0 ws4">, CFO &amp; Head of IR</div><div class="t m0 x28 he y542 ff4 fs8 fc0 sc0 ls5 ws4">-<span class="_ _6e"> </span>-<span class="_ _6e"> </span><span class="ff1">-<span class="_ _14a"> </span></span><span class="_ _15b"> </span><span class="_ _14a"> </span></div><div class="t m0 x4 h10 y543 ff4 fs0 fc0 sc0 ls0 ws4">Lauri Tiensuu, CIO Finland</div><div class="t m0 x28 he y544 ff4 fs8 fc0 sc0 ls5 ws4">-<span class="_ _6e"> </span>-<span class="_ _6e"> </span><span class="ff1">-<span class="_ _6e"> </span></span>-<span class="_ _ac"> </span><span class="_ _14a"> </span></div><div class="t m0 x4 h10 y545 ff4 fs0 fc0 sc0 ls0 ws4">Peter L<span class="_ _3"></span>övgren </div><div class="t m0 x56 h12 y546 ff4 fsa fc0 sc0 ls5 ws4">3</div><div class="t m0 x57 h10 y545 ff4 fs0 fc0 sc0 ls0 ws4">, CIO Sverige</div><div class="t m0 x28 h11 y547 ff4 fs8 fc0 sc0 ls5 ws4">-<span class="_ _6e"> </span>-<span class="_ _6e"> </span>-<span class="_ _6e"> </span>-<span class="_ _14a"> </span><span class="_ _14a"> </span></div><div class="t m0 x4 h10 y548 ff4 fs0 fc0 sc0 ls0 ws4">Koncernens r<span class="_ _3"></span>esultat före ska<span class="_ _3"></span>tt</div><div class="t m0 x28 h11 y549 ff4 fs8 fc0 sc0 ls5 ws4">-<span class="_ _6e"> </span>-<span class="_ _14a"> </span><span class="_ _c0"> </span><span class="_ _ac"> </span><span class="_ _17b"> </span></div><div class="t m0 x4 h10 y54a ff4 fs0 fc0 sc0 ls0 ws4">Genomsnittlig ersättning för övriga anställda </div><div class="t m0 x58 h12 y54b ff4 fsa fc0 sc0 ls5 ws4">4</div><div class="t m0 xb h10 y54a ff4 fs0 fc0 sc0 ls5 ws4"> </div><div class="t m0 x4 h10 y54c ff4 fs0 fc0 sc0 ls0 ws0">(Heltidsekvivalenter<span class="_ _3"></span>)</div><div class="t m0 x28 h11 y54d ff4 fs8 fc0 sc0 ls5 ws4">-<span class="_ _6e"> </span>-<span class="_ _6e"> </span>-<span class="_ _ac"> </span><span class="_ _176"> </span><span class="_ _17c"> </span></div><div class="t m0 x5 h8 y54e ff1 fs3 fc0 sc0 ls14 ws4">TECKNINGSOPTIONSPROGRAM 2019</div><div class="t m0 x5 h2 y54f ff1 fs0 fc0 sc0 ls0 ws0">Deltagare<span class="_ _17d"> </span><span class="ls5 ws4">Sverk<span class="_ _3"></span>er Källgården, VD</span></div><div class="t m0 x5 h10 y550 ff4 fs0 fc0 sc0 ls0 ws4">Högst antal teckningsoptioner<span class="_ _4c"> </span><span class="ls5"></span></div><div class="t m0 x5 h10 y551 ff4 fs0 fc0 sc0 ls0 ws4">Antal tecknade teckningsoptioner<span class="_ _60"> </span><span class="ls5"></span></div><div class="t m0 x5 h10 y552 ff4 fs0 fc0 sc0 ls0 ws4">Antal utnyttjade teckningsoptioner<span class="_ _78"> </span><span class="ls5">-</span></div><div class="t m0 x5 h10 y553 ff4 fs0 fc0 sc0 ls0 ws4">Antal förfallna teckningsoptioner<span class="_ _17e"> </span><span class="ls5">-</span></div><div class="t m0 x5 h10 y554 ff4 fs0 fc0 sc0 ls0 ws4">T<span class="_ _2b"></span>eckningskurs, SEK<span class="_ _15"> </span><span class="ls5"></span></div><div class="t m0 x5 h10 y555 ff4 fs0 fc0 sc0 ls0 ws4">Högsta utspädning aktier<span class="_ _2b"></span>/r<span class="_ _3"></span>öster (cirka %)<span class="_ _31"> </span><span class="ls5"></span></div><div class="t m0 x5 h10 y556 ff4 fs0 fc0 sc0 ls0 ws0">Lösenperiod<span class="_ _bb"> </span><span class="ls5 ws4">-- – -- </span></div><div class="t m0 x59 h10 y557 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y558 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y559 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y55a ff4 fs0 fc0 sc0 ls5 ws4">-- – --</div><div class="t m0 x4 h8 y55b ff1 fs3 fc0 sc0 ls14 ws4">TECKNINGSOPTIONSPROGRAM 2020</div><div class="t m0 x4 h2 y55c ff1 fs0 fc0 sc0 ls0 ws0">Deltagare<span class="_ _bb"> </span><span class="ls31 ws4">Pia-Lena Olofsson, CF<span class="_ _3"></span>O &amp; Head of IR<span class="_ _175"> </span><span class="ls5">Lauri Tiensuu, CIO Finland<span class="_ _c2"> </span>Peter Löv<span class="_ _3"></span>gren, CIO Sverige</span></span></div><div class="t m0 x4 h10 y55d ff4 fs0 fc0 sc0 ls0 ws4">Högst antal teckningsoptioner<span class="_ _5"> </span><span class="ls5"><span class="_ _17f"> </span><span class="_ _cf"> </span></span></div><div class="t m0 x4 h10 y55e ff4 fs0 fc0 sc0 ls0 ws4">Antal tecknade teckningsoptioner<span class="_ _b9"> </span><span class="ls5"><span class="_ _ea"> </span><span class="_ _cf"> </span></span></div><div class="t m0 x4 h10 y55f ff4 fs0 fc0 sc0 ls0 ws4">Antal utnyttjade teckningsoptioner<span class="_ _180"> </span><span class="ls5">–<span class="_ _49"> </span>–<span class="_ _49"> </span>–</span></div><div class="t m0 x4 h10 y560 ff4 fs0 fc0 sc0 ls0 ws4">Antal förfallna teckningsoptioner<span class="_ _181"> </span><span class="ls5">–<span class="_ _49"> </span>–<span class="_ _49"> </span>–</span></div><div class="t m0 x4 h10 y561 ff4 fs0 fc0 sc0 ls0 ws4">T<span class="_ _2b"></span>eckningskurs, SEK<span class="_ _182"> </span><span class="ls5"><span class="_ _d1"> </span><span class="_ _b5"> </span></span></div><div class="t m0 x4 h10 y562 ff4 fs0 fc0 sc0 ls0 ws4">Högsta utspädning aktier<span class="_ _2b"></span>/r<span class="_ _3"></span>öster (cirka %)<span class="_ _183"> </span><span class="ls5"><span class="_ _95"> </span><span class="_ _95"> </span></span></div><div class="t m0 x4 h10 y563 ff4 fs0 fc0 sc0 ls0 ws0">Lösenperiod</div><div class="t m0 x5a h10 y564 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y565 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y563 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y566 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y567 ff4 fs0 fc0 sc0 ls5 ws4">-- – --</div><div class="t m0 x15 h10 y564 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y565 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y563 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y566 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y567 ff4 fs0 fc0 sc0 ls5 ws4">-- – --</div><div class="t m0 x59 h10 y564 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y565 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y563 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y566 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y567 ff4 fs0 fc0 sc0 ls5 ws4">-- – --</div><div class="t m0 x4 h8 y568 ff1 fs3 fc0 sc0 ls14 ws4">TECKNINGSOPTIONSPROGRAM 2021</div><div class="t m0 x4 h2 y569 ff1 fs0 fc0 sc0 ls0 ws0">Deltagare<span class="_ _bb"> </span><span class="ls31 ws4">Pia-Lena Olofsson, CF<span class="_ _3"></span>O &amp; Head of IR<span class="_ _175"> </span><span class="ls5">Lauri Tiensuu, CIO Finland<span class="_ _c2"> </span>Peter Löv<span class="_ _3"></span>gren, CIO Sverige</span></span></div><div class="t m0 x4 h10 y56a ff4 fs0 fc0 sc0 ls0 ws4">Högst antal teckningsoptioner<span class="_ _5"> </span><span class="ls5"><span class="_ _17f"> </span><span class="_ _cf"> </span></span></div><div class="t m0 x4 h10 y56b ff4 fs0 fc0 sc0 ls0 ws4">Antal tecknade teckningsoptioner<span class="_ _b9"> </span><span class="ls5"><span class="_ _ea"> </span><span class="_ _cf"> </span></span></div><div class="t m0 x4 h10 y56c ff4 fs0 fc0 sc0 ls0 ws4">Antal utnyttjade teckningsoptioner<span class="_ _184"> </span><span class="ls5">-<span class="_ _11"> </span>-<span class="_ _185"> </span>-</span></div><div class="t m0 x4 h10 y56d ff4 fs0 fc0 sc0 ls0 ws4">Antal förfallna teckningsoptioner<span class="_ _11e"> </span><span class="ls5">-<span class="_ _11"> </span>-<span class="_ _185"> </span>-</span></div><div class="t m0 x4 h10 y56e ff4 fs0 fc0 sc0 ls0 ws4">T<span class="_ _2b"></span>eckningskurs, SEK<span class="_ _182"> </span><span class="ls5"><span class="_ _d1"> </span><span class="_ _b5"> </span></span></div><div class="t m0 x4 h10 y56f ff4 fs0 fc0 sc0 ls0 ws4">Högsta utspädning aktier<span class="_ _2b"></span>/r<span class="_ _3"></span>öster (cirka %)<span class="_ _183"> </span><span class="ls5"><span class="_ _95"> </span><span class="_ _95"> </span></span></div><div class="t m0 x4 h10 y570 ff4 fs0 fc0 sc0 ls0 ws0">Lösenperiod</div><div class="t m0 x5a h10 y571 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y572 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y570 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y573 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x5a h10 y574 ff4 fs0 fc0 sc0 ls5 ws4">-- – --</div><div class="t m0 x15 h10 y571 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y572 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y570 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y573 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x15 h10 y574 ff4 fs0 fc0 sc0 ls5 ws4">-- – --</div><div class="t m0 x59 h10 y571 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y572 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y570 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y573 ff4 fs0 fc0 sc0 ls5 ws4">-- – -- </div><div class="t m0 x59 h10 y574 ff4 fs0 fc0 sc0 ls5 ws4">-- – --</div><div class="t m0 x4 h10 y575 ff4 fs0 fc0 sc0 ls0 ws4">¹ VD sedan den 4 mars 2019<span class="_ _3"></span>, innebärande att ersättning under 2019 endast omf<span class="_ _3"></span>attar del av året. Därmed omfatt<span class="_ _3"></span>ar betald ersättning för 2019 inte samma </div><div class="t m0 x4 h10 y576 ff4 fs0 fc0 sc0 ls0 ws32">längd <span class="_ _186"></span>på <span class="_ _186"></span>anställningen <span class="_ _186"></span>som <span class="_ _186"></span>ersättning <span class="_ _186"></span>för <span class="_ _186"></span>2020<span class="_ _2b"></span>. <span class="_ _2c"></span>        </div><div class="t m0 x4 h10 y577 ff4 fs0 fc0 sc0 ls0 ws4">² CFO &amp; Head of IR sedan den 6 maj 2019<span class="_ _3"></span>, innebärande ersättning under 2019 endast omf<span class="_ _3"></span>attar del av året. Därmed omfattar betald er<span class="_ _3"></span>sättning för 2019 inte </div><div class="t m0 x4 h10 y578 ff4 fs0 fc0 sc0 ls0 ws4">samma längd på anställningen som ersättning för 2020<span class="_ _3"></span>. <span class="_ _2e"> </span> <span class="_ _34"> </span> <span class="_ _34"> </span> <span class="_ _38"> </span> <span class="_ _34"> </span> <span class="_ _34"> </span> <span class="_ _38"> </span> <span class="_ _34"> </span> </div><div class="t m0 x4 h10 y579 ff4 fs0 fc0 sc0 ls0 ws4">³ CIO Sverige sedan den 10 augusti 2020<span class="_ _3"></span>, innebärande att ersättning under 2020 endast omf<span class="_ _3"></span>attar del av året. Därmed omfattar bet<span class="_ _3"></span>ald ersättning för 2020 </div><div class="t m0 x4 h10 y57a ff4 fs0 fc0 sc0 ls0 ws4">inte samma längd på anställningen som ersättning för 2021.</div><div class="t m0 x4 h12 y57b ff4 fsa fc0 sc0 ls5 ws4">4</div><div class="t m0 x8 h10 y57c ff4 fs0 fc0 sc0 ls0 ws4"> Gäller anställda i koncernen exklusiv<span class="_ _3"></span>e övriga medlemmar i koncernledningen.</div><div class="t m0 x4 h10 y57d ff4 fs0 fc0 sc0 ls5 ws33">         </div><div class="t m0 x4 h8 y54e ff1 fs3 fc0 sc0 ls14 ws4">UTEST<span class="_ _2b"></span>ÅENDE TECKNINGSOPTIONSPROGRAM</div><div class="t m0 x4 h6 y57e ff4 fs3 fc0 sc0 ls15 ws4">Bolaget har erbjudit koncernledningen, möjlighet att delta i </div><div class="t m0 x4 h6 y57f ff4 fs3 fc0 sc0 ls15 ws4">teckningsoptionsprogram, e<span class="_ _3"></span>xklusive Bolagets verkställande </div><div class="t m0 x4 h6 y580 ff4 fs3 fc0 sc0 ls15 ws4">direktör<span class="_ _2b"></span>, som sedan tidigare deltar i ett teckningsoptionsprogram </div><div class="t m0 x4 h6 y581 ff4 fs3 fc0 sc0 ls15 ws4">som inrättades i samband med att VD tilltr<span class="_ _3"></span>ädde sin befattning i </div><div class="t m0 x4 h6 y582 ff4 fs3 fc0 sc0 ls15 ws4">Cibus i början av 2019<span class="_ _2b"></span>.  Syftet med teckningsoptionsprogrammen </div><div class="t m0 x4 h6 y583 ff4 fs3 fc0 sc0 ls15 ws4">är att stärka k<span class="_ _3"></span>opplingen mellan bolagsledningen och skapat </div><div class="t m0 x4 h6 y584 ff4 fs3 fc0 sc0 ls15 ws4">aktieägarvärde. A<span class="_ _3"></span>vsikten är att teckningsoptionspr<span class="_ _3"></span>ogram </div><div class="t m0 x4 h6 y585 ff4 fs3 fc0 sc0 ls15 ws4">ska var<span class="_ _3"></span>a årligen återkommande och beslutas vid </div><div class="t m0 x4 h6 y586 ff4 fs3 fc0 sc0 ls15 ws4">kommande årsstämmor efter f<span class="_ _3"></span>örslag från Bolagets styrelse. </div><div class="t m0 x4 h6 y587 ff4 fs3 fc0 sc0 ls15 ws4">Koncernledningen bet<span class="_ _3"></span>alat verkligt värde f<span class="_ _3"></span>ör optionerna och att </div><div class="t m0 x4 h6 y588 ff4 fs3 fc0 sc0 ls15 ws4">ingen personalkostnad redo<span class="_ _3"></span>visas för programmet.</div><div class="t m0 x10 h8 y589 ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf16" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc16 w0 h0"><img 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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls12 ws12">78</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 9 Finansiella kostnader</div><div class="t m0 x4 h8 y58a ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _76"> </span>Helår 2021<span class="_ _187"> </span>Helår 2020</div><div class="t m0 x4 h6 y58b ff4 fs3 fc0 sc0 ls5 ws4">Ränteintäkter fr<span class="_ _3"></span>ån </div><div class="t m0 x4 h6 y58c ff4 fs3 fc0 sc0 ls5 ws4">omsättningstillgångar </div><div class="t m0 x5b h6 y58b ff4 fs3 fc0 sc0 ls5 ws4">36<span class="_ _12a"> </span><span class="ls1d ws1c">34</span></div><div class="t m0 x4 h6 y58d ff4 fs3 fc0 sc0 ls5 ws4">Räntekostnader på lånen<span class="_ _100"> </span>-19 289<span class="_ _14a"> </span>-16 084</div><div class="t m0 x4 h6 y58e ff4 fs3 fc0 sc0 ls5 ws4">Räntekostnader k<span class="_ _3"></span>opplat till derivaten<span class="_ _be"> </span><span class="ls1a ws19">-<span class="_ _3"></span>888<span class="_ _48"> </span><span class="ls1f ws1e">-<span class="_ _4"></span>589</span></span></div><div class="t m0 x4 h6 y58f ff4 fs3 fc0 sc0 ls5 ws4">Uppläggningskostnader<span class="_ _188"> </span>-1 917<span class="_ _74"> </span>-1 616</div><div class="t m0 x4 h6 y590 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>omträttsavgäld<span class="_ _4c"> </span>-466<span class="_ _c7"> </span><span class="ls20 ws1f">-2 7<span class="_ _4"></span>3<span class="_ _4"></span>8</span></div><div class="t m0 x4 h6 y591 ff4 fs3 fc0 sc0 ls5 ws4">Övriga finansiella kostnader<span class="_ _189"> </span><span class="lsd wsd">324<span class="_ _46"> </span><span class="ls1f ws1e">-394</span></span></div><div class="t m0 x4 h8 y592 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _18a"> </span>-22 200<span class="_ _155"> </span>-<span class="_ _3"></span>21 387</div><div class="t m0 x4 h8 y593 ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _e7"> </span>Helår 2021<span class="_ _187"> </span>Helår 2020</div><div class="t m0 x4 h6 y594 ff4 fs3 fc0 sc0 ls5 ws4">Ränteintäkter fr<span class="_ _3"></span>ån koncernföret<span class="_ _3"></span>ag <span class="_ _168"> </span>11 000<span class="_ _c8"> </span>9 044</div><div class="t m0 x4 h6 y595 ff4 fs3 fc0 sc0 ls5 ws4">Räntekostnader på lånen<span class="_ _189"> </span>-8 240<span class="_ _ac"> </span><span class="ls12 ws12">-<span class="_ _4"></span>6 87<span class="_ _4"></span>7</span></div><div class="t m0 x4 h6 y596 ff4 fs3 fc0 sc0 ls5 ws4">Uppläggningskostnader<span class="_ _fd"> </span><span class="ls29 ws29">-7<span class="_ _4"></span>8<span class="_ _16"></span>0<span class="_ _be"> </span>-7<span class="_ _4"></span>9<span class="_ _16"></span>0</span></div><div class="t m0 x4 h6 y597 ff4 fs3 fc0 sc0 ls5 ws4">Orealiserad v<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändringar på </div><div class="t m0 x4 h6 y598 ff4 fs3 fc0 sc0 ls5 ws4">räntetak</div><div class="t m0 x5c h6 y597 ff4 fs3 fc0 sc0 ls10 ws10">611<span class="_ _be"> </span><span class="ls5 ws4">-357</span></div><div class="t m0 x4 h6 y599 ff4 fs3 fc0 sc0 ls5 ws4">Övriga finansiella kostnader<span class="_ _18b"> </span>1<span class="_ _c7"> </span>-2 872</div><div class="t m0 x4 h6 y59a ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>alutakursdi<span class="_ _3"></span>erenser<span class="_ _31"> </span><span class="ls1a ws19">-62<span class="_ _4"></span>3<span class="_ _c9"> </span><span class="ls12 ws12">3 873</span></span></div><div class="t m0 x4 h8 y59b ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _18c"> </span>1 969<span class="_ _c9"> </span>2 021</div><div class="t m0 x4 h6 y59c ff4 fs3 fc0 sc0 ls5 ws4">Samtliga räntek<span class="_ _3"></span>ostnader är hänförliga till finansiella skulder </div><div class="t m0 x4 h6 y59d ff4 fs3 fc0 sc0 ls5 ws4">värder<span class="_ _3"></span>ade till upplupet anskaningsvär<span class="_ _3"></span>de samt ränta </div><div class="t m0 x4 h6 y59e ff4 fs3 fc0 sc0 ls5 ws4">avseende deriva<span class="_ _3"></span>tavtal (e<span class="_ _3"></span>xkl. orealiserad vär<span class="_ _3"></span>deförändring). </div><div class="t m0 x4 h6 y59f ff4 fs3 fc0 sc0 ls5 ws4">Uppläggningskostnader av<span class="_ _3"></span>ser periodisering av </div><div class="t m0 x4 h6 y5a0 ff4 fs3 fc0 sc0 ls5 ws4">uppläggningskostnader som periodiseras ut efter lånea<span class="_ _3"></span>vtalets </div><div class="t m0 x4 h6 y5a1 ff4 fs3 fc0 sc0 ls5 ws4">bindningstid. För året a<span class="_ _3"></span>vser övriga finansiella kostnader </div><div class="t m0 x4 h6 y5a2 ff4 fs3 fc0 sc0 ls5 ws4">transaktionskostnader i samband med upptagande a<span class="_ _3"></span>v den </div><div class="t m0 x4 h6 y5a3 ff4 fs3 fc0 sc0 ls5 ws4">externa finansieringen. T<span class="_ _2c"></span>omträttsavgäld ses som ränta på den </div><div class="t m0 x4 h6 y5a4 ff4 fs3 fc0 sc0 ls5 ws4">leasingskuld avgälderna ger uppho<span class="_ _3"></span>v till. </div><div class="t m0 x4 h5 y5a5 ff3 fs2 fc0 sc0 ls4 ws4">Not 10 Orealiser<span class="_ _3"></span>ade vär<span class="_ _3"></span>deför<span class="_ _3"></span>ändringar<span class="_ _2b"></span>,<span class="_ _4"></span> </div><div class="t m0 x4 h5 y5a6 ff3 fs2 fc0 sc0 ls4 ws5">räntederiv<span class="_ _3"></span>at</div><div class="t m0 x4 h6 y5a7 ff4 fs3 fc0 sc0 ls5 ws4">Bolagets finansiella strategi b<span class="_ _3"></span>ygger på låg ränterisk vilket </div><div class="t m0 x4 h6 y5a8 ff4 fs3 fc0 sc0 ls5 ws4">uppnås genom att bland annat nyttja ränt<span class="_ _3"></span>ederivat. Räntederivat </div><div class="t m0 x4 h6 y5a9 ff4 fs3 fc0 sc0 ls5 ws4">ska enligt IFRS vär<span class="_ _3"></span>deras till verkligt vär<span class="_ _3"></span>de. V<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändringar </div><div class="t m0 x4 h6 y5aa ff4 fs3 fc0 sc0 ls5 ws4">i räntederiva<span class="_ _3"></span>tportföljen uppkommer bland annat som en </div><div class="t m0 x4 h6 y5ab ff4 fs3 fc0 sc0 ls5 ws4">eekt av för<span class="_ _3"></span>ändrade marknadsräntor samt till f<span class="_ _3"></span>öljd av </div><div class="t m0 x4 h6 y5ac ff4 fs3 fc0 sc0 ls5 ws4">återstående löptid. Or<span class="_ _3"></span>ealiserade vär<span class="_ _3"></span>deförändringar påverk<span class="_ _3"></span>ar </div><div class="t m0 x4 h6 y5ad ff4 fs3 fc0 sc0 ls5 ws4">koncernens r<span class="_ _3"></span>esultat före skatt men int<span class="_ _3"></span>e kassaflödet eller </div><div class="t m0 x4 h6 y5ae ff4 fs3 fc0 sc0 ls5 ws4">förvaltningsr<span class="_ _3"></span>esultatet.