tag:blogger.com,1999:blog-21775572395689451422024-03-05T05:13:23.270-08:00Miljon målMina investeringar på börsen och semi passiva investeringar.MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.comBlogger323125tag:blogger.com,1999:blog-2177557239568945142.post-20547037858903115282022-05-14T07:14:00.003-07:002022-05-14T07:14:53.831-07:00Ny Gratisportfölj<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqg8gpukqz1flzbxhxIh4-HIXAqj-ZqvO7hhNZBGQURPi8o6Hp5MqHJxZLgIT4zoG_Ic7Ig3XIVN03gpeV-cG64OR8ZjIRVAPCft02ePTR7u0aQnTxbFjJjU4jasElB8aDe3P7LAK0Ee2UIPF_whwiIk4S6TzNUkSkxjL-CeOEeXLaSlqb5728CMGcNw/s640/money-g193275981_640.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="458" data-original-width="640" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqg8gpukqz1flzbxhxIh4-HIXAqj-ZqvO7hhNZBGQURPi8o6Hp5MqHJxZLgIT4zoG_Ic7Ig3XIVN03gpeV-cG64OR8ZjIRVAPCft02ePTR7u0aQnTxbFjJjU4jasElB8aDe3P7LAK0Ee2UIPF_whwiIk4S6TzNUkSkxjL-CeOEeXLaSlqb5728CMGcNw/s320/money-g193275981_640.png" width="320" /></a></div><br />Många av mina blogg kollegor har skapat Gratisportföljer där tanken är att alla intäkter man får som inte kräver något extra jobb går in i en egen portfölj och får då rida på ränta på ränta effekten. De flesta har dock även tagit med pengar dom får från undersökningar vilket jag tycker är en liten grå zon då det kräver att man jobbar för att få in slantarna.<p></p><p>Min Gratisportfölj kommer att vara lite annorlunda, alla pengar jag får från cashbacksidor och bonus på kreditkort kommer att gå in i portföljen men jag kommer även att lägga in pengar från alla rabatter jag får under månaden. Ex. får jag kanske en bonuscheck från Citygross på 10% och gör då mina vanliga köp med den checken. Det jag sparar med denna bonuscheck kommer jag att lägga in i Gratisportföljen. Jag kommer dock att gå ännu djupare och även ta med andra rabatter, mängdrabatter som hela tiden finns i butikerna. Dom flesta butikerna skriver hur mycket rabatt man har fått totalt på kvittot så det blir ganska lätt att hålla koll. Denna portfölj blir kort och gott många små slantar från olika ställen som tillsammans ska bli en ansenlig summa speciellt när pengarna samtidigt investeras på börsen. </p><p>Jag skapar denna portfölj då jag inte längre får lägga in pengar i min pensionsfond i avvaktan tills vi har köpt vår nya lägenhet nästa år. Det är en deal jag gjorde i slutet av förra året med min fru då vi måste spara till insatsen och då var tanken att inga risker får tas med dessa pengar. Det är inte det roligaste läget just nu när räntorna börjar gå uppåt och vi ska ta lån om ca 1 år men förhoppningsvis tar kriget slut innan dess och räntorna går då kanske ner igen. Hoppas får man ju alltid göra? :)</p><p>Då pengar från cashback, bonus, rabatter m.m. inte syns lika bra så blir det ett sätt för mig att kringå dealen med frugan och kunna fortsätta köpa aktier om än i mindre skala. För att få en start på portföljen kommer jag att försöka räkna ut hur mycket cashback och kreditkortsbonus jag har fått de senaste åren och låta detta blir grundinvesteringen till Gratisportföljen och tanken är sen att skriva uppdateringar i bloggen då och då, troligen varje kvartal. </p><p>Annons: <a href="https://savr.com/r/2dce-5fe-Daniel">Varsågod! Här får du 100 kr i min favoritfond Spiltan Investmentbolag. Jag fondsparar på SAVR, plattformen som ger upp till 50% rabatt på fondavgifterna. Att ha fonderna där istället för hos banken ger mer pengar i slutändan. Kolla in! </a></p><p>Som ni har förstått kommer det att bli långsiktig investering i denna portfölj och så här har jag räknat ut grundinvesteringen. Genom att klicka på länkarna nedan och själv öppna ett konto eller tecknar för ett kostnadsfritt kreditkort så hjälper du till att göda Gratisportföljen. Nedanstående länkar är reklam från respektive företag.</p><p><a href="https://track.adtraction.com/t/t?a=1233068417&as=1159805096&t=2&tk=1" target="_blank">Komplett bank</a> 491kr<br /><a href="https://rocker.com/referral/dbb8b5b6-6ab5-467e-a555-ce96bbdaeae2" target="_blank">Rocker</a> 510kr <br />ICA 180kr<br /><a href="http://www.refunder.se/b/miljonmal" target="_blank">Refunder</a> 1538kr<br /><a href="https://www.cashbackshopping.se?r=6946888" target="_blank">Cashbackshopping</a> 507kr<br /><a href="https://www.rewardnetwork.se/auth/signup?referral=358Eee" target="_blank">Rewardnetwork</a> 522kr<br /><a href="Kolla in! https://savr.com/r/2dce-5fe-Daniel" target="_blank">SAVR</a> 200kr<br /><b>Totalt 3948kr</b></p><p>Jag har precis fört över pengarna till en ny kapitalförsäkring hos Avanza och dom borde komma in på måndag. Jag valde en kapitalförsäkring då man kan få en liten extra avkastning när Avanza lånar ut mina aktier till andra investerar. Summan kommer såklart att bli väldigt liten nu i början men denna portfölj är uppbyggd på just många bäckar små....</p><p>Första investeringarna kommer nog att bli i något billigt investmentbolag och fastighetsbolag som verkligen har nedvärderats den sista tiden. Vilket bolag tycker du är mest köpvärt just nu?</p><p>Jag hoppas att ni läsare kommer att tycka om experimentet och se hur pengarna växer sakta men säkert. Det gäller dock att ha tålamod då det kommer att ta några år innan man ser några större belopp i portföljen men detta känns ändå som ett ypperligt tillfälle att starta fonden då dom flesta bolagen är riktigt billiga just nu. Hade jag haft pengar så skulle jag ha investerat så mycket jag kunde.</p><p>Hatten av till <a href="https://pappa-betalar.se/min-portfolj" target="_blank">Pappa Betalar?</a> och <a href="https://thedividendstory.blogspot.com/" target="_blank">The Dividend Story</a> som gav mig inspiration till denna nya portfölj.</p><p>PS: Sparandet till pensionfonden kommer att starta igång igen i mitten av nästa år när lägenhetsköpet är klart.</p><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><h3><span style="font-weight: normal;">Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</span></h3><div><span style="font-weight: normal;"><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></span></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com1tag:blogger.com,1999:blog-2177557239568945142.post-33405356212229463432022-01-02T13:27:00.002-08:002022-01-02T13:27:39.334-08:00Årskrönika 2021<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiZJ67T7oWwMbrSJkl2ZGpa9YC5NaKHz5N8XXnezj685CbwUVsK1gGgHXr0dSr0DYj0qhTtlTOsZzUvzNxJaNtbFaod4ghs4WtLhCUGLLwZ9nJgKeCrTg27-EpWMYPsRvX130Mwe5ESfIlMDuw23cGS7LSkM_ZTDQ4qwbMtqU9W6hJYjhxjsPowhDAhfg=s1920" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1920" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEiZJ67T7oWwMbrSJkl2ZGpa9YC5NaKHz5N8XXnezj685CbwUVsK1gGgHXr0dSr0DYj0qhTtlTOsZzUvzNxJaNtbFaod4ghs4WtLhCUGLLwZ9nJgKeCrTg27-EpWMYPsRvX130Mwe5ESfIlMDuw23cGS7LSkM_ZTDQ4qwbMtqU9W6hJYjhxjsPowhDAhfg=w400-h266" width="400" /></a></div><br />2021 var ett hektiskt år som vi nu kan lägga bakom oss och jag har tyvärr varit tvungen att dra ner min tid rejält för bloggandet. Det har varit långa arbetsdagar och jag har även jobbat hårt för att bygga upp min redovisningsbyrå som snart ska bli min huvudsyssla. Förhoppningsvis ska jag kunna hinna med lite mer bloggande under detta år och då speciellt skriva om bolagen som jag investerar i och om sparande generellt.<p></p><p>Senaste gången jag skrev något på bloggen var 2/8 då Juli månadsrapport kom ut och mycket har hänt sedan dess. Min fru och jag hittade ett nybygge och vi bestämde oss för att slå till och tecknade ett köpeavtal för en 3-rummare. Kruxet med nybygge är att det tar tid innan vi får köpa lägenheten vilket beräknas ske i början av 2023. Vi har sparat en slant för insatsen men mer kommer att behöva sparas och jag har därför pausat insättningarna i min pensionsfond sedan Augusti då jag inte vill ta några risker med pengarna innan vi behöver ta bostadslånet. Planen är att börja göra insättningar igen så fort lånet är signerat och lägenheten betald. Detta kommer att bli en enormt stor investering för mig och min familj men jag tror att det kan bli riktigt bra på långsikt. </p><p>Pensionsfonden har som sagt inte fått några insättningar sedan senaste inlägget men har p.g.a. den extremt goda börsutvecklingen ändå gått upp med 43937kr och är idag värd 432177kr. Pensionsfonden har därmed gått upp med 229727kr sedan start eller hela 113,5% vilket är klart högre än vad jag hade hoppats på. Förklaringen till detta är högst troligen p.g.a. den otroliga börsuppgången som vi har sett sedan Corona kraschen och mindre p.g.a. mina fenomenala investerings talanger.</p><p>Min huvudsakliga strategi är att investera i investmentbolag men en liten del av fonden använder jag till att småtrada i olika bolag men främst i de bolag som jag ändå har tänkt äga på långsikt. Nu i efterhand kan jag dock konstatera att det inte är småtradandet som har gett fondens fina avkastning utan det är till största del tack vare de långsiktiga investeringarna. Småtradandet gjorde att jag förlorade fina uppgångar i bla Volati, New Equity och Dividend Sweden. Jag är dock väldigt otålig så jag kommer att fortsätta tillåta att en väldigt liten del av pensionsfonden får användas till småtrading. Lite roligt måste man ändå få ha.</p><p>Bäst utveckling i år har varit mina investeringar i Spiltan, Investor, Volati, Byggmästare AJ Ahlström och Fastator som alla gett mig avkastningar norr om 10000kr var. </p><p>Utvecklingen 2021 har som sagt varit fenomenal och värderingarna av investmentbolagen har skjutit upp i höjden med stora premie värderingar för de flesta bolagen. Jag tycker inte att detta är gångbart på kort sikt och att det lär komma en korrektion någon gång under 2022 men frågan är hur djup och långvarig denna kan bli och det är tyvärr inget som någon av oss kan sia om. Strategin kommer att få fortsätta vara långsiktig men det kommer att ske långt mindre köp då inga insättningar kommer att göras under 2022. </p><p>Kassan är nu väldigt hög och ligger på 79074kr eller 18,3% och då jag anser att värderingarna är lite väl sträckta så kommer jag troligen att ligga med större likvider under större delen av året om inte någon speciell investering skulle dyka upp.</p><p>Största innehavet är idag Fastator som är ett investmentbolag inom fastighetsbranschen och det är ett bolag som jag tror på extra mycket. De är aggressiva i sina investeringar och har som mål att ge oss aktieägare en ökande utdelning och även att dela ut aktier från de bolag de äger. Jag hoppas på att de ska lyckas öka substansvärdet under många år framöver och planen är att köpa på mig fler aktier under årets gång. Fastator står idag för 14,7% av portföljen.</p><p>Näst största innehavet är Lundbergföretagen som idag står för 10,6% av pensionsfonden men räknar jag även in de underliggande bolagen som jag köpte på mig när företaget värderades med premie så står de för 19% och borde därför kanske klassas som mitt största innehav. Jag äger underliggande aktier i bla Industrivärden, Hufvudstaden och Indutrade. Lundbergföretagen värderas nu återigen med en rabatt på ca 4% enligt www.ibindex.se och eventuellt kan det bli dags att sälja de underliggande bolagen och köpa investmentbolaget istället.</p><p>Lundbergföretagen har jag en rejäl förkärlek för då Fredrik är en investerare som är extremt långsiktig och ser alltid till att ta extremt lite risker och trots detta har han gett oss aktieägare en rejäl långsiktig avkastning som slår index med råge. Fredrik borde nog vara en förebild för alla som vill kalla sig långsiktiga investerare då hans strategi är väldigt enkel. Hitta några få bolag som du tror på och investera i dom, det du får i utdelning köper du sedan fler aktier i det bolag som du anser vara köpvärd bland de företag du redan äger. Detta är såklart även ett sätt för Fredrik att få mer makt över sin bolagssfär men det har också visat sig vara ett vinnande koncept för långsiktig värdeökning.</p><p>Lundbergföretagen är ett av bolagen som jag kallar för osäljbar och förhoppningsvis ska jag vara ägare i bolaget under många decennier framöver. </p><p>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> fortsätter att gå uppåt och värdet ligger nu på 991 kr jämfört med insättningen på 600 kr. En riktigt fin utveckling för denna lilla sidoinvestering.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><h3><span style="font-weight: normal;">Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</span></h3></blockquote><p><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat 2021:</b><br /></p><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 432.177 kr<br />Likvider bankkonton: 52.564 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 46.937 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 991 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 540.669 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Månadens insättning: 0 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 202.450 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[54]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":39}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">39</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":114.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">114,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4461.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4461,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[53]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0323541541182857}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Annehem"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Annehem</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("ANNE-B")" data-sheets-value="{"1":3,"3":37.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">37,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":37.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">37,3</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[52]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.008630717668238311}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":276.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">276,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[51]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Avanza"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Avanza</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":332.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">332,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9966}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9966</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[50]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.3059981844949875}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":2703}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2703</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5406}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5406</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[49]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.250875595562904}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":160.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">160,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[48]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":438.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">438,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[47]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Byggmästare A J Ahlström"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Byggmästare A J Ahlström</td><td data-sheets-value="{"1":3,"3":62}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">62</td><td data-sheets-value="{"1":3,"3":383}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">383</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":23746}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">23746</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[46]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.494504604557291}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Concejo B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Concejo B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-value="{"1":3,"3":69}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">69</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1380}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1380</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[45]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.31931341507155153}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":147.15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">147,15</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[44]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creaspac"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creaspac</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("CPAC-SPAC")" data-sheets-value="{"1":3,"3":100.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":12072}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12072</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[43]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.793298222278094}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Dividend Sweden B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dividend Sweden B</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-value="{"1":3,"3":0.94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,94</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0.94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,94</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[42]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.0002175033407009119}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Embracer"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Embracer</td><td data-sheets-value="{"1":3,"3":60}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td><td data-sheets-value="{"1":3,"3":96.51}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">96,51</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5790.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5790,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[41]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.3398668560241496}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fabege"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fabege</td><td data-sheets-value="{"1":3,"3":90}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90</td><td data-sheets-formula="=GoogleFinance("FABG")" data-sheets-value="{"1":3,"3":151.55}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">151,55</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":13639.500000000002}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13639,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[40]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.155996612223498}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":79.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">79,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[39]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fastator"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fastator</td><td data-sheets-value="{"1":3,"3":2700}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2700</td><td data-sheets-value="{"1":3,"3":23.6}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">23,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":63720.00000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">63720</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[38]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":14.743949861129902}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":47}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">47</td><td data-sheets-value="{"1":3,"3":39.3}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">39,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1847.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1847,1</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[37]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.42739406447729184}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Garo"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Garo</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-value="{"1":3,"3":216}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">216</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4320}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4320</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[36]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.9995898210935525}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":42}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">42</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":143.65}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">143,65</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6033.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6033,3</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[35]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.3960243675008637}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":121.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">121,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":121.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">121,3</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[34]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.02806718641172406}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":434.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">434,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":135.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">135,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":13519.999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13520</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.1283459215705625}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":57}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">57</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":284.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">284,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":16193.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16193,7</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.747004093945061}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":277.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">277,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8316}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8316</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9242104056050888}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Infrea"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Infrea</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":37.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">37,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor B</td><td data-sheets-value="{"1":3,"3":200}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">200</td><td data-sheets-formula="=GoogleFinance("INVE-B")" data-sheets-value="{"1":3,"3":227.75}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">227,75</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":45550}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45550</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.539656562687806}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":322.75}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">322,75</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6455}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6455</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.4936000683238153}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"KlaraBo"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">KlaraBo</td><td data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td><td data-sheets-formula="=GoogleFinance("KLARA-B")" data-sheets-value="{"1":3,"3":48.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">48,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4830}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4830</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1175969527504304}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":64.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">64,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":368.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">368,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7374}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7374</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7062442918388556}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":90}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":508}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">508</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":45720}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45720</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.578992273240098}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":257.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">257,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":211}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">211</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":218}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">218</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2616}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2616</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6053071694399846}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nordic Asia Investment"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nordic Asia Investment</td><td data-sheets-value="{"1":3,"3":200}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">200</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1400}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1400</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.3239411457247624}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nordic Waterproofing"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nordic Waterproofing</td><td data-sheets-value="{"1":3,"3":36}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">36</td><td data-sheets-value="{"1":3,"3":223}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">223</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8028}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8028</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.857571084198852}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"New Equity Venture Int."}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">New Equity Venture Int.</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"eblitz Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">eblitz Group</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-value="{"1":3,"3":1.63}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,63</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1.63}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,63</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.0003771600482366877}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Prosus"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Prosus</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":764}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">764</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":124.65}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">124,65</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2493}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2493</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5768466259227376}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Spiltan"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Spiltan</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":170.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">170,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4595.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4595,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0633136721882663}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Swedish Orphan"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Swedish Orphan</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("SOBI")" data-sheets-value="{"1":3,"3":185.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">185,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":97.86}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">97,86</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":367}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">367</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":367}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">367</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.08491885748641986}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":277}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">277</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Troax Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Troax Group</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("TROAX")" data-sheets-value="{"1":3,"3":463.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">463,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3708}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3708</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.8579812631052994}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":560}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">560</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":40}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":226.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">226,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9060}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9060</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.096361985904534}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Wästbygg gruppen"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Wästbygg gruppen</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("WBGR-B")" data-sheets-value="{"1":3,"3":105.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">105,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1058}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1058</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.24480695155485616}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":17}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17</td><td data-sheets-formula="=GoogleFinance("VNV")" data-sheets-value="{"1":3,"3":104.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">104,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1779.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1779,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.4118448894825033}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":145.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">145,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":17496}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17496</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.048338775428888}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":79074}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">79074</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":18.296658683599905}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">18,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-54]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":432177.27}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">432177</td><td data-sheets-formula="=SUM(R[-54]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr></tbody></table></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Hur gick det för dig under 2021?</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><div style="font-size: medium;"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-60741102970444309702021-08-01T23:34:00.000-07:002021-08-01T23:34:10.026-07:00Månadsrapport Juli 2021<p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLdyRCx_B0F6Dg5YpxzS3bfu8E1AHjJ0VVLh0z6_0GviaL51cgQyx867CNGD0XnDUkmbMN9h37r06ZKKgVTLKIwvmpTOYnOExPY0JONVRPY1a0gJutviD5Z_HVMNeN7V44fl6ET6zBp7dZ/s640/growth-1953662_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="640" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLdyRCx_B0F6Dg5YpxzS3bfu8E1AHjJ0VVLh0z6_0GviaL51cgQyx867CNGD0XnDUkmbMN9h37r06ZKKgVTLKIwvmpTOYnOExPY0JONVRPY1a0gJutviD5Z_HVMNeN7V44fl6ET6zBp7dZ/s320/growth-1953662_640.jpg" width="320" /></a></div><br />Det har nu gått 4 månader sedan den senaste rapporten och jag kan glatt konstatera att det har gått riktigt bra för pensionsfonden. Fonden har vuxit med nästan 100.000 kr på 4 månader inklusive 20000 kr i insättningar och värdet börjar närma sig 400.000 kr. <p></p><p>Periodens största händelse var mina större köp i <a href="https://miljonmal.blogspot.com/2021/05/byggmastare-anders-j-ahlstrom.html">Byggmästare Anders J Ahlström</a> där jag såg en rejäl undervärdering jämfört med den uppvärdering som Volta Trucks fått men ännu inte syns i deras substansvärde. Jag köpte på mig ganska mycket och innehavet blev väldigt snabbt det största i pensionsfonden och under tiden tradade jag lite. Kursen har gått upp rejält sista veckan och jag passade på att sälja av en hel del aktier så just nu äger jag 40st aktier värda 16000kr. Om jag tar med mina realiserade vinster så ligger mitt inköpsvärde idag på 871kr för dessa aktier så det har helt klart varit en fantastiskt bra investering. Skulle aktien gå ner så kommer jag garanterat att köpa fler aktier i bolaget.</p><p>Nytt innehav i pensionsfonden är Fastator som är ett investmentbolag inom fastighetsbranschen. Jag har läst en del om bolaget och de har lyckats riktigt bra med sina investeringar och jag tror att de ska fortsätta lyckas ge oss aktieägare en bra avkastning även framöver. Ska försöka skriva ett inlägg om Fastator där jag går in lite djupare om varför jag investerar i bolaget. Äger just nu 600st aktier och planerar att köpa fler.</p><p>Aktiekurserna för de flesta investmentbolagen har skjutit upp som en raket de senaste månaderna och de flesta bolagen värderas nu med stora premier. Jag väljer därför att istället börja köpa de underliggande bolagen och har köpt bla en del underliggande bolag till Svolder som Garo, Wästbygg, Nordic Waterproofing och Troax. </p><p>Efter försäljningarna i Byggmästare Anders J Ahlström och lite kortsiktiga innehav så ligger nu kassan på hela 87000 kr vilket jag tycker är en väldigt stor summa men det gäller att inte ha för bråttom utan jag tänker vänta in och köpa där jag anser att värdet ligger lågt just nu som ex. Fastator. </p><p>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> fortsätter att gå uppåt och värdet ligger nu på 736 kr jämfört med insättningen på 400 kr. Nu i efterhand tycker jag att jag borde ha fortsatt sätta in pengar i fonder men jag tycker fortfarande att investmentbolag är lite roligare att investera i.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><h3><span style="font-weight: normal;">Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</span></h3></blockquote><p><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Juli:</b><br /></p><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 388.240 kr<br />Likvider bankkonton: 44.503 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 36.871 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 736 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 478.350 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Månadens insättning: 20.000 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 202.450 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[52]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":149.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">149,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4494}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4494</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[51]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.157530320713428}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Annehem"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Annehem</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("ANNE-B")" data-sheets-value="{"1":3,"3":35.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":35.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[50]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.009169577084423241}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":276.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">276,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2761}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2761</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[49]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7111573688228249}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Avanza"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Avanza</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":278.8}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">278,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8364}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8364</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[48]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.1543354700594377}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Baidu Inc "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Baidu Inc</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1412}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1412</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2824}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2824</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[47]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.727384429393574}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":2395}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2395</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4790}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4790</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[46]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.2337717481569472}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":184.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">184,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[45]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bokusgruppen"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bokusgruppen</td><td data-sheets-value="{"1":3,"3":34}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">34</td><td data-sheets-value="{"1":3,"3":40.95}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40,95</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1392.3000000000002}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1392,3</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[44]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.3586180386135528}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":464.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">464,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[43]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Byggmästare A J Ahlström"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Byggmästare A J Ahlström</td><td data-sheets-value="{"1":3,"3":40}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td data-sheets-value="{"1":3,"3":400}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">400</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":16000}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16000</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[42]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.12115824019022}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":113.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">113,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[41]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creaspac"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creaspac</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("CPAC-SPAC")" data-sheets-value="{"1":3,"3":98.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">98,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":11784}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11784</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[40]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.035233043900097}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Dividend Sweden B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dividend Sweden B</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-value="{"1":3,"3":0.94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,94</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0.94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,94</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[39]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.00024211804661117544}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fabege"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fabege</td><td data-sheets-value="{"1":3,"3":140}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">140</td><td data-sheets-formula="=GoogleFinance("FABG")" data-sheets-value="{"1":3,"3":149.25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">149,25</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":20895}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20895</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[38]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.3819750892984155}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":67}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">67</td><td data-sheets-value="{"1":3,"3":79.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">79,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5306.400000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5306,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[37]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.3667821303590868}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fastator"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fastator</td><td data-sheets-value="{"1":3,"3":600}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">600</td><td data-sheets-value="{"1":3,"3":18.85}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">18,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":11310}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11310</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[36]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.913143731034462}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":47}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">47</td><td data-sheets-value="{"1":3,"3":29}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">29</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1363}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1363</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[35]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.3510711675862044}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Garo"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Garo</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-value="{"1":3,"3":125}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2500}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2500</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[34]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.643930975029722}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":42}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">42</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":142.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">142,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5985}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5985</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5415707542211543}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":117.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">117,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":117.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">117,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.030187484109393363}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":452.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">452,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":157.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">157,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":15740}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15740</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.054189418787129}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":57}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">57</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":329.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">329,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":18792.899999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">18792,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.840532168254423}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":280.8}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">280,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8424}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8424</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.169789813460151}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Infrea"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Infrea</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":37.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">37,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":196}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">196</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":214}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">214</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":41944}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">41944</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.803616326658663}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":375.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">375,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7510}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7510</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9343686489892846}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":60.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":336.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">336,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":10092}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10092</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.599420559999982}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":35}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":614.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">614,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":21504}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">21504</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.538836674815656}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":343.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">343,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":252.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">252,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":212}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">212</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2544}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2544</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.655264160190245}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nordic Waterproofing"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nordic Waterproofing</td><td data-sheets-value="{"1":3,"3":22}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">22</td><td data-sheets-value="{"1":3,"3":207.5}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">207,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4565}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4565</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1758179604042722}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"New Equity Venture Int."}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">New Equity Venture Int.</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"eblitz Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">eblitz Group</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-value="{"1":3,"3":1.63}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,63</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1.63}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,63</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.0004198429957193786}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Prosus"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Prosus</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-value="{"1":3,"3":764}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">764</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3056}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3056</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7871412238763321}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":151.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">151,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1821.6000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1821,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.46919386564565657}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Spiltan"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Spiltan</td><td data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td><td data-sheets-value="{"1":3,"3":190}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":19000}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">19000</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.893875410225887}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":137.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">137,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3717.8999999999996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3717,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.9576283888252012}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Swedish Orphan"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Swedish Orphan</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("SOBI")" data-sheets-value="{"1":3,"3":168.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">168,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3364}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3364</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.8664735199999938}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":97.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">97,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":321.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">321,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":321.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">321,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.08273225167181868}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":260}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">260</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1300}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1300</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.3348441070154554}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Troax Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Troax Group</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("TROAX")" data-sheets-value="{"1":3,"3":311.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">311,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2492}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2492</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6418703959096268}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":490.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">490,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":60}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":152.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">152,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9156}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9156</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.358332802948854}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Wästbygg gruppen"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Wästbygg gruppen</td><td data-sheets-value="{"1":3,"3":40}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td data-sheets-formula="=GoogleFinance("WBGR-B")" data-sheets-value="{"1":3,"3":99.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">99,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3980}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3980</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0251381122473173}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=GoogleFinance("VNV")" data-sheets-value="{"1":3,"3":104.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">104,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":728.6999999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">728,7</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.18769300060166333}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":174.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">174,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20976}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20976</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.4028384528893785}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":87287}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">87287</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":22.482721206967735}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">22,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-52]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":388240.37}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">388240</td><td data-sheets-formula="=SUM(R[-52]C[0]:R[-1]C[0])" data-sheets-numberformat="[null,2,"0.0",1]" data-sheets-value="{"1":3,"3":100.00000000000001}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr></tbody></table></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><div style="font-size: medium;"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-60853168117971267422021-07-25T06:05:00.002-07:002021-07-25T06:05:31.080-07:00Investmentbolagen har blivit dyra!<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvf7kfgLZw927_Is2zVL7jWYNfmuht6XG_xJtIN98vIFB58Ii9Hla8K4tfrbszKnsPUI2Cc_SpZDJVC0Cdarxh1EXJfldjYJHWhM8Xk1UeAC8-CuEDtBjR4tHuW00PJ9qsXBRSQV4-U9B/s640/piggy-bank-1019758_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvf7kfgLZw927_Is2zVL7jWYNfmuht6XG_xJtIN98vIFB58Ii9Hla8K4tfrbszKnsPUI2Cc_SpZDJVC0Cdarxh1EXJfldjYJHWhM8Xk1UeAC8-CuEDtBjR4tHuW00PJ9qsXBRSQV4-U9B/s320/piggy-bank-1019758_640.jpg" /></a></div><p>De flesta av er vet nog att min strategi går ut på att köpa investmentbolag och låta några av Sveriges bästa förvaltare ta hand om mina pengar. Jag valde även denna strategi då praktiskt taget alla investmentbolagen brukade värderas med rabatt mot substansvärdet men så är inte fallet idag.</p><p>Det senaste året har värderingarna för investmentbolagen verkligen skjutit uppåt vilket självklart har gett en väldigt positiv effekt till min pensionsfond men även gjort det svårt för mig hitta köpvärda investmentbolag. Vitsen för mig att köpa investmentbolag har varit just rabatten men även enkelheten i att bara köpa och låta portföljen växa men jag börjar bli lite orolig att premievärderingarna börjar bli för höga, speciellt när man kollar historiskt sett.</p><p>Många investmentbolag består av till stor del noterade börsaktier och det är därmed tämligen lätt att kopiera de underliggande innehaven och det gör att det känns extra våghalsigt att köpa investmentbolagen med en stor premievärdering. Ett exempel är Svolder som idag värderas med en premie på ca 21% enligt <a href="http://www.ibindex.se">www.ibindex.se</a> och innehåller endast börsnoterade innehav. Här skulle man lätt kunna köpa de underliggande innehaven och därmed spara in stora slantar. Om och när värderingen av Svolder går ner igen så kan man såklart sälja de underliggande bolagen och köpa Svolder igen. </p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><h3><span style="font-weight: normal;">Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</span></h3></blockquote><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><p>Ett dilemma är såklart de s.k. blandade investmentbolagen som äger både börsnoterade innehav och onoterade som man själv inte kan investera i. Här kan det kanske vara värt att investera även om investmentbolaget värderas med en mindre premie men frågan är hur mycket högre värdering kan man tåla? Själv tycker jag att en premie på upp till 10% för ex. Latour, Creades och Bure kan vara värt men idag värderas de med en premie som är klart högre än det.</p><p>Då jag anser att de flesta investmentbolagen värderas väldigt högt just nu kommer jag att fortsätta min strategi att köpa de underliggande bolagen istället. Senaste köpet var Avanza där jag köpte en del aktier när den dippade efter kvartalsrapporten. Avanza står för nästa 40% av Creades substansvärde så det kändes som en bra idé att köpa nu speciellt då min exponering mot Creades har varit väldigt liten. Planen framöver blir att köpa ett antal av de underliggande bolagen i Svolder då jag de senaste veckorna sålt av den stor del av mina svolder aktier. Antalet olika bolag i pensionsfonden kommer att svälla upp och portföljen kommer kanske att se lite spretigare ut men jag tror att jag borde kunna ge mig en överavkastning jämfört med att bara köpa och behålla de investmentbolag som idag värderas med en rejäl premie.</p><p>Skulle börsen börja värde investmentbolagen till rabatt igen så är strategin fast med att jag säljer av de underliggande bolagen och köper investmentbolaget igen.</p><p>Vad tycker du? Är investmentbolag för dyra idag?</p><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div><p><br /></p>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com3tag:blogger.com,1999:blog-2177557239568945142.post-73976252681007993612021-05-27T02:02:00.001-07:002021-05-27T02:02:41.947-07:00Byggmästare Anders J Ahlström substansvärde idag<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDXLD_4lKISYxiiJwgmEBZHLjE4VPkdaXtgpdL8QbwRaxnl15aXsEVgq_kHCraiSr-x0Ksz47AiSMIPP5SOI-QGtt5Ark60o9YycSNb88sG_XL4LOvzQiw3xImbFKWqFCgXrOLKaLANcGO/s640/craftsmen-3094035_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="390" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDXLD_4lKISYxiiJwgmEBZHLjE4VPkdaXtgpdL8QbwRaxnl15aXsEVgq_kHCraiSr-x0Ksz47AiSMIPP5SOI-QGtt5Ark60o9YycSNb88sG_XL4LOvzQiw3xImbFKWqFCgXrOLKaLANcGO/s320/craftsmen-3094035_640.jpg" width="320" /></a></div><br />Det har hänt mycket sedan skrev om att <a href="https://miljonmal.blogspot.com/2020/08/nytt-investmentbolag-till-pensionsfonden.html">Byggmästare Anders J Ahlström</a> tog plats i min pensionsfond i Augusti 2020. Tyvärr gjorde jag lite för många kortsiktiga affärer i bolaget och missade helt uppgången nu när Volta Trucks eventuellt kommer att uppvärderas rejält.<p></p><p>Jag tog mig dock i kragen och köpte på mig rejält med aktier när aktiekursen började gå ner efter den stora uppgången. Det verkar hittills ha varit ett bra beslut och jag sålde av en mindre del idag och hoppas på att kunna köpa tillbaka dom om det skulle komma en dipp igen. </p><p>Största nyheten i bolaget är såklart att <a href="https://andersjahlstrom.se/press_release/byggmaestare-anders-j-ahlstroem-holding-ab-publ-volta-trucks-inleder-finansiering">Volta Trucks</a> inleder en finansieringsrunda där hela bolaget värderas till 400 MEUR före nyemission vilket är ca 4 miljarder kr. Byggmästare Anders J Ahlström äger idag 34,6% av kapitalet som de värderar till 43,4 miljoner kr vilket innebär att om nyemissionen lyckas så har vi ett övervärde på 1341 miljoner kr. Men det är inte bara det som kommer att hända då de äger även ett konvertibel lån på 15 miljoner kr och här har jag inte lyckats få någon information om hur många aktier de kan få när de konverterar lånet till aktie i Volta Trucks. Jag misstänker dock att det kan ligga ett stort övervärde även i dessa konvertibler. </p><p><b>Anlita mig som redovisningskonsult:</b><br />Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><p>Volta Trucks må vara den gladaste nyheten för oss aktieägare men det har även gått riktigt bra för bolagets största innehav Green Landscaping, som har gått upp rejält den senaste tiden. Byggmästare Anders J Ahlström äger 20,5% av bolaget och detta innehav värderas till 798 Miljoner kr jämfört med 466 Miljoner kr enligt senaste rapporten, ett övervärde på hela 332 Miljoner kr.</p><p><b>Substansvärde förändring jämfört med senaste rapporten</b></p><p>20,5% av Green Landscaping 332 Mkr<br />18% av Infrea -1 Mkr<br />2,7% av Azelio -6,5 Mkr<br />Volta Trucks 1341 Mkr</p><p><b>Totalt övervärde: 1665,5 Mkr eller 238 kr/aktie</b></p><p>Justerat substansvärde var i senaste rapporten 220 kr/aktie och om vi lägger till de kalkylerade övervärdena enligt ovan så bör det justerade substansvärdet idag vara 458 kr/aktie. Om nyemissionen för Volta Trucks går igenom så bör detta övervärde bli synligt men det ligger som sagt troligen ytterligare övervärden i innehavet av konvertibler i Volta Trucks, kanske några 100 miljoner kr.</p><p>Substansrabatten med ovanstående beräkningar ligger vid kurs 324 kr på ca 29% vilket nog kan klassas som den högsta rabatten av alla större investmentbolagen på börsen men allt beror dock på om nyemissionen i Volta Trucks går bra. </p><p>Volta Trucks kommer att stå för en stor del av substansvärdet framöver och jag tycker då att Byggmästare Anders J Ahlström bör värderas med en rabatt men kanske inte så hög som 29% så bolaget verkar enligt mig vara attraktivt värderat.