</div><div class="t m0 x4 h5 y5af ff3 fs2 fc0 sc0 ls4 ws4">Not 11 Skatter</div><div class="t m0 x4 h8 y5b0 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _3a"> </span>Helår 2021<span class="_ _165"> </span>Helår 2020</div><div class="t m0 x4 h6 y5b1 ff4 fs3 fc0 sc0 ls5 ws4">Aktuell skatt på året<span class="_ _3"></span>s resultat<span class="_ _43"> </span><span class="ls1f ws1e">-81<span class="_ _7e"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>1</span></span></div><div class="t m0 x4 h8 y5b2 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _63"> </span>-81<span class="_ _167"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span>1</span></div><div class="t m0 x4 h8 y5b3 ff1 fs3 fc0 sc0 ls5 ws4">Uppskjuten skatt</div><div class="t m0 x4 h6 y5b4 ff4 fs3 fc0 sc0 ls5 ws4">Uppskjuten skatt hänförlig till </div><div class="t m0 x4 h6 y5b5 ff4 fs3 fc0 sc0 ls5 ws4">outnyttjat underskottsa<span class="_ _3"></span>vdrag</div><div class="t m0 x1b h6 y5b4 ff4 fs3 fc0 sc0 ls5 ws4">1 111<span class="_ _11a"> </span><span class="ls10 ws10">631</span></div><div class="t m0 x4 h6 y5b6 ff4 fs3 fc0 sc0 ls5 ws4">Uppskjuten skatt hänförlig till </div><div class="t m0 x4 h6 y5b7 ff4 fs3 fc0 sc0 ls5 ws4">temporära skillnader*</div><div class="t m0 x5d h6 y5b6 ff4 fs3 fc0 sc0 ls5 ws4">-9 025<span class="_ _129"> </span>-5 605</div><div class="t m0 x4 h8 y5b8 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _17e"> </span>-<span class="_ _3"></span>7 914<span class="_ _129"> </span><span class="ls1c ws1b">-<span class="_ _4"></span>4 9<span class="_ _4"></span>74</span></div><div class="t m0 x4 h6 y5b9 ff4 fs3 fc0 sc0 ls5 ws4">*T<span class="_ _2b"></span>emporära skillnader är hänförliga till skillnaden mellan </div><div class="t m0 x4 h6 y5ba ff4 fs3 fc0 sc0 ls5 ws4">fastigheternas r<span class="_ _3"></span>edovisade och skattemässiga vär<span class="_ _3"></span>de.</div><div class="t m0 x4 h6 y5bb ff4 fs3 fc0 sc0 ls5 ws4">Vid värdering a<span class="_ _3"></span>v aktiverade och icke-aktiverade </div><div class="t m0 x4 h6 y5bc ff4 fs3 fc0 sc0 ls5 ws4">underskottsav<span class="_ _3"></span>drag görs en bedömning av sannolikheten att </div><div class="t m0 x4 h6 y5bd ff4 fs3 fc0 sc0 ls5 ws4">underskotten k<span class="_ _3"></span>an utnyttjas. Fastställda undersk<span class="_ _3"></span>ott som med </div><div class="t m0 x4 h6 y5be ff4 fs3 fc0 sc0 ls5 ws4">hög säkerhet kan nyttjas mot fr<span class="_ _3"></span>amtida vinster utgör underlag </div><div class="t m0 x4 h6 y5bf ff4 fs3 fc0 sc0 ls5 ws4">för beräkning av uppskjut<span class="_ _3"></span>en skattefordr<span class="_ _3"></span>an. De skattemässiga </div><div class="t m0 x4 h6 y5c0 ff4 fs3 fc0 sc0 ls5 ws4">underskotten ber<span class="_ _3"></span>äknas uppgå till ca 23 855 TEUR (18 2<span class="_ _4"></span>21) per </div><div class="t m0 x4 h6 y5c1 ff4 fs3 fc0 sc0 ls5 ws4">31 december 2021.</div><div class="t m0 x5 h8 y5c2 ff1 fs3 fc0 sc0 ls14 ws4">A<span class="_ _2b"></span>VST<span class="_ _2b"></span>ÄMNING ÅRETS SKA<span class="_ _2b"></span>TTEK<span class="_ _3"></span>OSTNAD</div><div class="t m0 x5 h8 y5c3 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _10b"> </span>Helår 2021<span class="_ _1"> </span>Helår 2020</div><div class="t m0 x5 h6 y5c4 ff4 fs3 fc0 sc0 ls5 ws4">Resultat för<span class="_ _3"></span>e skatt<span class="_ _73"> </span>59 365<span class="_ _14a"> </span><span class="ls1f ws1e">39<span class="_ _4"></span> 592</span></div><div class="t m0 x5 h6 y5c5 ff4 fs3 fc0 sc0 ls5 ws4">Årets skatt<span class="_ _3"></span>ekostnad<span class="_ _da"> </span>-<span class="_ _2b"></span>7 995<span class="_ _155"> </span>-4 995</div><div class="t m0 x5 h6 y5c6 ff4 fs3 fc0 sc0 ls5 ws4">Skatt enligt svensk sk<span class="_ _3"></span>attesats (20<span class="_ _3"></span>,6%)<span class="_ _158"> </span>-12 229<span class="_ _8f"> </span>-</div><div class="t m0 x5 h6 y5c7 ff4 fs3 fc0 sc0 ls5 ws4">Skatt enligt svensk sk<span class="_ _3"></span>attesats (21,4<span class="_ _3"></span>%)<span class="_ _4f"> </span>-<span class="_ _162"> </span>-8 4<span class="_ _3"></span>73</div><div class="t m0 x5 h6 y5c8 ff4 fs3 fc0 sc0 ls5 ws4">Skillnad i utländska skattesatser<span class="_ _7e"> </span>4 865<span class="_ _be"> </span><span class="ls1a ws19">555</span></div><div class="t m0 x5 h6 y5c9 ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt a<span class="_ _3"></span>v ej skattepliktiga </div><div class="t m0 x5 h6 y5ca ff4 fs3 fc0 sc0 ls5 ws4">intäkter</div><div class="t m0 x30 h6 y5c9 ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _18d"> </span><span class="lsd wsd">2 924</span></div><div class="t m0 x5 h6 y5cb ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt a<span class="_ _3"></span>v ej avdragsgilla </div><div class="t m0 x5 h6 y5cc ff4 fs3 fc0 sc0 ls5 ws4">kostnader</div><div class="t m0 x5e h6 y5cb ff4 fs3 fc0 sc0 ls5 ws4">-630<span class="_ _8b"> </span>-1</div><div class="t m0 x5 h8 y5cd ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _63"> </span>-7 995<span class="_ _14a"> </span>-4 995</div><div class="t m0 x5 h8 y5ce ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _13c"> </span>Helår 2021<span class="_ _18e"> </span>Helår 2020</div><div class="t m0 x5 h6 y5cf ff4 fs3 fc0 sc0 ls5 ws4">Aktuell skatt på året<span class="_ _3"></span>s resultat<span class="_ _18f"> </span>-<span class="_ _123"> </span>-</div><div class="t m0 x5 h8 y5d0 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _190"> </span>-<span class="_ _123"> </span>-</div><div class="t m0 x5 h8 y5d1 ff1 fs3 fc0 sc0 ls5 ws4">Uppskjuten skatt</div><div class="t m0 x5 h6 y5d2 ff4 fs3 fc0 sc0 ls5 ws4">Uppskjuten skatt hänförlig till </div><div class="t m0 x5 h6 y5d3 ff4 fs3 fc0 sc0 ls5 ws4">outnyttjat underskottsa<span class="_ _3"></span>vdrag</div><div class="t m0 x5f h6 y5d2 ff4 fs3 fc0 sc0 lsa wsa">786<span class="_ _12a"> </span><span class="ls5 ws4">6<span class="_ _4"></span>32</span></div><div class="t m0 x5 h6 y5d4 ff4 fs3 fc0 sc0 ls5 ws4">Uppskjuten skatt hänförlig till </div><div class="t m0 x5 h6 y5d5 ff4 fs3 fc0 sc0 ls5 ws4">temporära skillnader*</div><div class="t m0 x60 h6 y5d4 ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _123"> </span>-</div><div class="t m0 x5 h8 y5d6 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _a"> </span><span class="ls26 ws26">786<span class="_ _178"> </span><span class="ls32 ws15">6<span class="_ _4"></span>32</span></span></div><div class="t m0 x5 h6 y5d7 ff4 fs3 fc0 sc0 ls5 ws4">Inkomstskatt ber<span class="_ _3"></span>äknas med 20,<span class="_ _2b"></span>6 % på årets skattemässiga </div><div class="t m0 x5 h6 y5d8 ff4 fs3 fc0 sc0 ls5 ws4">resultat. Nedan presenter<span class="_ _3"></span>as en avstämning mellan r<span class="_ _3"></span>edovisat </div><div class="t m0 x5 h6 y5d9 ff4 fs3 fc0 sc0 ls5 ws4">resultat och år<span class="_ _3"></span>ets skattekostnad.</div><div class="t m0 x5 h8 y5da ff1 fs3 fc0 sc0 ls14 ws4">A<span class="_ _2b"></span>VST<span class="_ _2b"></span>ÄMNING ÅRETS SKA<span class="_ _2b"></span>TTEK<span class="_ _3"></span>OSTNAD</div><div class="t m0 x5 h8 y5db ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _140"> </span>Helår 2021<span class="_ _161"> </span>Helår 2020</div><div class="t m0 x5 h6 y5dc ff4 fs3 fc0 sc0 ls5 ws4">Resultat för<span class="_ _3"></span>e skatt<span class="_ _61"> </span>-3 091<span class="_ _c9"> </span>6 4<span class="_ _4"></span>52</div><div class="t m0 x5 h6 y5dd ff4 fs3 fc0 sc0 ls5 ws4">Årets skatt<span class="_ _3"></span>ekostnad<span class="_ _52"> </span><span class="lsa wsa">786<span class="_ _38"> </span></span>6<span class="_ _4"></span>32</div><div class="t m0 x5 h6 y5de ff4 fs3 fc0 sc0 ls5 ws4">Skatt enligt svensk sk<span class="_ _3"></span>attesats </div><div class="t m0 x5 h6 y5df ff4 fs3 fc0 sc0 ls5 ws4">(20<span class="_ _3"></span>,6%)</div><div class="t m0 x5e h6 y5de ff4 fs3 fc0 sc0 ls16 ws25">637<span class="_ _4f"> </span><span class="ls5 ws4">-</span></div><div class="t m0 x5 h6 y5e0 ff4 fs3 fc0 sc0 ls5 ws4">Skatt enligt svensk sk<span class="_ _3"></span>attesats </div><div class="t m0 x5 h6 y5e1 ff4 fs3 fc0 sc0 ls5 ws4">(21,4<span class="_ _3"></span>%)</div><div class="t m0 x61 h6 y5e0 ff4 fs3 fc0 sc0 ls5 ws4">-<span class="_ _15b"> </span>-1 381</div><div class="t m0 x5 h6 y5e2 ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt a<span class="_ _3"></span>v ej avdragsgilla </div><div class="t m0 x5 h6 y5e3 ff4 fs3 fc0 sc0 ls5 ws4">intäkter</div><div class="t m0 x62 h6 y5e2 ff4 fs3 fc0 sc0 ls5 ws4">150<span class="_ _c4"> </span>1 802</div><div class="t m0 x5 h6 y5e4 ff4 fs3 fc0 sc0 ls5 ws4">Skatteeekt a<span class="_ _3"></span>v ej avdragsgilla </div><div class="t m0 x5 h6 y5e5 ff4 fs3 fc0 sc0 ls5 ws4">kostnader</div><div class="t m0 x60 h6 y5e4 ff4 fs3 fc0 sc0 ls5 ws4">-1<span class="_ _a6"> </span>-1</div><div class="t m0 x5 h6 y5e6 ff4 fs3 fc0 sc0 ls5 ws4">Övriga justeringar<span class="_ _9a"> </span>-<span class="_ _40"> </span>212</div><div class="t m0 x5 h8 y5e7 ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _191"> </span><span class="ls26 ws26">786<span class="_ _15c"> </span><span class="ls32 ws15">6<span class="_ _4"></span>32</span></span></div><div class="t m0 x5 h6 y5e8 ff4 fs3 fc0 sc0 ls5 ws4">Uppskjutna skattefor<span class="_ _3"></span>dringar avseende skattemässiga </div><div class="t m0 x5 h6 y5e9 ff4 fs3 fc0 sc0 ls5 ws4">underskottsav<span class="_ _3"></span>drag redovisas i den utstr<span class="_ _3"></span>äckning som det </div><div class="t m0 x5 h6 y5ea ff4 fs3 fc0 sc0 ls5 ws4">är sannolikt att de kommer att utnyttjas mot fr<span class="_ _3"></span>amtida </div><div class="t m0 x5 h6 y5eb ff4 fs3 fc0 sc0 ls5 ws4">skattepliktiga r<span class="_ _3"></span>esultat.</div><div class="t m0 x10 h8 y5ec ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf17" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc17 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls2a ws2b">79</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 12 Förv<span class="_ _3"></span>altningsfastigheter</div><div class="t m0 x4 h6 y5ed ff4 fs3 fc0 sc0 ls5 ws4">Koncernen äger 400 f<span class="_ _3"></span>astigheter<span class="_ _3"></span>, vilka redovisas till v<span class="_ _3"></span>erkligt </div><div class="t m0 x4 h6 y5ee ff4 fs3 fc0 sc0 ls5 ws4">värde. K<span class="_ _2b"></span>oncernen redovisar förvaltningsfastigheterna till </div><div class="t m0 x4 h6 y5ef ff4 fs3 fc0 sc0 ls5 ws4">verkligt vär<span class="_ _3"></span>de. V<span class="_ _3"></span>erkligt värde baser<span class="_ _3"></span>as på marknadsvär<span class="_ _3"></span>deringar<span class="_ _3"></span>.  </div><div class="t m0 x4 h6 y5f0 ff4 fs3 fc0 sc0 ls5 ws4">Fastigheten v<span class="_ _3"></span>ärderas per balansdagen av en e<span class="_ _3"></span>xtern och </div><div class="t m0 x4 h6 y5f1 ff4 fs3 fc0 sc0 ls5 ws4">oberoende vär<span class="_ _3"></span>derare. V<span class="_ _2b"></span>ärderingen vid bokslutsdatum 31 </div><div class="t m0 x4 h6 y5f2 ff4 fs3 fc0 sc0 ls5 ws4">december 2021 baseras på marknadsv<span class="_ _3"></span>ärdering utför<span class="_ _3"></span>d av det </div><div class="t m0 x4 h6 y5f3 ff4 fs3 fc0 sc0 ls5 ws4">oberoende och välr<span class="_ _3"></span>enommerade vär<span class="_ _3"></span>deringsinstitutet Newsec </div><div class="t m0 x4 h6 y5f4 ff4 fs3 fc0 sc0 ls5 ws4">och Cushman &amp; W<span class="_ _3"></span>akfield.</div><div class="t m0 x4 h8 y5f5 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _cc"> </span>2021-12-31<span class="_ _177"> </span>2020-12-31</div><div class="t m0 x4 h6 y5f6 ff4 fs3 fc0 sc0 ls5 ws4">Ingående värde<span class="_ _192"> </span>1 272 514<span class="_ _15b"> </span><span class="ls6 ws8">874<span class="_ _4"></span> 81<span class="_ _4"></span>3</span></div><div class="t m0 x4 h6 y5f7 ff4 fs3 fc0 sc0 ls5 ws4">Förvärv a<span class="_ _3"></span>v fastigheter<span class="_ _193"> </span>177 150<span class="_ _15b"> </span>386 122</div><div class="t m0 x4 h6 y5f8 ff4 fs3 fc0 sc0 ls5 ws4">Förvärv a<span class="_ _3"></span>v fastigheter via </div><div class="t m0 x4 h6 y5f9 ff4 fs3 fc0 sc0 ls5 ws4">apportemission</div><div class="t m0 x5d h6 y5f8 ff4 fs3 fc0 sc0 ls6 ws8">40<span class="_ _4"></span> 742<span class="_ _194"> </span><span class="ls5 ws4">-</span></div><div class="t m0 x4 h6 y5fa ff4 fs3 fc0 sc0 ls5 ws4">Orealiserade v<span class="_ _3"></span>ärdeför<span class="_ _3"></span>ändringar<span class="_ _40"> </span>10 644<span class="_ _32"> </span>6 461</div><div class="t m0 x4 h6 y5fb ff4 fs3 fc0 sc0 ls5 ws4">Investeringar i befintliga </div><div class="t m0 x4 h6 y5fc ff4 fs3 fc0 sc0 ls5 ws4">fastigheter</div><div class="t m0 x10 h6 y5fb ff4 fs3 fc0 sc0 ls18 ws17">2 247<span class="_ _195"> </span><span class="ls5 ws4">4 262</span></div><div class="t m0 x4 h6 y5fd ff4 fs3 fc0 sc0 ls5 ws4">Försäljning av f<span class="_ _3"></span>astigheter<span class="_ _fd"> </span>-<span class="_ _bf"> </span><span class="ls20 ws1f">-27<span class="_ _4"></span>0</span></div><div class="t m0 x4 h6 y5fe ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>alutakurse<span class="_ _3"></span>ekt<span class="_ _eb"> </span>-3 802<span class="_ _16d"> </span><span class="ls1d ws1c">403</span></div><div class="t m0 x4 h6 y5ff ff4 fs3 fc0 sc0 ls5 ws4">Övrigt<span class="_ _196"> </span><span class="ls10 ws10">131<span class="_ _c6"> </span></span>723</div><div class="t m0 x4 h8 y600 ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _6f"> </span>1 499 626<span class="_ _ad"> </span>1 272 514</div><div class="t m0 x4 h8 y601 ff1 fs3 fc0 sc0 ls14 ws14">V<span class="_ _2b"></span>ÄRDERINGSANT<span class="_ _2b"></span>AG<span class="_ _3"></span>ANDEN</div><div class="t m0 x4 h6 y602 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>erkligt vär<span class="_ _3"></span>de har fastställts med en kombiner<span class="_ _3"></span>ad </div><div class="t m0 x4 h6 y603 ff4 fs3 fc0 sc0 ls5 ws4">tillämpning av ortsprismetod och avkastningsbaser<span class="_ _3"></span>ad </div><div class="t m0 x4 h6 y604 ff4 fs3 fc0 sc0 ls5 ws4">metod. Den avkastningsbaserade met<span class="_ _3"></span>oden bygger på </div><div class="t m0 x4 h6 y605 ff4 fs3 fc0 sc0 ls5 ws4">att en kassaflödesanalys upprätt<span class="_ _3"></span>ats för varje fastighet. </div><div class="t m0 x4 h6 y606 ff4 fs3 fc0 sc0 ls5 ws4">Kassaflödesanalysen utgörs av en bedömning a<span class="_ _3"></span>v nuvärdet </div><div class="t m0 x4 h6 y607 ff4 fs3 fc0 sc0 ls5 ws4">av fastighetens fr<span class="_ _3"></span>amtida driftsnetton under kalkylperioden </div><div class="t m0 x4 h6 y608 ff4 fs3 fc0 sc0 ls5 ws4">samt nuvärdet a<span class="_ _3"></span>v fastighetens restv<span class="_ _3"></span>ärde vid kalkylperiodens </div><div class="t m0 x4 h6 y609 ff4 fs3 fc0 sc0 ls5 ws4">slut. Kalkylperioden uppgår till 10 år och restvär<span class="_ _3"></span>det har </div><div class="t m0 x4 h6 y60a ff4 fs3 fc0 sc0 ls5 ws4">bedömts genom en evighetskapitalisering a<span class="_ _3"></span>v ett uppskattat </div><div class="t m0 x4 h6 y60b ff4 fs3 fc0 sc0 ls5 ws4">marknadsmässigt driftsnetto året efter kalk<span class="_ _3"></span>ylperiodens slut. </div><div class="t m0 x4 h6 y60c ff4 fs3 fc0 sc0 ls5 ws4">Evighetskapitaliseringen sk<span class="_ _3"></span>er med ett direktavk<span class="_ _3"></span>astningskrav </div><div class="t m0 x4 h6 y60d ff4 fs3 fc0 sc0 ls5 ws4">som har härletts från den aktuella tr<span class="_ _3"></span>ansaktionsmarknaden för </div><div class="t m0 x4 h6 y60e ff4 fs3 fc0 sc0 ls5 ws4">jämförbara f<span class="_ _3"></span>astigheter<span class="_ _3"></span>, såväl direkt<span class="_ _3"></span>a som indirekta (fastighet<span class="_ _3"></span>er </div><div class="t m0 x4 h6 y60f ff4 fs3 fc0 sc0 ls5 ws4">sålda i bolag) transaktioner har beaktats. K<span class="_ _3"></span>ostnaderna bedöms </div><div class="t m0 x4 h6 y610 ff4 fs3 fc0 sc0 ls5 ws1c">öka i takt med inflationen på 1-<span class="_ _3"></span>2 % beroende på år<span class="_ _2b"></span>. Investeringar </div><div class="t m0 x4 h6 y611 ff4 fs3 fc0 sc0 ls5 ws4">har bedömts utifrån det behov som för<span class="_ _3"></span>eligger<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y612 ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsskatt<span class="_ _3"></span>en bedöms utifrån senaste taxeringsv<span class="_ _3"></span>ärden. </div><div class="t m0 x4 h6 y613 ff4 fs3 fc0 sc0 ls5 ws4">Långsiktig vakans beaktas i v<span class="_ _3"></span>ärderingarna och bedöms </div><div class="t m0 x4 h6 y614 ff4 fs3 fc0 sc0 ls5 ws4">utifrån fastighetens läge och skick. Kalkylr<span class="_ _3"></span>änta och </div><div class="t m0 x4 h6 y615 ff4 fs3 fc0 sc0 ls5 ws4">direkta<span class="_ _3"></span>vkastningskrav är basera<span class="_ _3"></span>t på externvär<span class="_ _3"></span>derares </div><div class="t m0 x4 h6 y616 ff4 fs3 fc0 sc0 ls5 ws4">erfarenhetsmässiga bedömningar a<span class="_ _3"></span>v marknadens </div><div class="t m0 x4 h6 y617 ff4 fs3 fc0 sc0 ls5 ws4">förräntningskr<span class="_ _3"></span>av<span class="_ _3"></span>.</div><div class="t m0 x4 h8 y618 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _d6"> </span>2021-12-31<span class="_ _17b"> </span>2020-12-31</div><div class="t m0 x4 h6 y619 ff4 fs3 fc0 sc0 ls5 ws4">Långsiktig inflation, %<span class="_ _197"> </span><span class="ls9 ws9">2<span class="_ _4"></span>,0<span class="_ _147"> </span>2<span class="_ _4"></span>,0</span></div><div class="t m0 x4 h6 y61a ff4 fs3 fc0 sc0 ls5 ws4">Genomsnittlig kalkylränta, %<span class="_ _198"> </span><span class="lsf wsf">7,<span class="_ _4"></span>7<span class="_ _a6"> </span>7,<span class="_ _4"></span>7</span></div><div class="t m0 x4 h6 y61b ff4 fs3 fc0 sc0 ls5 ws4">Genomsnittligt<span class="_ _f"> </span><span class="lsd wsd">5,7<span class="_ _147"> </span><span class="ls12 ws12">5,8</span></span></div><div class="t m0 x4 h6 y61c ff4 fs3 fc0 sc0 ls5 ws4">direkta<span class="_ _3"></span>vkastningskrav<span class="_ _2b"></span>, %</div><div class="t m0 x4 h6 y61d ff4 fs3 fc0 sc0 ls5 ws4">Genomsnittlig långsiktig vakans, %<span class="_ _a6"> </span><span class="ls12 ws12">5,3<span class="_ _147"> </span><span class="ls9 ws9">5,0</span></span></div><div class="t m0 x4 h8 y61e ff1 fs3 fc0 sc0 ls5 ws4">Känslighetsanaly<span class="_ _3"></span>s<span class="_ _124"> </span>Antagande<span class="_ _be"> </span>Snitt (TEUR)</div><div class="t m0 x4 h8 y61f ff1 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>ärderingsparametr<span class="_ _3"></span>ar</div><div class="t m0 x4 h6 y620 ff4 fs3 fc0 sc0 ls5 ws4">Hyresintäkter<span class="_ _64"> </span>+/- 10 %<span class="_ _199"> </span>176 279 / -146 404 </div><div class="t m0 x4 h6 y621 ff4 fs3 fc0 sc0 ls5 ws4">Direkta<span class="_ _3"></span>vkastningskrav<span class="_ _b3"> </span>+/- 0,25 %<span class="_ _a9"> </span>-49 077 / 84 862</div><div class="t m0 x4 h6 y622 ff4 fs3 fc0 sc0 ls5 ws4">Långsiktig vakansgr<span class="_ _3"></span>ad<span class="_ _a4"> </span>+/- 2%<span class="_ _18d"> </span>-19 137 / 49 011</div><div class="t m0 x5 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 13 Leasing</div><div class="t m0 x5 h6 y5ed ff4 fs3 fc0 sc0 ls5 ws4">Koncernen har ett flert<span class="_ _3"></span>al tomträttsavt<span class="_ _3"></span>al. Dessa redovisas </div><div class="t m0 x5 h6 y5ee ff4 fs3 fc0 sc0 ls5 ws4">som nyttjanderättstillgångar och leasingskuld fr<span class="_ _3"></span>ån och med </div><div class="t m0 x5 h6 y5ef ff4 fs3 fc0 sc0 ls5 ws4">2019-01-01 i och med att IFRS 16 trädde i kraft. Samtliga </div><div class="t m0 x5 h6 y5f0 ff4 fs3 fc0 sc0 ls5 ws4">tomträttsa<span class="_ _3"></span>vtal betraktas som eviga och ingen av<span class="_ _3"></span>skrivning sker<span class="_ _3"></span>. </div><div class="t m0 x5 h8 y623 ff1 fs3 fc0 sc0 ls14 ws14">NYTT<span class="_ _2c"></span>JANDERÄ<span class="_ _2b"></span>TTSTILLG<span class="_ _3"></span>ÅNG<span class="_ _3"></span>AR </div><div class="t m0 x5 h8 y624 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _cc"> </span>2021-12-31<span class="_ _177"> </span>2020-12-31</div><div class="t m0 x5 h6 y625 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>omträttsavtal<span class="_ _3c"> </span>10 115<span class="_ _195"> </span>8 228</div><div class="t m0 x5 h6 y626 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>omträttsavgäld<span class="_ _ea"> </span>-<span class="_ _4"></span>466<span class="_ _6e"> </span>-10</div><div class="t m0 x5 h8 y627 ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _73"> </span>9 649<span class="_ _32"> </span>8 218</div><div class="t m0 x5 h6 y628 ff4 fs3 fc0 sc0 ls5 ws4">Utöver de finansiella skulder v<span class="_ _3"></span>ars odiskonter<span class="_ _3"></span>ade kassaflöden </div><div class="t m0 x5 h6 y629 ff4 fs3 fc0 sc0 ls5 ws4">presenter<span class="_ _3"></span>as i ovanstående tabell innehar k<span class="_ _3"></span>oncernen </div><div class="t m0 x5 h6 y62a ff4 fs3 fc0 sc0 ls5 ws4">tomträttsa<span class="_ _3"></span>vtal vars årliga tomtr<span class="_ _3"></span>ättsavgälder summerar </div><div class="t m0 x5 h6 y62b ff4 fs3 fc0 sc0 ls5 ws4">till 9 649 TEUR odiskontera<span class="_ _3"></span>t. De<span class="_ _4"></span>ssa leasingavtal ses som </div><div class="t m0 x5 h6 y62c ff4 fs3 fc0 sc0 ls5 ws4">eviga ur koncernens perspektiv då k<span class="_ _3"></span>oncernen inte har </div><div class="t m0 x5 h6 y62d ff4 fs3 fc0 sc0 ls5 ws4">någon rätt att säga upp avt<span class="_ _3"></span>alen. Samtliga tomträttsavtal </div><div class="t m0 x5 h6 y62e ff4 fs3 fc0 sc0 ls5 ws4">kommer att omförhandlas vilk<span class="_ _3"></span>et kommer att få en e<span class="_ _3"></span>ekt på </div><div class="t m0 x5 h8 y62f ff4 fs3 fc0 sc0 ls5 ws4">tomträttsa<span class="_ _3"></span>vgäldernas storlek<span class="ff1">.