</p><p>Just nu äger jag 167 aktier i Byggmästare Anders J Ahlström vilket gör att innehavet har klart störst andel i pensionsfonden. Min plan är att göra en både lång-/kortsiktig affär där en del kan tänkas säljas om kursen skulle gå upp till strax under 390 kr/aktie och sedan behålla den andra delen på långsikt. Skulle det komma en dipp igen efter det så får jag såklart köpa fler aktier.</p><p>Vad tycker du om Byggmästare Anders J Ahlström och omvärderingen som skett i Volta Trucks?</p><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div><p><br /></p><p><br /></p>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-60094668874558617742021-04-05T23:29:00.000-07:002021-04-05T23:29:05.922-07:00Första kvartalet 2021<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTOLHvnK2-B0JD2pBqb_2kofbWvbfv9STwx7gU_MqKMhcKDnxrd0e1Zg6ilg8U8euZMCw7FX_GP8aSZboW2gLrBj7KbEzdEwjPwDPdy_iTLCF6QZsKjM0AMSA7S-S3WruhC0gsZPGJSGrL/s640/apple-589640_640.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTOLHvnK2-B0JD2pBqb_2kofbWvbfv9STwx7gU_MqKMhcKDnxrd0e1Zg6ilg8U8euZMCw7FX_GP8aSZboW2gLrBj7KbEzdEwjPwDPdy_iTLCF6QZsKjM0AMSA7S-S3WruhC0gsZPGJSGrL/s320/apple-589640_640.jpg" width="320" /></a></div><br />Tiden bara rusar iväg och jag har varit väldigt dålig på att skriva rapporterna så istället för en rapport varje månad fick det denna gång bli en kvartalsrapport istället. Mycket har såklart hänt dessa tre månader men för det mesta har det varit mindre köp och försäljningar i olika innehav. Jag har fortsatt med lite trading och det har blivit ett antal köp och försäljningar i NEVI vilket innebär att den realiserade vinsten har gått upp till 10059kr jämfört med 7203kr i början på året. Det är en intressant aktie att trada i så jag kommer troligen att fortsätta med det ett tag till.<p></p><p>Största händelsen är dock den stora investeringen i <a href="https://miljonmal.blogspot.com/2021/02/stor-investering-i-spiltan.html">investmentbolaget Spiltan</a> där jag köpte 100st aktier för 17650kr vilket innebär att jag ligger lite minus just nu men på långsikt tror jag att det kan bli en bra investering för pensionsfonden. Jag valde att investera stort i ett bräde då courtaget är väldigt högt så det var inte värt att köpa mindre poster.</p><p>Pensionsfonden har rusat uppåt i värde detta kvartal och har nu ett värde på 290.744 kr vilket betyder att avkastningen ligger nu på 108294 kr sedan fonden startades eller hela 59% avkastning på investerat belopp. Fortsätter det så här så är det inte långt kvar innan avkastningen är högre än de insättningar jag har gjort.</p><p>Totalt värde närmar sig 400.000kr men det är ett värde som jag räknar med kommer att gå ner rejält så fort Corona pandemin har lyfts bort för då har jag och familjen planer på att göra några resor. Som vi alla vet är resor dyra så det lär äta upp en del av kassan. Man måste dock få ha roligt under livets gång och inte bara spara hela tiden så jag känner att det kommer att vara väl värt investerat.</p><p>Största innehavet i pensionsfonden just nu är likvida medel som står för mer än 18% av portföljen. Detta är lite väl högt och jag får se om jag kan hitta något att investera pengarna i. Troligen kommer en del att användas för fortsatt trading då de flesta investmentbolagen värderas väldigt högt just nu och jag vill hålla en kassa om det skulle uppstå några fina köplägen. </p><p>Utdelningarna börjar nu komma in och största utdelningen fick jag från Volati som gav fonden hela 1210 kr, vilket gick till köp av fler aktier i Volati. Utdelningar är kanske inte det viktigast för mig utan det är totalavkastningen som är viktigast men jag måste säga att jag älskar katshing ljudet i moblen när det kommit in utdelningar till portföljerna. Volati planerar att eventuellt dela ut Bokus gruppen och om den skulle delas ut så kommer jag troligen att behålla aktierna. Bokus gruppen borde få ett högre värde som enskilt bolag och kanske kan de också expandera snabbare när de får agera självständigt.</p><p>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> gå uppåt och värdet ligger nu på 638 kr jämfört med insättningen på 400 kr. Nu i efterhand tycker jag att jag borde ha fortsatt sätta in pengar i fonder men jag tycker fortfarande att investmentbolag är lite roligare att investera i.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><h3><span style="font-weight: normal;">Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</span></h3></blockquote><p><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Mars:</b><br /></p><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 290.744 kr<br />Likvider bankkonton: 53.202 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 33.100 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">4Spar konto: 0 kr<br />Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 638 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 385.684 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b></b><br />Månadens insättning: 32.650 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 182.450 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[43]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":140.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">140,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4218}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4218</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[42]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.450762004316103}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":251.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">251,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2512}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2512</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[41]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.863991027700818}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Atvexa"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Atvexa</td><td data-sheets-value="{"1":3,"3":95}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td><td data-sheets-formula="=GoogleFinance("ATVEXA-B")" data-sheets-value="{"1":3,"3":91.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">91,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8692.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8692,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[40]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.989746022408185}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":2252}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2252</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4504}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4504</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[39]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5491304095400016}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":129.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">129,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[38]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":312.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">312,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[37]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Byggmästare A J Ahlström"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Byggmästare A J Ahlström</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":171.5}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">171,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[36]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":845}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">845</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[35]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Dividend Sweden B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dividend Sweden B</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-value="{"1":3,"3":0.94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,94</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0.94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,94</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[34]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.00032330874444218505}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fabege"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fabege</td><td data-sheets-value="{"1":3,"3":122}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">122</td><td data-sheets-formula="=GoogleFinance("FABG")" data-sheets-value="{"1":3,"3":122.55}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">122,55</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":14951.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14951,1</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.142363158542079}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":67}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">67</td><td data-sheets-value="{"1":3,"3":50.7}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3396.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3396,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1683483765911262}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":39.6}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">39,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1029.6000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1029,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.354126258806036}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":812.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">812,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4873.200000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4873,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6761150781017624}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":101.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">101,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":101.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">101,1</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.034772887301175434}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":390.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">390,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":125}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":129.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">129,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":16212.499999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16212,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.576215977945665}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":311.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">311,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8407.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8407,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.89182474629894}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":204.9}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">204,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6147}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6147</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.114232821368204}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Infrea"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Infrea</td><td data-sheets-value="{"1":3,"3":19}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">19</td><td data-sheets-value="{"1":3,"3":37.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">37,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":704.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">704,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.2424471637843577}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":48}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">48</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":703.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">703,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":33782.399999999994}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">33782,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.619303540684758}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":28}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">28</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":431.25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">431,25</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":12075}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12075</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.153141584190835}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Klövern B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Klövern B</td><td data-sheets-value="{"1":3,"3":892}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">892</td><td data-sheets-formula="=GoogleFinance("KLOV-B")" data-sheets-value="{"1":3,"3":15.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":13826}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13826</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.755390107082608}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":51}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">51</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":229}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">229</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6870}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6870</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.3629053982104375}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":485.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">485,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7278}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7278</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.5032351511172584}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"MaxFastigheter"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">MaxFastigheter</td><td data-sheets-value="{"1":3,"3":15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td data-sheets-value="{"1":3,"3":42.4}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">42,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":636}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">636</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.2187493207076912}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":14}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":338.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">338,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4736.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4736,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6289945483266777}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":231.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">231,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2318}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2318</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7972656059755161}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":145.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">145,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1746}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1746</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6005287955277183}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"New Equity Venture Int."}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">New Equity Venture Int.</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.008942582293081714}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Onoterat"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Onoterat</td><td data-sheets-value="{"1":3,"3":5624}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5624</td><td data-sheets-value="{"1":3,"3":1.63}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,63</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9167.119999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9167,12</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.152989422713663}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":147.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">147,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1774.1999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1774,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6102280578609838}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Spiltan"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Spiltan</td><td data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td><td data-sheets-value="{"1":3,"3":174}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">174</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":17400}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17400</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.984651226908532}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":144.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">144,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3906.8999999999996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3906,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.343760567724652}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":95.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":765.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">765,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.2633246539839755}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":224.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">224,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6738}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6738</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.3175045957994076}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":202}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">202</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1616}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1616</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5558158840623096}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":262.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">262,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1313}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1313</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.4516004058006266}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":170}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">170</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":105.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">105,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":17986}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17986</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":6.186203273975682}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=GoogleFinance("VNV")" data-sheets-value="{"1":3,"3":110.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":772.8000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">772,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.26580106138821347}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":140.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">140,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":16848}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16848</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.7947933259169515}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":53411}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">53411</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":18.370471648299517}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">18,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-43]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":290743.76}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">290744</td><td data-sheets-formula="=SUM(R[-43]C[0]:R[-1]C[0])" data-sheets-numberformat="[null,2,"0.0",1]" data-sheets-value="{"1":3,"3":100.00000000000001}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr></tbody></table></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><div style="font-size: medium;"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-44115110594102094692021-03-21T23:00:00.001-07:002021-03-23T14:12:44.229-07:00De osäljbara<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1iY6MX508btWwml8NSXzlgmrHrC-avAY7osRUq7bTRaHs3If3kd-vDYg6yk60h_zmuDpNZk-qzlGyzIavFNA6m3PB76dju42gcU8zONCSNlpTnaUVhaLMdf9ddCpWsOw7xF9RdDX6SLCN/s640/presentation-1454403_640.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="465" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1iY6MX508btWwml8NSXzlgmrHrC-avAY7osRUq7bTRaHs3If3kd-vDYg6yk60h_zmuDpNZk-qzlGyzIavFNA6m3PB76dju42gcU8zONCSNlpTnaUVhaLMdf9ddCpWsOw7xF9RdDX6SLCN/s320/presentation-1454403_640.png" width="320" /></a></div><br />En gång i tiden var planen att min pensionsfond skulle vara extra enkel och tråkig. Jag skulle köpa investmentbolag och äga dom länge. Med tiden har jag dock sakta men säkert dragit ut på reglerna och portföljen är nu minst sagt blivit spretig. <p></p><p>Det är dags att dra mig i kragen och rätta till felen. Min nya regel bli nu att skapa en lista på investmentbolag som jag klassar som osäljbara, som jag endast får köpa och inte sälja. </p><p>Det kommer att bli lite som att samla aktier och lägga dom på hög, en hög som med tiden kommer att bli större och större. Utdelningar kommer också att hjälpa till att få denna hög att växa sig allt större.</p><p>Undantag finns såklart även för denna regel och det vore om det skulle bli en stor förändring i investmentbolaget. Exempelvis om Lundbergföretagen skulle ändra sin affärsidé från dagens till att investera i Baltiska jordbruk, ja då får jag ändå anse att jag då måste tänka om innehavet.</p><p><b>3 bolag kommer nu att få plats på listan och det blir:</b></p><p>Lundbergföretagen <br />Latour <br />Investor </p><span><a name='more'></a></span><p><b>Behöver ditt företag hjälp med bokföringen?</b></p><h3><span style="font-weight: normal;">Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<span><!--more--></span></span></h3><p>Framöver blir det endast köp i dessa investmentbolag och inga sälj. Investor har jag idag en ganska stor position i medan det är små andelar i de andra två. Förklaringen till detta är att Latour och Lundbergföretagen länge har värderats med premie och då brukar jag ligga lågt med köp och sålde även av en del när premien blev högre. Nu i efterhand kan man säga att det vore bättre att bara ha behållit aktierna i investmentbolagen och det är även därför som jag ändrar på strategin.</p><p>Jag äger dock väldigt mycket underliggande bolag till Latour och Lundbergföretagen men nu när Lundbergföretagen värderas till rabatt så kommer jag att sakta men säkert allokera om till att äga investmentbolaget istället. </p><p>Vilka investmentbolag investerar du i?</p><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i></div></div><p>Bilder från <a href="http://pixabay.com">pixabay.com</a>.</p>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com2tag:blogger.com,1999:blog-2177557239568945142.post-27520890473548865272021-02-07T23:00:00.000-08:002021-02-07T23:00:37.236-08:00Stor investering i Spiltan<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlQBLuVsEyaOJuKHotIVKTly1I9rE-ESGxWGAiGZGdOgyCu62Mn5Ig2yt6GzXs3MLB4CuaElUwTR_4UhIboeqIF8noRTypn-4PoRn9U3IO1OnPqHq6pRYRfE_a7AJ9k3ZHdlQgCjb0Fl9F/s1280/stock-624712_1280.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="850" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlQBLuVsEyaOJuKHotIVKTly1I9rE-ESGxWGAiGZGdOgyCu62Mn5Ig2yt6GzXs3MLB4CuaElUwTR_4UhIboeqIF8noRTypn-4PoRn9U3IO1OnPqHq6pRYRfE_a7AJ9k3ZHdlQgCjb0Fl9F/s320/stock-624712_1280.jpg" width="320" /></a></div><br />Många investmentbolag värderas enligt mig just nu klart högre än historiskt sett så jag bestämde mig att äntligen göra en investering i investmentbolaget Spiltan. Jag har länge följt bolaget/klubben men av någon anledning inte investerat. Troligen då jag alltid fått känslan att tåget har redan gått förbi men nu slog jag till.<p></p><p>Courtaget är väldigt högt på Pepins så det fick bli en klart större investering än vad jag brukar göra. Totalt köpte jag 100 aktier i Spiltan för 17650kr och tanken är att dom ska ägas under mycket långsikt. Då de inte är börs noterade blev jag tvungen att ta pengar från mitt bankkonto för att betala köpet och därmed har årets insättningar till pensionsfonden ökat rejält mot planerat. Eventuellt kommer jag att avbryta 1-2 månaders insättningar men allt beror på om det finns något annat köpvärt därute.</p><p>Spiltan värderas just nu med en rabatt på ca 31% enligt ibindex.se vilket är klart högst bland de större investmentbolagen. Rabatten är förståelig då Paradox innehavet står för drygt 60% av substansvärdet men Paradox är ett fint bolag som år efter år har visat tillväxt och bra vinster så det kanske inte så dåligt att ha en så stor andel.</p><p>Spiltan äger dock många andra mindre placeringar som kan vara riktigt bra men den största potentialen ser jag inom Spiltan fonder som jag tror kan värderas högre än hela Spiltan om några år. Spiltan fonder visar en fenomenal tillväxt med stora vinster och jag tror att denna tillväxt kommer att fortsätta flera år framöver. Spiltan äger 80% av Spiltan fonder och värderar andelen till endast 360 miljoner kr, ett värde som jag tycker är rejält i underkant.</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><h3 style="text-align: left;"><b>Behöver ditt företag hjälp med bokföringen?</b></h3><h3 style="text-align: left;"><span style="font-weight: normal;">Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</span></h3></blockquote><p>Mitt velande i att köpa Spiltan har gjort att jag har missat den enorma värdestegring som skett speciellt med tanke på att jag hade planer på att köpa aktien när Millenium trilogin kom ut och Spiltan värderades runt 6kr (600kr innan splitten). En rejäl miss på avkastning då aktien idag står på 174kr. Bättre sent än aldrig så nu kan jag äntlingen titulera mig själv som stolt aktieägare i Spiltan!</p><p>Äger du aktier i Spiltan och vad tycker du om bolaget?</p><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i></div></div><p>Bilder från <a href="http://pixabay.com">pixabay.com</a>.</p>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com7tag:blogger.com,1999:blog-2177557239568945142.post-76929992531871343672021-01-08T01:42:00.003-08:002021-01-08T01:42:59.027-08:00Uppföljning Melker Schörling ABs innehav<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid940Xnzj2xQb9Hpu3T7_WbhGC3Cq7mVzgQ46FXeLWA-csjXq8FPam06hX1-3g36eK1ZBhyphenhyphenDr8anLTPTDMK9RQ2-sq53pmCnG9coDwEdaaAIZT02LUhtKA2Ihx0gwD5yUyLHJ5v_g40mq4/s282/Melker.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="201" data-original-width="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid940Xnzj2xQb9Hpu3T7_WbhGC3Cq7mVzgQ46FXeLWA-csjXq8FPam06hX1-3g36eK1ZBhyphenhyphenDr8anLTPTDMK9RQ2-sq53pmCnG9coDwEdaaAIZT02LUhtKA2Ihx0gwD5yUyLHJ5v_g40mq4/s0/Melker.jpg" /></a></div><br />För drygt 1,5 år sedan skrev jag ett inlägg om att skapa mig själv ett <a href="https://miljonmal.blogspot.com/2019/05/ett-eget-melker-schorling-ab.html">eget Melker Schörling AB</a> (MSAB) och med detta inlägg tänkte jag gå igenom vilka förändringar som har skett i bolagets innehav. Som ni kanske vet har det inte skett några större förändringar utan de har fortsatt äga stora andelar i bolag som Hexagon, AAK, Hexpol, Assa Abloy och Securitas men lite har dock hänt.<p></p><p>Enligt årsredovisningen 2019 sålde bolaget en del B-aktier för 3,2 miljarder kr i AAK, Assa Abloy, Hexagon, Hexpol och Securitas för att stärka balansräkningen inför framtida investeringar. Detta var dock väldigt marginella försäljningar och MSAB äger fortfarande stora positioner i alla dessa bolag. De valde även att sälja den sista lilla post aktier som de ägde i Loomis vilket inbringade ca 300 miljoner kr.</p><h3 style="text-align: left;">Vad har då MSAB gjort med pengarna? </h3><p>Största investeringen 2019 var helt klart köpet i Anticimex där de förvärvade knappt 10% av aktierna för drygt 2,3 miljarder kr. Anticimex är tyvärr onoterat så vi kan tyvärr inte investera i detta bolag men Anticimex kommer dock endast att ta en väldigt liten del av MSABs portfölj.</p><p>Förutom denna medelstora investering i Anticimex har det inte skett så mycket mer investeringar i MSAB utan de har fortsätt förvalta de innehav de har ägt i många år och jag misstänker att de kommer att fortsätta göra just detta i många år framöver. Många tycker nog att MSAB är ett lite för tråkigt investmentbolag då det inte händer så mycket i bolaget men de har under många år utklassat index så man får trots allt en riktigt fin avkastning trots segheten i investeringarna.</p><p>Tyvärr är MSAB inte längre börsnoterat men då de äger stora poster i ett fåtal börsnoterade bolag så kan man med lätthet kopiera deras portfölj (förutom Anticimex såklart) och därmed ta del av framtida eventuellt värdeökningar.</p><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><p>Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</p><h3 style="text-align: left;">2019 såg den noterade börsportföljen ut som nedan.</h3><p>Hexagon 58,5%<br />AAK 18,3%<br />Hexpol 10%<br />Assa Abloy 9,7%<br />Securitas 3,1%</p><p>Hexagon leder som vanligt och står för nästan 60% av portföljen och det är också ett bolag som har gett en väldigt fin avkastning sedan 1,5 år tillbaks. Nu väntar vi bara på att MSAB ska ge ut sin årsredovisning för 2020 som bör komma ut till sommaren.</p><p>Sen jag skrev mitt <a href="https://miljonmal.blogspot.com/2019/05/ett-eget-melker-schorling-ab.html">inlägg om MSAB</a> för ca 1,5 år sedan har jag investerat en del i dess underliggande bolag men nu i backspegeln kan jag konstatera att jag har investerat alldeles för lite och därmed missat en hel del uppgång på det. Idag står aktierna för ca 5% av min pensionsfond och jag skulle inte tveka på att fylla på med fler aktier om det skulle komma en rekyl nedåt, Tills dess försöker jag äga de aktier jag har idag på långsikt vilket verkar ha fungerat väldigt bra för MSAB.</p><p>Du kan se hur min pensionsfond såg ut senast i <a href="https://miljonmal.blogspot.com/2021/01/arsrapport-2020-pensionsfonden.html">min årsrapport 2020</a>.</p><p>Vad tycker du om Melker Schörling ABs investeringar?</p><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i></div></div><p>Bilder från <a href="http://www.melkerschorlingab.se/" target="_blank">MSAB</a> och <a href="https://latour.se/" target="_blank">Latour</a>.</p>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-66512666407460303802021-01-04T00:09:00.000-08:002021-01-04T00:09:49.539-08:00Årsrapport 2020 Pensionsfonden<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFydxEpxnCEIUAfcKOI_8JLgOkEwHPXNZht_PXYRpRuOZex4hnS5jVwFoFK6vQNmT6h5LaHEpoBQLfhJhlQqAjo0NmI-WdFKC5Ay477FUnTEpe4VwSy5VZtUzubxk1g4Oxz-RKD_UxOQeo/s640/digitization-4667378_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="291" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFydxEpxnCEIUAfcKOI_8JLgOkEwHPXNZht_PXYRpRuOZex4hnS5jVwFoFK6vQNmT6h5LaHEpoBQLfhJhlQqAjo0NmI-WdFKC5Ay477FUnTEpe4VwSy5VZtUzubxk1g4Oxz-RKD_UxOQeo/s320/digitization-4667378_640.jpg" width="320" /></a></div><br />2020 har nu officiellt tagit slut och jag kan nu konstatera att året har varit väldigt bra för min pensionsfond och investeringsstrategi. Totalt värde för pensionsfonden ligger nu på hela 228326 kr och med tanke på att insättningarna hittills ligger på 149800 kr så har portföljen gått upp med 78526 kr sedan starten i början av 2018 eller 52,4%. Då portföljen ligger i 2 olika depåer är det lite svårt att räkna ut avkastningen för året men huvuddelen av värdet ligger på Avanza som visar en avkastning på 34,5% under året. <p></p><p>Aktien som gav högst avkastning blev helt klart Volati där jag i Mars/April flitigt tradade aktien men även behöll en del på långsikt. Denna trading har gjort att tidigare realiserade vinster har ett mig ett negativt GAV på -307 kr vilket är riktigt fantastiskt då de aktier jag har behållit har idag ett värde på 15644 kr. En fantastisk utveckling som jag hoppas på att jag kan göra igen i andra aktier. </p><p>Jag utökat tradingen en aning under årets sista månader mest pga att jag tycker att de flesta investmentbolagen har fått alldeles för höga värderingar jämfört med historiken så jag vill hålla min kassa på en högre nivå just nu. Men trading i aktier som jag ändå kan tänka mig att äga på långsikt kommer jag att fortsätta med och just nu är det New Equity Venture (NEVI) som jag tradar mest i. Trading i denna aktie har gett pensionsfonden vinster på 7203 kr och de 501 aktierna som jag idag äger har därmed ett väldigt lågt inköpsvärde. </p><p>En plan är att kanske behålla aktier i NEVI till ett värde av de realiserade vinsterna på långsikt och fortsätta med tradingen vid sidan om, men då krävs det såklart att jag har mer pengar allokerade till tradingen.</p><p>Tradingen har dock inte alltid varit lyckad speciellt när jag har sålt av en del aktier i investmentbolag när de har rusat uppåt för att sedan hoppas på en nedåtrekyl för att köpa in mig igen. Exempel på detta är när jag sålde av aktier i Kinnevik och Svolder vilket hittills har varit en dålig affär men jag hoppas såklart fortfarande på att jag kan köpa tillbaks aktierna igen till rea pris. Speciellt Svolder verkar lite väl högt värderat just nu för att vara ett rent investmentbolag med en premievärdering på ca 10%.</p><p>När ett investmentbolag värderas med premie har min strategi varit att istället köpa de underliggande bolagen vilket har resulterat i att pensionsfonden idag har väldigt många olika innehav. Genom att summer ihop dessa underliggande innehav kan jag se att Lundbergsfärens innehav står för 17% av pensionsfondens värde och Latour för drygt 12%. Detta innebär att Lundbergssfären väger tyngst i pensionsfonden följt av nästan delad plats för Investor och Latour. Jag har länge haft en "aktienörd" kärlek för Lundbergs och deras extremt långsiktiga investeringar och nu när Lundbergföretagen återigen värderas med en liten rabatt så kan det vara dags att köpa aktier i investmentbolaget igen istället för de underliggande företagen.</p><p>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> har gått upp rejält under året och värdet ligger nu på 600 kr jämfört med insättningen på 400 kr så jag ligger på plus med 200kr eller en utveckling på 50%. Nu i efterhand tycker jag att jag borde ha fortsatt sätta in pengar i fonder men jag tycker fortfarande att investmentbolag är lite roligare att investera i.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><p>I November och December ökade jag mina investeringar i mina andra portföljer hos Nordnet för att kunna vara med i olika börsnoteringar och hittills har det varit en lyckad strategi. Jag investerade i DecideAct som gav en avkastning på 22% när jag sålde av aktierna samma dag som noteringen skedde. Jag var även med i Fasadgruppens IPO vilket gav en avkastning på 17% men här visar historien dock att jag borde ha behållit dessa aktier men det går lite emot strategin där jag tecknar IPO och säljer av så fort det går. Detta fenomen fungerar såklart inte alltid och skulle vi få en nedgång på börsen så kommer intresset för IPOs att falna väldigt fort.</p><p><a href="https://miljonmal.blogspot.com/2020/01/arsbokslut-2019.html">Om du vill se hur det stod till i slutet av 2019 så kan du se det här.</a></p><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><p>Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</p><p><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat December:</b><br /></p><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 228.326 kr<br />Likvider bankkonton: 48.439 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 31.641 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">4Spar konto: 0 kr<br />Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 600 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 317.006 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b></b><br />Månadens insättning: 10.000 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 149.800 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[39]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":131}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">131</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3930}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3930</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[38]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7209506163367874}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":202.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">202,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4050}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4050</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[37]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7734987267592848}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Atvexa"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Atvexa</td><td data-sheets-value="{"1":3,"3":95}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td><td data-sheets-formula="=GoogleFinance("ATVEXA-B")" data-sheets-value="{"1":3,"3":83.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">83,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7932.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7932,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[36]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.473649049387167}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1955}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1955</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3910}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3910</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[35]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7121925979330377}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":101.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">101,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[34]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":293.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">293,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Byggmästare A J Ahlström"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Byggmästare A J Ahlström</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-value="{"1":3,"3":171.5}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">171,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3430}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3430</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5020001562430485}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":943}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">943</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Dividend Sweden B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dividend Sweden B</td><td data-sheets-value="{"1":3,"3":29}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">29</td><td data-sheets-value="{"1":3,"3":0.94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,94</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":27.259999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27,26</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.011937179084310641}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fabege"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fabege</td><td data-sheets-value="{"1":3,"3":72}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">72</td><td data-sheets-formula="=GoogleFinance("FABG")" data-sheets-value="{"1":3,"3":129.35}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">129,35</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9313.199999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9313,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.078258849890017}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":67}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">67</td><td data-sheets-value="{"1":3,"3":45.5}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3048.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3048,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.334940955191526}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":35}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":910}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">910</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.39848983737060467}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":749.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">749,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4498.799999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4498,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9700286597394243}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":88}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">88</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":88}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">88</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.03853528097649804}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":393.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">393,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":125}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":136.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">136,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":17025}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17025</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":7.455263166191808}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":265.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">265,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7168.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7168,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.139092746363934}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":176.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">176,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5286}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5286</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.314744264111007}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":48}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">48</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":597.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">597,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":28680}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">28680</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":12.55899839097686}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":415.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">415,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8310}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8310</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.6389566467579395}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":49.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">49,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":40}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":199.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">199,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7988}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7988</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.4979525504575717}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":440.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">440,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2643.6000000000004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2643,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1576348726076162}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":14}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":323.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">323,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4533.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4533,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9850924513938737}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":245.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">245,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4908}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4908</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.1492177162801407}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":141}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">141</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1692}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1692</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7409283569572123}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"New Equity Venture Int."}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">New Equity Venture Int.</td><td data-sheets-value="{"1":3,"3":501}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">501</td><td data-sheets-value="{"1":3,"3":18.4}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">18,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9218.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9218,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.036745842656244}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Onoterat"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Onoterat</td><td data-sheets-value="{"1":3,"3":5000}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5000</td><td data-sheets-value="{"1":3,"3":1.52}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,52</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7600}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7600</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.3280469934248305}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":132.75}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">132,75</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1593}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1593</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.697576165858652}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":151}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">151</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4077}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4077</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7853220516043464}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":78}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":82.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">82,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6442.799999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6442,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.8213080485838806}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":50}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":195.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">195,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9770}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9770</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.278291990231657}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":187}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">187</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1496}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1496</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6550997766004666}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":11}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":215.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">215,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2373.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2373,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0394892043410346}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":151}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">151</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":103.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">103,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":15643.599999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15643,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":6.850346835044825}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=GoogleFinance("VNV")" data-sheets-value="{"1":3,"3":117}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">117</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":819}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">819</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.35864085363354425}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":124.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">124,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":14928}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14928</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":6.5369849365586665}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25028}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25028</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.959784230452192}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-39]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":228362.15999999997}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">228362</td><td data-sheets-formula="=SUM(R[-39]C[0]:R[-1]C[0])" data-sheets-numberformat="[null,2,"0.0",1]" data-sheets-value="{"1":3,"3":100.00000000000001}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr></tbody></table></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><br /></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><div><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></google-sheets-html-origin></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-33911161884174197262020-12-23T04:11:00.002-08:002020-12-23T04:11:56.932-08:00Present till frugan <p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUuSJ05LDnRiZnnNY14r-LZ9ltyr7_BCe7OOuGFVIjgzTaNyQDaAtSttGfpOrqCrKfj9gea5hL2-9talMrEz3CH3HRr0Xbd4FBnRkOnEjxa4spdrm0LPLD024lOW93z8TWZrppKsx4Tuju/s640/santa-2933399_640.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="564" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUuSJ05LDnRiZnnNY14r-LZ9ltyr7_BCe7OOuGFVIjgzTaNyQDaAtSttGfpOrqCrKfj9gea5hL2-9talMrEz3CH3HRr0Xbd4FBnRkOnEjxa4spdrm0LPLD024lOW93z8TWZrppKsx4Tuju/s320/santa-2933399_640.png" /></a></div><br /><p></p><p>Imorgon är det dags för Jul igen men det kommer att bli en väldigt annorlunda Jul pga den pågående Corna pandemin. Min familj kommer att fira tillsammans med hennes systers familj och ingen annan. Normalt sett firar vi med hela tjocka släkten men i år blir det uppehåll.</p><p>Stora frågan i år är vad jag skulle ge i julklapp till min fru och det var inte lätt att välja. När jag frågade henne så ville hon först ha diamanter eller ett guld halsband men då hon är snål som mig sa hon att pengar går lika bra. 🤔</p><p>Personligen tycker jag att pengar är en lite för enkel present så i år tänkte jag följa min hobby och köpa investmentbolag till min fru. Valet blev enkelt Investor där jag köpte 10st och min förhoppning är att hon ska spara dom till hennes pension. Om aktiekursen rör sig som den gjort historiskt bör hon ha ett värde på ca 50000kr om 20 år eller 200000kr om 25 år. Hon går i pension om ca 25 år så det vore ett riktigt bra tillägg till pensionen. Vid 3% direktavkastning kan hon även få ca 500kr/mån i utdelning. </p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><p>Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</p><p>Investor tycker jag är en äkta byrålåda aktie som bör ge en fin avkastning över en lång tid så den funkar perfekt för oss långsiktiga aktieägare. Den lär inte ge någon enorm övervakning men bör gå bättre än index. </p><p> Vi får se vad hon tänker göra. Hon tycker om att spara pengar men vill inte ta några risker på börsen och sparar därmed i vanliga bankkonton. Hennes plan är istället att köpa hus och mark så kanske kan det också ge en bra avkastning.</p><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-19240877795180265052020-11-02T01:09:00.000-08:002020-11-02T01:09:56.840-08:00Månadsrapport Oktober 2020<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghVs1bRP4RIZt21RlwxJSi_Z7eyH1IEc-6DZqcbbyK63zTWMAsQFiCb6TBjtbW022XuAZmBcTThCP4csX6DGO-hUEpUF8PdGl6vRgSmxdPt8l3cy3DAQsIfXxPRqYTv7rC6ODdvc_abye-/s640/piggy-bank-1759242_640.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="227" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghVs1bRP4RIZt21RlwxJSi_Z7eyH1IEc-6DZqcbbyK63zTWMAsQFiCb6TBjtbW022XuAZmBcTThCP4csX6DGO-hUEpUF8PdGl6vRgSmxdPt8l3cy3DAQsIfXxPRqYTv7rC6ODdvc_abye-/s320/piggy-bank-1759242_640.png" width="320" /></a></div><br />Oktober var en ganska mager månad på börsen men med hjälp av min månadsinsättning på 5000kr så höll sig pensionsfonden på nästan +/- 0 och har idag ett värde på 187147kr. Längre ner i inlägget hittar du alla aktier som ingår i min pensionsfond. Börsen verkar gå till mer turbulenta tider nu när den andra vågen av Corona verkar vara ett faktum och presidentvalet denna vecka. Jag misstänker dock att USA oavsett vem som blir president kommer att trycka pengar som galningar och därmed minska nedgångarna på börsen. Frågan är dock vad som kommer att hända när de beslutar sig för att sluta eller minska tryckandet av pengar?<p></p><p>Jag har under månaden gjort rejäla köp i Fabege, Hufvudstaden och Handelsbanken vilket enligt många kanske kan anses vara lite tråkiga innehav men enligt mig ser de ut att vara lågt värderade och bör kunna ge mig som aktieägare fina utdelningar under åren som kommer. Jag har även ökat på smått i företag som Assa Abloy, Indutrade, Investor, Sweco och Volati.</p><p>Jag brukar även trada lite i mina investmentbolag och under månaden köpte jag tillbaks de 10st Bilia som jag tidigare sålt med en realiserad vinst på 74kr eller 7% på investerat kapital. Svolder gick också ner en del under månaden och jag passade på att köpa tillbaks de 25 aktier jag sålde i slutet av September och realiserade en vinst på 246kr eller ca 6% på investerat kapital. I September sålde jag även 33 Kinnevik aktier för 350kr som jag tänkt köpa tillbaka när aktiekursen gått ner en bit vilket verkar ta en del tid. Förhoppningsvis ska det komma ett köpläge under de närmaste veckorna så att Kinnevik återigen tar en större kaka av portföljen.</p><p>New Equity Venture är ett mikroskopiskt investmentbolag som jag brukar trada lite då och då och summerar jag allt så har jag just nu en vinst på 4413kr vilket är nästa 10% av pensionsfondens totala avkastning. Detta är dock förenat med hög risk så det är endast en mindre del av portföljen som jag satsar här och det brukar för det mesta bli snabba köp och försäljningar.</p><p>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> gick ner en aning under oktober och värdet ligger nu på 504 kr jämfört med insättningen på 400 kr så jag ligger fortfarande på plus 104 kr jämfört med rejält minus för bara någon månad sedan. Nu i efterhand tycker jag att jag borde ha fortsatt sätta in pengar i fonder men jag tycker fortfarande att investmentbolag är lite roligare att investera i.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><h3><b>Behöver ditt företag hjälp med bokföringen?</b></h3><p>Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</p><p><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Oktober:</b><br /></p><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 187.147 kr<br />Likvider bankkonton: 44.249 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 11.130 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">4Spar konto: 0 kr<br />Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 504 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 251.030 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b></b><br />Månadens insättning: 5.000 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 139.800 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[36]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":109.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">109,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3282}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3282</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[35]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7537024789776121}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":191}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">191</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5157}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5157</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[34]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.755589178576339}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1799}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1799</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3598}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3598</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9225537840833176}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":118.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">118,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1189}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1189</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6353297524388729}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":258.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">258,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Byggmästare A J Ahlström"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Byggmästare A J Ahlström</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-value="{"1":3,"3":150}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">150</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3000}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3000</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6030187193579633}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":886}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">886</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fabege"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fabege</td><td data-sheets-value="{"1":3,"3":72}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">72</td><td data-sheets-formula="=GoogleFinance("FABG")" data-sheets-value="{"1":3,"3":112.45}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">112,45</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8096.400000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8096,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.326226919803272}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":67}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">67</td><td data-sheets-formula="=GoogleFinance("FAG")" data-sheets-value="{"1":3,"3":40.25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40,25</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2696.75}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2696,75</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.4409802438095294}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":33.7}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">33,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":876.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">876,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.4681883339671492}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":650.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">650,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3902.3999999999996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3902,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.0852067501408387}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":78.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":78.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.04189222253255478}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":337.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">337,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":173}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">173</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":116.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">116,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":20119.899999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20119,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.750858777203428}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":227.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">227,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6145.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6145,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.283623544732852}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":451.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">451,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4514}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4514</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.4120088330606153}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":42}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">42</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":533}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">533</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":22386}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">22386</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.961725683849123}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":365.15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">365,15</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7303}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7303</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.9022819024904023}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":45.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":207.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">207,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4156}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4156</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.2207152658838987}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":400.