</span></div><div class="t m0 x5 h5 y630 ff3 fs2 fc0 sc0 ls4 ws4">Not 14 Förutbet<span class="_ _3"></span>alda kostnader och upplupna </div><div class="t m0 x5 h5 y631 ff3 fs2 fc0 sc0 ls4 ws5">intäkter</div><div class="t m0 x5 hb y632 ff5 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen</div><div class="t m0 x63 h8 y633 ff1 fs3 fc0 sc0 ls5 ws4">2021-12-31<span class="_ _144"> </span>20<span class="_ _3"></span>20-12-31</div><div class="t m0 x5 h6 y634 ff4 fs3 fc0 sc0 ls5 ws4">Förutbetalda k<span class="_ _3"></span>ostnader<span class="_ _18f"> </span><span class="ls10 ws10">3 493<span class="_ _8b"> </span></span>1 576</div><div class="t m0 x5 hb y635 ff5 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de</div><div class="t m0 x64 h8 y636 ff1 fs3 fc0 sc0 ls5 ws4">3 493<span class="_ _42"> </span><span class="ls2e ws2f">1 576</span></div><div class="t m0 x5 hb y637 ff5 fs3 fc0 sc0 ls5 ws4">Moderbolaget</div><div class="t m0 x63 h8 y638 ff1 fs3 fc0 sc0 ls5 ws4">2021-12-31<span class="_ _144"> </span>20<span class="_ _3"></span>20-12-31</div><div class="t m0 x5 h6 y639 ff4 fs3 fc0 sc0 ls5 ws4">Förutbetalda k<span class="_ _3"></span>ostnader<span class="_ _6f"> </span><span class="ls22 ws21">63<span class="_ _123"> </span></span>27</div><div class="t m0 x5 hb y63a ff5 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de</div><div class="t m0 x42 h8 y63b ff1 fs3 fc0 sc0 ls24 ws23">63<span class="_ _9d"> </span><span class="ls5 ws4">27</span></div><div class="t m0 x5 h5 y63c ff3 fs2 fc0 sc0 ls4 ws4">Not 15 Likvida medel</div><div class="t m0 x5 h6 y63d ff4 fs3 fc0 sc0 ls6 ws4">Likvida medel består av tillgodohav<span class="_ _3"></span>anden på bankkontot.</div><div class="t m0 x10 h8 y63e ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf18" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc18 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x4b h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">80</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 16 Eget kapit<span class="_ _3"></span>al</div><div class="t m0 x4 h8 y58 ff1 fs3 fc0 sc0 ls14 ws14">AKTIEKAPIT<span class="_ _2b"></span>AL</div><div class="t m0 x4 h6 y442 ff4 fs3 fc0 sc0 ls5 ws4">Samtliga aktier är av samma aktieslag, är fullt betalda och </div><div class="t m0 x4 h6 y443 ff4 fs3 fc0 sc0 ls5 ws4">berättigar till en röst. Inga aktier är reserv<span class="_ _3"></span>erade för öv<span class="_ _3"></span>erlåtelse </div><div class="t m0 x4 h6 y444 ff4 fs3 fc0 sc0 ls5 ws4">enligt optionsavtal eller andra a<span class="_ _3"></span>vtal. Antalet aktier vid utgången </div><div class="t m0 x4 h6 y445 ff4 fs3 fc0 sc0 ls5 ws4">uppgår till 44 000 000 stycken med ett kv<span class="_ _3"></span>otvärde a<span class="_ _3"></span>v 0,<span class="_ _2b"></span>01 EUR </div><div class="t m0 x4 h6 y446 ff4 fs3 fc0 sc0 ls5 ws4">per aktie.</div><div class="t m0 x4 h8 y63f ff1 fs3 fc0 sc0 ls14 ws4">RESUL<span class="_ _2c"></span>T<span class="_ _2b"></span>A<span class="_ _3"></span>T PER AKTIE</div><div class="t m0 x4 h6 y640 ff4 fs3 fc0 sc0 ls5 ws4">Redovisat result<span class="_ _3"></span>at per aktie har beräknats genom att årets </div><div class="t m0 x4 h6 y641 ff4 fs3 fc0 sc0 ls5 ws4">resultat hänf<span class="_ _3"></span>örligt till moderbolagets aktieägare har dividerats </div><div class="t m0 x4 h6 y642 ff4 fs3 fc0 sc0 ls5 ws4">med genomsnittligt antal utestående aktier under perioden.</div><div class="t m0 x4 h8 y643 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _19a"> </span>2021-12-31<span class="_ _164"> </span>2020-12-31</div><div class="t m0 x4 h6 y644 ff4 fs3 fc0 sc0 ls16 ws4">Resultat hänförligt till </div><div class="t m0 x4 h6 y645 ff4 fs3 fc0 sc0 ls16 ws4">moderbolagets aktieägare, </div><div class="t m0 x4 h6 y646 ff4 fs3 fc0 sc0 ls16 ws25">TEUR</div><div class="t m0 x58 h6 y644 ff4 fs3 fc0 sc0 ls5 ws4">51 370<span class="_ _12a"> </span>34 597</div><div class="t m0 x4 h6 y647 ff4 fs3 fc0 sc0 ls5 ws4">Antal utestående aktier<span class="_ _36"> </span>44 000 000<span class="_ _15a"> </span>40 000 000</div><div class="t m0 x4 h6 y648 ff4 fs3 fc0 sc0 ls5 ws4">Genomsnittligt antal aktier<span class="_ _b7"> </span>40 284 932<span class="_ _164"> </span>36 459 344</div><div class="t m0 x4 h8 y649 ff1 fs3 fc0 sc0 ls14 ws4">FRITT EGET KAPIT<span class="_ _2b"></span>AL</div><div class="t m0 x4 h6 y64a ff4 fs3 fc0 sc0 ls5 ws4">Fritt eget kapital, det vill säga det belopp som finns tillgängligt </div><div class="t m0 x4 h6 y64b ff4 fs3 fc0 sc0 ls5 ws4">för utdelning till aktieägarna, utgörs a<span class="_ _3"></span>v allt eget kapital </div><div class="t m0 x4 h6 y64c ff4 fs3 fc0 sc0 ls5 ws4">med undantag för aktiekapitalet. Övrigt tillskjutet kapit<span class="_ _3"></span>al är </div><div class="t m0 x4 h6 y64d ff4 fs3 fc0 sc0 ls5 ws4">hänförligt till tidigare genomför<span class="_ _3"></span>d nyemission i samband med </div><div class="t m0 x4 h6 y64e ff4 fs3 fc0 sc0 ls5 ws4">förvärv av f<span class="_ _3"></span>astigheterna.</div><div class="t m0 x4 h5 y64f ff3 fs2 fc0 sc0 ls4 ws4">Not 17 Hybridobligation</div><div class="t m0 x4 h6 y650 ff4 fs3 fc0 sc0 ls5 ws4">Den 17 juni emitterade Cibus hybridobligationer om </div><div class="t m0 x4 h6 y651 ff4 fs3 fc0 sc0 ls5 ws4">30 MEUR under sitt nyligen etablerade MTN-pr<span class="_ _3"></span>ogram </div><div class="t m0 x4 h6 y652 ff4 fs3 fc0 sc0 ls5 ws4">Hybridobligationerna har en evig löptid med möjlighet till första </div><div class="t m0 x4 h6 y653 ff4 fs3 fc0 sc0 ls5 ws4">inlösen efter 5,25 år och löper med en ränta om 3 månader </div><div class="t m0 x4 h6 y654 ff4 fs3 fc0 sc0 ls5 ws4">EURIBOR + 4,75 %. Hybridobligationen är sedan 24 juni 20<span class="_ _3"></span>21 </div><div class="t m0 x4 h6 y655 ff4 fs3 fc0 sc0 ls5 ws4">noterad på Corporat<span class="_ _3"></span>e Bond listan på Nasdaq Stockholm.</div><div class="t m0 x5 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 18 Upplåning</div><div class="t m0 x5 h8 y656 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _4c"> </span>20<span class="_ _3"></span>21-12-31<span class="_ _19b"> </span>2020-12-31</div><div class="t m0 x5 h6 y657 ff4 fs3 fc0 sc0 ls5 ws4">Ingående värde<span class="_ _d6"> </span>812 964<span class="_ _a9"> </span>5<span class="_ _4"></span>35 212</div><div class="t m0 x5 h6 y658 ff4 fs3 fc0 sc0 ls5 ws4">Upptagande av lån<span class="_ _197"> </span>105 610<span class="_ _144"> </span><span class="ls1f ws1e">454 923</span></div><div class="t m0 x5 h6 y659 ff4 fs3 fc0 sc0 ls5 ws4">Amortering av lån<span class="_ _58"> </span>-2 192<span class="_ _19c"> </span>-175 667</div><div class="t m0 x5 h6 y65a ff4 fs3 fc0 sc0 ls5 ws4">Uppläggningsavgift<span class="_ _130"> </span><span class="ls20 ws1f">-2<span class="_ _4"></span> 4<span class="_ _4"></span>92<span class="_ _c0"> </span></span>-1 504</div><div class="t m0 x5 h8 y65b ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _cc"> </span>913 890<span class="_ _163"> </span>812 964</div><div class="t m0 x5 h8 y65c ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _19d"> </span>2021-12-31<span class="_ _19b"> </span>2020-12-31</div><div class="t m0 x5 h6 y65d ff4 fs3 fc0 sc0 ls5 ws4">Ingående värde<span class="_ _62"> </span>193 073<span class="_ _163"> </span><span class="ls1d ws1c">134 036</span></div><div class="t m0 x5 h6 y65e ff4 fs3 fc0 sc0 ls5 ws4">Upptagande av lån<span class="_ _3b"> </span>-<span class="_ _19e"> </span>194 778</div><div class="t m0 x5 h6 y65f ff4 fs3 fc0 sc0 ls5 ws4">Amortering av lån<span class="_ _78"> </span>-<span class="_ _156"> </span>-135 000</div><div class="t m0 x5 h6 y660 ff4 fs3 fc0 sc0 ls5 ws4">Uppläggningsavgift<span class="_ _5d"> </span>-682<span class="_ _b3"> </span><span class="ls29 ws29">-7<span class="_ _4"></span>4<span class="_ _4"></span>1</span></div><div class="t m0 x5 h8 y661 ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _17f"> </span>192 391<span class="_ _15e"> </span>193 073</div><div class="t m0 x5 h6 y662 ff4 fs3 fc0 sc0 ls5 ws4"> </div><div class="t m0 x5 h6 y663 ff4 fs3 fc0 sc0 ls5 ws4">För ytterligar<span class="_ _3"></span>e information avseende finansiell riskhantering </div><div class="t m0 x5 h6 y664 ff4 fs3 fc0 sc0 ls5 ws4">och finansiella instrument, se sidorna 41-45.</div><div class="t m0 x5 h5 y665 ff3 fs2 fc0 sc0 ls4 ws4">Not 19 Upplupna kostnader och f<span class="_ _3"></span>örutbetalda<span class="_ _4"></span> </div><div class="t m0 x5 h5 y666 ff3 fs2 fc0 sc0 ls4 ws5">intäkter</div><div class="t m0 x5 h8 y667 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _4c"> </span>2021-12-31<span class="_ _19b"> </span>2020-12-31</div><div class="t m0 x5 h6 y668 ff4 fs3 fc0 sc0 ls5 ws4">Försk<span class="_ _3"></span>ottsbetalda hyror<span class="_ _13a"> </span>3 917<span class="_ _15b"> </span>3 712</div><div class="t m0 x5 h6 y669 ff4 fs3 fc0 sc0 ls5 ws4">Upplupen ränta<span class="_ _132"> </span>2 769<span class="_ _c9"> </span>2 157</div><div class="t m0 x5 h6 y66a ff4 fs3 fc0 sc0 ls5 ws4">Upplupen utdelning<span class="_ _197"> </span>10 560<span class="_ _18d"> </span>9 200</div><div class="t m0 x5 h6 y66b ff4 fs3 fc0 sc0 ls5 ws4">Övrigt<span class="_ _19f"> </span>5 155<span class="_ _74"> </span>3 353</div><div class="t m0 x5 h8 y66c ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _62"> </span>22 401<span class="_ _162"> </span>18 422</div><div class="t m0 x5 h6 y66d ff4 fs3 fc0 sc0 ls5 ws4"> </div><div class="t m0 x5 h8 y66e ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _1a0"> </span>2021-12-31<span class="_ _19b"> </span>2020-12-31</div><div class="t m0 x5 h6 y66f ff4 fs3 fc0 sc0 ls5 ws4">Upplupen ränta<span class="_ _16b"> </span>298<span class="_ _175"> </span><span class="lsd wsd">324</span></div><div class="t m0 x5 h6 y670 ff4 fs3 fc0 sc0 ls5 ws4">Upplupen utdelning<span class="_ _197"> </span>10 560<span class="_ _18d"> </span>9 200</div><div class="t m0 x5 h6 y671 ff4 fs3 fc0 sc0 ls5 ws4">Övrigt<span class="_ _1a1"> </span><span class="ls10 ws10">131<span class="_ _36"> </span><span class="ls1d ws1c">85</span></span></div><div class="t m0 x5 h8 y672 ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _3c"> </span>10 989<span class="_ _18d"> </span>9 609</div><div class="t m0 x10 h8 y673 ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf19" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc19 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">81</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 20 Andelar i dotterbolag</div><div class="t m0 x4 h8 y656 ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _1a2"> </span>2021-12-31<span class="_ _19c"> </span>2020-1<span class="_ _4"></span>2-31</div><div class="t m0 x4 h6 y657 ff4 fs3 fc0 sc0 ls5 ws4">Förvärv a<span class="_ _3"></span>v dotterbolag<span class="_ _13a"> </span>17<span class="_ _b4"> </span><span class="ls1d ws1c">12</span></div><div class="t m0 x4 h6 y658 ff4 fs3 fc0 sc0 ls5 ws4">Aktieägartillskott<span class="_ _39"> </span>128 582<span class="_ _c4"> </span>128 582</div><div class="t m0 x4 h8 y659 ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _1a3"> </span>128 599<span class="_ _c9"> </span>128 594</div><div class="t m0 x4 h6 y674 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Finland Real Estate AB<span class="_ _3"></span>, Cibus Finland OY<span class="_ _2c"></span>, Cibus Sweden </div><div class="t m0 x4 h6 y675 ff4 fs3 fc0 sc0 ls5 ws4">Real Estate AB<span class="_ _3"></span>, Cibus Norway Real Estate AB samt Cibus </div><div class="t m0 x4 h6 y676 ff4 fs3 fc0 sc0 ls5 ws4">Denmark Real Estate AB är dir<span class="_ _3"></span>ektägda av Cibus Nordic Real </div><div class="t m0 x4 h6 y677 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB (publ), se nedan. Övriga konc<span class="_ _3"></span>ernbolag ägs av Cibus </div><div class="t m0 x4 h6 y678 ff4 fs3 fc0 sc0 ls5 ws4">Finland Real Estate AB dir<span class="_ _3"></span>ekt eller indirekt av dess dotterbolag. </div><div class="t m0 x4 h6 y679 ff4 fs3 fc0 sc0 ls5 ws4">Dessa dotterbolag redovisas ej i moderbolagets årsredo<span class="_ _3"></span>visning </div><div class="t m0 x4 h6 y67a ff4 fs3 fc0 sc0 ls5 ws4">då inget av dotterbolagen är av v<span class="_ _3"></span>äsentlig storlek. Information </div><div class="t m0 x4 h6 y67b ff4 fs3 fc0 sc0 ls5 ws4">om dotterbolagen framgår emellertid av r<span class="_ _3"></span>espektive </div><div class="t m0 x4 h6 y67c ff4 fs3 fc0 sc0 ls5 ws4">dotterbolags årsredovisning. Angiv<span class="_ _3"></span>en kapitalandel inkluderar </div><div class="t m0 x4 h6 y67d ff4 fs3 fc0 sc0 ls5 ws4">även andr<span class="_ _3"></span>a koncernbolags andelar<span class="_ _3"></span>. T<span class="_ _2b"></span>otalt finns i koncernen 37<span class="_ _3"></span>6 </div><div class="t m0 x4 h6 y67e ff4 fs3 fc0 sc0 ls5 ws4">aktiebolag vara<span class="_ _3"></span>v 50 av bolagen är delägda dotterbolag.</div><div class="t m0 x4 h8 y67f ff1 fs3 fc0 sc0 ls5 ws4">Dotterbolag<span class="_ _34"> </span>Kapital-</div><div class="t m0 x65 h8 y680 ff1 fs3 fc0 sc0 ls5 ws4">andel, %</div><div class="t m0 x66 h8 y67f ff1 fs3 fc0 sc0 ls5 ws4">Rösträtts-</div><div class="t m0 x67 h8 y680 ff1 fs3 fc0 sc0 ls5 ws4">andel, %</div><div class="t m0 x1a h8 y67f ff1 fs3 fc0 sc0 ls5 ws4">Bokfört </div><div class="t m0 xc h8 y680 ff1 fs3 fc0 sc0 ls5 ws4">vär<span class="_ _3"></span>de</div><div class="t m0 x68 h8 y67f ff1 fs3 fc0 sc0 ls5 ws4">Eget </div><div class="t m0 x69 h8 y680 ff1 fs3 fc0 sc0 ls5 ws4">kapital</div><div class="t m0 x4 h6 y681 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Finland  Real </div><div class="t m0 x4 h6 y682 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB</div><div class="t m0 x6 h6 y681 ff4 fs3 fc0 sc0 ls5 ws4">100<span class="_ _c8"> </span>100<span class="_ _1a4"> </span>128 536<span class="_ _163"> </span><span class="ls16 ws25">31 337</span></div><div class="t m0 x4 h6 y683 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Finland Oy<span class="_ _34"> </span>100<span class="_ _c8"> </span>100<span class="_ _48"> </span><span class="ls33 ws2a">53<span class="_ _af"> </span><span class="lse wse">48</span></span></div><div class="t m0 x4 h6 y684 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Sweden Real </div><div class="t m0 x4 h6 y685 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB</div><div class="t m0 x6 h6 y684 ff4 fs3 fc0 sc0 ls5 ws4">100<span class="_ _c8"> </span>100<span class="_ _15c"> </span>5<span class="_ _38"> </span>5</div><div class="t m0 x4 h6 y686 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Norway  </div><div class="t m0 x4 h6 y687 ff4 fs3 fc0 sc0 ls5 ws4">Real Estate AB</div><div class="t m0 x6 h6 y686 ff4 fs3 fc0 sc0 ls5 ws4">100<span class="_ _c8"> </span>100<span class="_ _38"> </span>3<span class="_ _38"> </span>2</div><div class="t m0 x4 h6 y688 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Denmark  </div><div class="t m0 x4 h6 y689 ff4 fs3 fc0 sc0 ls5 ws4">Real Estate AB</div><div class="t m0 x6 h6 y688 ff4 fs3 fc0 sc0 ls5 ws4">100<span class="_ _c8"> </span>100<span class="_ _38"> </span>2<span class="_ _38"> </span>2</div><div class="t m0 x4 h8 y68a ff1 fs3 fc0 sc0 ls5 ws4">Summa<span class="_ _1a5"> </span>100<span class="_ _153"> </span>100<span class="_ _1a6"> </span>128 599<span class="_ _165"> </span>31 394</div><div class="t m0 x4 h8 y68b ff1 fs3 fc0 sc0 ls5 ws4">Dotterbolag<span class="_ _b2"> </span>Org. Nr<span class="_ _a2"> </span><span class="ls1e ws1d">Säte</span></div><div class="t m0 x4 h6 y68c ff4 fs3 fc0 sc0 ls5 ws4">Cibus Finland Real </div><div class="t m0 x4 h6 y68d ff4 fs3 fc0 sc0 ls5 ws4">Estate AB</div><div class="t m0 x6a h6 y68c ff4 fs3 fc0 sc0 ls5 ws4">559121-3284<span class="_ _178"> </span>Stockholm</div><div class="t m0 x4 h6 y68e ff4 fs3 fc0 sc0 ls5 ws4">Cibus Finland Oy<span class="_ _45"> </span>300<span class="_ _4"></span>307<span class="_ _3"></span>0-2<span class="_ _15c"> </span>Helsingfors</div><div class="t m0 x4 h6 y68f ff4 fs3 fc0 sc0 ls5 ws4">Cibus Sweden Real </div><div class="t m0 x4 h6 y690 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB</div><div class="t m0 x6b h6 y68f ff4 fs3 fc0 sc0 ls5 ws4">559229-<span class="_ _4"></span>6643<span class="_ _178"> </span>Stockholm</div><div class="t m0 x4 h6 y691 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Norway Real </div><div class="t m0 x4 h6 y692 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB</div><div class="t m0 x6b h6 y691 ff4 fs3 fc0 sc0 ls5 ws4">559332-0509<span class="_ _178"> </span>Stockholm</div><div class="t m0 x4 h6 y693 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Denmark Real </div><div class="t m0 x4 h6 y694 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB</div><div class="t m0 x6a h6 y693 ff4 fs3 fc0 sc0 ls5 ws4">559318-4616<span class="_ _178"> </span>Stockholm</div><div class="t m0 x5 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Not 21 T<span class="_ _2c"></span>ransaktioner med närstående</div><div class="t m0 x5 h6 y5ed ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>ransaktioner mellan bolaget och dess dotterbolag, vilka är </div><div class="t m0 x5 h6 y5ee ff4 fs3 fc0 sc0 ls5 ws4">närstående till bolaget, har eliminerats vid konsolideringen och </div><div class="t m0 x5 h6 y5ef ff4 fs3 fc0 sc0 ls5 ws4">upplysningar om dessa transaktioner lämnas därför inte i denna </div><div class="t m0 x5 h6 y5f0 ff4 fs3 fc0 sc0 ls5 ws4">not. Upplysningar om transaktioner mellan koncernen och </div><div class="t m0 x5 h6 y5f1 ff4 fs3 fc0 sc0 ls5 ws4">övriga närstående sk<span class="_ _3"></span>ett enligt marknadsmässiga villkor<span class="_ _3"></span>.