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">400,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2403.6000000000004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2403,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.2843385979496005}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":14}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":263}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">263</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3682}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3682</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9674383082253406}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":188.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">188,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3762}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3762</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.010185474074886}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1440}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1440</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7694489852918225}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"New Equity Venture Int."}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">New Equity Venture Int.</td><td data-sheets-value="{"1":3,"3":388}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">388</td><td data-sheets-value="{"1":3,"3":16.8}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6518.400000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6518,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.4830390734209833}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":125.95}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125,95</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1511.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1511,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.807600830812542}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":448.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">448,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4035.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4035,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.1563807812803324}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":78}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":72.12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">72,12</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5625.360000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5625,36</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.0058524610425046}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":108}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">108</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":152}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">152</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":16416}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16416</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":8.771718432326777}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":167.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">167,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1340}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1340</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7160150279798904}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":11}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":216.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">216,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2384.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2384,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.274293013974957}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":151}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">151</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":68.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">68,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":10283.099999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10283,1</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.494667264343291}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("VNV")" data-sheets-value="{"1":3,"3":77.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">77,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":926.4000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">926,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.49501218053773915}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":110}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":117.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">117,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":12958}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12958</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":6.923972188480164}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":17360}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17360</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":9.276134989351414}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-36]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":187146.90999999997}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">187147</td><td data-sheets-formula="=SUM(R[-36]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":100.00000000000001}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0<br /></td></tr></tbody></table><br /></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><div><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></google-sheets-html-origin></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-32681675325540900012020-10-05T00:13:00.000-07:002020-10-05T00:13:09.623-07:00Månadsrapport September 2020<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1iY6MX508btWwml8NSXzlgmrHrC-avAY7osRUq7bTRaHs3If3kd-vDYg6yk60h_zmuDpNZk-qzlGyzIavFNA6m3PB76dju42gcU8zONCSNlpTnaUVhaLMdf9ddCpWsOw7xF9RdDX6SLCN/s640/presentation-1454403_640.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="465" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1iY6MX508btWwml8NSXzlgmrHrC-avAY7osRUq7bTRaHs3If3kd-vDYg6yk60h_zmuDpNZk-qzlGyzIavFNA6m3PB76dju42gcU8zONCSNlpTnaUVhaLMdf9ddCpWsOw7xF9RdDX6SLCN/s320/presentation-1454403_640.png" width="320" /></a></div><br />Det blev ett litet uppehåll igen mellan månadsrapporterna så denna rapport gäller egentligen för Augusti och September. Börsen har varit på ett fantastiskt humör och pensionsfonden fortsätter att växa i en snabb takt och gav en uppgång på hela 22759kr + insättningarna på 10000kr. Detta är nästan 15% avkastning på bara 2 månader vilket alltid är roligt men jag tycker ändå att det har gått lite väl fort med tanke på att andra vågen i Corona pandemin börjar ta fart. <p></p><p>Totalt har pensionsfonden hittills haft en avkastning på 52848 kr sedan den startades eller 39% vilket är underbart bra med tanke på att jag startade fonden i Mars 2019. </p><p>Jag har därför hållit på med lite småtrading under perioden genom att köpa och sälja investmentbolagen. Jag sålde bla en del Kinnevik och Svolder när kurserna rusade iväg med tanken att köpa tillbaka dom så fort kursen går ner en liten bit. Tanken är att få en liten extra avkastning många gånger och att det med tiden ger en bra effekt på den totala avkastningen. Dessa 2 är inga lysande exempel just nu då kurserna ligger någon krona högre mot vad jag sålde dom för men jag hoppas på en liten nedgång snart så att jag kan köpa tillbaks dom. De likvida medlen är därför på all time high just nu och ligger på hela 31000 kr eller 16,5% av pensionsfonden. <br /></p><p>Tradingen har jag dock lyckats bäst med i de små investmentbolagen som har en tendens att vara väldigt volatila som ex. Volati och NEVI. Ex. NEVI har gett 1203kr i extra avkastning efter flera små köp och försäljningar, något som jag hoppas kan fortsätta framöver. Ett annat exempel är den lilla post aktier jag ägt i Bilia sålde jag av när den sköt upp som en raket och köpte sedan tillbaks efter någon dag vilket gav en liten vinst på 80 kr, vilket är riktigt bra med tanke på att det endast gällde 10 aktier. </p><p>Detta kommer såklart inte att fungera hela tiden så det är bara en liten del av portföljen som jag tillåter användas i trading syfte medan resten ska ligga i långsiktigt ägande av investmentbolag och deras underliggande företag. Nu när de flesta investmentbolagen värderas med premie eller väldigt låga rabatter börjar det kännas svårare och svårare att köpa aktier så jag kommer nog låta kassan vara lite större än normalt och kanske fortsätta med mina mindre trading positioner.</p><p>Jag har dock inte varit helt på latsidan utan ökat en aning i bla Investor, Industrivärden och Assa Abloy och ökat rejält i fastighetsbolagen Fabege och Hufvudstaden som då värderades med rejäla rabatter mot substansvärdet. Dessa 2 innehav står för nästa 10% av pensionsfondens värde vilket känns som en ok nivå men tanken är också att sälja av en del om värderingen skulle gå upp till substansvärdet eller lite högre än så. Både bolagen är underliggande bolag till investmentbolagen Öresund respektive Lundbergs och platsar då in i min strategi då båda investmentbolagen värderas med premie.</p><p>Totalvärdet har precis passerat en kvarts miljon vilket känns riktigt skönt att nå så här snabbt och anledningen till detta är normalt sparande och att jag valde göra större extra insättningar i min pensionsfond i Mars när Corona krisen var som värst. Uppgången kom dock förvånansvärt snabbt så jag hann inte sätta in de extra pengar jag hade planerat för. Vi får se vad som händer med börsen nu när andra vågen är igång runt om i världen. </p><p>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> fortsätter att gå upp och värdet ligger nu på 524 kr jämfört med insättningen på 400 kr så jag ligger nästan på plus 123 kr jämfört med rejält minus för bara någon månad sedan. Nu i efterhand tycker jag att jag borde ha fortsatt sätta in pengar i fonder men jag tycker fortfarande att investmentbolag är lite roligare att investera i.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><h3 style="text-align: left;"><b>Behöver ditt företag hjälp med bokföringen?</b></h3><p>Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</p><div><br /></div><div><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Augusti-September:</b><br /><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 187.648 kr<br />Likvider bankkonton: 44.709 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 12.299 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">4Spar konto: 0 kr<br />Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 524 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 253.180 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b></b><br />Månadens insättning: 10.000 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 134.800 kr</b></div></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[36]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":123.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">123,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3714}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3714</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[35]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9792399366920337}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":22}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">22</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":212.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">212,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4675}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4675</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[34]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.4913696025943075}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1888}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1888</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3776}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3776</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.012280560298632}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":112.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">112,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1124}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1124</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5989945311905885}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":272.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">272,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Byggmästare A J Ahlström"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Byggmästare A J Ahlström</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-value="{"1":3,"3":147}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">147</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2940}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2940</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5667650548935323}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":855}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">855</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fabege"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fabege</td><td data-sheets-value="{"1":3,"3":40}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td data-sheets-formula="=GoogleFinance("FABG")" data-sheets-value="{"1":3,"3":124.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">124,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4984}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4984</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.656039807343322}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":67}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">67</td><td data-sheets-formula="=GoogleFinance("FAG")" data-sheets-value="{"1":3,"3":42}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">42</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2814}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2814</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.499617981112381}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":34.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">34,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":889.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">889,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.473866492112697}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":671.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">671,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4028.3999999999996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4028,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.146787873174526}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":82.55}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">82,55</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":82.55}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">82,55</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.043991991592333704}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":335.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">335,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":116}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">116</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":125.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":14592.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14592,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":7.776696970425285}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":27}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">27</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":237.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">237,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":6420.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6420,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.4216230311052427}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":487.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">487,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3902.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3902,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.0796407993933745}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":38}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">38</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":571.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">571,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":21717}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">21717</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.573277788137021}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":356.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">356,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7132}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7132</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.8007375413267597}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":45.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":209.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">209,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4188}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4188</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.2318408332973174}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":444.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">444,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2666.3999999999996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2666,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.4209599803973179}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":14}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":265.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">265,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3721.2000000000003}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3721,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9830769123366712}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":206.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">206,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2064}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2064</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0999330181293372}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":134}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">134</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1608}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1608</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.8569245606356463}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"New Equity Venture Int."}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">New Equity Venture Int.</td><td data-sheets-value="{"1":3,"3":500}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">500</td><td data-sheets-value="{"1":3,"3":16}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8000}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8000</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.263306271819136}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":134}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">134</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1608}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1608</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.8569245606356463}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":498.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">498,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1995.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1995,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0632685841916925}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":78}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":74.98}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">74,98</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5848.4400000000005}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5848,44</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.1167113665447386}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":80}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":164.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">164,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":13152}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13152</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":7.008875510870658}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":172}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">172</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1376}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1376</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7332886787528913}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":11}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":236.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">236,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2600.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2600,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.38578770365481}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":143}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">143</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":70.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":10095.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10095,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.380185932378953}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("VNV")" data-sheets-value="{"1":3,"3":72.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">72,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":872.4000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">872,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.4649135489418768}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":110}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":128}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">128</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":14080}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14080</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":7.503419038401679}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30980}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30980</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":16.509653537619602}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-36]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":187647.78999999998}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">187648</td><td data-sheets-formula="=SUM(R[-36]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr></tbody></table><br /></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><div><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></google-sheets-html-origin></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-40347287323981398662020-08-25T02:27:00.004-07:002020-08-25T02:27:51.623-07:00Nytt investmentbolag till Pensionsfonden<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjDMPvacy1ShExbIsbFWuJPzUDA1NOJ1zxS9EjWZQvGkbQyhCJRVayKw5A89vYroUEAPFywol1HA1Vuco64WXZgsv4rMON8T4XI84XwGR0f4UWMSPv9UodCv-VBYLUlx4FW_djSRdR6QzG/s640/building-1080602_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="425" data-original-width="640" height="340" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjDMPvacy1ShExbIsbFWuJPzUDA1NOJ1zxS9EjWZQvGkbQyhCJRVayKw5A89vYroUEAPFywol1HA1Vuco64WXZgsv4rMON8T4XI84XwGR0f4UWMSPv9UodCv-VBYLUlx4FW_djSRdR6QzG/w512-h340/building-1080602_640.jpg" width="512" /></a></div><p>De flesta investmentbolagen börjar nu värderas med en klart mindre rabatt eller högre premie än vad som har varit normalt de senaste 5 åren och det känns lite som att investmentbolagen är lite för "inne" just nu. Detta gör att jag inte längre kan köpa investmentbolagen med klar rabatt och jag har därför fortsatt köpa i de underliggande företagen istället. Kassan är dock rekordstor just nu och jag har febrilt tittat runt för att hitta något annat att investera i.</p><p>I mitt sökande hittade jag ett investmentbolag som har ett väldigt långt namn och som många troligen aldrig skulle tro var ett investmentbolag och det heter Byggmästare Anders J Ahlström Holding. Det första jag trodde var att det var ett litet byggbolag men så är inte fallet utan det är ett ganska nytt investmentbolag som startade med en stor kassa och har lite smått börjat investera dessa pengar. De verkar dock redan idag ha lite intressant företag som kanske kan bli något om några år men för mig så är rabatten mot substansvärdet viktigt. </p><p><b>Anlita mig som redovisningskonsult:</b><br />Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</p><p><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</p><p>Kollar vi på senaste delårsrapporten så var substansvärdet 154kr/aktie och kassan stod för hela 52% av detta värde. När detta skrivs ligger aktiekursen på 131,5kr så rabatten är idag 22,5kr eller 14,6% vilket inte kan anses vara den högsta rabatten men substansvärdet var det som gällde 31/3 och det har hänt en del på börsen sedan dess. 26% av portföljen innehåller noterade bolag medan kassan är som sagt 52% och onoterade står för resterande del. Den noterade delen bör vi kunna lista ut genom att räkna lite så här kommer min väldigt enkla uträkning av Byggmästare Anders J Ahlström Holdings substansvärde just nu. Talet inom parentes representerar värdet av respektive aktiepost 31/3 2020.</p><p>20,6% av Green Landscaping 271 Mkr (191 Mkr)<br />18% av Infrea 98 Mkr (63 Mkr)<br />2,7% av Azelio 46 Mkr (21 Mkr)<br /><b>Totalt övervärde: 140 Mkr eller 21 kr/aktie</b><br /></p><p>Med denna väldigt enkla uträkning kan vi se att substansvärdet borde ligga på ca <b>175kr/aktie idag vilket ger en rabatt på 43,5kr eller ca 25%.</b> Rabatten ser genast mycket bättre ut och till det kommer de onoterade som står för ca 22% av portföljen som inte går att räkna ut vad de är värderade idag. </p><p><b>De onoterade bolagen</b></p><p>Team Olivia - Omsorgsbolag<br />Fasticon - Tjänster som rekrytering och utbildning inom fastighetsbranschen<br />Volta Trucks - Utvecklar en ny eldriven lastbil. Kanske nästa Tesla för lastbilar? :)<br />Safe Life - Säljer livräddande produkter med tillhörande utbildning.<br />Ge-Te Media - är ett nytt inköp som äger SDR utdelare av reklam och Mitt-i tidningarna. De köpte 45% av bolaget för 25 Mkr som omsätter ca 850 Mkr. Ser bra ut på pappret men jag undrar hur det kommer att gå med gammel media i framtiden?</p><p>Byggmästare Anders J Ahlström Holding har flera innehav som jag tycker är väldigt intressanta som Infrea, Team Olivia och Green Landscaping samt Volta Trucks som anser jag är en väldigt fin krydda i portföljen som antingen kan bli något stort eller inget alls. De äger idag 37,3% av Volta Trucks som står för ca 4% av det totala substansvärdet så risken är inte jättestor här men vinsten kan bli väldigt fin om de nya el lastbilarna skulle slå igenom.</p><p>Självklart fortsätter jag att investera i mina andra investmentbolag och dess underliggande bolag men jag har gjort det med lite extra tillförsikt just nu. Troligen är detta dåligt gjort på långsikt men jag är tydligen för snål att köpa aktier som värderas högre än vad de gjort historiskt sett. Framtiden får tyvärr visa svaret om vad som var rätt eller fel väg. </p><p>Jag har köpt totalt 20st aktier i Byggmästare Anders J Ahlström Holding och jag kommer troligen att köpa fler aktier men även syssla med lite småtrading då det ibland kan skilja sig några kr mellan köpa och säljare.</p><p>Vad tycker du om bolaget?</p><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com2tag:blogger.com,1999:blog-2177557239568945142.post-6894807686896280772020-08-14T07:58:00.001-07:002020-08-25T02:21:49.355-07:00Hufvudstaden - Lundbergföretagens kassako nr 2<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg091RPKxTThyVKXfLZMkAeRIx03ejvfZLPF5X4ZmH-ry-OvNZ9INO-gnS8cXCxzhMOZerQkZsKnWKFqlgcnozjI9aIb9rV6fAzjjE7aXxR8-Q0Wq-OPEfp6MJj2p70MSflYOFbB05XYDIC/s640/sweden-1289330_640.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="485" data-original-width="640" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg091RPKxTThyVKXfLZMkAeRIx03ejvfZLPF5X4ZmH-ry-OvNZ9INO-gnS8cXCxzhMOZerQkZsKnWKFqlgcnozjI9aIb9rV6fAzjjE7aXxR8-Q0Wq-OPEfp6MJj2p70MSflYOFbB05XYDIC/w512-h388/sweden-1289330_640.jpg" width="512" /></a></div><div style="text-align: center;"><br /></div>Lundbergföretagen är nog ökänt som investmentbolaget som äger sina företag under väldigt lång tid och utökar sin maktposition sakta men säkert under många år. De är kort och gott riktigt långsiktiga och verkar inte tycka om större förändringar. Detta är en strategi som har fungerat extremt bra under flera decennier och faktum är att Lundbergföretagen är ett av investmentbolagen som haft bäst totalavkastning på långsikt. <div><br /></div><div>Holmen som jag <a href="https://miljonmal.blogspot.com/2019/08/lundbergs-kassako.html">tidigare skrivit om</a> klassar jag som Lundbergföretagens största kassako men detta företag har de ägt mycket längre tid än Hufvudstaden men pengamässigt kommer nog Hufvudstaden på 2:a plats.</div><div><br /></div><div>Läs gärna mitt inlägg om en av mina andra portföljer om att bli en <a href="https://miljonmal.blogspot.com/2020/07/ny-strategi-bli-fastighetsmagnat.html">egen fastighetsmagnat</a>.</div><div><br /></div><div>Vi börjar med att gå igenom hur mycket Lundbergföretagen har fått i utdelning från Hufvudstaden under årens gång. </div><div><br /></div><div>1999 40 Mkr </div><div>2000 61 Mkr </div><div>2001 79 Mkr </div><div>2002 93 Mkr </div><div>2003 103 Mkr </div><div>2004 112 Mkr </div><div>2005 373 Mkr </div><div>2006 135 Mkr </div><div>2007 1082 Mkr </div><div>2008 163 Mkr </div><div>2009 177 Mkr </div><div>2010 196 Mkr </div><div>2011 215 Mkr </div><div>2012 229 Mkr </div><div>2013 243 Mkr </div><div>2014 257 Mkr </div><div>2015 271 Mkr </div><div>2016 289 Mkr </div><div>2017 308 Mkr </div><div>2018 327 Mkr </div><div>2019 345 Mkr </div><div>2020 364 Mkr</div><div><b>Totalt: 5462 Mkr</b></div><div><br /></div><div><b>Nu till lite egen reklam:</b><br />Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</div><div><br /></div><div>Lundbergföretagen har alltså fått in mer än 5,4 miljarder kr i utdelningar under 21 år på en investering som har ett anskaffningsvärde på 2830 Mkr vilket är nästan dubbelt upp mot investeringen. Nu har jag bara tittat på utdelningarna men de äger fortfarande samma antal aktier som idag har ett värde på 10,7 miljarder kr. En formidabel värdeökning på ett företag som långsiktigt äger ett mindre antal fastigheter i några av Stockholms och Göteborgs bästa lägen men samtidigt tagit det väldigt försiktigt med nya investeringar. Faktum är att Hufvudstaden är lågt belånat jämfört med de flesta andra fastighetsbolagen på börsen och de har därmed en rejäl kassa att ta till om någon bra fastighetsinvestering skulle dyka upp. Under tiden låter dom kassaflödet strömma in från hyresintäkterna och slussar vidare en del av dessa till oss aktieägare i form av utdelning som praktiskt taget varje år ökar.</div><div><br /></div><div><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</div><div><br /></div><div>Helst skulle jag vilja äga Hufvudstaden genom Lundbergföretagen men då detta bolag värderas med en hög premie har jag valt att investera direkt i Hufvudstaden. Hufvudstaden värderas med en rejäl rabatt och jag har valt att köpa ganska mycket i bolaget som idag står för 5,8% av pensionsfondens värde och jag kan tänka mig att köpa fler aktier och därmed öka andelen.</div><div><br /></div><div>Vad tycker du om Hufvudstaden?</div><div><br /></div><div><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com3tag:blogger.com,1999:blog-2177557239568945142.post-37018408080873157592020-08-13T08:01:00.002-07:002020-08-13T08:01:42.498-07:00Månadsrapport Juli 2020<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPSRM_XPCOt3rQpOUpo1mf53ig_8qx2ZvJh7bru2jSMvpoztPCEm470qxi2aZsdHyYItI_xEMffQWvDWRdR0W7lX7_9HjUtXyoN2oKL_tdf9F_XP4RQB0S9qqyN_o9vFQ3PTYHzBXGndZS/s1280/environmental-protection-886673_1280.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="905" data-original-width="1280" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPSRM_XPCOt3rQpOUpo1mf53ig_8qx2ZvJh7bru2jSMvpoztPCEm470qxi2aZsdHyYItI_xEMffQWvDWRdR0W7lX7_9HjUtXyoN2oKL_tdf9F_XP4RQB0S9qqyN_o9vFQ3PTYHzBXGndZS/w410-h290/environmental-protection-886673_1280.jpg" width="410" /></a></div><div><br /></div><div><br /></div><div><b>Jag hade påbörjat detta inlägg i början av månaden men det blev rejält försenat så tyvärr har portföljen gått upp mer än vad som står i uträkningen men antalet aktier längre ner stämmer till dagens datum. Pensionsfonden sprängde idag 160.000 kr men här kommer det inlägg som jag borde ha publicerat för länge sedan.</b></div><div><br /></div><div>Jag missade helt att skriva ner månadsrapporten för Juni så denna rapport får gälla för både Juni och Juli. Pensionsfonden har vuxit fint denna period och har för första gången spräckt 150.000 kr nivån vilket känns riktigt bra. Totalt har pensionsfond genererat 30089 kr i avkastning sedan den startades, något som måste anses vara helt ok med tanke på att den innehåller tråkiga långsiktiga investeringar i investmentbolag.</div><div><br /></div><div>Totala värdet har gått upp nästan 17000 kr på 2 månader och detta är tack vare börsens uppgång men även lönen har varit högre p.g.a. mycket helgarbete. Jag jobbar idag som säljare i butik sedan några år tillbaks men har annars alltid varit egen företagare och jag vill verkligen gå tillbaks till att vara egen företagare som jag anser är mycket roligare och ger mer frihet. Vägen till detta mål startades i början av förra året då jag startade min egna redovisningsbyrå och planen är att jag om inom en snar framtid ska kunna livnära mig helt på denna verksamhet. Det gick lite sakta i början att få in kunder till mitt nya företag men de sista månaderna har flera nya kunder kommit in vilket har gjort att all min fritid har gått till att driva företaget. </div><div><br /></div><div>Jag jobbar som sagt 100% som säljare och är pappa till en ganska så stökig 4-årig kille så det har tidvis varit lite svårt att hinna med allting och samtidigt skriva här på bloggen. Förhoppningen är att nu när jag får in fler kunder så kan jag kanske trappa ner tiden jag jobbar som säljare och därmed börja realisera min dröm om att återigen bli egen företagare. </div><div><br /></div><div><b>Nu till lite egen reklam:</b><br />Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</div><div><br /></div><div>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> har gått upp igen och värdet ligger på 472 kr jämfört med insättningen på 400 kr så jag ligger nästan på plus 72 kr jämfört med rejält minus för bara någon månad sedan.<br /><br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</div><div><br /></div><div>Största inköpen gjordes denna period i Hufvudstaden och Fabege då jag tycker att fastighetsbolagen värderas med en rejäl rabatt just nu, speciellt Hufvudstaden. Då jag inte vill gå bort från min investmentbolagsstrategi så blev det inköp av Hufvudstaden och Fabege som är underliggande bolag till Lundbergs respektive Öresund. Båda investmentbolagen värderas med premie vilket gör att jag då får investera i den underliggande företagen istället. </div><div><br /></div><div>Jag äger nu 82 aktier i Hufvudstaden och fortsätter aktiekursen att vara så låg jämfört med substansvärdet så lär det bli fler köp framöver. Ett litet delmål kan såklart vara att nå 100 aktier, vilket kan ske snabbare än vad jag tror.<br /><div><br /></div><div><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Juni-Juli:</b><br /><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 154.889 kr<br />Likvider bankkonton: 35.482 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 11.086 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">4Spar konto: 0 kr<br />Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 472 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 209.929 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b></b><br />Månadens insättning: 10.000 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 124.800 kr</b></div></div></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[34]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":112}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">112</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3360}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3360</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.090480604601832}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":19}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">19</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":198.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">198,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3765.7999999999997}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3765,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.3429559109552316}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1751}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1751</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3502}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3502</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.178828296820124}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":92.55}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">92,55</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":925.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">925,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5758154165354152}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":250.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">250,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":740}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">740</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fabege"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fabege</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("FABG")" data-sheets-value="{"1":3,"3":114.45}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">114,45</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2289}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2289</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.424139911884998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":67}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">67</td><td data-sheets-formula="=GoogleFinance("FAG")" data-sheets-value="{"1":3,"3":41.45}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">41,45</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2777.15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2777,15</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7278506580565411}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":32.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">32,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":837.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">837,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5208780839799565}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":599.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">599,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3596.3999999999996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3596,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.237560847139889}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":63.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">63,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":63.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">63,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.03956981144424896}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":293.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">293,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":82}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">82</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":114}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">114</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9348}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9348</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.816015682088668}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":229.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">229,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5745}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5745</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.5743485337611682}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":453.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">453,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3628.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3628,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.2577190529699784}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":36}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">36</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":535.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">535,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":19278}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">19278</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.99413246890301}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":53}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">53</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":326.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">326,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":17304.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17304,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.766286197122737}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":47.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">47,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":191.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">191,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3830}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3830</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.3828990225074453}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":434.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">434,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2607.6000000000004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2607,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6223622692142077}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":14}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":255.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">255,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3581.2000000000003}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3581,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.228103911071453}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":21}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">21</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":169.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">169,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3565.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3565,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.2185225416336944}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":118.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">118,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1422}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1422</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.8847212558761324}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":131.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">131,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1573.1999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1573,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.9787928830832148}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":521.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">521,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2086}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2086</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.2978400420236373}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":88.38}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">88,38</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":707.04}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">707,04</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.43989684722549977}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":105}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">105</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":133.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">133,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":14007}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14007</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":8.714691020433886}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":28}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">28</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":167.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">167,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4690}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4690</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.917962510590057}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":11}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":234.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">234,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2580.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2580,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6055637643557996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":143}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">143</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":60.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8665.800000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8665,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":5.391573459332903}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("VNV")" data-sheets-value="{"1":3,"3":78.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":944.4000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">944,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5875743699363006}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":110}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":118.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">118,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":13046}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13046</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":8.116788680843898}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":21001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">21001</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":13.066125945608057}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-34]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":160728.59000000003}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">160729</td><td data-sheets-formula="=SUM(R[-34]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":99.99999999999997}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr></tbody></table></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><br /></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><div style="font-size: medium;"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></div><div><b><br /></b></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-44641429137797147812020-07-18T05:45:00.001-07:002020-07-18T05:45:22.133-07:00Ny strategi bli fastighetsmagnat<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBKzr9nhvYPX4dB7MdPJ3ydF1tSRsjlUPUb6wgBofQmpmhIniu5joFBmR4u-obBzptWkV3wcOC_6lzFfFYMKhGYU7ltELbw976-wFDA9nrd-j4dJrlG3GKdAIyogjQ7CLv0MxUrNBQOCyV/s640/sweden-1289330_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="485" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBKzr9nhvYPX4dB7MdPJ3ydF1tSRsjlUPUb6wgBofQmpmhIniu5joFBmR4u-obBzptWkV3wcOC_6lzFfFYMKhGYU7ltELbw976-wFDA9nrd-j4dJrlG3GKdAIyogjQ7CLv0MxUrNBQOCyV/s320/sweden-1289330_640.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Det var ett tag sedan jag skrev ett inlägg här i bloggen och det är p.g.a. att det har haft mycket att göra på jobbet, hemma och i min nya verksamhet som redovisningskonsult. Jag har dock inte legat på latsidan utan jag har fortsatt investerat i mina investmentbolag eller dess underliggande bolag. Månadsrapporten hann jag inte alls med så jag får göra ett avbrott och ta den nästa månad istället. <div><br /></div><div>Jag har alltid varit lite snål av mig och när jag surfade runt lite till <a href="http://fbindex.se">fbindex.se</a> så märkte jag att flera fastighetsbolag värderades med ganska stora rabatter mot justerat eget kapital eller NAV. Jag fick då idén att skapa en ny portfölj för fastighetsbolag och knåpade även fram en strategi som förhoppningsvis ska ge mig en fin avkastning på lite längre sikt.</div><div><br /></div><div>Grundtanken är att köpa billigare och eventuellt sälja dyrare och detta ska jag göra med hjälp av rabatten/premien som gäller för respektive fastighetsbolag. Detta hittar jag lättast hos <a href="http://fbindex.se">fbindex.se</a> som även driver <a href="http://ibindex.se">ibindex.se</a> där jag håller koll på mina investmentbolag.</div><div><br /></div><div><b>Nu till lite egen reklam:</b><br />Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.</div><div><br /></div><div><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)</div><div><br /></div><h3 style="text-align: left;">Strategin</h3><div><br /></div><div>1. Köp fastighetsbolag som värderas med minst 10% rabatt mot substansvärdet - helst mer.</div><div><br /></div><div>2. Skulle ett fastighetsbolag värderas till mer än 10% premie mot substansvärdet så kan jag börja sälja av och använda pengarna till köp av andra fastighetsbolag som värderas med rabatt.</div><div><br /></div><div>3. All utdelning ska såklart återinvesteras i de fastighetsbolag som jag just nu anser vara lägst värderat.</div><div><br /></div><h3 style="text-align: left;">Portföljen idag</h3><div>Jag har sedan tidigare haft en gammal kapitalförsäkring hos Nordnet som hade några mindre innehav kvar och dessa sålde jag i veckan och köpte på mig följande fastighetsbolag.</div><div><br /></div><div>5st Atrium Ljungberg (34%)</div><div>10st Diös (20%)</div><div>5st Fabege (30%)</div><div>5st Hufvudstaden (41%)</div><div>50st Klövern (37%)</div><div>10st Kungsleden (28%)</div><div><br /></div><div>Siffrorna i parantes visar substansrabatten just nu enligt ibindex.se och som du ser är rabatterna väldigt fina just nu i dessa bolag och bräcker med lätthet de gamla investmentbolagens rabatter.</div><div><br /></div><div>Värdet mellan de olika innehaven är ganska jämt just nu men jag kommer inte att ställa några kvar på en likaviktad portfölj. Portföljen startade med 3771 kr i likvida medel så det får anses vara startvärdet för portföljen. Jag har ännu inte bestämt om jag ska lägga in någon summa varje månad eller om det får bli lite sporadiska insättningar när det finns pengar över. Planen är dock, som i min pensionsfond med investmentbolag, att jag inte ska ta ut pengarna från portföljen utan låta det växa och växa tills förtidspensionen kommer, då tanken är att kunna leva på utdelningarna. När det händer står kanske skrivet i stjärnorna men jag har tyvärr svårt att läsa av dom så ska vi säga kanske om 10-15 år?</div><div><br /></div><div>Fastighetsbolag har historiskt sett gett en väldigt bra avkastning och jag satsar nu på att denna avkastning kommer att fortsätta men historisk avkastning visar självklart inte på hur det kommer att gå i framtiden.</div><div><br /></div><div>Vad tycker du om min lilla portfölj med fastighetsbolag?</div><div><br /></div><div><div style="font-family: "times new roman";"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; font-size: 16px; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com1tag:blogger.com,1999:blog-2177557239568945142.post-31893452444991275142020-06-10T00:56:00.000-07:002020-06-10T00:56:33.989-07:00Månadsrapport Maj 2020<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLV1JODjtRIQqzHVwSbKsD5JJwiCDxscJk1RUM3MhwPHi4Jjoy3-eWRhgEV5gihmYNDJoM6_QIATd111CdpULn0bKo1otgtSliUyT7t_I8MX2waaHZM8f6r_FuAOgiR-cAi5D-hQ8pnq6B/s640/piggy-bank-1759242_640.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="227" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLV1JODjtRIQqzHVwSbKsD5JJwiCDxscJk1RUM3MhwPHi4Jjoy3-eWRhgEV5gihmYNDJoM6_QIATd111CdpULn0bKo1otgtSliUyT7t_I8MX2waaHZM8f6r_FuAOgiR-cAi5D-hQ8pnq6B/s320/piggy-bank-1759242_640.png" width="320" /></a></div><div><br /></div><div><br /></div><div><br /></div><div>Maj månads rapport kommer ut lite sent denna gång och förklaringen är att jag har haft mycket jobb nu när det är säsong i min bransch samtidigt som jag har fått ett antal nya kunder till mitt egna företag. Detta är självklar något som jag blir extra glad över men det gör att vissa saker som ex. bloggen har fått mindre tid. Resultatet hann jag ändra på vid månadsskiftet så värdena stämde då men min aktielista har aktiekurser från 10/6 så det kommer att skilja sig en aning mot min uträkning.</div><div><br /></div><div>Det som är extra kul är att jag har börjat få fler kunder till min egna redovisningsbyrå och min förhoppning är att jag ska kunna bräcka målet om att få 10 nya kunder under 2020. Hittills har jag fått in 5 st kunder vilket gör att jag ligger före mitt mål men jag vill såklart bräcka målet och få in ännu fler kunder. Skulle jag nå målet så kan min egna verksamhet ge mig en lön som täcker ett halvtids jobb och jag är då halvvägs till att kunna få jobba heltid med bokföring och redovisning.</div><br /><b>Nu till lite egen reklam:</b><br />Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. på tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<div><br /></div><div>Jag har tänkt lite på att eventuellt starta ett pensionssparande i mitt egna företag och då kunna ta del av skatteeffekter när jag blir äldre. Detta är något jag kommer att kolla upp och återkomma när jag har en bättre plan. Förhoppningen är att sparande inom företaget och privat borde ge en rejäl ökning av totalavkastningen över tiden. </div><div><br /></div><div>Tillbaka till min pensionsfond så var Maj månad en lyckad månad där värdet för portföljen gick upp med drygt 5000kr. Jag har dock varit lite för snål med att köpa aktier nu när aktiekurserna på väldigt kort tid sköt upp i luften och de kontanterna ligger nu på 17058kr eller 12,6% av pensionsfondens totala värde. <br /><div><br /></div><div>Just nu tar jag det lite lugnt med köpen men lite köp blir det ändå då och då. Jag fortsätter att köpa de underliggande bolagen i de investmentbolag som värderas med premie som ex. Latour och Lundbergföretagen så att jag kan följa deras resa utan att betala en enorm premie. Förhoppningsvis får vi se en liten nedgång snart igen så att jag kan investera de pengar jag har i portföljen.</div><div><br /></div><div>Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> har gått upp igen och värdet ligger på 428 kr jämfört med insättningen på 400 kr så jag ligger nästan på plus 28kr jämfört med rejält minus för bara någon månad sedan.<br /><br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)<br /><div><br /></div><div><b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Maj:</b><br /><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">MiljonMåls Pensionfond: 128.916 kr<br />Likvider bankkonton: 46.144 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Övriga aktier/likvid: 9,702 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">4Spar konto: 0 kr<br />Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br /><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 428 kr</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Summa: 193.190 kr</b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b></b><br />Månadens insättning: 5.000 kr </div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b>Totala insättningar Pensionfonden: 114.800 kr</b></div></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><google-sheets-html-origin style="font-size: medium;"><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":113.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">113,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3414}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3414</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.5145940735127654}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":13}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":202.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">202,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2629.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2629,9</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9370623766640955}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1751}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1751</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3502}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3502</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.579410792455098}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":86.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">86,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":862}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">862</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6349092241851212}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":204.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">204,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1433.6000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1433,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.055923275860545}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":611}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">611</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":50}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td><td data-sheets-formula="=GoogleFinance("FAG")" data-sheets-value="{"1":3,"3":39.55}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">39,55</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1977.4999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1977,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.4565347921416207}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":32.2}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">32,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":837.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">837,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6166426943013731}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":545.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">545,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3271.2000000000003}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3271,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.4094142159563443}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":77.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">77,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":77.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">77,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.05708290588671334}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":296.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">296,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":18}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">18</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":125.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2251.7999999999997}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2251,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6585714512993688}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":23}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">23</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":229.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">229,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":5283.099999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5283,1</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.891286452775422}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":378.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">378,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3027.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3027,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.22969513161624}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":31}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">31</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":518}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">518</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":16058}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">16058</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.827578099727004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":53}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">53</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":245.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">245,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":13032.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13032,7</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":9.599282419997019}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":46.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">46,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":182.