</div><div class="t m0 x5 h6 y695 ff4 fs3 fc0 sc0 ls5 ws4">På årsstämman den 11 april 20<span class="_ _3"></span>19 beslutades att inrätta ett </div><div class="t m0 x5 h6 y696 ff4 fs3 fc0 sc0 ls5 ws4">teckningsoptionsprogram om 186 600 optioner till VD S<span class="_ _3"></span>verker </div><div class="t m0 x5 h6 y697 ff4 fs3 fc0 sc0 ls5 ws4">Källgården. T<span class="_ _2c"></span>eckningskursen är satt till genomsnittskursen för </div><div class="t m0 x5 h6 y698 ff4 fs3 fc0 sc0 ls5 ws4">Cibusaktien den 16-29 maj 2019 och uppgår till 10<span class="_ _2b"></span>,70 EUR per </div><div class="t m0 x5 h6 y699 ff4 fs3 fc0 sc0 ls5 ws4">aktie. T<span class="_ _2b"></span>eckning kan tidigast ske den 15 april 2022. Syftet med </div><div class="t m0 x5 h6 y69a ff4 fs3 fc0 sc0 ls5 ws4">teckningsoptionsprogrammet är a<span class="_ _3"></span>tt stärka kopplingen mellan </div><div class="t m0 x5 h6 y69b ff4 fs3 fc0 sc0 ls5 ws4">VD:s arbete och aktieägarvärde.</div><div class="t m0 x5 h6 y69c ff4 fs3 fc0 sc0 ls15 ws4">På årsstämman den 2<span class="_ _3"></span>4 april 2020 beslutades att inträtta en </div><div class="t m0 x5 h6 y69d ff4 fs3 fc0 sc0 ls15 ws4">teckningsoptionsprogram om 160 000 optioner f<span class="_ _3"></span>ör Cibus </div><div class="t m0 x5 h6 y69e ff4 fs3 fc0 sc0 ls15 ws4">bolagsledning, exklusive Bolagets verk<span class="_ _3"></span>ställande direktör som </div><div class="t m0 x5 h6 y69f ff4 fs3 fc0 sc0 ls15 ws4">redan deltar i ett teckningsoptionspr<span class="_ _3"></span>ogram som inrättades a<span class="_ _3"></span>v </div><div class="t m0 x5 h6 y6a0 ff4 fs3 fc0 sc0 ls15 ws21">årsstämman 2019<span class="_ _2b"></span>. T<span class="_ _3"></span>eckningskursen är satt till genomsnittskursen </div><div class="t m0 x5 h6 y6a1 ff4 fs3 fc0 sc0 ls15 ws4">för Cibusaktien den 18 - 25 maj 2020 och uppgår till 12,<span class="_ _4"></span>20 EUR. </div><div class="t m0 x5 h6 y6a2 ff4 fs3 fc0 sc0 ls15 ws4">T<span class="_ _2b"></span>eckning kan tidigast ske den 17 april 2023.</div><div class="t m0 x5 h6 y6a3 ff4 fs3 fc0 sc0 ls5 ws4">På årsstämman den 15 april 20<span class="_ _3"></span>21 beslutades att inträtta en </div><div class="t m0 x5 h6 y6a4 ff4 fs3 fc0 sc0 ls5 ws4">teckningsoptionsprogram om 120 000 optioner f<span class="_ _3"></span>ör Cibus </div><div class="t m0 x5 h6 y6a5 ff4 fs3 fc0 sc0 ls5 ws4">bolagsledning, exklusive Bolagets verk<span class="_ _3"></span>ställande direktör </div><div class="t m0 x5 h6 y6a6 ff4 fs3 fc0 sc0 ls5 ws4">som redan deltar i ett teckningsoptionspr<span class="_ _3"></span>ogram som </div><div class="t m0 x5 h6 y6a7 ff4 fs3 fc0 sc0 ls5 ws4">inrättades a<span class="_ _3"></span>v årsstämman 2019<span class="_ _3"></span>. T<span class="_ _2b"></span>eckningskursen är satt </div><div class="t m0 x5 h6 y6a8 ff4 fs3 fc0 sc0 ls5 ws4">till genomsnittskursen för Cibusaktien den 17 - 2<span class="_ _3"></span>4 maj 2021. </div><div class="t m0 x5 h6 y6a9 ff4 fs3 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>eckning kan tidigast ske den 15 april 202<span class="_ _3"></span>4.</div><div class="t m0 x5 h6 y6aa ff4 fs3 fc0 sc0 ls5 ws4">Syftet med teckningsoptionsprogr<span class="_ _3"></span>ammet, och skälen för </div><div class="t m0 x5 h6 y6ab ff4 fs3 fc0 sc0 ls5 ws4">avvikelsen fr<span class="_ _3"></span>ån aktieägarnas företrädesr<span class="_ _3"></span>ätt, är att stärka </div><div class="t m0 x5 h6 y6ac ff4 fs3 fc0 sc0 ls5 ws4">kopplingen mellan bolagsledningen och skapat aktieägarv<span class="_ _3"></span>ärde. </div><div class="t m0 x5 h6 y6ad ff4 fs3 fc0 sc0 ls5 ws4">Därmed bedöms en ökad intressegemenskap uppstå mellan </div><div class="t m0 x5 h6 y6ae ff4 fs3 fc0 sc0 ls5 ws4">bolagsledningen och aktieägare i Cibus.</div><div class="t m0 x5 h6 y6af ff4 fs3 fc0 sc0 ls5 ws4">Avsikt<span class="_ _3"></span>en är att teckningsoptionsprogrammet sk<span class="_ _3"></span>a vara årligen </div><div class="t m0 x5 h6 y6b0 ff4 fs3 fc0 sc0 ls5 ws4">återkommande.</div><div class="t m0 x5 h5 y6b1 ff3 fs2 fc0 sc0 ls4 ws4">Not 22 Ställda säk<span class="_ _3"></span>erheter och </div><div class="t m0 x5 h5 y6b2 ff3 fs2 fc0 sc0 ls4 ws5">eventualf<span class="_ _3"></span>örpliktelser</div><div class="t m0 x5 h8 y6b3 ff1 fs3 fc0 sc0 ls5 ws4">K<span class="_ _3"></span>oncernen<span class="_ _4d"> </span>2021-12-31<span class="_ _19b"> </span>2020-12-31</div><div class="t m0 x5 h6 y6b4 ff4 fs3 fc0 sc0 ls5 ws4">Kont<span class="_ _3"></span>opant för likvida medel<span class="_ _169"> </span>-<span class="_ _8f"> </span>5</div><div class="t m0 x5 h6 y6b5 ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsinteckningar<span class="_ _1a7"> </span><span class="ls34 ws34">777 84<span class="_ _3"></span>2<span class="_ _19e"> </span><span class="ls5 ws4">619 991</span></span></div><div class="t m0 x5 h8 y6b6 ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _52"> </span>777 842<span class="_ _160"> </span>619 996</div><div class="t m0 x5 h8 y6b7 ff1 fs3 fc0 sc0 ls5 ws4">Eventualf<span class="_ _3"></span>örpliktelser<span class="_ _31"> </span>Inga<span class="_ _af"> </span>Inga</div><div class="t m0 x5 h8 y6b8 ff1 fs3 fc0 sc0 ls5 ws4">Moderbolaget<span class="_ _1a0"> </span>2021-12-31<span class="_ _19b"> </span>2020-12-31</div><div class="t m0 x5 h6 y6b9 ff4 fs3 fc0 sc0 ls5 ws4">Kont<span class="_ _3"></span>opant för likvida medel<span class="_ _1a2"> </span>-<span class="_ _c5"> </span>5</div><div class="t m0 x5 h6 y6ba ff4 fs3 fc0 sc0 ls5 ws4">Fastighetsinteckningar<span class="_ _58"> </span>-<span class="_ _1a8"> </span>-</div><div class="t m0 x5 h8 y6bb ff1 fs3 fc0 sc0 ls5 ws4">Utgående vär<span class="_ _3"></span>de<span class="_ _16c"> </span>-<span class="_ _c5"> </span>5</div><div class="t m0 x5 h8 y6bc ff1 fs3 fc0 sc0 ls5 ws4">Eventualf<span class="_ _3"></span>örpliktelser<span class="_ _140"> </span>Inga<span class="_ _af"> </span>Inga</div><div class="t m0 x10 h8 y3c ff1 fs3 fc0 sc0 ls8 ws4">REDOVISNINGSPRINCIPER OCH NO<span class="_ _3"></span>TER</div></div><div class="pi"></div></div>
<div id="pf1a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1a w0 h0"><img 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wAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAgLsqJgiorRsBAAAO1hxGCHDrAwAAUH0AAACoPgAAAFQfAAAAqg8AAIAreMMzwdtEAADALm59AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAIC8YoKA2roRAADgYM1hhAC3PgAAANUHAACA6gMAAED1AQAAoPoAAAC4gjc8E7xNBAAA7OLWBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAH7t3KENACAMRUGDRmDYfzwMggmqQZMSkrsRvntpUgDVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAAB+V0yQoLZuBAAAOKw5jJDArQ8AAED1AQAAoPoAAABQfQAAAKg+AAAAbvDDM4PfRAAAwCtufQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAJmA02gAAABoSURBVACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAsAtiaCciTYq9mgAAAABJRU5ErkJggg==" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x4b h2 y1 ff1 fs0 fc0 sc0 ls35 ws35">82</div><div class="t m0 x6c h8 y3c ff1 fs3 fc0 sc0 ls8 ws36">VERKS<span class="_ _3"></span>AMHET</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Styr<span class="_ _3"></span>elsens intygande</div><div class="t m0 x4 h6 y5ed ff4 fs3 fc0 sc0 ls15 ws4">Styrelsen och v<span class="_ _3"></span>erkställande direktör<span class="_ _3"></span>en försäkrar att r<span class="_ _3"></span>apporten ger en rättvisande över<span class="_ _3"></span>sikt av företaget och </div><div class="t m0 x4 h6 y5ee ff4 fs3 fc0 sc0 ls15 ws4">koncernens verk<span class="_ _3"></span>samhet, ställning och resultat samt beskriver de väsentliga risk<span class="_ _3"></span>er och osäkerhetsfaktor<span class="_ _3"></span>er som </div><div class="t m0 x4 h6 y5ef ff4 fs3 fc0 sc0 ls15 ws4">företaget och de f<span class="_ _3"></span>öretag som ingår i koncernen st<span class="_ _3"></span>år inför<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y6bd ff4 fs3 fc0 sc0 ls5 ws4">Årsredovisningen f<span class="_ _3"></span>ör Cibus Nordic Real Estate AB (publ) godk<span class="_ _3"></span>ändes av styrelsen den 10 mars 2022.</div><div class="t m0 x68 h5 y6be ff3 fs2 fc0 sc0 ls4 ws4">Patrick Gylling</div><div class="t m0 x68 h6 y6bf ff4 fs3 fc0 sc0 ls5 ws4">Styrelseor<span class="_ _3"></span>dförande</div><div class="t m0 x6d h5 y6c0 ff3 fs2 fc0 sc0 ls4 ws4">Elisabeth Norman</div><div class="t m0 x6e h6 y6c1 ff4 fs3 fc0 sc0 ls5 ws4">Styrelseledamot</div><div class="t m0 x6f h5 y6c0 ff3 fs2 fc0 sc0 ls4 ws4">Victoria Skoglund</div><div class="t m0 x70 h6 y6c1 ff4 fs3 fc0 sc0 ls5 ws4">Styrelseledamot</div><div class="t m0 x3b h5 y6c0 ff3 fs2 fc0 sc0 ls4 ws4">Jonas Ahlblad</div><div class="t m0 xa h6 y6c1 ff4 fs3 fc0 sc0 ls5 ws4">Styrelseledamot</div><div class="t m0 x71 h5 y6c0 ff3 fs2 fc0 sc0 ls4 ws4">Stef<span class="_ _3"></span>an Gattberg</div><div class="t m0 x43 h6 y6c1 ff4 fs3 fc0 sc0 ls5 ws4">Styrelseledamot</div><div class="t m0 x72 h5 y6c2 ff3 fs2 fc0 sc0 ls4 ws4">Sverk<span class="_ _3"></span>er Källgår<span class="_ _3"></span>den</div><div class="t m0 x4b h6 y6c3 ff4 fs3 fc0 sc0 ls5 ws4">VD</div><div class="t m0 x4 h6 y6c4 ff4 fs3 fc0 sc0 ls5 ws4">Stockholm den 10 mars 2022 </div><div class="t m0 x4 h6 y6c5 ff4 fs3 fc0 sc0 ls5 ws4">Cibus Nordic Real Est<span class="_ _3"></span>ate AB (publ)  </div><div class="t m0 x4 h6 y6c6 ff4 fs3 fc0 sc0 ls5 ws4">Organisationsnummer 559135-0599</div><div class="t m0 x4 h5 y6c7 ff3 fs2 fc0 sc0 ls4 ws4">För ytterligar<span class="_ _3"></span>e information, v<span class="_ _3"></span>änligen kont<span class="_ _3"></span>akta</div><div class="t m0 x4 h8 y6c8 ff1 fs3 fc0 sc0 ls5 ws4">Sverk<span class="_ _3"></span>er Källgården, VD</div><div class="t m0 x4 h6 y6c9 ff4 fs3 fc0 sc0 ls5 ws4">sverk<span class="_ _3"></span>er<span class="_ _3"></span>.kallgarden@cibusnordic.com </div><div class="t m0 x4 h6 y6ca ff4 fs3 fc0 sc0 ls5 ws4">+46 761 444 888</div><div class="t m0 x4 h8 y6cb ff1 fs3 fc0 sc0 ls5 ws4">Pia-Lena Olofsson, CFO</div><div class="t m0 x4 h6 y6cc ff4 fs3 fc0 sc0 ls5 ws4">pia-lena.olofsson@cibusnordic.com </div><div class="t m0 x4 h6 y6cd ff4 fs3 fc0 sc0 ls5 ws4">+46 708 580 453</div><div class="t m0 x5c h6 y6ce ff4 fs3 fc0 sc0 ls5 ws4">www<span class="_ _3"></span>.cibusnordic.com</div><div class="t m0 x5c h6 y6cf ff4 fs3 fc0 sc0 ls5 ws4">Cibus Nordic Real Est<span class="_ _3"></span>ate AB (publ) </div><div class="t m0 x5c h6 y6d0 ff4 fs3 fc0 sc0 ls5 ws4">Kungsgat<span class="_ _3"></span>an 56 </div><div class="t m0 x5c h6 y6d1 ff4 fs3 fc0 sc0 ls5 ws4">SE-111 22 Stockholm, Sweden</div><div class="t m0 x4 h6 y6d2 ff4 fs3 fc0 sc0 ls5 ws4">Denna årsredovisning har oentliggjorts på s<span class="_ _3"></span>venska och engelska. Vid en ev<span class="_ _3"></span>entuell avvikelse mellan språkv<span class="_ _3"></span>ersionerna ska den </div><div class="t m0 x4 h6 y6d3 ff4 fs3 fc0 sc0 ls5 ws4">svenskspr<span class="_ _3"></span>åkiga versionen ha företr<span class="_ _3"></span>äde. </div><div class="t m0 x4 h5 y6d4 ff3 fs2 fc0 sc0 ls4 ws4">K<span class="_ _3"></span>ommande rapporteringstillf<span class="_ _3"></span>ällen</div><div class="t m0 x4 h8 y6d5 ff1 fs3 fc0 sc0 ls5 ws4">2022-05-05<span class="ff4"> <span class="_ _15b"> </span>D<span class="_ _4"></span>elårsrapport Q1 </span></div><div class="t m0 x4 h8 y6d6 ff1 fs3 fc0 sc0 ls5 ws4">2022-07<span class="_ _2b"></span>-21<span class="ff4"> <span class="_ _be"> </span>Delårsrapport Q2 </span></div><div class="t m0 x4 h8 y6d7 ff1 fs3 fc0 sc0 ls5 ws4">2022-11-09 <span class="_ _be"> </span><span class="ff4">D<span class="_ _4"></span>elårsrapport Q3 </span></div><div class="t m0 x4 h8 y6d8 ff1 fs3 fc0 sc0 ls5 ws4">2023-02-<span class="_ _3"></span>23 <span class="_ _af"> </span><span class="ff4">Bokslutskommunik<span class="_ _3"></span>é</span></div><div class="t m0 x4 h8 y6d9 ff1 fs3 fc0 sc0 ls5 ws4">2022-04-<span class="_ _3"></span>20<span class="ff4 ws37"> Årsstämma</span></div><div class="t m0 x73 h6 y6da ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>år revisionsber<span class="_ _3"></span>ättelse har avgivits den 10 mars 20<span class="_ _3"></span>22<span class="_ _4"></span>, KPMG AB </div><div class="t m0 x72 h5 y6db ff3 fs2 fc0 sc0 ls4 ws4">Mattias Johansson</div></div><div class="pi"></div></div>
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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x4b h2 y1 ff1 fs0 fc0 sc0 ls22 ws21">83</div><div class="t m0 x4 h5 y6dc ff3 fs2 fc0 sc0 ls4 ws4">Rapport om årsredo<span class="_ _3"></span>visningen och<span class="_ _4"></span> </div><div class="t m0 x4 h5 y6dd ff3 fs2 fc0 sc0 ls4 ws5">koncernr<span class="_ _3"></span>edovisningen</div><div class="t m0 x4 h8 y6de ff1 fs3 fc0 sc0 ls14 ws14">UTT<span class="_ _2b"></span>ALANDEN</div><div class="t m0 x4 h6 y6df ff4 fs3 fc0 sc0 ls16 ws4">Vi har utfört en re<span class="_ _3"></span>vision av årsredovisningen och </div><div class="t m0 x4 h6 y6e0 ff4 fs3 fc0 sc0 ls16 ws4">koncernr<span class="_ _3"></span>edovisningen för Cibus Nordic Real Est<span class="_ _3"></span>ate AB (publ) för </div><div class="t m0 x4 h6 y6e1 ff4 fs3 fc0 sc0 ls16 ws4">år 2021 med undantag för bolagsstyrningsr<span class="_ _3"></span>apporten på sidorna </div><div class="t m0 x4 h6 y6e2 ff4 fs3 fc0 sc0 ls16 ws4">35-40 samt 42-43 och hållbarhetsrapporten på sidorna 23-28 </div><div class="t m0 x4 h6 y6e3 ff4 fs3 fc0 sc0 ls16 ws4">samt 41. Bolagets årsr<span class="_ _3"></span>edovisning och koncernredovisning ingår </div><div class="t m0 x4 h6 y6e4 ff4 fs3 fc0 sc0 ls16 ws4">på sidorna 45-69 o<span class="_ _4"></span>ch 30-34 i detta dokument. </div><div class="t m0 x4 h6 y6e5 ff4 fs3 fc0 sc0 ls16 ws4">Enligt vår uppfattning har år<span class="_ _3"></span>sredovisningen upprätt<span class="_ _3"></span>ats i enlighet </div><div class="t m0 x4 h6 y6e6 ff4 fs3 fc0 sc0 ls16 wse">med årsredovisningslagen och ger en i alla v<span class="_ _3"></span>äsentliga avseenden </div><div class="t m0 x4 h6 y6e7 ff4 fs3 fc0 sc0 ls16 ws4">rättvisande bild a<span class="_ _3"></span>v moderbolagets finansiella ställning per den </div><div class="t m0 x4 h6 y6e8 ff4 fs3 fc0 sc0 ls16 ws4">31 december 2021 och av dess finansiella resulta<span class="_ _3"></span>t och kassaflöde </div><div class="t m0 x4 h6 y6e9 ff4 fs3 fc0 sc0 ls16 ws4">för året enligt årsr<span class="_ _3"></span>edovisningslagen. Konc<span class="_ _3"></span>ernredovisningen </div><div class="t m0 x4 h6 y6ea ff4 fs3 fc0 sc0 ls16 ws4">har upprättat<span class="_ _3"></span>s i enlighet med årsredovisningslagen och ger </div><div class="t m0 x4 h6 y6eb ff4 fs3 fc0 sc0 ls16 ws4">en i alla väsentliga avseenden r<span class="_ _3"></span>ättvisande bild av konc<span class="_ _3"></span>ernens </div><div class="t m0 x4 h6 y6ec ff4 fs3 fc0 sc0 ls16 ws4">finansiella ställning per den 31 december 2021 och av dess </div><div class="t m0 x4 h6 y6ed ff4 fs3 fc0 sc0 ls16 ws4">finansiella resultat och kassaflöde för år<span class="_ _3"></span>et enligt International </div><div class="t m0 x4 h6 y6ee ff4 fs3 fc0 sc0 ls16 ws4">Financial Reporting Standards (IFRS), så som de antagit<span class="_ _3"></span>s </div><div class="t m0 x4 h6 y6ef ff4 fs3 fc0 sc0 ls16 ws4">av EU<span class="_ _3"></span>, och årsredovisningslagen. V<span class="_ _2b"></span>åra uttalanden omfattar </div><div class="t m0 x4 h6 y6f0 ff4 fs3 fc0 sc0 ls16 ws4">inte bolagsstyrningsrapporten på sidorna 35-40 samt 42<span class="_ _3"></span>-</div><div class="t m0 x4 h6 y6f1 ff4 fs3 fc0 sc0 ls16 ws4">43 och hållbarhetsrapporten på sidorna 23-28 samt 4<span class="_ _3"></span>1. </div><div class="t m0 x4 h6 y6f2 ff4 fs3 fc0 sc0 ls16 ws4">Förvaltningsber<span class="_ _3"></span>ättelsen är förenlig med årsr<span class="_ _3"></span>edovisningens och </div><div class="t m0 x4 h6 y6f3 ff4 fs3 fc0 sc0 ls16 ws4">koncernr<span class="_ _3"></span>edovisningens övriga delar<span class="_ _3"></span>. </div><div class="t m0 x4 h6 y6f4 ff4 fs3 fc0 sc0 ls16 ws4">Vi tillstyrker därför a<span class="_ _3"></span>tt bolagsstämman fastställer </div><div class="t m0 x4 h6 y6f5 ff4 fs3 fc0 sc0 ls16 ws4">resultatr<span class="_ _3"></span>äkningen och balansräkningen för moderbolaget och </div><div class="t m0 x4 h6 y6f6 ff4 fs3 fc0 sc0 ls16 ws4">för koncernen.</div><div class="t m0 x4 h6 y6f7 ff4 fs3 fc0 sc0 ls16 ws4">V<span class="_ _3"></span>åra uttalanden i denna r<span class="_ _3"></span>apport om årsredovisningen och </div><div class="t m0 x4 h6 y6f8 ff4 fs3 fc0 sc0 ls16 ws4">koncernr<span class="_ _3"></span>edovisningen är förenliga med innehållet i den </div><div class="t m0 x4 h6 y6f9 ff4 fs3 fc0 sc0 ls16 ws4">kompletter<span class="_ _3"></span>ande rapport som har överlämnats till moderbolagets </div><div class="t m0 x4 h6 y6fa ff4 fs3 fc0 sc0 ls16 ws4">revisionsutsk<span class="_ _3"></span>ott i enlighet med revisorsför<span class="_ _3"></span>ordningens (537<span class="_ _2b"></span>/2014) </div><div class="t m0 x4 h6 y6fb ff4 fs3 fc0 sc0 ls16 ws4">artikel 11. </div><div class="t m0 x4 h8 y6fc ff1 fs3 fc0 sc0 ls14 ws4">GRUND FÖR UTT<span class="_ _2b"></span>ALANDEN </div><div class="t m0 x4 h6 y6fd ff4 fs3 fc0 sc0 ls16 ws4">Vi har utfört re<span class="_ _3"></span>visionen enligt International Standards on </div><div class="t m0 x4 h6 y6fe ff4 fs3 fc0 sc0 ls16 ws4">Auditing (ISA) och god re<span class="_ _3"></span>visionssed i Sverige. V<span class="_ _3"></span>årt ansvar enligt </div><div class="t m0 x4 h6 y6ff ff4 fs3 fc0 sc0 ls16 ws4">dessa standarder beskrivs närmar<span class="_ _3"></span>e i avsnittet Revisorns ans<span class="_ _3"></span>var<span class="_ _3"></span>. </div><div class="t m0 x4 h6 y700 ff4 fs3 fc0 sc0 ls16 ws4">Vi är oberoende i förhållande till moderbolaget och koncernen </div><div class="t m0 x4 h6 y701 ff4 fs3 fc0 sc0 ls16 ws4">enligt god revisorssed i Sverige och har i ö<span class="_ _3"></span>vrigt fullgjort vårt </div><div class="t m0 x4 h6 y702 ff4 fs3 fc0 sc0 ls16 ws4">yrkesetiska ansv<span class="_ _3"></span>ar enligt dessa krav<span class="_ _2b"></span>. Detta innefattar att, </div><div class="t m0 x4 h6 y703 ff4 fs3 fc0 sc0 ls16 ws4">baserat på vår bäst<span class="_ _3"></span>a kunskap och överty<span class="_ _3"></span>gelse, inga förbjudna </div><div class="t m0 x4 h6 y704 ff4 fs3 fc0 sc0 ls16 ws4">tjänster som avses i r<span class="_ _3"></span>evisorsföror<span class="_ _3"></span>dningens (537<span class="_ _2b"></span>/2014) artikel 5<span class="_ _3"></span>.<span class="_ _3"></span>1 </div><div class="t m0 x4 h6 y705 ff4 fs3 fc0 sc0 ls16 ws4">har tillhandahållits det granskade bolaget eller<span class="_ _2b"></span>, i förekommande </div><div class="t m0 x4 h6 y706 ff4 fs3 fc0 sc0 ls16 ws4">fall, dess moderföret<span class="_ _3"></span>ag eller dess kontrollerade f<span class="_ _3"></span>öretag inom EU<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y707 ff4 fs3 fc0 sc0 ls16 ws4">Vi anser att de revisionsbevis vi har inhämt<span class="_ _3"></span>at är tillräckliga och </div><div class="t m0 x4 h6 y708 ff4 fs3 fc0 sc0 ls16 ws4">ändamålsenliga som grund för vår<span class="_ _3"></span>a uttalanden.