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">182,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3656}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3656</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.69284005060418}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":444}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">444</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2664}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2664</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9621788552542496}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":14}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":273.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">273,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3833.2000000000003}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3833,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.823357352838059}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,8</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":171.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">171,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2053.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2053,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5122919015045138}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":112}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">112</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1344}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1344</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.989928071119261}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,0</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":126.35}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">126,35</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1516.1999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1516,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1167626052314161}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":403.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">403,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1615.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1615,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1896814140415406}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":96.68}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">96,68</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":773.44}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">773,44</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5696800352131557}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":105}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">105</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":112.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">112,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":11802}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11802</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":8.69280587451601}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8,7</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":28}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">28</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":170}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">170</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4760}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4760</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.5059952518807163}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":207.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">207,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1870.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1870,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.377502588249436}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":302}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">302</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":41.15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">41,15</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":12427.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12427,3</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":9.153372855818743}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9,2</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"VNV Global"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">VNV Global</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("VNV-SDB")" data-sheets-value="{"1":3,"3":70.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":703}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">703</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5177971979143158}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":110}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":109.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">109,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":12034}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12034</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":8.863686315363978}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8,9</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":17058}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17058</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":12.564131724071693}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,6</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-33]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":135767.44}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">135767</td><td data-sheets-formula="=SUM(R[-33]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr></tbody></table></google-sheets-html-origin></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">Hur gick det för dig i Maj?</div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><b><br /></b></div><div style="font-family: "times new roman"; font-size: 16px; margin: 0px;"><div style="font-size: medium;"><a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><ul style="font-family: "times new roman"; font-size: medium;"><li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li><li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li></ul></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><br /></div></div><div style="font-family: quot; margin: 0px;"><div style="margin: 0px;"><i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br /><i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div></div></div></div></div>MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-53454363731393418092020-05-04T00:20:00.000-07:002020-05-04T00:20:10.464-07:00Månadsrapport April 2020<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gKwpqpSUcWE6Rj_EXg1NmVkRr4o8j_9oD0T98Xsa662o4TonLOFvs5Asl2NNKO3MZmrXORpKpt5WnJJffLiQ2ZjcRODyM4Pc2CH6Y-3FCOvSu_-hgq6tJeoDMxXbGyOyhYBJVWkrcs5x/s1600/financial-equalization-1015305_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gKwpqpSUcWE6Rj_EXg1NmVkRr4o8j_9oD0T98Xsa662o4TonLOFvs5Asl2NNKO3MZmrXORpKpt5WnJJffLiQ2ZjcRODyM4Pc2CH6Y-3FCOvSu_-hgq6tJeoDMxXbGyOyhYBJVWkrcs5x/s320/financial-equalization-1015305_640.jpg" width="320" /></a></div>
Börserna världen över återhämtade sig extremt fort efter kraschen i förra månaden och min pensionsfond följde självklart med uppåt. Exklusive min vanliga insättning på 5000 kr gick pensionsfonden upp med hela 10840 kr vilket är riktigt bra på bara en månad. Personligen tycker jag att denna vändning uppåt har kommit för snabbt och för brant och det känns som att det kan komma en nedåt rekyl snart igen. Corona krisen är vad jag kan se långt ifrån över och det kommer att ta lång tid innan världens ekonomier återhämtar sig till pre Corona. Halvårsrapporterna kommer högst troligen att bli väldigt dåliga och frågan är hur börsen kommer att reagera när farhågorna från i Mars blir en verklighet.<br />
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Pga denna snabba vändning har jag valt att ta det lite lugnt med köpen under månaden men några mindre köp har det ändå blivit i bla Hexagon, Öresund, Fagerhult, Industrivärden, Bilia, Svolder och Assa Abloy. Alla är fina företag som jag tror kommer att ge mig en fin avkastning under många år framöver. Bilia är ett nytt innehav i pensionsfonden och detta köp gjordes då Öresund återigen värderas med premie så jag valde att ta in Bilia som ett underliggande bolag.<br />
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Min strategi är att köpa investmentbolag när de värderas med rabatt och om de inte värderas med rabatt så köper jag de underliggande bolagen istället. Latour är ett av investmentbolagen som jag ha köpt ganska mycket av de underliggande bolagen och totalt sett står Latour och dess underliggande bolag för ca 12% av pensionsfonden. Detta är en andel som jag kan tänka mig öka framöver och då Latour värderas med en rejäl premie just nu så kommer det att bli istället bli fler köp i de underliggande bolagen.<br />
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Likviditeten är fortfarande ganska hög och portföljen har nästan 13000 kr i pengar. Jag har valt att hålla en högre likviditet då jag tycker att börsen vänt uppåt alldeles för snabbt men jag håller också en hög likviditet för att kunna göra lite mer kortsiktiga affärer i mina investmentbolag. Ett bolag där jag lyckats bra med är Volati där aktien är väldigt volatil och spreaden mellan köp och sälj buden många gånger skiljer sig rejält. Här köper och säljer jag aktier nästan dagligen vilket gör att mitt innehav i Volati ibland kan vara lite väl högt. Det är ett bolag som jag ändå har tänkt äga på mycket långsikt så då känns det inte så farligt om kursen skulle gå nedåt. Då väljer jag att vänta och äger aktierna på långsikt istället.<br />
<br />
Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> har gått upp igen så värdet ligger på 389 kr jämfört med insättningen på 400 kr så jag ligger nästan på plus/minus 0.<br />
<br />
<a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)<br />
<br />
<b>Nu till lite egen reklam:</b><br />
Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<br />
<br />
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<b style="font-family: "times new roman"; font-size: 18.73px;">Resultat April:</b><br />
<div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">
MiljonMåls Pensionfond: 118.546 kr<br />
Likvider bankkonton: 48.466 kr</div>
<div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">
Övriga aktier/likvid: 9,173 kr</div>
<div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">
4Spar konto: 0 kr<br />
Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br />
<a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 389 kr</div>
<div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">
<b>Summa: 184.574 kr</b></div>
<div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">
<b></b><br />
Månadens insättning: 5.000 kr </div>
<div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">
<b>Totala insättningar Pensionfonden: 109.800 kr</b><br />
<b><br /></b>
<google-sheets-html-origin style="font-size: medium;"></google-sheets-html-origin><br />
<table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[33]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":105}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">105</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3150}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3150</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.6571862759281277}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":13}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":176.05}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">176,05</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2288.65}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2288,65</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9305934509215588}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1980}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1980</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3960}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3960</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.340462746881075}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,3</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bilia"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bilia</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("BILI-A")" data-sheets-value="{"1":3,"3":65.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">65,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":658.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">658,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5554784643487848}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":180}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">180</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":180}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">180</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.1518392157673216}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":500}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">500</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":50}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td><td data-sheets-formula="=GoogleFinance("FAG")" data-sheets-value="{"1":3,"3":38}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">38</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1900}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1900</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6027472775439502}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":676}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">676</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5702406103261632}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":487.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">487,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2922.6000000000004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2922,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.4653627333420784}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":71.25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">71,25</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":71.25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">71,25</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.060103022907898124}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":285.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">285,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":13}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":125.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1630.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1630,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.3751571641327094}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":17}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":202.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">202,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3437.3999999999996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3437,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.8996228904366177}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":314.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">314,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2518.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2518,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.1243993388245705}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":31}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">31</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":486}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">486</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":15066}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15066</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":12.708942359724817}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":53}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">53</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":202}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">202</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":10706}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10706</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":9.031059133360806}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":43.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">43,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":146.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">146,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2932}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2932</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.473292114609927}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":412.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">412,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2473.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2473,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.0862708246429986}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":257}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">257</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1799}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1799</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5175486064745085}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":164.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">164,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2463}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2463</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.077666602416184}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":108}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">108</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1296}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1296</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0932423535247153}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":115.45}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">115,45</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1385.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1385,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.168655830689152}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":336}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">336</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1344}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1344</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1337328110626679}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":90.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":722.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">722,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.609381385946184}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":87}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">87</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":99}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">99</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":8613}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8613</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":7.265506474466338}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7,3</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":28}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">28</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":166}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">166</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4648}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4648</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.9208259715917264}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":178.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">178,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1606.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1606,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.3551650007233451}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":389}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">389</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":36.55}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">36,55</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":14217.949999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14217,95</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.993568765661054}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vostok New Ventures"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vostok New Ventures</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("VNV-SDB")" data-sheets-value="{"1":3,"3":60}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":600}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">600</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.5061307192244053}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":102.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">102,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":12312}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12312</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.385802358484797}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":12969}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12969</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.940015496035521}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-33]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":118546.45}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">118546</td><td data-sheets-formula="=SUM(R[-33]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":100}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,0</td></tr>
</tbody></table>
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<img height="247" 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" 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<a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div>
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<a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div>
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<b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div>
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<li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li>
<li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li>
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<i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br />
<i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div>
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MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com2tag:blogger.com,1999:blog-2177557239568945142.post-42679812221493317602020-04-01T23:24:00.000-07:002020-04-01T23:24:15.011-07:00Månadsrapport Mars 2020<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg93k-JP2of41lZ6Uc0BlzKTvVXwLNnj_vwkHvfPqNwlIXiooUdaD-5xYnd2jgu7AO8qEX2MjcWaQn6gTdZ4rlkfJOagJxwD3B2Y177YeuHFStC46gTuThnt3npRD82DAWTb1CG4Er79hdX/s1600/stock-624712_1280.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="850" data-original-width="1280" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg93k-JP2of41lZ6Uc0BlzKTvVXwLNnj_vwkHvfPqNwlIXiooUdaD-5xYnd2jgu7AO8qEX2MjcWaQn6gTdZ4rlkfJOagJxwD3B2Y177YeuHFStC46gTuThnt3npRD82DAWTb1CG4Er79hdX/s320/stock-624712_1280.jpg" width="320" /></a></div>
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Februari tyckte jag var en dålig månad men jag måste säga att Mars blev en ännu sämre månad med rejäla nedgångar på börsen. Då min pensionsfond fortfarande är ganska lite välkomnar jag denna nedgång så att jag kan köpa fler aktier billigt. Jag valde att sätta in ytterligare 15000 kr + min vanliga månadsinsättning på 5000 kr under månaden så totalt 20000 kr kom in i portföljen och investerades i flera olika bolag som Investor, Industrivärden, Öresund, Hexagon m.m. Jag valde dock att investera lite i taget och kassan i pensionsfonden är just nu ganska så stor på totalt 12484 kr eller 12,2%. Jag har valt att avvakta någon dag nu när aktiekurserna abrupt valde att vända uppåt igen. Jag misstänker att Corona krisen kommer att ge oss en väldigt volatil aktiemarknad och planen är att investera mer så fort folk paniksäljer.<br />
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Jag försöker dock inte tajma marknaden utan köper då och då med förhoppningen att mitt GAV blir så lågt som möjligt. Snål är jag dock så jag vill helst inte köpa när aktiekurserna pekar uppåt utan det är rean jag älskar mest.<br />
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<a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)<br />
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De flesta bolagen slopar sina utdelningar för i år eller flyttar fram beslutet till i höst istället och detta gör att kassaflödet i form av utdelningar i pensionsfonden kommer troligen att bli mycket lägre än planerat. Detta gör dock inte så mycket bara mina investmentbolag investerar pengarna på ett bra sätt så blir jag nöjd i det långa loppet. Hufvudstaden hann dock skicka ut en utdelning på hela 31,2 kr vilket jag tackar och bockar för.<br />
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<b>Nu till lite egen reklam:</b><br />
Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<br />
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Tack vare mina stora extra insättningar ligger värdet på pensionsfonden fortfarande strax över 100000 kr vilket är glädjande men mindre glädjande är såklart att de totala insättningarna är just högre än pensionsfondens värde. Corona krisen har verkligen skadat världen på ett rekord snabbt sätt och börserna världen över har tagit rejält med stryk. Min förhoppning är att mina extra insättningar ska med tiden ge mig en klart högre avkastning än om jag satt still och inte satte in något extra i portföljen.<br />
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Mina investeringar i fonder hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: "times new roman"; font-size: 16px;" target="_blank">SAVR</a> har inte gått så bra heller då värdet ligger på 336 kr jämfört med insättningen på 400 kr. Min löneutbetalning under månaden var ganska så dålig och det är tack vare att jag lätt mitt aktiebolag återbetala ett litet lån till mig som gör att mitt totala värde inte gick ner ännu mer.<br />
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<b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Mars:</b><br />
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MiljonMåls Pensionfond: 102.706 kr<br />
Likvider bankkonton: 48.466 kr</div>
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Övriga aktier/likvid: 7.719 kr</div>
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4Spar konto: 0 kr<br />
Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br />
<a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 336 kr</div>
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<b>Summa: 167.227 kr</b></div>
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Månadens insättning: 20.000 kr </div>
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<b>Totala insättningar Pensionfonden: 104.800 kr</b></div>
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<b>Pensionsfonden sista Mars</b><br />
<google-sheets-html-origin></google-sheets-html-origin><br />