</div><div class="t m0 x5 h8 y709 ff1 fs3 fc0 sc0 ls14 ws4">SÄRSKIL<span class="_ _2c"></span>T BETYDELSEFULLA OMRÅDEN</div><div class="t m0 x5 h6 y70a ff4 fs3 fc0 sc0 ls5 ws4">Särskilt betydelsefulla områden f<span class="_ _3"></span>ör revisionen är de </div><div class="t m0 x5 h6 y70b ff4 fs3 fc0 sc0 ls5 ws4">områden som enligt vår pr<span class="_ _3"></span>ofessionella bedömning var de </div><div class="t m0 x5 h6 y70c ff4 fs3 fc0 sc0 ls5 ws4">mest betydelsefulla för r<span class="_ _3"></span>evisionen av årsredovisningen </div><div class="t m0 x5 h6 y70d ff4 fs3 fc0 sc0 ls5 ws4">och koncernredo<span class="_ _3"></span>visningen för den aktuella perioden. </div><div class="t m0 x5 h6 y70e ff4 fs3 fc0 sc0 ls5 ws4">Dessa områden behandlades inom ramen för r<span class="_ _3"></span>evisionen </div><div class="t m0 x5 h6 y70f ff4 fs3 fc0 sc0 ls5 ws4">av<span class="_ _2b"></span>, och i vårt ställningstagande till, årsredovisningen och </div><div class="t m0 x5 h6 y710 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen som helhet, men vi gör inga separata </div><div class="t m0 x5 h6 y711 ff4 fs3 fc0 sc0 ls5 ws4">uttalanden om dessa områden.</div><div class="t m0 x5 h8 y712 ff1 fs3 fc0 sc0 ls14 ws4">V<span class="_ _2b"></span>ÄRDERING A<span class="_ _2b"></span>V FÖRV<span class="_ _2b"></span>AL<span class="_ _2b"></span>TNINGSFA<span class="_ _3"></span>STIGHETER</div><div class="t m0 x5 h6 y713 ff4 fs3 fc0 sc0 ls5 ws4">Se not 12 och redovisningsprinciper på sidan 59 i </div><div class="t m0 x5 h6 y714 ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningen och k<span class="_ _3"></span>oncernredovisningen för det<span class="_ _3"></span>aljerade </div><div class="t m0 x5 h6 y715 ff4 fs3 fc0 sc0 ls5 ws4">upplysningar och beskrivning av området.</div><div class="t m0 x3b h8 y716 ff1 fs3 fc0 sc0 ls14 ws4">BESKRIVNING A<span class="_ _2b"></span>V OMRÅDET</div><div class="t m0 x3b h6 y717 ff4 fs3 fc0 sc0 ls5 ws4">Förvaltningsf<span class="_ _3"></span>astigheter redovisas i </div><div class="t m0 x3b h6 y718 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen till verkligt värde. Det r<span class="_ _3"></span>edovisade </div><div class="t m0 x3b h6 y719 ff4 fs3 fc0 sc0 ls5 ws4">värdet uppgår till 1 272 514 TEUR per den 31 december </div><div class="t m0 x3b h6 y71a ff4 fs3 fc0 sc0 ls5 ws4">2021, vilket utgör 96% a<span class="_ _3"></span>v totala tillgångar<span class="_ _3"></span>.</div><div class="t m0 x3b h6 y71b ff4 fs3 fc0 sc0 ls5 ws4">Fastigheternas verkliga v<span class="_ _3"></span>ärde har fastst<span class="_ _3"></span>ällts baserat på </div><div class="t m0 x3b h6 y71c ff4 fs3 fc0 sc0 ls5 ws4">värderingar ut<span class="_ _3"></span>förda av oberoende e<span class="_ _3"></span>xterna värder<span class="_ _3"></span>are.</div><div class="t m0 x3b h6 y71d ff4 fs3 fc0 sc0 ls5 ws4">Givet förvaltningsf<span class="_ _3"></span>astigheternas väsentliga andel </div><div class="t m0 x3b h6 y71e ff4 fs3 fc0 sc0 ls5 ws4">av koncernens t<span class="_ _3"></span>otala tillgångar och det inslag </div><div class="t m0 x3b h6 y71f ff4 fs3 fc0 sc0 ls5 ws4">av bedömningar och uppskattningar som ingår </div><div class="t m0 x3b h6 y720 ff4 fs3 fc0 sc0 ls5 ws4">i värderingspr<span class="_ _3"></span>ocessen utgör detta ett särskilt </div><div class="t m0 x3b h6 y721 ff4 fs3 fc0 sc0 ls5 ws4">betydelsefullt område i v<span class="_ _3"></span>år revision.</div><div class="t m0 x3b h6 y722 ff4 fs3 fc0 sc0 ls5 ws4">Risken är att det r<span class="_ _3"></span>edovisade värdet på </div><div class="t m0 x3b h6 y723 ff4 fs3 fc0 sc0 ls5 ws4">förvaltningsf<span class="_ _3"></span>astigheter kan vara ö<span class="_ _3"></span>ver- eller underskatta<span class="_ _3"></span>t </div><div class="t m0 x3b h6 y724 ff4 fs3 fc0 sc0 ls5 ws4">och att varje justering av v<span class="_ _3"></span>ärdet direkt på<span class="_ _3"></span>verkar årets </div><div class="t m0 x3b h6 y725 ff4 fs3 fc0 sc0 ls5 ws4">resultat.</div><div class="t m0 x3b h8 y726 ff1 fs3 fc0 sc0 ls14 ws4">HUR OMRÅDET HAR BEAKT<span class="_ _2b"></span>A<span class="_ _2b"></span>TS I REVISIONEN</div><div class="t m0 x3b h6 y727 ff4 fs3 fc0 sc0 ls5 ws4">Vi har överv<span class="_ _3"></span>ägt om den tillämpade värderingsmetodik<span class="_ _3"></span>en </div><div class="t m0 x3b h6 y728 ff4 fs3 fc0 sc0 ls5 ws4">är rimlig genom att jämföra den med v<span class="_ _3"></span>år erfarenhet </div><div class="t m0 x3b h6 y729 ff4 fs3 fc0 sc0 ls5 ws4">av hur andra f<span class="_ _3"></span>astighetsbolag och värderar<span class="_ _3"></span>e arbetar </div><div class="t m0 x3b h6 y72a ff4 fs3 fc0 sc0 ls5 ws4">och vilka antaganden som är normala vid vär<span class="_ _3"></span>dering av </div><div class="t m0 x3b h6 y72b ff4 fs3 fc0 sc0 ls5 ws4">jämförbara objekt.</div><div class="t m0 x3b h6 y72c ff4 fs3 fc0 sc0 ls5 ws4">Vi har bedömt kompetensen och oberoendet hos de </div><div class="t m0 x3b h6 y72d ff4 fs3 fc0 sc0 ls5 ws4">externa vär<span class="_ _3"></span>derarna i syfte att bedöma huruvida det k<span class="_ _3"></span>an </div><div class="t m0 x3b h6 y72e ff4 fs3 fc0 sc0 ls5 ws4">finnas omständigheter som kan påv<span class="_ _3"></span>erka omfattningen </div><div class="t m0 x3b h6 y72f ff4 fs3 fc0 sc0 ls5 ws4">eller inriktningen av de externa v<span class="_ _3"></span>ärderarnas uppdr<span class="_ _3"></span>ag.</div><div class="t m0 x3b h6 y730 ff4 fs3 fc0 sc0 ls5 ws4">Vi har testat ett stickpro<span class="_ _3"></span>v av de upprättade </div><div class="t m0 x3b h6 y731 ff4 fs3 fc0 sc0 ls5 ws4">fastighetsv<span class="_ _3"></span>ärderingarna. Härvid har vi använt aktuell </div><div class="t m0 x3b h6 y732 ff4 fs3 fc0 sc0 ls5 ws4">marknadsdata från e<span class="_ _3"></span>xterna källor<span class="_ _3"></span>, särskilt antaganden </div><div class="t m0 x3b h6 y733 ff4 fs3 fc0 sc0 ls5 ws4">om direkta<span class="_ _3"></span>vkastningskrav<span class="_ _2b"></span>, diskonteringsräntor<span class="_ _2b"></span>, </div><div class="t m0 x3b h6 y734 ff4 fs3 fc0 sc0 ls5 ws4">hyresniv<span class="_ _3"></span>åer och vakanser<span class="_ _3"></span>.</div><div class="t m0 x3b h6 y735 ff4 fs3 fc0 sc0 ls5 ws4">Vi har kontroller<span class="_ _3"></span>at riktigheten i de upplysningar om </div><div class="t m0 x3b h6 y736 ff4 fs3 fc0 sc0 ls5 ws4">förvaltningsf<span class="_ _3"></span>astigheterna som bolaget lämnar i not </div><div class="t m0 x3b h6 y737 ff4 fs3 fc0 sc0 ls5 ws4">12 i  årsredovisningen, särskilt v<span class="_ _3"></span>ad avser inslag av </div><div class="t m0 x3b h6 y738 ff4 fs3 fc0 sc0 ls5 ws4">bedömningar samt tillämpade nyckelantaganden.</div><div class="t m0 x74 hd y32e ff4 fs7 fc0 sc0 ls5 ws4">Revisionsber<span class="_ _3"></span>ättelse</div><div class="t m0 x4 h6 y739 ff4 fs3 fc0 sc0 ls15 ws4">Till bolagsstämman i Cibus Nordic Real Est<span class="_ _3"></span>ate AB (publ), org. nr 559135-0599</div></div><div class="pi"></div></div>
<div id="pf1c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1c w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x4b h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">84</div><div class="t m0 x4 h8 y14e ff1 fs3 fc0 sc0 ls14 ws4">ANNAN INFORMA<span class="_ _2b"></span>TION ÄN ÅRSREDOVISNINGEN OCH<span class="_ _3"></span> </div><div class="t m0 x4 h8 y73a ff1 fs3 fc0 sc0 ls14 ws14">K<span class="_ _3"></span>ONCERNREDOVISNINGEN<span class="_ _2b"></span> </div><div class="t m0 x4 h6 y73b ff4 fs3 fc0 sc0 ls5 ws4">Detta dokument innehåller även annan inf<span class="_ _3"></span>ormation än </div><div class="t m0 x4 h6 y73c ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningen och k<span class="_ _3"></span>oncernredovisningen och återfinns på </div><div class="t m0 x4 h6 y73d ff4 fs3 fc0 sc0 ls5 ws4">sidorna 1-29<span class="_ _2b"></span>, 41 samt 73-<span class="_ _2b"></span>7<span class="_ _4"></span>7<span class="_ _2b"></span>. Den andra informationen består </div><div class="t m0 x4 h6 y73e ff4 fs3 fc0 sc0 ls5 ws4">också av ersättningsrapport<span class="_ _3"></span>en som återfinns på sidorna 63-6<span class="_ _4"></span>4. </div><div class="t m0 x4 h6 y73f ff4 fs3 fc0 sc0 ls5 ws4">Det är styrelsen och verk<span class="_ _3"></span>ställande direktören som har ans<span class="_ _3"></span>varet </div><div class="t m0 x4 h6 y740 ff4 fs3 fc0 sc0 ls5 ws4">för denna andra informa<span class="_ _3"></span>tion.</div><div class="t m0 x4 h6 y741 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>årt uttalande av<span class="_ _3"></span>seende årsredovisningen och </div><div class="t m0 x4 h6 y742 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen omfattar inte denna informa<span class="_ _3"></span>tion och vi </div><div class="t m0 x4 h6 y743 ff4 fs3 fc0 sc0 ls5 ws4">gör inget uttalande med bestyrkande av<span class="_ _3"></span>seende denna andra </div><div class="t m0 x4 h6 y744 ff4 fs3 fc0 sc0 ls5 ws4">information.</div><div class="t m0 x4 h6 y745 ff4 fs3 fc0 sc0 ls5 ws4">I samband med vår revision a<span class="_ _3"></span>v årsredovisningen och </div><div class="t m0 x4 h6 y746 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen är det vårt ansvar a<span class="_ _3"></span>tt läsa den </div><div class="t m0 x4 h6 y747 ff4 fs3 fc0 sc0 ls5 ws4">information som identifieras o<span class="_ _3"></span>van och överv<span class="_ _3"></span>äga om </div><div class="t m0 x4 h6 y748 ff4 fs3 fc0 sc0 ls5 ws4">informationen i väsentlig utstr<span class="_ _3"></span>äckning är oförenlig med </div><div class="t m0 x4 h6 y749 ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningen och k<span class="_ _3"></span>oncernredovisningen. Vid denna </div><div class="t m0 x4 h6 y74a ff4 fs3 fc0 sc0 ls5 ws4">genomgång beaktar vi även den kunsk<span class="_ _3"></span>ap vi i övrigt inhämtat </div><div class="t m0 x4 h6 y74b ff4 fs3 fc0 sc0 ls5 ws4">under revisionen samt bedömer om informationen i ö<span class="_ _3"></span>vrigt </div><div class="t m0 x4 h6 y74c ff4 fs3 fc0 sc0 ls5 ws4">verkar innehålla väsentliga f<span class="_ _3"></span>elaktigheter<span class="_ _3"></span>.</div><div class="t m0 x4 h6 y74d ff4 fs3 fc0 sc0 ls5 ws4">Om vi, baserat på det arbete som har utf<span class="_ _3"></span>örts avseende denna </div><div class="t m0 x4 h6 y74e ff4 fs3 fc0 sc0 ls5 ws4">information, drar slutsat<span class="_ _3"></span>sen att den andra informationen </div><div class="t m0 x4 h6 y74f ff4 fs3 fc0 sc0 ls5 ws4">innehåller en väsentlig felaktighet, är vi skyldiga att rapport<span class="_ _3"></span>era </div><div class="t m0 x4 h6 y750 ff4 fs3 fc0 sc0 ls5 ws4">detta. Vi har inget att rapporter<span class="_ _3"></span>a i det avseendet.</div><div class="t m0 x4 h8 y751 ff1 fs3 fc0 sc0 ls14 ws4">STYRELSENS OCH VERKS<span class="_ _3"></span>T<span class="_ _2b"></span>ÄLLANDE DIREKTÖRENS<span class="_ _3"></span> </div><div class="t m0 x4 h8 y752 ff1 fs3 fc0 sc0 ls14 ws14">ANSV<span class="_ _2c"></span>AR</div><div class="t m0 x4 h6 y753 ff4 fs3 fc0 sc0 ls5 ws4">Det är styrelsen och verk<span class="_ _3"></span>ställande direktören som har ans<span class="_ _3"></span>varet </div><div class="t m0 x4 h6 y754 ff4 fs3 fc0 sc0 ls5 ws4">för att årsredo<span class="_ _3"></span>visningen och koncernredovisningen uppr<span class="_ _3"></span>ättas </div><div class="t m0 x4 h6 y755 ff4 fs3 fc0 sc0 ls5 ws4">och att de ger en rättvisande bild enligt årsr<span class="_ _3"></span>edovisningslagen </div><div class="t m0 x4 h6 y756 ff4 fs3 fc0 sc0 ls5 ws4">och, vad gäller koncernr<span class="_ _3"></span>edovisningen, enligt IFRS så som de </div><div class="t m0 x4 h6 y757 ff4 fs3 fc0 sc0 ls5 ws4">antagits av EU<span class="_ _3"></span>. Styrelsen och verk<span class="_ _3"></span>ställande direktör<span class="_ _3"></span>en ansvarar </div><div class="t m0 x4 h6 y758 ff4 fs3 fc0 sc0 ls5 ws4">även för den int<span class="_ _3"></span>erna kontroll som de bedömer är nödvändig för </div><div class="t m0 x4 h6 y759 ff4 fs3 fc0 sc0 ls5 ws4">att upprätta en år<span class="_ _3"></span>sredovisning och koncernr<span class="_ _3"></span>edovisning som </div><div class="t m0 x4 h6 y75a ff4 fs3 fc0 sc0 ls5 ws4">inte innehåller några v<span class="_ _3"></span>äsentliga felaktigheter<span class="_ _3"></span>, vare sig dessa </div><div class="t m0 x4 h6 y75b ff4 fs3 fc0 sc0 ls5 ws4">beror på oegentligheter eller misstag.</div><div class="t m0 x4 h6 y75c ff4 fs3 fc0 sc0 ls5 ws4">Vid upprättandet a<span class="_ _3"></span>v årsredovisningen och </div><div class="t m0 x4 h6 y75d ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen ansvarar st<span class="_ _3"></span>yrelsen och verkställande </div><div class="t m0 x4 h6 y75e ff4 fs3 fc0 sc0 ls5 ws4">direktör<span class="_ _3"></span>en för bedömningen av bolagets och koncernens </div><div class="t m0 x4 h6 y75f ff4 fs3 fc0 sc0 ls5 ws4">förmåga att fortsätt<span class="_ _3"></span>a verksamheten. De upplyser<span class="_ _2b"></span>, när s<span class="_ _4"></span>å är </div><div class="t m0 x4 h6 y760 ff4 fs3 fc0 sc0 ls5 ws4">tillämpligt, om förhållanden som kan påverka f<span class="_ _3"></span>örmågan att </div><div class="t m0 x4 h6 y761 ff4 fs3 fc0 sc0 ls5 ws4">fortsätta verk<span class="_ _3"></span>samheten och att använda antagandet om </div><div class="t m0 x4 h6 y762 ff4 fs3 fc0 sc0 ls5 ws4">fortsatt drift. Antagandet om fortsatt drift tillämpas dock inte </div><div class="t m0 x4 h6 y763 ff4 fs3 fc0 sc0 ls5 ws4">om styrelsen och verk<span class="_ _3"></span>ställande direktör<span class="_ _3"></span>en avser att likvidera </div><div class="t m0 x4 h6 y764 ff4 fs3 fc0 sc0 ls5 ws4">bolaget, upphöra med verksamheten eller inte har något </div><div class="t m0 x4 h6 y765 ff4 fs3 fc0 sc0 ls5 ws4">realistiskt alternativ till att gör<span class="_ _3"></span>a något av detta.</div><div class="t m0 x4 h6 y766 ff4 fs3 fc0 sc0 ls5 ws4">Styrelsens r<span class="_ _3"></span>evisionsutskott ska, ut<span class="_ _3"></span>an att det påverkar </div><div class="t m0 x4 h6 y767 ff4 fs3 fc0 sc0 ls5 ws4">styrelsens ans<span class="_ _3"></span>var och uppgifter i övrigt, bland annat övervak<span class="_ _3"></span>a </div><div class="t m0 x4 h6 y768 ff4 fs3 fc0 sc0 ls5 ws4">bolagets finansiella rapportering.</div><div class="t m0 x4 h8 y769 ff1 fs3 fc0 sc0 ls14 ws4">REVISORNS ANSV<span class="_ _2c"></span>AR </div><div class="t m0 x4 h6 y76a ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>åra mål är att uppnå en rimlig gr<span class="_ _3"></span>ad av säkerhet om huruvida </div><div class="t m0 x4 h6 y76b ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningen och k<span class="_ _3"></span>oncernredovisningen som helhet </div><div class="t m0 x4 h6 y76c ff4 fs3 fc0 sc0 ls5 ws4">inte innehåller några v<span class="_ _3"></span>äsentliga felaktigheter<span class="_ _3"></span>, vare sig dessa </div><div class="t m0 x4 h6 y76d ff4 fs3 fc0 sc0 ls5 ws4">beror på oegentligheter eller misstag, och att lämna en </div><div class="t m0 x4 h6 y76e ff4 fs3 fc0 sc0 ls5 ws4">revisionsber<span class="_ _3"></span>ättelse som innehåller våra uttalanden. Rimlig </div><div class="t m0 x4 h6 y76f ff4 fs3 fc0 sc0 ls5 ws4">säkerhet är en hög grad a<span class="_ _3"></span>v säkerhet, men är ingen garanti för </div><div class="t m0 x4 h6 y770 ff4 fs3 fc0 sc0 ls5 ws4">att en revision som utf<span class="_ _3"></span>örs enligt ISA och god revisionssed i </div><div class="t m0 x4 h6 y771 ff4 fs3 fc0 sc0 ls5 ws4">Sverige alltid kommer att uppt<span class="_ _3"></span>äcka en väsentlig felaktighet </div><div class="t m0 x4 h6 y772 ff4 fs3 fc0 sc0 ls5 ws4">om en sådan finns. Felaktigheter kan uppst<span class="_ _3"></span>å på grund av </div><div class="t m0 x4 h6 y773 ff4 fs3 fc0 sc0 ls5 ws4">oegentligheter eller misstag och anses var<span class="_ _3"></span>a väsentliga om </div><div class="t m0 x4 h6 y774 ff4 fs3 fc0 sc0 ls5 ws4">de enskilt eller tillsammans rimligen kan förvänt<span class="_ _3"></span>as påverka </div><div class="t m0 x4 h6 y775 ff4 fs3 fc0 sc0 ls5 ws4">de ekonomiska beslut som anv<span class="_ _3"></span>ändare fattar med grund i </div><div class="t m0 x4 h6 y776 ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningen och k<span class="_ _3"></span>oncernredovisningen.</div><div class="t m0 x5 h6 y777 ff4 fs3 fc0 sc0 ls5 ws4">Som del av en revision enligt IS<span class="_ _3"></span>A använder vi professionellt </div><div class="t m0 x5 h6 y778 ff4 fs3 fc0 sc0 ls5 ws4">omdöme och har en professionellt skeptisk inst<span class="_ _3"></span>ällning under </div><div class="t m0 x5 h6 y779 ff4 fs3 fc0 sc0 ls5 ws4">hela revisionen. Dessutom:</div><div class="t m0 x9 h6 y77a ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">identifierar och bedömer vi riskerna för väsentliga </span></div><div class="t m0 xa h6 y77b ff4 fs3 fc0 sc0 ls6 ws4">felaktigheter i årsr<span class="_ _3"></span>edovisningen och koncernredovisningen, </div><div class="t m0 xa h6 y77c ff4 fs3 fc0 sc0 ls6 ws4">vare sig dessa ber<span class="_ _3"></span>or på oegentligheter eller misstag, utformar </div><div class="t m0 xa h6 y77d ff4 fs3 fc0 sc0 ls6 ws4">och utför granskningsåtgär<span class="_ _3"></span>der bland annat utifrån dessa </div><div class="t m0 xa h6 y77e ff4 fs3 fc0 sc0 ls6 ws4">risker och inhämtar r<span class="_ _3"></span>evisionsbevis som är tillräckliga och </div><div class="t m0 xa h6 y77f ff4 fs3 fc0 sc0 ls6 ws4">ändamålsenliga för att utgöra en grund f<span class="_ _3"></span>ör våra uttalanden. </div><div class="t m0 xa h6 y780 ff4 fs3 fc0 sc0 ls6 ws4">Risken för att int<span class="_ _3"></span>e upptäcka en väsentlig felaktighet till f<span class="_ _3"></span>öljd<span class="_ _4"></span> </div><div class="t m0 xa h6 y781 ff4 fs3 fc0 sc0 ls6 ws4">av oegentligheter är högre än f<span class="_ _3"></span>ör en väsentlig felaktighet </div><div class="t m0 xa h6 y782 ff4 fs3 fc0 sc0 ls6 ws4">som beror på misstag, eftersom oegentligheter k<span class="_ _3"></span>an innefatta </div><div class="t m0 xa h6 y783 ff4 fs3 fc0 sc0 ls6 ws4">agerande i maskopi, f<span class="_ _3"></span>örfalskning, avsiktliga utelämnanden, </div><div class="t m0 xa h6 y784 ff4 fs3 fc0 sc0 ls6 ws4">felaktig information eller åsidosättande a<span class="_ _3"></span>v intern kontroll.</div><div class="t m0 x9 h6 y785 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">skaar vi oss en förståelse av den del a<span class="_ _3"></span>v bolagets interna </span></div><div class="t m0 xa h6 y786 ff4 fs3 fc0 sc0 ls6 ws4">kontroll som har bet<span class="_ _3"></span>ydelse för vår r<span class="_ _3"></span>evision för att utforma </div><div class="t m0 xa h6 y787 ff4 fs3 fc0 sc0 ls6 ws4">granskningsåtgär<span class="_ _3"></span>der som är lämpliga med hänsyn </div><div class="t m0 xa h6 y788 ff4 fs3 fc0 sc0 ls6 ws4">till omständigheterna, men inte för att utt<span class="_ _3"></span>ala oss om<span class="_ _4"></span> </div><div class="t m0 xa h6 y789 ff4 fs3 fc0 sc0 ls6 ws4">eektiviteten i den interna k<span class="_ _3"></span>ontrollen.</div><div class="t m0 x9 h6 y78a ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">utvärderar vi lämplighet<span class="_ _3"></span>en i de redovisningsprinciper som </span></div><div class="t m0 xa h6 y78b ff4 fs3 fc0 sc0 ls6 ws4">används och rimligheten i styr<span class="_ _3"></span>elsens och verkställande </div><div class="t m0 xa h6 y78c ff4 fs3 fc0 sc0 ls6 ws4">direktör<span class="_ _3"></span>ens uppskattningar i redovisningen och tillhör<span class="_ _3"></span>ande<span class="_ _4"></span> </div><div class="t m0 xa h6 y78d ff4 fs3 fc0 sc0 ls6 ws8">upplysningar<span class="_ _3"></span>.</div><div class="t m0 x9 h6 y78e ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">drar vi en slutsats om lämpligheten i att styrelsen och </span></div><div class="t m0 xa h6 y78f ff4 fs3 fc0 sc0 ls6 ws4">verkställande dir<span class="_ _3"></span>ektören anv<span class="_ _3"></span>änder antagandet om </div><div class="t m0 xa h6 y790 ff4 fs3 fc0 sc0 ls6 ws4">fortsatt drift vid upprätt<span class="_ _3"></span>andet av årsredovisningen och </div><div class="t m0 xa h6 y791 ff4 fs3 fc0 sc0 ls6 ws4">koncernr<span class="_ _3"></span>edovisningen. Vi drar också en slutsats, med grund i </div><div class="t m0 xa h6 y792 ff4 fs3 fc0 sc0 ls6 ws4">de inhämtade revisionsbe<span class="_ _3"></span>visen, om huruvida det finns någon<span class="_ _4"></span> </div><div class="t m0 xa h6 y793 ff4 fs3 fc0 sc0 ls6 ws4">väsentlig osäkerhetsf<span class="_ _3"></span>aktor som avser sådana händelser eller </div><div class="t m0 xa h6 y794 ff4 fs3 fc0 sc0 ls6 ws4">förhållanden som kan leda till betydande t<span class="_ _3"></span>vivel om bolagets </div><div class="t m0 xa h6 y795 ff4 fs3 fc0 sc0 ls6 ws4">och koncernens förmåga att f<span class="_ _3"></span>ortsätta verksamheten. Om vi </div><div class="t m0 xa h6 y796 ff4 fs3 fc0 sc0 ls6 ws4">drar slutsatsen att det finns en v<span class="_ _3"></span>äsentlig osäkerhetsfaktor<span class="_ _2b"></span>,<span class="_ _4"></span> </div><div class="t m0 xa h6 y797 ff4 fs3 fc0 sc0 ls6 ws4">måste vi i revisionsber<span class="_ _3"></span>ättelsen fästa uppmärksamhet<span class="_ _3"></span>en på<span class="_ _4"></span> </div><div class="t m0 xa h6 y798 ff4 fs3 fc0 sc0 ls6 ws4">upplysningarna i årsredo<span class="_ _3"></span>visningen och koncernredovisningen </div><div class="t m0 xa h6 y799 ff4 fs3 fc0 sc0 ls6 ws4">om den väsentliga osäkerhetsf<span class="_ _3"></span>aktorn eller<span class="_ _3"></span>, om sådana </div><div class="t m0 xa h6 y79a ff4 fs3 fc0 sc0 ls6 ws4">upplysningar är otillräckliga, modifier<span class="_ _3"></span>a uttalandet om </div><div class="t m0 xa h6 y79b ff4 fs3 fc0 sc0 ls6 ws4">årsredovisningen och k<span class="_ _3"></span>oncernredovisningen. V<span class="_ _2b"></span>åra slutsatser </div><div class="t m0 xa h6 y79c ff4 fs3 fc0 sc0 ls6 ws4">baseras på de re<span class="_ _3"></span>visionsbevis som inhämtas fram till datumet </div><div class="t m0 xa h6 y79d ff4 fs3 fc0 sc0 ls6 ws4">för revisionsber<span class="_ _3"></span>ättelsen. Dock kan framtida händelser eller </div><div class="t m0 xa h6 y79e ff4 fs3 fc0 sc0 ls6 ws4">förhållanden göra att ett bolag och en k<span class="_ _3"></span>oncern inte längre kan </div><div class="t m0 xa h6 y79f ff4 fs3 fc0 sc0 ls6 ws4">fortsätta verk<span class="_ _3"></span>samheten.</div><div class="t m0 x9 h6 y7a0 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">utvärderar vi den ö<span class="_ _3"></span>vergripande present<span class="_ _3"></span>ationen, strukturen </span></div><div class="t m0 xa h6 y7a1 ff4 fs3 fc0 sc0 ls6 ws4">och innehållet i årsredovisningen och k<span class="_ _3"></span>oncernredovisningen, </div><div class="t m0 xa h6 y7a2 ff4 fs3 fc0 sc0 ls6 ws4">däribland upplysningarna, och om årsredovisningen </div><div class="t m0 xa h6 y7a3 ff4 fs3 fc0 sc0 ls6 ws4">och koncernredo<span class="_ _3"></span>visningen återger de underliggande </div><div class="t m0 xa h6 y7a4 ff4 fs3 fc0 sc0 ls6 ws4">transaktionerna och händelserna på ett sätt som ger en </div><div class="t m0 xa h6 y7a5 ff4 fs3 fc0 sc0 ls6 ws4">rättvisande bild.</div><div class="t m0 x9 h6 y7a6 ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">inhämtar vi tillräckliga och ändamålsenliga revisionsbevis </span></div><div class="t m0 xa h6 y7a7 ff4 fs3 fc0 sc0 ls6 ws4">avseende den finansiella informationen f<span class="_ _3"></span>ör enheterna eller </div><div class="t m0 xa h6 y7a8 ff4 fs3 fc0 sc0 ls6 ws4">aärsaktiviteterna inom k<span class="_ _3"></span>oncernen för att göra ett uttalande </div><div class="t m0 xa h6 y7a9 ff4 fs3 fc0 sc0 ls6 ws4">avseende konc<span class="_ _3"></span>ernredovisningen. Vi ansvar<span class="_ _3"></span>ar för styrning, </div><div class="t m0 xa h6 y7aa ff4 fs3 fc0 sc0 ls6 ws4">överv<span class="_ _3"></span>akning och utförande av k<span class="_ _3"></span>oncernrevisionen. Vi är </div><div class="t m0 xa h6 y7ab ff4 fs3 fc0 sc0 ls6 ws4">ensamt ansvariga för v<span class="_ _3"></span>åra uttalanden.</div><div class="t m0 x5 h6 y7ac ff4 fs3 fc0 sc0 ls5 ws4">Vi måste informera st<span class="_ _3"></span>yrelsen om bland annat revisionens </div><div class="t m0 x5 h6 y7ad ff4 fs3 fc0 sc0 ls5 ws4">planerade omfattning och inriktning samt tidpunkten f<span class="_ _3"></span>ör den. </div><div class="t m0 x5 h6 y7ae ff4 fs3 fc0 sc0 ls5 ws4">Vi måste också informera om bet<span class="_ _3"></span>ydelsefulla iakttagelser under </div><div class="t m0 x5 h6 y7af ff4 fs3 fc0 sc0 ls5 ws4">revisionen, däribland de ev<span class="_ _3"></span>entuella betydande brister i den </div><div class="t m0 x5 h6 y7b0 ff4 fs3 fc0 sc0 ls5 ws4">interna kontr<span class="_ _3"></span>ollen som vi identifierat.</div><div class="t m0 x5 h6 y7b1 ff4 fs3 fc0 sc0 ls5 ws4">Vi måste också förse styr<span class="_ _3"></span>elsen med ett uttalande om att vi har </div><div class="t m0 x5 h6 y7b2 ff4 fs3 fc0 sc0 ls5 ws4">följt relev<span class="_ _3"></span>anta yrkesetiska kr<span class="_ _3"></span>av avseende oberoende, och t<span class="_ _3"></span>a upp </div><div class="t m0 x5 h6 y7b3 ff4 fs3 fc0 sc0 ls5 ws4">alla relationer och andra f<span class="_ _3"></span>örhållanden som rimligen kan påverka </div><div class="t m0 x5 h6 y7b4 ff4 fs3 fc0 sc0 ls5 ws1c">vårt oberoende, samt i tillämpliga f<span class="_ _3"></span>all åtgärder som har vidtagits </div><div class="t m0 x5 h6 y7b5 ff4 fs3 fc0 sc0 ls5 ws4">för att eliminera hoten eller mot<span class="_ _3"></span>åtgärder som har vidtagits.</div><div class="t m0 x5 h6 y7b6 ff4 fs3 fc0 sc0 ls5 ws4">Av de omr<span class="_ _3"></span>åden som kommuniceras med styr<span class="_ _3"></span>elsen fastställer </div><div class="t m0 x5 h6 y7b7 ff4 fs3 fc0 sc0 ls5 ws4">vi vilka av dessa områden som v<span class="_ _3"></span>arit de mest betydelsefulla </div><div class="t m0 x5 h6 y7b8 ff4 fs3 fc0 sc0 ls5 ws4">för revisionen a<span class="_ _3"></span>v årsredovisningen och konc<span class="_ _3"></span>ernredovisningen, </div><div class="t m0 x5 h6 y7b9 ff4 fs3 fc0 sc0 ls5 ws4">inklusive de viktigaste bedömda riskerna f<span class="_ _3"></span>ör väsentliga </div><div class="t m0 x5 h6 y7ba ff4 fs3 fc0 sc0 ls5 ws4">felaktigheter<span class="_ _2b"></span>, och som därför utgör de för revisionen särskilt </div><div class="t m0 x5 h6 y7bb ff4 fs3 fc0 sc0 ls5 ws4">betydelsefulla områdena. Vi beskriv<span class="_ _3"></span>er dessa områden i </div><div class="t m0 x5 h6 y7bc ff4 fs3 fc0 sc0 ls5 ws4">revisionsber<span class="_ _3"></span>ättelsen såvida inte lagar eller andra förf<span class="_ _3"></span>attningar </div><div class="t m0 x5 h6 y7bd ff4 fs3 fc0 sc0 ls5 ws4">förhindrar upplysning om fr<span class="_ _3"></span>ågan.</div></div><div class="pi"></div></div>
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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x4b h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">85</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">Rapport om andra kr<span class="_ _3"></span>av enligt lagar och andra </div><div class="t m0 x4 h5 y495 ff3 fs2 fc0 sc0 ls4 ws5">förf<span class="_ _3"></span>attningar</div><div class="t m0 x4 h5 y7be ff3 fs2 fc0 sc0 ls4 ws4">Revisorns gr<span class="_ _3"></span>anskning av förv<span class="_ _3"></span>altning och förslag till </div><div class="t m0 x4 h5 y7bf ff3 fs2 fc0 sc0 ls4 ws4">disposition av bolagets vinst eller förlust</div><div class="t m0 x4 h8 y7c0 ff1 fs3 fc0 sc0 ls14 ws14">UTT<span class="_ _2b"></span>ALANDEN</div><div class="t m0 x4 h6 y7c1 ff4 fs3 fc0 sc0 ls5 ws4">Utöver v<span class="_ _3"></span>år revision av årsr<span class="_ _3"></span>edovisningen och </div><div class="t m0 x4 h6 y7c2 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen har vi även utfört en r<span class="_ _3"></span>evision av styrelsens </div><div class="t m0 x4 h6 y7c3 ff4 fs3 fc0 sc0 ls5 ws4">och verkställande dir<span class="_ _3"></span>ektörens förv<span class="_ _3"></span>altning för Cibus Nordic Real </div><div class="t m0 x4 h6 y7c4 ff4 fs3 fc0 sc0 ls5 ws4">Estate AB (publ) för år 20<span class="_ _3"></span>21 samt av förslaget till dispositioner </div><div class="t m0 x4 h6 y7c5 ff4 fs3 fc0 sc0 ls5 ws4">beträande bolagets vinst eller f<span class="_ _3"></span>örlust.</div><div class="t m0 x4 h6 y7c6 ff4 fs3 fc0 sc0 ls5 ws4">Vi tillstyrker att bolagsstämman disponer<span class="_ _3"></span>ar vinsten enligt </div><div class="t m0 x4 h6 y7c7 ff4 fs3 fc0 sc0 ls5 ws4">förslaget i förv<span class="_ _3"></span>altningsberättelsen och beviljar styr<span class="_ _3"></span>elsens </div><div class="t m0 x4 h6 y7c8 ff4 fs3 fc0 sc0 ls5 ws4">ledamöter och verkställande dir<span class="_ _3"></span>ektören ansv<span class="_ _3"></span>arsfrihet för </div><div class="t m0 x4 h6 y7c9 ff4 fs3 fc0 sc0 ls5 ws4">räkensk<span class="_ _3"></span>apsåret. </div><div class="t m0 x4 h8 y7ca ff1 fs3 fc0 sc0 ls14 ws4">GRUND FÖR UTT<span class="_ _2b"></span>ALANDEN</div><div class="t m0 x4 h6 y7cb ff4 fs3 fc0 sc0 ls5 ws4">Vi har utfört re<span class="_ _3"></span>visionen enligt god revisionssed i Sverige. V<span class="_ _2b"></span>årt </div><div class="t m0 x4 h6 y7cc ff4 fs3 fc0 sc0 ls5 ws4">ansvar enligt denna beskrivs närmar<span class="_ _3"></span>e i avsnittet Revisorns ans<span class="_ _3"></span>var<span class="_ _3"></span>. </div><div class="t m0 x4 h6 y7cd ff4 fs3 fc0 sc0 ls5 ws4">Vi är oberoende i förhållande till moderbolaget och koncernen </div><div class="t m0 x4 h6 y7ce ff4 fs3 fc0 sc0 ls5 ws4">enligt god revisorssed i Sverige och har i ö<span class="_ _3"></span>vrigt fullgjort vårt </div><div class="t m0 x4 h6 y7cf ff4 fs3 fc0 sc0 ls5 ws4">yrkesetiska ansv<span class="_ _3"></span>ar enligt dessa krav<span class="_ _2b"></span>. </div><div class="t m0 x4 h6 y7d0 ff4 fs3 fc0 sc0 ls5 ws4">Vi anser att de revisionsbevis vi har inhämt<span class="_ _3"></span>at är tillräckliga och </div><div class="t m0 x4 h6 y7d1 ff4 fs3 fc0 sc0 ls5 ws4">ändamålsenliga som grund för vår<span class="_ _3"></span>a uttalanden.</div><div class="t m0 x4 h8 y7d2 ff1 fs3 fc0 sc0 ls14 ws4">STYRELSENS OCH VERKS<span class="_ _3"></span>T<span class="_ _2b"></span>ÄLLANDE DIREKTÖRENS<span class="_ _3"></span> </div><div class="t m0 x4 h8 y7d3 ff1 fs3 fc0 sc0 ls14 ws9">ANSV<span class="_ _2c"></span>AR  </div><div class="t m0 x4 h6 y7d4 ff4 fs3 fc0 sc0 ls5 ws4">Det är styrelsen som har ansv<span class="_ _3"></span>aret för förslaget till dispositioner </div><div class="t m0 x4 h6 y7d5 ff4 fs3 fc0 sc0 ls5 ws4">beträande bolagets vinst eller f<span class="_ _3"></span>örlust. Vid förslag till </div><div class="t m0 x4 h6 y7d6 ff4 fs3 fc0 sc0 ls5 ws4">utdelning innefattar dett<span class="_ _3"></span>a bland annat en bedömning av om </div><div class="t m0 x4 h6 y7d7 ff4 fs3 fc0 sc0 ls5 ws4">utdelningen är försv<span class="_ _3"></span>arlig med hänsyn till de krav som bolagets </div><div class="t m0 x4 h6 y7d8 ff4 fs3 fc0 sc0 ls5 ws4">och koncernens verk<span class="_ _3"></span>samhetsart, omfattning och risker ställer </div><div class="t m0 x4 h6 y7d9 ff4 fs3 fc0 sc0 ls5 ws4">på storleken av moderbolagets och k<span class="_ _3"></span>oncernens egna kapital, </div><div class="t m0 x4 h6 y7da ff4 fs3 fc0 sc0 ls5 ws4">konsolideringsbehov<span class="_ _2b"></span>, likviditet och ställning i övrigt.</div><div class="t m0 x4 h6 y7db ff4 fs3 fc0 sc0 ls5 ws4">Styrelsen ans<span class="_ _3"></span>varar för bolagets or<span class="_ _3"></span>ganisation och förvaltningen </div><div class="t m0 x4 h6 y7dc ff4 fs3 fc0 sc0 ls5 ws4">av bolagets angelägenheter<span class="_ _2b"></span>. Detta innefattar bland annat att </div><div class="t m0 x4 h6 y7dd ff4 fs3 fc0 sc0 ls5 ws4">fortlöpande bedöma bolagets och koncernens ek<span class="_ _3"></span>onomiska </div><div class="t m0 x4 h6 y7de ff4 fs3 fc0 sc0 ls5 ws4">situation och att tillse att bolagets organisation är utf<span class="_ _3"></span>ormad så </div><div class="t m0 x4 h6 y7df ff4 fs3 fc0 sc0 ls5 ws4">att bokföringen, medelsförvaltningen och bolagets ek<span class="_ _3"></span>onomiska </div><div class="t m0 x4 h6 y7e0 ff4 fs3 fc0 sc0 ls5 ws4">angelägenheter i övrigt kontr<span class="_ _3"></span>olleras på ett betryggande sätt. </div><div class="t m0 x4 h6 y7e1 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>erkställande dir<span class="_ _3"></span>ektören ska sk<span class="_ _3"></span>öta den löpande förvaltningen </div><div class="t m0 x4 h6 y7e2 ff4 fs3 fc0 sc0 ls5 ws4">enligt styrelsens riktlinjer och anvisningar och bland annat </div><div class="t m0 x4 h6 y7e3 ff4 fs3 fc0 sc0 ls5 ws4">vidta de åtgär<span class="_ _3"></span>der som är nödvändiga för att bolagets </div><div class="t m0 x4 h6 y7e4 ff4 fs3 fc0 sc0 ls5 ws4">bokföring ska fullgöras i ö<span class="_ _3"></span>verensstämmelse med lag och för att </div><div class="t m0 x4 h6 y7e5 ff4 fs3 fc0 sc0 ls5 ws4">medelsförvaltningen ska sk<span class="_ _3"></span>ötas på ett betryggande sätt.</div><div class="t m0 x4 h8 y7e6 ff1 fs3 fc0 sc0 ls14 ws4">REVISORNS ANSV<span class="_ _2c"></span>AR </div><div class="t m0 x4 h6 y7e7 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>årt mål beträande r<span class="_ _3"></span>evisionen av förv<span class="_ _3"></span>altningen, och därmed </div><div class="t m0 x4 h6 y7e8 ff4 fs3 fc0 sc0 ls5 ws4">vårt uttalande om ansv<span class="_ _3"></span>arsfrihet, är att inhämta revisionsbevis </div><div class="t m0 x4 h6 y7e9 ff4 fs3 fc0 sc0 ls5 ws4">för att med en rimlig grad a<span class="_ _3"></span>v säkerhet kunna bedöma om någon </div><div class="t m0 x4 h6 y7ea ff4 fs3 fc0 sc0 ls5 ws4">styrelseledamot eller verk<span class="_ _3"></span>ställande direktör<span class="_ _3"></span>en i något väsentligt </div><div class="t m0 x4 h6 y7eb ff4 fs3 fc0 sc0 ls5 ws4">avseende:</div><div class="t m0 x75 h6 y7ec ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">företagit någon åtgär<span class="_ _3"></span>d eller gjort sig skyldig till någon<span class="_ _4"></span> </span></div><div class="t m0 x76 h6 y7ed ff4 fs3 fc0 sc0 ls6 ws4">försummelse som kan för<span class="_ _3"></span>anleda ersättningsskyldighet mot </div><div class="t m0 x76 h6 y7ee ff4 fs3 fc0 sc0 ls6 ws4">bolaget, eller<span class="_ _4"></span> </div><div class="t m0 x75 h6 y7ef ff4 fs3 fc0 sc0 ls5 ws4"> <span class="_ _2d"></span>—<span class="_ _2e"> </span><span class="ls6">på något annat sätt handlat i strid med aktiebolagslagen,<span class="_ _4"></span> </span></div><div class="t m0 x76 h6 y7f0 ff4 fs3 fc0 sc0 ls6 ws4">årsredovisningslagen eller bolagsor<span class="_ _3"></span>dningen.</div><div class="t m0 x4 h6 y7f1 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>årt mål beträande r<span class="_ _3"></span>evisionen av förslaget till dispositioner a<span class="_ _3"></span>v </div><div class="t m0 x4 h6 y7f2 ff4 fs3 fc0 sc0 ls5 ws4">bolagets vinst eller förlust, och därmed vårt uttalande om detta, är </div><div class="t m0 x4 h6 y7f3 ff4 fs3 fc0 sc0 ls5 ws4">att med rimlig grad av säk<span class="_ _3"></span>erhet bedöma om förslaget är förenligt </div><div class="t m0 x4 h6 y7f4 ff4 fs3 fc0 sc0 ls5 ws4">med aktiebolagslagen.</div><div class="t m0 x28 h6 y7f5 ff4 fs3 fc0 sc0 ls5 ws4">Rimlig säkerhet är en hög grad a<span class="_ _3"></span>v säkerhet, men ingen garanti </div><div class="t m0 x28 h6 y7f6 ff4 fs3 fc0 sc0 ls5 ws4">för att en re<span class="_ _3"></span>vision som utförs enligt god revisionssed i Sverige </div><div class="t m0 x28 h6 y7f7 ff4 fs3 fc0 sc0 ls5 ws4">alltid kommer att upptäck<span class="_ _3"></span>a åtgärder eller försummelser som k<span class="_ _3"></span>an </div><div class="t m0 x28 h6 y7f8 ff4 fs3 fc0 sc0 ls5 ws4">föranleda ersättningsskyldighet mot bolaget, eller att ett förslag </div><div class="t m0 x28 h6 y7f9 ff4 fs3 fc0 sc0 ls5 ws4">till dispositioner av bolagets vinst eller förlust inte är för<span class="_ _3"></span>enligt </div><div class="t m0 x28 h6 y7fa ff4 fs3 fc0 sc0 ls5 ws4">med aktiebolagslagen.</div><div class="t m0 x28 h6 y7fb ff4 fs3 fc0 sc0 ls5 ws4">Som en del av en revision enligt god r<span class="_ _3"></span>evisionssed i Sverige </div><div class="t m0 x28 h6 y7fc ff4 fs3 fc0 sc0 ls5 ws4">använder vi pr<span class="_ _3"></span>ofessionellt omdöme och har en professionellt </div><div class="t m0 x28 h6 y7fd ff4 fs3 fc0 sc0 ls5 ws4">skeptisk inställning under hela r<span class="_ _3"></span>evisionen. Granskningen av </div><div class="t m0 x28 h6 y7fe ff4 fs3 fc0 sc0 ls5 ws4">förvaltningen och förslaget till dispositioner a<span class="_ _3"></span>v bolagets vinst </div><div class="t m0 x28 h6 y7ff ff4 fs3 fc0 sc0 ls5 ws4">eller förlust grundar sig främst på r<span class="_ _3"></span>evisionen av räk<span class="_ _3"></span>enskaperna. </div><div class="t m0 x28 h6 y800 ff4 fs3 fc0 sc0 ls5 ws4">Vilka tillkommande gr<span class="_ _3"></span>anskningsåtgärder som utförs baser<span class="_ _3"></span>as </div><div class="t m0 x28 h6 y801 ff4 fs3 fc0 sc0 ls5 ws4">på vår prof<span class="_ _3"></span>essionella bedömning med utgångspunkt i risk och </div><div class="t m0 x28 h6 y802 ff4 fs3 fc0 sc0 ls5 ws4">väsentlighet. Det innebär att vi fokuserar gr<span class="_ _3"></span>anskningen på </div><div class="t m0 x28 h6 y803 ff4 fs3 fc0 sc0 ls5 ws4">sådana åtgärder<span class="_ _2b"></span>, områden och förhållanden som är väsentliga för </div><div class="t m0 x28 h6 y804 ff4 fs3 fc0 sc0 ls5 ws4">verksamheten och där av<span class="_ _3"></span>steg och överträdelser skulle ha sär<span class="_ _3"></span>skild </div><div class="t m0 x28 h6 y805 ff4 fs3 fc0 sc0 ls5 ws4">betydelse för bolagets situation. Vi går igenom och pr<span class="_ _3"></span>övar fa<span class="_ _3"></span>ttade </div><div class="t m0 x28 h6 y806 ff4 fs3 fc0 sc0 ls5 ws4">beslut, beslutsunderlag, vidtagna åtgärder och andra f<span class="_ _3"></span>örhållanden </div><div class="t m0 x28 h6 y807 ff4 fs3 fc0 sc0 ls5 ws4">som är relev<span class="_ _3"></span>anta för vårt uttalande om ans<span class="_ _3"></span>varsfrihet. Som </div><div class="t m0 x28 h6 y808 ff4 fs3 fc0 sc0 ls5 ws4">underlag för vårt uttalande om st<span class="_ _3"></span>yrelsens förslag till dispositioner </div><div class="t m0 x28 h6 y809 ff4 fs3 fc0 sc0 ls5 ws4">beträande bolagets vinst eller f<span class="_ _3"></span>örlust har vi granskat styr<span class="_ _3"></span>elsens </div><div class="t m0 x28 h6 y80a ff4 fs3 fc0 sc0 ls5 ws4">motiverade yttr<span class="_ _3"></span>ande samt ett urval av underlagen för detta f<span class="_ _3"></span>ör att </div><div class="t m0 x28 h6 y80b ff4 fs3 fc0 sc0 ls5 ws4">kunna bedöma om förslaget är för<span class="_ _3"></span>enligt med aktiebolagslagen. </div><div class="t m0 x28 h5 y80c ff3 fs2 fc0 sc0 ls4 ws4">Revisorns gr<span class="_ _3"></span>anskning av Esef-r<span class="_ _3"></span>apporten</div><div class="t m0 x28 h8 y80d ff1 fs3 fc0 sc0 ls14 ws14">UTT<span class="_ _2b"></span>ALANDE</div><div class="t m0 x28 h6 y80e ff4 fs3 fc0 sc0 ls5 ws4">Utöver v<span class="_ _3"></span>år revision av årsr<span class="_ _3"></span>edovisningen och </div><div class="t m0 x28 h6 y80f ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisningen har vi även utfört en gr<span class="_ _3"></span>anskning av </div><div class="t m0 x28 h6 y810 ff4 fs3 fc0 sc0 ls5 ws4">att styrelsen och v<span class="_ _3"></span>erkställande direktör<span class="_ _3"></span>en har upprättat </div><div class="t m0 x28 h6 y811 ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningen och k<span class="_ _3"></span>oncernredovisningen i ett format som </div><div class="t m0 x28 h6 y812 ff4 fs3 fc0 sc0 ls5 ws4">möjliggör enhetlig elektronisk rapport<span class="_ _3"></span>ering (Esef-rapporten) </div><div class="t m0 x28 h6 y813 ff4 fs3 fc0 sc0 ls5 ws4">enligt 16 kap. 4 a § lagen (200<span class="_ _3"></span>7:528) om v<span class="_ _3"></span>ärdepappersmarknaden </div><div class="t m0 x28 h6 y814 ff4 fs3 fc0 sc0 ls5 ws4">för Cibus Nordic Real E<span class="_ _3"></span>state AB (publ) för år 2021.</div><div class="t m0 x28 h6 y815 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>år granskning och v<span class="_ _3"></span>årt uttalande avser endast det lagstadgade </div><div class="t m0 x28 h6 y816 ff4 fs3 fc0 sc0 ls5 ws4">krav<span class="_ _3"></span>et. </div><div class="t m0 x28 h6 y817 ff4 fs3 fc0 sc0 ls5 ws4">Enligt vår uppfattning har E<span class="_ _3"></span>sef-rapporten #[checksumma] </div><div class="t m0 x28 h6 y818 ff4 fs3 fc0 sc0 ls5 ws4">upprättat<span class="_ _3"></span>s i ett format som i allt väsentligt möjliggör enhetlig </div><div class="t m0 x28 h6 y819 ff4 fs3 fc0 sc0 ls5 ws4">elektronisk rapport<span class="_ _3"></span>ering.</div><div class="t m0 x28 h8 y81a ff1 fs3 fc0 sc0 ls14 ws4">GRUND FÖR UTT<span class="_ _2b"></span>ALANDE</div><div class="t m0 x28 h6 y81b ff4 fs3 fc0 sc0 ls5 ws4">Vi har utfört granskningen enligt F<span class="_ _2b"></span>ARs rekommendation RevR 18 </div><div class="t m0 x28 h6 y81c ff4 fs3 fc0 sc0 ls5 ws4">Revisorns granskning a<span class="_ _3"></span>v Esef-rapporten. V<span class="_ _2b"></span>årt ansvar enligt denna </div><div class="t m0 x28 h6 y81d ff4 fs3 fc0 sc0 ls5 ws4">rekommenda<span class="_ _3"></span>tion beskrivs närmare i avsnittet R<span class="_ _3"></span>evisorns ansvar<span class="_ _2b"></span>. Vi </div><div class="t m0 x28 h6 y81e ff4 fs3 fc0 sc0 ls5 ws4">är oberoende i förhållande till Cibus Nor<span class="_ _3"></span>dic Real Estate AB (publ) </div><div class="t m0 x28 h6 y81f ff4 fs3 fc0 sc0 ls5 ws4">enligt god revisorssed i Sverige och har i ö<span class="_ _3"></span>vrigt fullgjort vårt </div><div class="t m0 x28 h6 y820 ff4 fs3 fc0 sc0 ls5 ws4">yrkesetiska ansv<span class="_ _3"></span>ar enligt dessa krav<span class="_ _2b"></span>. </div><div class="t m0 x28 h6 y821 ff4 fs3 fc0 sc0 ls5 ws4">Vi anser att de bevis vi har inhämtat är tillr<span class="_ _3"></span>äckliga och </div><div class="t m0 x28 h6 y822 ff4 fs3 fc0 sc0 ls5 ws4">ändamålsenliga som grund för vårt uttalande.</div><div class="t m0 x28 h8 y823 ff1 fs3 fc0 sc0 ls14 ws4">STYRELSENS OCH VERKS<span class="_ _3"></span>T<span class="_ _2b"></span>ÄLLANDE DIREKTÖRENS<span class="_ _3"></span> </div><div class="t m0 x28 h8 y824 ff1 fs3 fc0 sc0 ls14 ws14">ANSV<span class="_ _2c"></span>AR </div><div class="t m0 x28 h6 y825 ff4 fs3 fc0 sc0 ls5 ws4">Det är styrelsen och verk<span class="_ _3"></span>ställande direktören som har ans<span class="_ _3"></span>varet </div><div class="t m0 x28 h6 y826 ff4 fs3 fc0 sc0 ls5 ws4">för att Esef-rapport<span class="_ _3"></span>en har upprättats i enlighet med 16 kap<span class="_ _3"></span>. 4 a </div><div class="t m0 x28 h6 y827 ff4 fs3 fc0 sc0 ls5 ws4">§ lagen (2007<span class="_ _3"></span>:528) om värdepappersmarknaden, och f<span class="_ _3"></span>ör att det </div><div class="t m0 x28 h6 y828 ff4 fs3 fc0 sc0 ls5 ws4">finns en sådan intern kontr<span class="_ _3"></span>oll som styrelsen och verkst<span class="_ _3"></span>ällande </div><div class="t m0 x28 h6 y829 ff4 fs3 fc0 sc0 ls5 ws4">direktör<span class="_ _3"></span>en bedömer är nödvändig för att upprätt<span class="_ _3"></span>a Esef-</div><div class="t m0 x28 h6 y82a ff4 fs3 fc0 sc0 ls5 ws4">rapporten utan v<span class="_ _3"></span>äsentliga felaktigheter<span class="_ _3"></span>, var<span class="_ _3"></span>e sig dessa beror på </div><div class="t m0 x28 h6 y82b ff4 fs3 fc0 sc0 ls5 ws4">oegentligheter eller misstag.</div></div><div class="pi"></div></div>
<div id="pf1e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1e w0 h0"><img 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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x4b h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">86</div><div class="t m0 x4 h8 y14e ff1 fs3 fc0 sc0 ls14 ws4">REVISORNS ANSV<span class="_ _2c"></span>AR</div><div class="t m0 x4 h6 y82c ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>år uppgift är att uttala oss med rimlig säkerhet om </div><div class="t m0 x4 h6 y82d ff4 fs3 fc0 sc0 ls5 ws4">Esef-rapporten i allt v<span class="_ _3"></span>äsentligt är upprättad i ett format </div><div class="t m0 x4 h6 y82e ff4 fs3 fc0 sc0 ls5 ws4">som uppfyller krav<span class="_ _3"></span>en i 16 kap. 4 a § lagen (200<span class="_ _3"></span>7:528) om </div><div class="t m0 x4 h6 y82f ff4 fs3 fc0 sc0 ls5 ws4">värdepappersmarknaden, på grundv<span class="_ _3"></span>al av vår gr<span class="_ _3"></span>anskning.</div><div class="t m0 x4 h6 y830 ff4 fs3 fc0 sc0 ls5 ws4">RevR 18 krä<span class="_ _3"></span>ver att vi planerar och genomför v<span class="_ _3"></span>åra gransknings-</div><div class="t m0 x4 h6 y831 ff4 fs3 fc0 sc0 ls5 ws4">åtgärder f<span class="_ _3"></span>ör att uppnå rimlig säkerhet att Esef-rapporten är </div><div class="t m0 x4 h6 y832 ff4 fs3 fc0 sc0 ls5 ws4">upprättad i ett f<span class="_ _3"></span>ormat som uppfyller dessa krav<span class="_ _2b"></span>. </div><div class="t m0 x4 h6 y833 ff4 fs3 fc0 sc0 ls5 ws4">Rimlig säkerhet är en hög grad a<span class="_ _3"></span>v säkerhet, men är ingen </div><div class="t m0 x4 h6 y834 ff4 fs3 fc0 sc0 ls5 ws4">garanti för att en gr<span class="_ _3"></span>anskning som utförs enligt RevR 18 och god </div><div class="t m0 x4 h6 y835 ff4 fs3 fc0 sc0 ls5 ws4">revisionssed i Sverige alltid k<span class="_ _3"></span>ommer att upptäcka en väsentlig </div><div class="t m0 x4 h6 y836 ff4 fs3 fc0 sc0 ls5 ws4">felaktighet om en sådan finns. Felaktigheter k<span class="_ _3"></span>an uppstå på </div><div class="t m0 x4 h6 y837 ff4 fs3 fc0 sc0 ls5 ws4">grund av oegentligheter eller misstag och anses var<span class="_ _3"></span>a väsentliga </div><div class="t m0 x4 h6 y838 ff4 fs3 fc0 sc0 ls5 ws4">om de enskilt eller tillsammans rimligen kan förvänt<span class="_ _3"></span>as påverka </div><div class="t m0 x4 h6 y839 ff4 fs3 fc0 sc0 ls5 ws4">de ekonomiska beslut som anv<span class="_ _3"></span>ändare fattar med grund i Esef-</div><div class="t m0 x4 h6 y83a ff4 fs3 fc0 sc0 ls5 ws4">rapporten. </div><div class="t m0 x4 h6 y83b ff4 fs3 fc0 sc0 ls5 ws4">Revisionsför<span class="_ _3"></span>etaget tillämpar ISQC 1 K<span class="_ _3"></span>valitetskontr<span class="_ _3"></span>oll för </div><div class="t m0 x4 h6 y83c ff4 fs3 fc0 sc0 ls5 ws4">revisionsför<span class="_ _3"></span>etag som utför r<span class="_ _3"></span>evision och översiktlig granskning </div><div class="t m0 x4 h6 y83d ff4 fs3 fc0 sc0 ls5 ws4">av finansiella rapporter samt andr<span class="_ _3"></span>a bestyrkandeuppdrag och </div><div class="t m0 x4 h6 y83e ff4 fs3 fc0 sc0 ls5 ws4">näraliggande tjänster och har därmed ett allsidigt sy<span class="_ _3"></span>stem för </div><div class="t m0 x4 h6 y83f ff4 fs3 fc0 sc0 ls5 ws4">kvalitetsk<span class="_ _3"></span>ontroll vilket innef<span class="_ _3"></span>attar dokumenterade riktlinjer och </div><div class="t m0 x4 h6 y840 ff4 fs3 fc0 sc0 ls5 ws4">rutiner avseende efterlevnad a<span class="_ _3"></span>v yrkesetiska krav<span class="_ _2b"></span>, standarder </div><div class="t m0 x4 h6 y841 ff4 fs3 fc0 sc0 ls5 ws4">för yrkesutö<span class="_ _3"></span>vningen och tillämpliga krav i lagar och andra </div><div class="t m0 x4 h6 y842 ff4 fs3 fc0 sc0 ls5 ws4">författningar<span class="_ _2b"></span>.</div><div class="t m0 x4 h6 y843 ff4 fs3 fc0 sc0 ls5 ws4">Granskningen innefatt<span class="_ _3"></span>ar att genom olika åtgärder inhämt<span class="_ _3"></span>a </div><div class="t m0 x4 h6 y844 ff4 fs3 fc0 sc0 ls5 ws4">bevis om Esef-rapporten har uppr<span class="_ _3"></span>ättats i ett format som </div><div class="t m0 x4 h6 y845 ff4 fs3 fc0 sc0 ls5 ws4">möjliggör enhetlig elektronisk rapport<span class="_ _3"></span>ering av årsredovisningen </div><div class="t m0 x4 h6 y846 ff4 fs3 fc0 sc0 ls5 ws4">och koncernredo<span class="_ _3"></span>visningen. Vi väljer vilka åtgär<span class="_ _3"></span>der som </div><div class="t m0 x4 h6 y847 ff4 fs3 fc0 sc0 ls5 ws4">ska utför<span class="_ _3"></span>as, bland annat genom att bedöma riskerna för </div><div class="t m0 x4 h6 y848 ff4 fs3 fc0 sc0 ls5 ws4">väsentliga felaktigheter i r<span class="_ _3"></span>apporteringen vare sig dessa ber<span class="_ _3"></span>or </div><div class="t m0 x4 h6 y849 ff4 fs3 fc0 sc0 ls5 ws4">på oegentligheter eller misstag. Vid denna riskbedömning </div><div class="t m0 x4 h6 y84a ff4 fs3 fc0 sc0 ls5 ws4">beaktar vi de delar av den interna k<span class="_ _3"></span>ontrollen som är relev<span class="_ _3"></span>anta </div><div class="t m0 x4 h6 y84b ff4 fs3 fc0 sc0 ls5 ws4">för hur styrelsen och v<span class="_ _3"></span>erkställande direktör<span class="_ _3"></span>en tar fram </div><div class="t m0 x4 h6 y84c ff4 fs3 fc0 sc0 ls5 ws4">underlaget i syfte att utforma gr<span class="_ _3"></span>anskningsåtgärder som är </div><div class="t m0 x4 h6 y84d ff4 fs3 fc0 sc0 ls5 ws4">ändamålsenliga med hänsyn till omständigheterna, men inte </div><div class="t m0 x4 h6 y84e ff4 fs3 fc0 sc0 ls5 ws4">i syfte att göra ett utt<span class="_ _3"></span>alande om eektiviteten i den interna </div><div class="t m0 x4 h6 y84f ff4 fs3 fc0 sc0 ls5 ws4">kontrollen. Gr<span class="_ _3"></span>anskningen omfattar också en ut<span class="_ _3"></span>värdering </div><div class="t m0 x4 h6 y850 ff4 fs3 fc0 sc0 ls5 ws4">av ändamålsenligheten och rimligheten i styr<span class="_ _3"></span>elsens och </div><div class="t m0 x4 h6 y851 ff4 fs3 fc0 sc0 ls5 ws4">verkställande dir<span class="_ _3"></span>ektörens antaganden. </div><div class="t m0 x4 h6 y852 ff4 fs3 fc0 sc0 ls5 ws4">Granskningsåtgär<span class="_ _3"></span>derna omfattar huvudsakligen en teknisk </div><div class="t m0 x4 h6 y853 ff4 fs3 fc0 sc0 ls5 ws4">validering av Esef-r<span class="_ _3"></span>apporten, dvs. om filen som innehåller </div><div class="t m0 x4 h6 y854 ff4 fs3 fc0 sc0 ls5 ws4">Esef-rapporten uppfyller den teknisk<span class="_ _3"></span>a specifikation som </div><div class="t m0 x4 h6 y855 ff4 fs3 fc0 sc0 ls5 ws4">anges i kommissionens delegerade f<span class="_ _3"></span>örordning (EU) 2019<span class="_ _2b"></span>/815 </div><div class="t m0 x4 h6 y856 ff4 fs3 fc0 sc0 ls5 ws4">(Esef-föror<span class="_ _3"></span>dningen) och en avstämning av att E<span class="_ _3"></span>sef-rapporten </div><div class="t m0 x4 h6 y857 ff4 fs3 fc0 sc0 ls5 ws4">över<span class="_ _3"></span>ensstämmer med den granskade årsredo<span class="_ _3"></span>visningen och </div><div class="t m0 x4 h6 y858 ff4 fs3 fc0 sc0 ls5 ws4">koncernr<span class="_ _3"></span>edovisinngen.</div><div class="t m0 x4 h6 y859 ff4 fs3 fc0 sc0 ls5 ws4">Vidare omfatt<span class="_ _3"></span>ar granskningen även en bedömning av </div><div class="t m0 x4 h6 y85a ff4 fs3 fc0 sc0 ls5 ws4">huruvida Esef-rapporten har märkts med iXBRL som möjliggör </div><div class="t m0 x4 h6 y85b ff4 fs3 fc0 sc0 ls5 ws4">en rättvisande och fullständig maskinläsbar v<span class="_ _3"></span>ersion av </div><div class="t m0 x4 h6 y85c ff4 fs3 fc0 sc0 ls5 ws4">koncernens r<span class="_ _3"></span>esultat-, balans- och eget kapitalr<span class="_ _3"></span>äkningar samt </div><div class="t m0 x4 h6 y85d ff4 fs3 fc0 sc0 ls5 ws4">kassflödesanalysen.  </div><div class="t m0 x5 h8 y85e ff1 fs3 fc0 sc0 ls14 ws4">REVISORNS GRANSKNING A<span class="_ _2b"></span>V </div><div class="t m0 x5 h8 y85f ff1 fs3 fc0 sc0 ls14 ws14">BOLA<span class="_ _3"></span>GSSTYRNINGSRAPPORTEN</div><div class="t m0 x5 h6 y860 ff4 fs3 fc0 sc0 ls5 ws4">Det är styrelsen som har ansv<span class="_ _3"></span>aret för bolagsstyrningsr<span class="_ _3"></span>apporten </div><div class="t m0 x5 h6 y861 ff4 fs3 fc0 sc0 ls5 ws4">på sidorna 35-40 samt 42-43 och för att den är upprättad i </div><div class="t m0 x5 h6 y862 ff4 fs3 fc0 sc0 ls5 ws4">enlighet med årsredovisningslagen.</div><div class="t m0 x5 h6 y863 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>år granskning har sk<span class="_ _3"></span>ett enligt FARs utt<span class="_ _3"></span>alande RevR 16 </div><div class="t m0 x5 h6 y864 ff4 fs3 fc0 sc0 ls5 ws4">Revisorns granskning a<span class="_ _3"></span>v bolagsstyrningsrapporten. Detta </div><div class="t m0 x5 h6 y865 ff4 fs3 fc0 sc0 ls5 ws4">innebär att vår granskning a<span class="_ _3"></span>v bolagsstyrningsrapporten har en </div><div class="t m0 x5 h6 y866 ff4 fs3 fc0 sc0 ls5 ws4">annan inriktning och en väsentligt mindre omf<span class="_ _3"></span>attning jämfört </div><div class="t m0 x5 h6 y867 ff4 fs3 fc0 sc0 ls5 ws4">med den inriktning och omfattning som en revision enligt </div><div class="t m0 x5 h6 y868 ff4 fs3 fc0 sc0 ls5 ws4">International Standar<span class="_ _3"></span>ds on Auditing och god revisionssed i </div><div class="t m0 x5 h6 y869 ff4 fs3 fc0 sc0 ls5 ws4">Sverige har<span class="_ _2b"></span>. Vi anser att denna granskning ger oss tillräcklig </div><div class="t m0 x5 h6 y86a ff4 fs3 fc0 sc0 ls5 ws4">grund för vår<span class="_ _3"></span>a uttalanden. </div><div class="t m0 x5 h6 y86b ff4 fs3 fc0 sc0 ls5 ws4">En bolagsstyrningsrapport har upprä<span class="_ _3"></span>ttats. Upplysningar </div><div class="t m0 x5 h6 y86c ff4 fs3 fc0 sc0 ls5 ws4">i enlighet med 6 kap. 6 § andr<span class="_ _3"></span>a stycket punkterna 2<span class="_ _3"></span>-6 </div><div class="t m0 x5 h6 y86d ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningslagen samt 7 kap<span class="_ _3"></span>. 31 § andra sty<span class="_ _3"></span>cket samma lag </div><div class="t m0 x5 h6 y86e ff4 fs3 fc0 sc0 ls5 ws4">är förenliga med årsr<span class="_ _3"></span>edovisningens och koncernredo<span class="_ _3"></span>visningens </div><div class="t m0 x5 h6 y86f ff4 fs3 fc0 sc0 ls5 ws4">övriga delar samt är i över<span class="_ _3"></span>ensstämmelse med </div><div class="t m0 x5 h6 y870 ff4 fs3 fc0 sc0 ls5 ws4">årsredovisningslagen.</div><div class="t m0 x5 h8 y871 ff1 fs3 fc0 sc0 ls14 ws4">REVISORNS YTTRANDE A<span class="_ _2b"></span>VSEENDE DEN LA<span class="_ _3"></span>GST<span class="_ _2b"></span>ADGADE<span class="_ _3"></span> </div><div class="t m0 x5 h8 y872 ff1 fs3 fc0 sc0 ls14 ws14">HÅLLBARHETSRAPPOR<span class="_ _3"></span>TEN</div><div class="t m0 x5 h6 y873 ff4 fs3 fc0 sc0 ls5 ws4">Det är styrelsen som har ansv<span class="_ _3"></span>aret för hållbarhetsr<span class="_ _3"></span>apporten på </div><div class="t m0 x5 h6 y874 ff4 fs3 fc0 sc0 ls5 ws4">sidorna 23-28 samt 4<span class="_ _3"></span>1 och för att den är upprättad i enlighet </div><div class="t m0 x5 h6 y875 ff4 fs3 fc0 sc0 ls5 ws4">med årsredovisningslagen.</div><div class="t m0 x5 h6 y876 ff4 fs3 fc0 sc0 ls5 ws4">V<span class="_ _3"></span>år granskning har sk<span class="_ _3"></span>ett enligt FAR:s r<span class="_ _3"></span>ekommendation RevR 12 </div><div class="t m0 x5 h6 y877 ff4 fs3 fc0 sc0 ls5 ws4">Revisorns yttrande om den lagst<span class="_ _3"></span>adgade hållbarhetsrapporten. </div><div class="t m0 x5 h6 y878 ff4 fs3 fc0 sc0 ls5 ws4">Detta innebär att vår gr<span class="_ _3"></span>anskning av hållbarhetsrapporten </div><div class="t m0 x5 h6 y879 ff4 fs3 fc0 sc0 ls5 ws4">har en annan inriktning och en väsentligt mindre omf<span class="_ _3"></span>attning </div><div class="t m0 x5 h6 y87a ff4 fs3 fc0 sc0 ls5 ws4">jämfört med den inriktning och omfattning som en r<span class="_ _3"></span>evision </div><div class="t m0 x5 h6 y87b ff4 fs3 fc0 sc0 ls5 ws4">enligt International Standar<span class="_ _3"></span>ds on Auditing och god revisionssed </div><div class="t m0 x5 h6 y87c ff4 fs3 fc0 sc0 ls5 ws4">i Sverige har<span class="_ _2b"></span>. Vi anser att denna granskning ger oss tillräcklig </div><div class="t m0 x5 h6 y87d ff4 fs3 fc0 sc0 ls5 ws4">grund för vårt uttalande.</div><div class="t m0 x5 h6 y87e ff4 fs3 fc0 sc0 ls5 ws4">En hållbarhetsrapport har upprä<span class="_ _3"></span>ttats.</div><div class="t m0 x5 h6 y87f ff4 fs3 fc0 sc0 ls5 ws4">KPMG AB, Box 382, 101 27<span class="_ _2b"></span>, Stockholm, utsågs till Cibus Nordic </div><div class="t m0 x5 h6 y880 ff4 fs3 fc0 sc0 ls5 ws4">Real Estate AB (publ)s r<span class="_ _3"></span>evisor av bolagsstämman den 15 april </div><div class="t m0 x5 h6 y881 ff4 fs3 fc0 sc0 ls5 ws4">2021. KPMG AB eller revisor<span class="_ _3"></span>er verksamma vid KPMG AB har </div><div class="t m0 x5 h6 y882 ff4 fs3 fc0 sc0 ls5 ws4">varit bolagets re<span class="_ _3"></span>visor sedan 2019<span class="_ _3"></span>.</div><div class="t m0 x5 h6 y883 ff4 fs3 fc0 sc0 ls5 ws4">Stockholm den 10 mars 2022  </div><div class="t m0 x5 hb y884 ff5 fs3 fc4 sc0 ls5 ws4">KPMG AB</div><div class="t m0 x5 h6 y885 ff4 fs3 fc0 sc0 ls5 ws4">Mattias Johansson </div><div class="t m0 x5 h6 y886 ff4 fs3 fc0 sc0 ls5 ws4">Auktoriserad r<span class="_ _3"></span>evisor</div></div><div class="pi"></div></div>
<div id="pf1f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1f w0 h0"><img 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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">87</div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws5">Definitioner*</div><div class="t m0 x4 h6 y739 ff4 fs3 fc0 sc0 ls5 ws4">Bolaget presenterar vissa finansiella mått i delårsr<span class="_ _3"></span>apporten som inte definieras enligt IFRS. Bolaget anser att dessa mått ger vär<span class="_ _3"></span>defull </div><div class="t m0 x4 h6 y887 ff4 fs3 fc0 sc0 ls5 ws4">kompletter<span class="_ _3"></span>ande information till invester<span class="_ _3"></span>are och bolagets ledning då de möjliggör utvär<span class="_ _3"></span>dering av bolagets prestation. Efter<span class="_ _3"></span>som inte alla </div><div class="t m0 x4 h6 y888 ff4 fs3 fc0 sc0 ls5 ws4">företag ber<span class="_ _3"></span>äknar finansiella mått på samma sätt, är dessa inte alltid jämförbara med mått som används a<span class="_ _3"></span>v andra föret<span class="_ _3"></span>ag. Dessa ska </div><div class="t m0 x4 h6 y889 ff4 fs3 fc0 sc0 ls5 ws4">därför inte ses som en ersättning för mått som definier<span class="_ _3"></span>as enligt IFRS. Följande nyck<span class="_ _3"></span>eltal definieras inte av IFRS: EPRA NR<span class="_ _3"></span>V<span class="_ _3"></span>/<span class="_ _2b"></span>aktie, EPRA </div><div class="t m0 x4 h6 y88a ff4 fs3 fc0 sc0 ls5 ws4">NT<span class="_ _2b"></span>A/<span class="_ _3"></span>aktie, EPRA NDV<span class="_ _2b"></span>/<span class="_ _2b"></span>aktie, Belåningsgrad seniorskuld, Belåningsgrad nettoskuld, Ränt<span class="_ _3"></span>etäckningsgrad, Ekonomisk uthyrningsgr<span class="_ _3"></span>ad och </div><div class="t m0 x4 h6 y88b ff4 fs3 fc0 sc0 ls5 ws4">Andelen dagligvarufastigheter<span class="_ _2b"></span>.</div><div class="t m0 x4 h6 y88c ff4 fs3 fc0 sc0 ls5 ws4">Definitionerna av dessa och övriga nyck<span class="_ _3"></span>eltal finns nedan.</div><div class="t m0 x4 h2 y88d ff1 fs0 fc0 sc0 ls0 ws0">Nyck<span class="_ _3"></span>eltal<span class="_ _b4"> </span>Definition<span class="_ _1a9"> </span><span class="ls12 ws12">Syfte</span></div><div class="t m0 x4 h10 y88e ff4 fs0 fc0 sc0 ls0 ws4">Resultat per aktie<span class="_ _ac"> </span>Periodens resultat divider<span class="_ _3"></span>at med genomsnittligt antal </div><div class="t m0 x77 h10 y88f ff4 fs0 fc0 sc0 ls0 ws4">utestående aktier<span class="_ _3"></span>.</div><div class="t m0 x4c h10 y88e ff4 fs0 fc0 sc0 ls0 ws4">Resultat per aktie används f<span class="_ _3"></span>ör att belysa aktieägarnas resultat </div><div class="t m0 x4c h10 y88f ff4 fs0 fc0 sc0 ls0 ws4">efter skatt per aktie.</div><div class="t m0 x4 h10 y890 ff4 fs0 fc0 sc0 ls0 ws4">EPRA NRV per aktie<span class="_ _144"> </span>Redo<span class="_ _3"></span>visat eget kapital med återläggning av deriva<span class="_ _3"></span>t, uppskjuten </div><div class="t m0 x77 h10 y891 ff4 fs0 fc0 sc0 ls0 ws4">skatt och ej utbetald utdelning, i sådana fall där inte </div><div class="t m0 x77 h10 y892 ff4 fs0 fc0 sc0 ls0 ws4">avstämningsdagen passer<span class="_ _3"></span>ats.</div><div class="t m0 x4c h10 y890 ff4 fs0 fc0 sc0 ls0 ws4">EPRA NRV belyser det långsiktiga substansv<span class="_ _3"></span>ärdet, med </div><div class="t m0 x4c h10 y891 ff4 fs0 fc0 sc0 ls0 ws4">justering av ej utbetald utdelning om inte a<span class="_ _3"></span>vstämningsdagen har </div><div class="t m0 x4c h10 y892 ff4 fs0 fc0 sc0 ls0 ws4">passerats, uttryckt per aktie för bolagets intr<span class="_ _3"></span>essenter<span class="_ _3"></span>.</div><div class="t m0 x4 h10 y893 ff4 fs0 fc0 sc0 ls0 ws4">EPRA NT<span class="_ _2b"></span>A p<span class="_ _4"></span>er aktie<span class="_ _144"> </span>Redovisat eget kapital med åt<span class="_ _3"></span>erläggning av derivat, uppskjuten </div><div class="t m0 x77 h10 y894 ff4 fs0 fc0 sc0 ls0 ws4">skatt och ej utbetald utdelning, i sådana fall där inte </div><div class="t m0 x77 h10 y895 ff4 fs0 fc0 sc0 ls0 ws4">avstämningsdagen passer<span class="_ _3"></span>ats, dividerat med antal utestående </div><div class="t m0 x77 h10 y896 ff4 fs0 fc0 sc0 ls0 ws0">aktier<span class="_ _3"></span>.</div><div class="t m0 x4c h10 y893 ff4 fs0 fc0 sc0 ls0 ws4">EPRA NT<span class="_ _2b"></span>A p<span class="_ _4"></span>er aktier belyser det aktuella substans<span class="_ _3"></span>värdet, med </div><div class="t m0 x4c h10 y894 ff4 fs0 fc0 sc0 ls0 ws4">justering av ej utbetald utdelning om inte a<span class="_ _3"></span>vstämningsdagen </div><div class="t m0 x4c h10 y895 ff4 fs0 fc0 sc0 ls0 ws4">har passerats, uttryckt per aktie för bolagets intr<span class="_ _3"></span>essenter<span class="_ _3"></span>. Då </div><div class="t m0 x4c h10 y896 ff4 fs0 fc0 sc0 ls0 ws4">Cibus syfte är ett långsiktigt ägande av fastighet<span class="_ _3"></span>erna avviker </div><div class="t m0 x4c h10 y897 ff4 fs0 fc0 sc0 ls0 ws4">nyckelt<span class="_ _3"></span>alet inte ifrån det långsiktiga EPRA NRV<span class="_ _2b"></span>.</div><div class="t m0 x4 h10 y898 ff4 fs0 fc0 sc0 ls0 ws4">EPRA NDV per aktie<span class="_ _19c"> </span>Redovisat eget kapital med återläggning av deriv<span class="_ _3"></span>at, uppskjuten </div><div class="t m0 x77 h10 y899 ff4 fs0 fc0 sc0 ls0 ws4">skattefor<span class="_ _3"></span>dran och ej utbetald utdelning, i sådana fall där inte </div><div class="t m0 x77 h10 y89a ff4 fs0 fc0 sc0 ls0 ws4">avstämningsdagen passer<span class="_ _3"></span>ats, dividerat med antal utestående </div><div class="t m0 x77 h10 y89b ff4 fs0 fc0 sc0 ls0 ws0">aktier<span class="_ _3"></span>.</div><div class="t m0 x4c h10 y898 ff4 fs0 fc0 sc0 ls0 ws4">EPRA NDV per aktier belyser avyttrings<span class="_ _3"></span>värdet, med justering av </div><div class="t m0 x4c h10 y899 ff4 fs0 fc0 sc0 ls0 ws4">ej utbetald utdelning om inte avst<span class="_ _3"></span>ämningsdagen har passerats, </div><div class="t m0 x4c h10 y89a ff4 fs0 fc0 sc0 ls0 ws4">uttryckt per aktie för bolagets intressenter<span class="_ _2b"></span>.</div><div class="t m0 x4 h10 y89c ff4 fs0 fc0 sc0 ls0 ws4">Avkastning på eget </div><div class="t m0 x4 h10 y89d ff4 fs0 fc0 sc0 ls0 ws4">kapital, %</div><div class="t m0 x77 h10 y89c ff4 fs0 fc0 sc0 ls0 ws4">Periodens r<span class="_ _3"></span>esultat dividerat med genomsnittligt eget kapital. Vid </div><div class="t m0 x77 h10 y89d ff4 fs0 fc0 sc0 ls0 ws4">delårsbokslut har avkastningen omr<span class="_ _3"></span>äknats till helårsbasis.</div><div class="t m0 x4c h10 y89c ff4 fs0 fc0 sc0 ls0 ws4">Avkastning på eget k<span class="_ _3"></span>apital visar Cibus förmåga att generera </div><div class="t m0 x4c h10 y89d ff4 fs0 fc0 sc0 ls0 ws4">vinst på aktieägarnas kapital.</div><div class="t m0 x4 h10 y89e ff4 fs0 fc0 sc0 ls0 ws0">Belåningsgrad </div><div class="t m0 x4 h10 y89f ff4 fs0 fc0 sc0 ls0 ws4">seniorskuld, %</div><div class="t m0 x77 h10 y89e ff4 fs0 fc0 sc0 ls0 ws4">Skulder till seniora långivar<span class="_ _3"></span>e dividerat med fastigheternas </div><div class="t m0 x77 h10 y89f ff4 fs0 fc0 sc0 ls0 ws0">marknadsvär<span class="_ _3"></span>de.</div><div class="t m0 x4c h10 y89e ff4 fs0 fc0 sc0 ls0 ws4">Cibus använder nyck<span class="_ _3"></span>eltalet för att belysa bolagets finansiella </div><div class="t m0 x4c h10 y89f ff4 fs0 fc0 sc0 ls0 ws4">risk i förhållande till säkerställd sk<span class="_ _3"></span>uld.</div><div class="t m0 x4 h10 y8a0 ff4 fs0 fc0 sc0 ls0 ws0">Belåningsgrad </div><div class="t m0 x4 h10 y8a1 ff4 fs0 fc0 sc0 ls0 ws4">nettoskuld, %</div><div class="t m0 x77 h10 y8a0 ff4 fs0 fc0 sc0 ls0 ws4">Skulder till kreditinstitut minskat med likvida medel divider<span class="_ _3"></span>at </div><div class="t m0 x77 h10 y8a1 ff4 fs0 fc0 sc0 ls0 ws4">med fastigheternas marknadsv<span class="_ _3"></span>ärde.</div><div class="t m0 x4c h10 y8a0 ff4 fs0 fc0 sc0 ls0 ws4">Cibus använder nyck<span class="_ _3"></span>eltalet för att belysa bolagets finansiella </div><div class="t m0 x4c h10 y8a1 ff4 fs0 fc0 sc0 ls0 ws4">risk i förhållande till bolagets nettoskuld.</div><div class="t m0 x4 h10 y8a2 ff4 fs0 fc0 sc0 ls0 ws0">Räntetäckningsgrad<span class="_ _1aa"> </span><span class="ws4">Driftnetto minus administrationskostnader plus finansiella </span></div><div class="t m0 x77 h10 y8a3 ff4 fs0 fc0 sc0 ls0 ws4">intäkter dividerat med r<span class="_ _3"></span>äntekostnader inkl hedingkostnader för </div><div class="t m0 x77 h10 y8a4 ff4 fs0 fc0 sc0 ls0 ws0">räntetak.</div><div class="t m0 x4c h10 y8a2 ff4 fs0 fc0 sc0 ls0 ws4">Bolaget använder nyck<span class="_ _3"></span>eltalet för att belysa hur känsligt bolagets </div><div class="t m0 x4c h10 y8a3 ff4 fs0 fc0 sc0 ls0 ws4">resultat är för r<span class="_ _3"></span>änteförändringar</div><div class="t m0 x4 h10 y8a5 ff4 fs0 fc0 sc0 ls0 ws4">Soliditet, %<span class="_ _174"> </span>Justerat eget kapit<span class="_ _3"></span>al dividerat med balansomslutning.<span class="_ _42"> </span><span class="ls31">Soliditet används för att visa på Cibus finansiella stabilitet.</span></div><div class="t m0 x4 h10 y8a6 ff4 fs0 fc0 sc0 ls0 ws0">Skuldsättningsgrad, </div><div class="t m0 x4 h10 y8a7 ff4 fs0 fc0 sc0 ls0 ws0">ggr</div><div class="t m0 x77 h10 y8a6 ff4 fs0 fc0 sc0 ls0 ws4">T<span class="_ _2b"></span>otala skulder dividerat med eget kapital.<span class="_ _18b"> </span>Skuldstättningsgrad visar hur högt belånat Cibus är i förhållande </div><div class="t m0 x4c h10 y8a7 ff4 fs0 fc0 sc0 ls0 ws4">till aktieägarnas kapital.</div><div class="t m0 x4 h10 y8a8 ff4 fs0 fc0 sc0 ls0 ws4">Överskottsgr<span class="_ _3"></span>ad, %<span class="_ _ad"> </span>Driftnetto i förhållande till hyresintäkter<span class="_ _3"></span>.<span class="_ _39"> </span>Bolaget anv<span class="_ _3"></span>änder nyckeltalet för att mä<span class="_ _3"></span>ta förvaltningens </div><div class="t m0 x4c h10 y8a9 ff4 fs0 fc0 sc0 ls0 ws4">lönsamhet före det att finansiella intäkt<span class="_ _3"></span>er och kostnader samt </div><div class="t m0 x4c h10 y8aa ff4 fs0 fc0 sc0 ls0 ws4">orealiserade v<span class="_ _3"></span>ärdeförändringar beakta<span class="_ _3"></span>ts.</div><div class="t m0 x4 h10 y8ab ff4 fs0 fc0 sc0 ls0 ws0">Ekonomisk </div><div class="t m0 x4 h10 y8ac ff4 fs0 fc0 sc0 ls0 ws4">uthyrningsgrad, %</div><div class="t m0 x77 h10 y8ab ff4 fs0 fc0 sc0 ls0 ws4">Hyresintäkter i förhållande till h<span class="_ _3"></span>yresvär<span class="_ _3"></span>de.<span class="_ _ee"> </span>Nyckelt<span class="_ _3"></span>alet används för att visa vak<span class="_ _3"></span>anser där en hög ekonomisk </div><div class="t m0 x4c h10 y8ac ff4 fs0 fc0 sc0 ls0 ws4">uthyrningsgrad i procent visar en låg ek<span class="_ _3"></span>onomisk vakansgrad.</div><div class="t m0 x4 h10 y8ad ff4 fs0 fc0 sc0 ls0 ws4">Andelen dagligvaru<span class="ls5">-</span></div><div class="t m0 x4 h10 y8ae ff4 fs0 fc0 sc0 ls0 ws4">fastigheter<span class="_ _2b"></span>, %</div><div class="t m0 x77 h10 y8ad ff4 fs0 fc0 sc0 ls0 ws4">Dagligvarufastighets<span class="_ _3"></span>yta dividerat med totalt f<span class="_ _3"></span>astighetsyta.<span class="_ _c0"> </span>Bolaget använder nyck<span class="_ _3"></span>eltalet för att belysa bolagets exponering </div><div class="t m0 x4c h10 y8ae ff4 fs0 fc0 sc0 ls0 ws4">mot dagligvarufastigheter<span class="_ _2b"></span>.</div></div><div class="pi"></div></div>
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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x4b h2 y1 ff1 fs0 fc0 sc0 ls5 ws4">88</div><div class="t m0 x4 h8 y8af ff1 fs3 fc0 sc0 ls5 ws4">I tusental euro<span class="_ _3"></span>, TEUR, om inget annat anges <span class="_ _ed"> </span>Helår 2021<span class="_ _13c"> </span>Helår 2020</div><div class="t m0 x4 h11 y8b0 ff4 fs8 fc0 sc0 ls5 ws4">Redovisat eget kapital e<span class="_ _3"></span>xkl. hybridobligationer<span class="_ _1ab"> </span>554255<span class="_ _76"> </span>458028</div><div class="t m0 x4 h11 y8b1 ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av deriv<span class="_ _3"></span>at<span class="_ _f5"> </span>1094<span class="_ _78"> </span>736</div><div class="t m0 x4 h11 y8b2 ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av uppskjut<span class="_ _3"></span>en skatt<span class="_ _1ac"> </span>26486<span class="_ _c3"> </span>16646</div><div class="t m0 x4 h11 y8b3 ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av ej utbet<span class="_ _3"></span>ald utdelning<span class="_ _1ad"> </span>10560<span class="_ _68"> </span>9200</div><div class="t m0 x4 he y8b4 ff1 fs8 fc0 sc0 ls5 ws4">Summa EPRA NRV<span class="_ _1ae"> </span>592395<span class="_ _76"> </span>484610</div><div class="t m0 x4 h11 y8b5 ff4 fs8 fc0 sc0 ls5 ws4">Antal utestående aktier<span class="_ _1af"> </span>44000000<span class="_ _e7"> </span>40000000</div><div class="t m0 x4 he y8b6 ff1 fs8 fc0 sc0 ls5 ws4">EPRA NRV per aktie, EUR<span class="_ _1b0"> </span><span class="ls16 ws25">13,5<span class="_ _e4"> </span><span class="ls36 ws38">1<span class="_ _4"></span>2<span class="_ _4"></span>,1</span></span></div><div class="t m0 x4 h11 y8b7 ff4 fs8 fc0 sc0 ls5 ws4">Redovisat eget kapital e<span class="_ _3"></span>xkl. hybridobligationer<span class="_ _1ab"> </span>554255<span class="_ _76"> </span>458028</div><div class="t m0 x4 h11 y8b8 ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av deriv<span class="_ _3"></span>at<span class="_ _f5"> </span>1094<span class="_ _78"> </span>736</div><div class="t m0 x4 h11 y8b9 ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av bedömt v<span class="_ _3"></span>erkligt värde på uppskjuten skatt<span class="_ _1b1"> </span>26486<span class="_ _c3"> </span>16646</div><div class="t m0 x4 h11 y8ba ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av ej utbet<span class="_ _3"></span>ald utdelning<span class="_ _1ad"> </span>10560<span class="_ _68"> </span>9200</div><div class="t m0 x4 he y8bb ff1 fs8 fc0 sc0 ls5 ws4">Summa EPRA NT<span class="_ _2b"></span>A<span class="_ _1b2"> </span>592395<span class="_ _76"> </span>484610</div><div class="t m0 x4 h11 y8bc ff4 fs8 fc0 sc0 ls5 ws4">Antal utestående aktier<span class="_ _1af"> </span>44000000<span class="_ _e7"> </span>40000000</div><div class="t m0 x4 he y8bd ff1 fs8 fc0 sc0 ls5 ws4">EPRA NT<span class="_ _2b"></span>A per aktie, EUR<span class="_ _1b3"> </span><span class="ls16 ws25">13,5<span class="_ _e4"> </span><span class="ls36 ws38">1<span class="_ _4"></span>2<span class="_ _4"></span>,1</span></span></div><div class="t m0 x4 h11 y8be ff4 fs8 fc0 sc0 ls5 ws4">Redovisat eget kapital e<span class="_ _3"></span>xkl. hybridobligationer<span class="_ _1ab"> </span>554255<span class="_ _76"> </span>458028</div><div class="t m0 x4 h11 y8bf ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av deriv<span class="_ _3"></span>at<span class="_ _f5"> </span>1094<span class="_ _78"> </span>736</div><div class="t m0 x4 h11 y8c0 ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av bedömt v<span class="_ _3"></span>erkligt värde på uppskjuten skattef<span class="_ _3"></span>ordran<span class="_ _11e"> </span>-4675<span class="_ _1b4"> </span>-3648</div><div class="t m0 x4 h11 y8c1 ff4 fs8 fc0 sc0 ls5 ws4">Återläggning av ej utbet<span class="_ _3"></span>ald utdelning<span class="_ _1ad"> </span>10560<span class="_ _68"> </span>9200</div><div class="t m0 x4 he y8c2 ff1 fs8 fc0 sc0 ls5 ws4">Summa EPRA NDV<span class="_ _1b2"> </span>561234<span class="_ _bb"> </span>464316</div><div class="t m0 x4 h11 y8c3 ff4 fs8 fc0 sc0 ls5 ws4">Antal utestående aktier<span class="_ _1af"> </span>44000000<span class="_ _e7"> </span>40000000</div><div class="t m0 x4 he y8c4 ff1 fs8 fc0 sc0 ls5 ws4">EPRA NDV per aktie, EUR<span class="_ _1b5"> </span><span class="ls37 ws39">12,8<span class="_ _78"> </span></span>11,6</div><div class="t m0 x4 h11 y8c5 ff4 fs8 fc0 sc0 ls5 ws4">Periodens result<span class="_ _3"></span>at<span class="_ _1b6"> </span>51370<span class="_ _c3"> </span>34597</div><div class="t m0 x4 h11 y8c6 ff4 fs8 fc0 sc0 ls5 ws4">Genomsnittligt eget kapital<span class="_ _12f"> </span>520645<span class="_ _76"> </span>395449</div><div class="t m0 x4 he y8c7 ff1 fs8 fc0 sc0 ls5 ws4">Avk<span class="_ _3"></span>astning på eget kapital, %<span class="_ _1b7"> </span><span class="ls38 ws3a">9,9<span class="_ _185"> </span><span class="ls17 ws16">8<span class="_ _4"></span>,7</span></span></div><div class="t m0 x4 h11 y8c8 ff4 fs8 fc0 sc0 ls5 ws4">Skulder till seniora långivar<span class="_ _3"></span>e<span class="_ _e3"> </span>724180<span class="_ _76"> </span>622505</div><div class="t m0 x4 h11 y8c9 ff4 fs8 fc0 sc0 ls5 ws4">Fastigheternas marknadsv<span class="_ _3"></span>ärde<span class="_ _a8"> </span>1499626<span class="_ _62"> </span>1272514</div><div class="t m0 x4 he y8ca ff1 fs8 fc0 sc0 ls5 ws4">Belåningsgrad seniorskuld, %<span class="_ _1b8"> </span><span class="ls37 ws39">48,3<span class="_ _84"> </span><span class="ls39 ws3b">4<span class="_ _4"></span>8,9</span></span></div><div class="t m0 x4 h11 y8cb ff4 fs8 fc0 sc0 ls5 ws4">Skulder till kreditinstitut<span class="_ _1b9"> </span>917860<span class="_ _4d"> </span>817283</div><div class="t m0 x4 h11 y8cc ff4 fs8 fc0 sc0 ls5 ws4">Likvida medel<span class="_ _116"> </span>-51054<span class="_ _4d"> </span>-36783</div><div class="t m0 x4 he y8cd ff1 fs8 fc0 sc0 ls5 ws4">Nettoskuld<span class="_ _1ba"> </span>866806<span class="_ _d1"> </span>780500</div><div class="t m0 x4 h11 y8ce ff4 fs8 fc0 sc0 ls5 ws4">Fastigheternas marknadsv<span class="_ _3"></span>ärde<span class="_ _a8"> </span>1499626<span class="_ _62"> </span>1272514</div><div class="t m0 x4 he y8cf ff1 fs8 fc0 sc0 ls5 ws4">Belåningsgrad nettoskuld, %<span class="_ _1b7"> </span><span class="ls3a ws3c">5<span class="_ _16"></span>7,<span class="_ _4"></span>8<span class="_ _2f"> </span></span>61,3</div><div class="t m0 x4 h11 y8d0 ff4 fs8 fc0 sc0 ls5 ws4">Driftnetto<span class="_ _1bb"> </span>76326<span class="_ _1b4"> </span>61395</div><div class="t m0 x4 h11 y8d1 ff4 fs8 fc0 sc0 ls5 ws4">Administrationsk<span class="_ _3"></span>ostnader<span class="_ _1bc"> </span>-6385<span class="_ _ec"> </span>-<span class="_ _4"></span>6520</div><div class="t m0 x4 h11 y8d2 ff4 fs8 fc0 sc0 ls5 ws4">Finansiella intäkter<span class="_ _f9"> </span><span class="ls3b ws3d">35<span class="_ _1bd"> </span>34</span></div><div class="t m0 x4 he y8d3 ff1 fs8 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otalt<span class="_ _d3"> </span>6997<span class="_ _3"></span>6<span class="_ _4c"> </span>54909</div><div class="t m0 x4 h11 y8d4 ff4 fs8 fc0 sc0 ls5 ws4">Räntekostnader inkl hedingkostnader f<span class="_ _3"></span>ör räntetak <span class="_ _133"> </span>20177<span class="_ _1be"> </span>16672</div><div class="t m0 x4 he y8d5 ff1 fs8 fc0 sc0 ls5 ws4">Räntetäckningsgrad, ggr<span class="_ _1bf"> </span><span class="ls16 ws25">3,5<span class="_ _6"> </span><span class="ls3c ws3e">3,3</span></span></div><div class="t m0 x4 h11 y8d6 ff4 fs8 fc0 sc0 ls5 ws4">Justerat eget kapit<span class="_ _3"></span>al <span class="_ _65"> </span>583262<span class="_ _76"> </span>458028</div><div class="t m0 x4 h11 y8d7 ff4 fs8 fc0 sc0 ls5 ws4">Balansomslutning<span class="_ _ff"> </span>1570714<span class="_ _1c0"> </span>1323954</div><div class="t m0 x4 he y8d8 ff1 fs8 fc0 sc0 ls5 ws4">Soliditet, %<span class="_ _7a"> </span><span class="ls3a ws3c">3<span class="_ _16"></span>7,1<span class="_ _33"> </span><span class="ls3d ws3f">3<span class="_ _4"></span>4<span class="_ _4"></span>,6</span></span></div><div class="t m0 x4 h11 y8d9 ff4 fs8 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otala skulder<span class="_ _1c1"> </span>987452<span class="_ _76"> </span>865926</div><div class="t m0 x4 h11 y8da ff4 fs8 fc0 sc0 ls5 ws4">Eget kapital<span class="_ _df"> </span>583262<span class="_ _76"> </span>45<span class="_ _4"></span>8028</div><div class="t m0 x4 he y8db ff1 fs8 fc0 sc0 ls5 ws4">Skuldsättningsgrad, ggr<span class="_ _cb"> </span><span class="ls17 ws16">1,7<span class="_ _1c2"> </span><span class="ls39 ws3b">1,9</span></span></div><div class="t m0 x4 h11 y8dc ff4 fs8 fc0 sc0 ls5 ws4">Driftnetto<span class="_ _1bb"> </span>76326<span class="_ _1b4"> </span>61395</div><div class="t m0 x4 h11 y8dd ff4 fs8 fc0 sc0 ls5 ws4">Hyresintäkter<span class="_ _1c3"> </span>81058<span class="_ _70"> </span>6503<span class="_ _4"></span>3</div><div class="t m0 x4 he y8de ff1 fs8 fc0 sc0 ls5 ws4">Översk<span class="_ _3"></span>ottsgrad, %<span class="_ _57"> </span>94<span class="_ _4"></span>,2<span class="_ _9a"> </span><span class="ls3e ws40">94,4</span></div><div class="t m0 x4 h11 y8df ff4 fs8 fc0 sc0 ls5 ws4">Hyresintäkter<span class="_ _1c3"> </span>81058<span class="_ _70"> </span>6503<span class="_ _4"></span>3</div><div class="t m0 x4 h11 y8e0 ff4 fs8 fc0 sc0 ls5 ws4">Hyresvär<span class="_ _3"></span>de<span class="_ _1c4"> </span>85917<span class="_ _ec"> </span>68214</div><div class="t m0 x4 he y8e1 ff1 fs8 fc0 sc0 ls5 ws4">Ekonomisk uthyrningsgr<span class="_ _3"></span>ad, %<span class="_ _1b"> </span>94,3<span class="_ _33"> </span><span class="ls3f ws41">95,3</span></div><div class="t m0 x4 h11 y8e2 ff4 fs8 fc0 sc0 ls5 ws4">Dagligvarufastigheter<span class="_ _1b3"> </span>820464<span class="_ _b5"> </span>706646</div><div class="t m0 x4 h11 y8e3 ff4 fs8 fc0 sc0 ls5 ws4">T<span class="_ _2b"></span>otalt fastighetsyta<span class="_ _cb"> </span>866920<span class="_ _76"> </span>744039</div><div class="t m0 x4 he y8e4 ff1 fs8 fc0 sc0 ls5 ws4">Andelen dagligvarufastighet<span class="_ _3"></span>er<span class="_ _3"></span>, %<span class="_ _1c5"> </span><span class="ls3d ws3f">94<span class="_ _4"></span>,6<span class="_ _1c6"> </span><span class="ls40 ws42">95<span class="_ _4"></span>,0</span></span></div><div class="t m0 x4 h5 y57 ff3 fs2 fc0 sc0 ls4 ws4">A<span class="_ _3"></span>vstämning a<span class="_ _3"></span>v alternativa n<span class="_ _3"></span>yckelt<span class="_ _3"></span>al</div></div><div class="pi"></div></div>
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