<table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":30}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":82.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">82,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2481}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2481</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.4156317957900235}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":178.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">178,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1781}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1781</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7340750617904201}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1980}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1980</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3960}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3960</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.855663809483472}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":153}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">153</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":153}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">153</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.1489688290027705}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":425}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">425</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":32}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">32</td><td data-sheets-formula="=GoogleFinance("FAG")" data-sheets-value="{"1":3,"3":36.15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">36,15</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1156.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1156,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.126321185558202}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":676}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">676</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6581890745481886}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":406.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">406,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2031.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2031,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9779750073145637}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":56.25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">56,25</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":56.25}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">56,25</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.05476795183925387}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":267.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">267,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":13}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":129.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">129,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1678.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1678,3</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.6340809523879067}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":14}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">14</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":192.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">192,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2690.7999999999997}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2690,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.619904085494476}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":253.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">253,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2025.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2025,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9722304576994243}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":31}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">31</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":439.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">439,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":13615.199999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13615,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":13.256473206787717}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13,3</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":61}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">61</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":163.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">163,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9985.699999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9985,7</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":9.722601540999772}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":43.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">43,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":137.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">137,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2758}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2758</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.685333531958438}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":404}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">404</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2424}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2424</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.360133604592913}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":275.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">275,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1927.1000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1927,1</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.876325688700909}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":117.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">117,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1761}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1761</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7146020122475742}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":105}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">105</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1260}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1260</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.2268021211992866}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":103}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">103</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1236}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1236</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.2034344617478714}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":279.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">279,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1116.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1116,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.0873750864725105}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":80.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":644.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">644,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.6278111172613492}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":75}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":93.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">93,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":7027.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7027,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":6.842342783117449}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6,8</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":28}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">28</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":161}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">161</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":4508}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4508</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.389225366957447}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":142.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">142,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1286.1000000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1286,1</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.2522144508527004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":302}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">302</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":31.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">31,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9452.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9452,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":9.20354740543522}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vostok New Ventures"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vostok New Ventures</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("VNV-SDB")" data-sheets-value="{"1":3,"3":50.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":505}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">505</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.4916945009568569}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":120}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":100.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100,2</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":12024}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12024</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.707197385158906}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":12484}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12484</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":12.155077524644359}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="-webkit-text-stroke-width: 0px; border: 1px solid rgb(204, 204, 204); color: black; font-family: arial, sans, sans-serif; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: bold; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">Totalt värde</td><td style="-webkit-text-stroke-width: 0px; border: 1px solid rgb(204, 204, 204); color: black; font-family: arial, sans, sans-serif; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; border: 1px solid rgb(204, 204, 204); color: black; font-family: arial, sans, sans-serif; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td data-sheets-formula="=SUM(R[-32]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":102706.05000000002}" style="-webkit-text-stroke-width: 0px; border: 1px solid rgb(204, 204, 204); color: black; font-family: arial, sans, sans-serif; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: bold; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: right; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">102706</td></tr>
</tbody></table>
<b><br /></b>
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" 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<a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div>
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<a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div>
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<b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div>
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<li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li>
<li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li>
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<i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br />
<i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div>
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MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-58733086132597366552020-03-24T08:22:00.000-07:002020-03-24T08:22:02.958-07:00Vad händer med utdelningarna?<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeEnNo_vq8pj7VzxZQ9-QXY7MUq_eoZAJYDTyylXhyphenhyphennlhX3ir8Bzkh4t2UxBmnR2UZC2e9q9gET_WWxVBNdIhXWSxvxEKht7Py86tPuTTxe8DjgQ39Ml1CZUXN1StHP9GsixNG4z33DMf3/s1600/mark-804936_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="640" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeEnNo_vq8pj7VzxZQ9-QXY7MUq_eoZAJYDTyylXhyphenhyphennlhX3ir8Bzkh4t2UxBmnR2UZC2e9q9gET_WWxVBNdIhXWSxvxEKht7Py86tPuTTxe8DjgQ39Ml1CZUXN1StHP9GsixNG4z33DMf3/s320/mark-804936_640.jpg" width="320" /></a></div>
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Corona viruset har satt skräck på hela världen men det är inte bara sjukvården och de sjuka som fått problem utan hela ekonomin verkar ha tagit rejält med skada. Aktiekurserna har p.g.a. denna utveckling gått ner rejält och ingen vet såklart när det kan vända igen. Företagen lider när större delen av världen sätts i karantän och de närmaste kvartalsrapporterna lär vara ganska dyster läsning.<br />
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En annan effekt av det hela är ett en mängd företag har valt att dra in på utdelningen eller att senarelägga det till senare i år. Idag gick ex. Finansinspektionen ut med ett brev till banker och finansinstitut om att de vill att utdelningen senareläggs eller slopas helt i år för att säkerställa bankernas balansräkningar. Handelsbanken verkar vara först med ett svar där de väljer att senarelägga utdelningen.<br />
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Länk till FIs brev: <a href="https://www.avanza.se/placera/telegram/2020/03/24/fi-forvantar-banker-kreditmarknadsbolag-stoppar-utdelningar.html">https://www.avanza.se/placera/telegram/2020/03/24/fi-forvantar-banker-kreditmarknadsbolag-stoppar-utdelningar.html</a><br />
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Utdelning är något som jag tycker om att få och ger ett fint kassaflöde till min portfölj utöver mina egna månadsinsättningar. Planen är dock att aldrig ta ut några utdelningar från portföljen utan istället återinvestera det i mina investmentbolag så för mig spelar utdelningarna egentligen ingen direkt roll i det stora hela.<br />
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<span style="font-family: "quot"; font-size: 16px;"><b>Annons:</b> </span><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: quot; font-size: 16px;" target="_blank">Savr - Fonder för upp till hälften av avgiften jämfört med Avanza och Nordnet.</a><br />
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Jag förväntar mig att fler och fler bolag kommer att slopa eller senarelägga sina utdelningar och den stora frågan för mig är vad kommer investmentbolagen att göra. Jag har aldrig varit med om att ett investmentbolag slopar sin redan rekommenderade utdelning så det kommer verkligen att bli intressant att se vad de kommer att göra framöver. Personligen tror jag att något enstaka investmentbolag kommer att dra ner eller slopa sin utdelning i år (ok räknar man in Ratos som ett investmentbolag så är de först med halverad utdelning) och det vore kanske en bra idé nu när aktiekurserna har gått ner i rasande fart. Enligt mig är det ett perfekt läge för investmentbolagen att göra det de är bäst på och det är att investera aktieägarnas pengar. Utdelningarna kan därmed lika bra ligga kvar i investmentbolagen och förhoppningsvis ge oss aktieägare en rejäl överavkastning på långsikt.<br />
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Vilka investmentbolag tror du kommer att slopa eller ändra på sina utdelningsförslag?<br />
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Min strategi är dock utstakad och det är att köpa flera aktier i de investmentbolag som jag tycker värderas med rabatt och jag har tidigare satt in mer pengar i pensionsfonden än planerat och du kan läsa mer om det <a href="https://miljonmal.blogspot.com/2020/03/extra-corona-insattningar-till.html">här</a>.<br />
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<b>Nu till lite egen reklam:</b><br />
Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<br />
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<a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div>
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<a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div>
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<b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div>
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<li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li>
<li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li>
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<i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br />
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Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div>
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<br />MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com1tag:blogger.com,1999:blog-2177557239568945142.post-42129292997402642042020-03-24T07:18:00.000-07:002020-03-24T07:18:32.390-07:00Solders rabatt & premie på substansvärde sedan 1998<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgan2Y1x1CIf799OIsI_ynJtIcviMdhGGb7fk3VsF2dts7Smz9vGR-UH4vxd-KSkF6D63LrhQ8-8Aux1rDsgUqX1V-CqQPTaghR7dZAoG8S0vM7NLqOx1f_nGG0oA9xxkoFsrPDgKhluIVZ/s1600/svolder.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="142" data-original-width="355" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgan2Y1x1CIf799OIsI_ynJtIcviMdhGGb7fk3VsF2dts7Smz9vGR-UH4vxd-KSkF6D63LrhQ8-8Aux1rDsgUqX1V-CqQPTaghR7dZAoG8S0vM7NLqOx1f_nGG0oA9xxkoFsrPDgKhluIVZ/s320/svolder.png" width="320" /></a></div>
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Jag fortsätter min serie inlägg om rabatt/premie på substansvärdet för de Svenska investmentbolagen så långt jag kan tillbaks i tiden. Jag har valt att använda mig av aktiekursen/substansvärdet vid bokslutsdatumet för alla åren förutom 2020 som visar substansrabatten enligt <a href="http://ibindex.se/">ibindex.se</a> 2020-03-24. Tyvärr har jag inte kunnat gå längre tillbaks i tiden då jag har endast hittat årsredovisningar för 1997/1998. Över 100 betyder att aktiekursen värderas med premie jämfört med substansvärdet och under 100 så värderas den med rabatt.<br />
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<table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="59"></col><col width="147"></col></colgroup><tbody>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"År"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">År</td><td data-sheets-value="{"1":2,"2":"Kurs/subsansvärde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">Kurs/subsansvärde</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">1998</td><td data-sheets-value="{"1":3,"3":101}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">101</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">1999</td><td data-sheets-value="{"1":3,"3":85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">85</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2000}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2000</td><td data-sheets-value="{"1":3,"3":81}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">81</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2001</td><td data-sheets-value="{"1":3,"3":115.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">115,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2002}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2002</td><td data-sheets-value="{"1":3,"3":102.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">102,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2003}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2003</td><td data-sheets-value="{"1":3,"3":93.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">93,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2004</td><td data-sheets-value="{"1":3,"3":100.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">100,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2005}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2005</td><td data-sheets-value="{"1":3,"3":97.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">97,8</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2006}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2006</td><td data-sheets-value="{"1":3,"3":99}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">99</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2007}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2007</td><td data-sheets-value="{"1":3,"3":86.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">86,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2008}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2008</td><td data-sheets-value="{"1":3,"3":83}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">83</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2009}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2009</td><td data-sheets-value="{"1":3,"3":91.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">91,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2010}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2010</td><td data-sheets-value="{"1":3,"3":92.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">92,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2011}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2011</td><td data-sheets-value="{"1":3,"3":93.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">93,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2012}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2012</td><td data-sheets-value="{"1":3,"3":87.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">87,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2013}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2013</td><td data-sheets-value="{"1":3,"3":87.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">87,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2014}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2014</td><td data-sheets-value="{"1":3,"3":90.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">90,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2015}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2015</td><td data-sheets-value="{"1":3,"3":89.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">89,8</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2016}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2016</td><td data-sheets-value="{"1":3,"3":94.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">94,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2017}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2017</td><td data-sheets-value="{"1":3,"3":94}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">94</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2018}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2018</td><td data-sheets-value="{"1":3,"3":86}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">86</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2019}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2019</td><td data-sheets-value="{"1":3,"3":92}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">92</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2020}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">2020</td><td data-sheets-value="{"1":3,"3":96.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: center; vertical-align: bottom;">96,8</td></tr>
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yiKKMpOJ+aFWVfaCySya9z+02EzjTnM4RsS/bSHBb8UyNSvOE+ePNm0Lv1NPqIDLRJNtkgIgxL+tD8kBECJSRLCUkXNhllz/mv8p8AGxVxFYl555ZXW1tbm2U2fazvvvHPWRwRtJX+Wb6QSDRGwsuLkAghAAAIQgAAEIAABhwjEVsCSkPLwww97UQsJgUKpKvqWWi+aYVsYMSrYV5h70n2jrxczFenVC5Ha8OHDvdSjRO0pFfKVgJWYk+aiCAZFM+kazVuijL6dT3xrr370kqK5hxHu9GKmYvdKbUonBvjnrOsUJaAXKTW9BE6aNMk72VERARqrXtg1Z6UyJcau61QYfsstt0xCGEaMCjIPc0/wmkQfiqxS1JK4a7x6OX399de98SpKJtH0c70kpkoNKjQDPfPDDz/0XlATIoDsq1QnrYdE2pdsJab33HNPr8ilNaSX8FQvs+kYJGymCA+tPYkzb731lreOJCgl2v77729/9md/1i9yTuKDoqbETU0v2xIxtDaVkqeXe41VPw/2qRRFnW6ZiBoLpq9uttlmNmvWrF6fCNo+EUGWKGqd6vqE8Pviiy/23i4xW6JNInVM/Sh1VxF5mnuiaR6ye7D+W1DA8o9LDLVeZAs1cZWPqgVZJXxmwoQJXrqqhEL1Lf/VGlQ6pr9lErA0B/FVlFmiiYfmqTp2Yiw7KFpS1yXWlv5d0XB77bVX2K0x6bqgKJL4YWJ/UqFxrbHEurr//vuTIv7kd0pb1dh0XZCFog+1xv1RiJmijlKJeMF9KbFXaiyK/Mq2L/knXKwaWP4oq2BabHD9hRF6NYd0ttLPZC+lnyfEOKX6ijMNAhCAAAQgAAEIQAACcSAQSwFLL4ASrx588MGklxIVIdd/znNpYcSoYH9h7kklYClVQy+R6WqnpIr4kCgVrCGTeEkORp/pxEUJINnaBx98YFdccYX3sqmXfD0jmOaV6CMoHmjsqgMkUSDYdG3QLqrBI/HC38KIUcG+w9yTSrzRC7uen6o4vcQrpUCpNpGaRJlTTz3VFOHkb1EwCNaCyhZxEhTQFH2k6IlgKmEqBkoLlECTysZK/5ozZ06vkJdOTPKvGbGReHnaaaeljOgJHqggMU6RXf4UTdVNShSpzhZdosgRfz2gVGvKH62i8WVKIw4KTFobWtMSpPwtlYAlO0ks0hjSpeT556b+MgnrGovqEkmQSggsmQSsVOtAdkiVWha0g2wrO6g+Va4tlSiy++67e/uZ6jUFmyJ+FK2X8K3Ez8VCrFNF+QXtkmldKIX12muv7a0LqH1f/qDPhjD7UjrRMnFvMQQs/ymwem6qda2osLvvvtsbVphUb12Xylbyfa0Tid6cyJvr6ud6CEAAAhCAAAQgAAFXCMRSwNLLqj8VZSDRBWHEqKCxwtwTFLDC1OUKvngoEkfF1dO1YF0gCWSqJ5TtBcX/rX+24sDBl/h0wklijMGXMqXkqZC4X7QLI0YF5xzmnuA1eqnVy3KmujFBYSbVaYxRMJB4dskll/RGqfhr36Syd7CIuSLtLrzwQu+l1t+CDMJEJeoFOZE+lU48CaYmphJ8/OPwF6bWv5955pme6JVomr+Es0T9pFQv74lr/adlphOblOJ63333ebcotUuRf5nqeb3zzjuewJJIE0tVwypo9zAnmwZrGmksSk3VukrXdI/q+ClKSC2dDYLXKZomncCdeJai1pRWqfUTtt5YqnEG9yatq5kzZ2Ysth4U8sJEewbtcswxx3hpsP7mjyDVvysaThwUCZiuBSO2so2lGAJWmHWt6Dz5iaJG0wnswTkHbZVNHHflPyOMAwIQgAAEIAABCEAAAtkIxE7AUhHl22+/Pan2SpgXy3QgwohRwXvD3OO/Ri/dioDRt/6ZmtKbFGmSSGvLJmDpRU7Cg+5TC6YjpnqWXzgIczy7UpAuv/zy3tSebAKWnqkTySQMqekZSt/zi0hhxKjg2MPcE7wmKJqk4hGMrkoVLRQFA/WpaBq9WKvp5TtbEfkw6y7IQBEy++yzT8Z1F4atv2ZaOhHJ/xCJq4oqSghE/hS7xHVKldXBBmqZIgH9Alu663RSYKKmlkQj+VqqqLvEs9Od1OafQ1DAko0k2mQ61c8vOKivbMJk4nlhbBsUW8OcHBomei3bh4R+HoZXsJ/gfpYt2jPVcxRBqXpT/haMttOphTqhL5tw7683lc02UQtYwTTadOmSQeFaqZoSRHNZ24q60udPphM3w6wBroEABCAAAQhAAAIQgECpCcRKwNI3yfqVquB1vt8yh3lxDBopzD1hrgn2G3zZDBM9k+sC8kdFpIo2CvYXjCjJp2B8sM8wgkk+9+TTr56jKBWdFpdowcLGUTDI1W66PsyayodBmHv80SIaS6ZC8mHn5o+2SSeKBcXDbKJu2GeHEWRSnUKoyLN0KcB6tmqAKbUtkQ4YRkAMa1sVGlf9LrVshd4THDQO1S6TjdVSnXoahlkYXsF+oron+OVAtmjAxLiCYpAi2H74wx+mTDuMWsAKHmSQKgIwMW5/NGOYLx3y4R5mDXANBCAAAQhAAAIQgAAESk0gVgKWH5a+bVfEkb7ld72Iey4vm8ECzYmCxxIMMkV+hFlI/rpLYdNR1G+wsLzEBhX/1clmw4YNC/PopGvCCCbBTsPcE+aaVIMNRrakepksNIOcoZVYwFIKk+qm+YtsK6JGrBTtlE90R1CcSpXO6o+2CZMaGJZrmJf8fASsMCJjqjGGuc8vqmQrfO9/hk4PVf9q6VJPs3ELw6sYAlZQkMskQqWakz/VNNO+HLWAlYsoFRS7sqV952OrbPbn5xCAAAQgAAEIQAACEHCBQCwFrMSx8KqPcvPNN/eejCagmU6Sy/fFMXhfmJfNMNekGo9qSKkezrvvvpv0Y81ZL5877bSTKY1P88yURpKqb396k4SnCy64INSphalO/Er0r4LQGovqbymiK1O9qcQ9+QhNYe4Jc00qLmFqjxWaQXAcra2tpui4RYsW2UcffeQdea9T1NK1MLWqdG8wmixVf2G5qSC3Tq9MnGyX6EvRj0p/1LpUypzElXQFzoPP99djS5VG5fejTKfS+fuVyPH555+b0h5VV0r2lV9lajod8Kyzzkq6JB8BS/uRTo1UU30y1SkLczJotv0i04mIuXyQxF3Ayscmfj5h13qUAlYwojNbJGzYdMPEPBGwcvEIroUABCAAAQhAAAIQiBOBWApY/vSl4ElbudbDyvbimMqYYe4Jc026haIXHBWkfvbZZ3tP2QpeK4FAheEVAaNi5dnqv+h+/4lWYY9kTzxXYopSmDSvVCmcuk5jGDVqlE2cONETM9KJGGFfInN98cynXz0j7AtfIRkk5iZbq1aUIkMS9aLCbCClELA0LtW2kkijqLVE5GNwvBqbahep+HawyHzwWn+EVXBOQbEiW+SJ+v7kk0+8Ax78kWJheBZKwMpX+Mi2XyBg9VgxyCFMTahc9xFdn68dw6y1YC2uMGmmuZzaGXY/CzNWroEABCAAAQhAAAIQgIBLBGInYOnF+KSTTkqKPgoeLa+IkDPOOMOLCsrWsr04pro/zD1hrsk2NqVtqcj1iy++6AkHqQQDiUYq0ismqY6QTzzDfzrgQFKxFCmkKCEVapdYkC5KSOllKr48YsSIftPMR2gKc0+Ya1Ixz/WFrxAMNI500XZKFRW3YHqmeOvlV61UApaerXWoaL4nn3zSixoLRmQlGCtCcMKECSbhKV2KYfDUSn/6pv9FP0warmqZ+U8n1Ti0F0hEU/SW/pxobW1t9tZbb5l+V0PAyrwb5eoj6i2Ke4ICVtiTVxOzC7tHRClgBU+ozfY5kOrnmb6AyId7PmPgHghAAAIQgAAEIAABCBSbQKwErHQpOXqhfvjhh+3BBx/MuR5WPkJTmHvCXJOLsRWdoxd6iUd6CdNLir9tueWWpmLG6epk+SNdwqZiZRuf0uqUqqXxSDwIimwSYDSmoIgV9iXS//ww94S5JtWcVGPm4osv7mW63377eYJgmJYvA92nU/gkTqolhMgTTjjBVLw/VQuzpvJhkM89/vFJaFXK68KFCz1RyB9JpnnplDil+6aLEvTPy59O5S9anq34+IcffmhXXnllr5im2nE6sVSCdyrxLMxLfj7pav6TFXNJ18tm23zGEmb9hr0mDK9gX1HcM1AOYdd6VAJWULANyz94nT4LZ82alXKvyId7vuPgPghAAAIQgAAEIAABCBSTQKwErEwvhBIEdNqWTgFLNBWX1vHhmWpFZXtxzFdIyKffsIaXYCcx65ZbbvEiYRItXYpVsIbKcccdZzrNrdBNAtYf//hHT8RINNVEUm0hv4gQ9iXSP74w94S5JtWcwxRxD8sqLINgGlGYU/3CrKl8GORzTzoe8kMVqL777rt7U02zRfz5+SdOWZPoed1113kRXmqZTmkLru8wJ2WGecnPRyzx20j14GbMmOFFf2Vr2WwbrJukCEf1rbkWo4XhFRxHFPcEi7jnUsxe48vGOTGHqASs4Gme+dou0yEc+XDPdxzcBwEIQAACEIAABCAAgWISKBsBS9DyqYcV9oXGb5Qw94S5ZqCGllhy+eWXe/NWGzNmjE2fPt1LL/M3/ylWitA6//zzvaLbUTRFGMydO9dU8FstVdRcPoJJmHvCXJNqzir2PW/evN4fhSl8noldGAb+6CLZ67zzzvNqmWVqYdZUPgzyuSfb2lEhczGVoKV25JFHeiJUqiZxRsXhlQqspig0pcXOnj3bvvnmG0+kmTlzpldfLVVTwXtdq2hAtTBpZWFe8vMRsCSgX3vttb2RoGeeeaaNHz8+G65QwopEQdWxU8vGJOsDc7wgDK9gl1HdE8YPUk1Pa9EvimY6wTAKASsotG666abeXpwp9ds/j7D1v/LhnuNy4HIIQAACEIAABCAAAQiUhEBZCVgimKoe1uTJk70X4lTNLyQoUkspbzpVL1ML8wIV5hr/M1SLR8WxdQKdmqI2VENK0SuZWpgXLf+R7akiojL1f/vtt9uSJUu8S/SipYg2nTw4ED7BKIQwRYzDiCzBa8KIB3qpFcPXXnvNm1IqgS8KBrmuD40tzD1hOAVtl+0eFUTX2lTtLzVF7x188MEZ10CuL9H+AwZUmFsilLjrpT/bKW25PksDD3NPPgLWypUre4U3PSesv4W1raJME7XwwhS1L9SnShhewWdFdY8/HVrPDMshGPWYyTZh9tVc2fq/SNC9uR6kEdwD0omY+XDPdS5cDwEIQAACEIAABCAAgVIQKDsBK9d6WEExJVt6XTC6Jl1x6TAvpEGDSyRQ5IpamAiLYDpNqogCf3SL0vgUXaQTAsM2nY6nExHVwt6/YMECT2xRS5VGpbTHOXPmmGonhXmRk8ikdEnV2Uq0VFFSQSFGEU0SJDWGdO29997zIsYSJyumEkuiYOBfH2GE07DrLpsYlYpDtnsUBXXJJZf0RvplE5T0jGBdMdWikiCbrvnFhSFDhpjShRNibjafDL6wa31rfaQrHK8xBCPEClXEPSiIan/QGlQNr3QtWMw/3Z4iO8hvvvjii949QpF7qn+XqWlMOuly3LhxKQ9VCLMX5COKRHVPUFjUelE65eabb552KsGac9n2sigELP8XCdmen24iwXTnVOJdPtzDrAGugQAEIAABCEAAAhCAQKkJlJ2AJaASba655hpbunRpL1+9vJ199tn9XmqVhqf0o0RRdBXQ1suQxKBgU78q0pwQmfTzQgpY/qPS1bciBE477TRraGhIuU6UpqfUq8QpcKle3P3CQK4pK3poMGpBkWFTpkxJm/YSTONMVasnWMg4U80inXKoAv0SfPynMIYRsDT+3Xff3RThlYqhBAGlFCXSHfVSKd7BlK8oGEg08kfTbLvttl50WyqxbdWqVXbjjTf2jjPTussmRqVaSNnuCaY+iZPS/Pbff/+UhdlTicjZouyCNZ4S4wwj5AYFDZ02eOqpp6ZM3dN60smed911l3V0dPTiKJSApQ4liiuNMNF/tj1FkWYSNxLrO7C3yQ4AACAASURBVNOJi4oY1dgT16oGlNaNfDtVU9Sc9iwd/iAfkB20r6QrqJ/uAykfUSTKe7Rmb7rppl7GEqu1J6RKxxMrnZh5//33916frT5iodM1g+s7n7048dnmT7dNdSBHPtxL/R8Rng8BCEAAAhCAAAQgAIEwBMpSwNLEw9bD0jfzqtXjF6VUH0ov6Hopqq6u9sQtiUtKc1Jkib8VUsBKJbxpLKofNHbs2N5i9BKAFI30wAMP9IpXemlPlSp577332mOPPeYNOWyqjX9+evnTC/azzz7b+8+KjpkwYYLppT8huGjsqv+jl8RETS69JB9//PEp082CR8mrz2OPPdZL9VTa5LfffuudbKfoJ3+h+sQgwgpYul5i5FFHHWV6aVWKoCK/lDLo56fr0r3URsFA81M0TaJuk3+cSmEVO601nVKotek/2S8hYKWqm5VNjMpHwNI9n3zyiVdvTfWm1OQXSvPTmlLki/4uTrK9BEeNWWKRmkQW1frJlnrqT+dNjFPphBJMMx3EoGuDwo7GIyFS6Y6yufxc6cW6LtV6SlU3K58UQo1Fz5o/f74nSiWahLhJkyZ54pEihtT3smXLPGE2OJ5MAlaqwyrUt+ywzz779J5Cqv4lpPn9MZOwl+3DIh9RJMp7UjGWePXd737X25e0XrQeldIpMUosEqJfmCL/wbp4O+20kykSUM8QW/2eKcIvyDMogueTPpjo059uqzFIwPSnyOfDPZv9+TkEIAABCEAAAhCAAARcIFC2ApbgBiMh0qXzBF/OMxlGwoJexBW9kxASVDhdBdT9LZ8UQt0vAUApbX5hI9tC0ZgOOOAATyzyv1T5i1tnOwku0zMkmClSKVFkO9t4Ej9XRJgimlJFFaUScDL1KxFCL46JouDZBCzZWmlbOhHRH7mV7hmZomR0TxQMJDYpbTQoTqUaowQZFTFPpNXpmmwM0l0T7D+s6CXRVGJvmPEmniE7KBpKwk22FqwfpeslJGert6XrtDa0RiUKhWkSTCWwJfxYa0Wpfv4DEPIVsBLrRVGgEmGzNfmvRECJHJn2lEQ/+axFrR8V0T/iiCNyjr7Sc/MRRaK+R9FlWo+vvvpqNsS9P5d4pVTWdDURExcGI3P9D8h0Gm66gfg/D1KJTqEnkCIqNiiG5cM9l+dzLQQgAAEIQAACEIAABEpFoKwFrFzqYakwsF6AExEmqQyil0C9AI4YMcJL6cr0spmvgJV4GVfUk9J+ElEs6RaIIg0UGbDffvt5UTD+5k9JDFO3KNMilGjxyCOPeLV0/KlX6TgddthhXuRYpsgZ1fLRS34msU4v94qoUHSJ7JOoVZVNvEmc7KcaV6rJlUl0UZqj0kslYhWbgdJcJWJlWnd66ZaQo6gPpQ8l5pLqZL+wYpR/nrnckyjo/tlnn2Xds5QmpUL64humBU+J03xnzZplw4cPD3O7V2Q+kS6XTrTUepJ4ceKJJ9odd9zhRVaqpTotcyAClvqUOCaBRSJquqaoKAlLEtAStdgyRWAl+snFH7V+Tj75ZK8GVq6pg4nn5SOKFOMerRlFmGpvyiasah1KvNL+HaZJsL311lv77Xe5CljBlGlFJGpdKxIvnxY8tVNrV/0l9q98uOczDu6BAAQgAAEIQAACEIBAsQmUtYAlmKnS8pRapFowQXFFL6xKMVLaltK3JB5JFNILiyJIDjroIBs2bJj5X/gLmUIYNL5qHz3zzDPeKYCKCEgIR4po0suKahBJ3ElV3ylYTDpbDaKwC0/pd0qvUdSDRIzES6NYakxiKzFNEVNhmu5Xupm4J+aol2yJF0ofO+SQQ0xplB9++KFdccUVoQUs/2mCeqFTDRylDSbsqvEq6kVCmyLFckkHKjQDCS+qyySuCQZadxJuVPz8wAMP9CKDghFKqpulqCH/SZW5iFEJ++R6j/xCwqDSSiX8SqiRYCS7ibvEGEVN6fegqJptTfgLXYcpxh7sT+NQJJPSGDW2xEEB8hmlZiqlUKnBGqu/zpH+rhRciTyJNlABS/2IlSIXJbKo1prWu56lPUVpi1rfEiD8xbnDCFiJMWp+WjsSW7R2Ev6o+UqwkfCrvStbCmY2u+QjihTrHo09wWHhwoVJ+8hA1qPW0jvvvOMdYiHhVrYUx2222cbOOuusjIdD+HkGaxtqfzzppJOyIc/4c3+6rdaTohz33ntv7558uA9oMNwMAQhAAAIQgAAEIACBIhFwXsAqEoeye4w/BSb4DX3ZTZYJQQACEIAABCAAAQhAAAIQgAAEIFDWBBCwytS8/kK/AykYXKZ4mBYEIAABCEAAAhCAAAQgAAEIQAACMSKAgBUjYzFUCEAAAhCAAAQgAAEIQAACEIAABCBQiQQQsCrR6swZAhCAAAQgAAEIQAACEIAABCAAAQjEiAACVoyMxVAhAAEIQAACEIAABCAAAQhAAAIQgEAlEkDAqkSrM2cIQAACEIAABCAAAQhAAAIQgAAEIBAjAghYMTIWQ4UABCAAAQhAAAIQgAAEIAABCEAAApVIAAGrEq3OnCEAAQhAAAIQgAAEIAABCEAAAhCAQIwIIGDFyFgMFQIQgAAEIAABCEAAAhCAAAQgAAEIVCIBBKxKtDpzhgAEIAABCEAAAhCAAAQgAAEIQAACMSKAgBUjYzFUCEAAAhCAAAQgAAEIQAACEIAABCBQiQQQsCrR6swZAhCAAAQgAAEIQAACEIAABCAAAQjEiAACVoyMxVAhAAEIQAACEIAABCAAAQhAAAIQgEAlEkDAqkSrM2cIQAACEIAABCAAAQhAAAIQgAAEIBAjAghYMTIWQ4UABCAAAQhAAAIQgAAEIAABCEAAApVIAAGrEq3OnCEAAQhAAAIQgAAEIAABCEAAAhCAQIwIIGDFyFgMFQIQgAAEIAABCEAAAhCAAAQgAAEIVCIBBKxKtDpzhgAEIAABCEAAAhCAAAQgAAEIQAACMSKAgBUjYzFUCEAAAhCAAAQgAAEIQAACEIAABCBQiQQQsCrR6swZAhCAAAQgAAEIQAACEIAABCAAAQjEiAACVoyMxVAhAAEIQAACEIAABCAAAQhAAAIQgEAlEkDAqkSrM2cIQAACEIAABCAAAQhAAAIQgAAEIBAjAghYMTIWQ4UABCAAAQhAAAIQgAAEIAABCEAAApVIAAGrEq3OnCEAAQhAAAIQgAAEIAABCEAAAhCAQIwIIGDFyFgMFQIQgAAEIAABCEAAAhCAAAQgAAEIVCIBBKxKtDpzhgAEIAABCEAAAhCAAAQgAAEIQAACMSKAgBUjYzFUCEAAAhCAAAQgAAEIQAACEIAABCBQiQQQsCrR6swZAhCAAAQgAAEIQAACEIAABCAAAQjEiAACVoyMxVAhAAEIQAACEIAABCAAAQhAAAIQgEAlEkDAqkSrM2cIQAACEIAABCAAAQhAAAIQgAAEIBAjAghYMTIWQ4UABCAAAQhAAAIQgAAEIAABCEAAApVIAAGrEq3OnCEAAQhAAAIQgAAEIAABCEAAAhCAQIwIIGDFyFgMFQIQgAAEIAABCEAAAhCAAAQgAAEIVCIBBKxKtDpzhgAEIAABCEAAAhCAAAQgAAEIQAACMSKAgBUjYzFUCEAAAhCAAAQgAAEIQAACEIAABCBQiQQQsBy1+jfffGOvv/66PfPMM7bHHnvYxIkT0460vb3dnn76ae/X119/bd3d3dbU1GRjx461SZMm2bBhw/rdq3uuvvpqW7ZsWdp+N9poI7vwwgtt6NChjlJiWBCAAAQgAAEIQAACEIAABCAAAQhUAgEELIesLNHqxRdf9H59+eWXnhCldvTRR9uRRx6ZcqQSrK655hpbsWKFVVVV2eDBg62mpsbWrl1rHR0dNmjQIJs6dapttdVWSfe3tLTY3Llz7b333kPAcmgNMBQIQAACEIAABCAAAQhAAAIQgAAE+hNAwHJkVaxevdouvvhiL4JKQtSIESOstbXVVq1alVbA6uzstOuvv96L1JJAdeaZZ/ZGW61bt84TtpYvX25bbLGFzZgxw4vKSrTE87q6umzWrFk2fPhwR0gwDAhAAAIQgAAEIAABCEAAAhCAAAQgkEwAAcuRFaHoq5tvvtl22WUX23PPPb1IqhtuuMEWLVqUVsD64IMP7IorrrDq6mqbOXOmjRo1Kmk2H3/8sV122WWmdMFp06bZdttt1/vzlStX2uzZs717SRN0ZBEwDAhAAAIQgAAEIAABCEAAAhCAAARSEkDAcnhhZBOwFi9ebNddd51tvfXWnkDV2NiYNBt/muA555xju+22W+/PE+LXyJEjU97rMBaGBgEIQAACEIAABCAAAQhAAAIQgECFEUDActjg2QQsRVYpVbC2ttardaXUQ39bs2aNF2Wl6K7p06fbmDFjen/85ptveimGO+20k0ncUt0sGgQgAAEIQAACEIAABCAAAQhAAAIQcJEAApaLVlk/pmwCVrahv/HGG16E1uabb96vBlYiemv06NFeuqJqZUkQq6ur8yK10p1emO2Z/BwCEIAABCAAAQhAAAIQgAAEIAABCBSaAAJWoYkWsL+BCFjffvutzZkzxzvN8LTTTrPx48cnjeyhhx6yBQsWpB3tkCFDbMqUKUlRWwWcGl1BAAIQgAAEIAABCEAAAhCAAAQgAIHQBBCwQqMq/oX5Clg6nXD+/Pn20ksv2d57720nn3xyvxTBl19+2e655x6v8PuJJ55om2yyiXV3d9uKFSu8kw2/+uqrlKcXhqGg59IgAAEIQAACEIAABCAAAQhAAAIQiCcBaQmuNQQs1yziG08+ApZfvNp2223t3HPPtaamppxmmSjwrpRC3b/zzjvndD8CVk64uBgCEIAABCAAAQhAAAIQgAAEIOAcAddELAQs55ZI34ByFbAUQfXwww/bgw8+aBtvvLFX90q/59okgql2lmpoHXPMMXbEEUfk2gXXF4lAQix0bWMp0vR5DAScJIBfOmkWBgUBjwD+yUKAgHsE8Ev3bMKIIOCqXyJgObw2cxGwguLVtGnTbNNNN817drk8O++HcOOACbi6sQx4YnQAgRgTwC9jbDyGXvYE8M+yNzETjCEB/DKGRmPIZU/AVb9EwHJ46YUVkSReLVy40Kt71djYmLX4uupc3XzzzTZ06FA766yz+qUYEoHl8KIIDM3VjSU+BBkpBApPAL8sPFN6hEChCOCfhSJJPxAoHAH8snAs6QkChSLgql8iYBXKwhH0E1bAeuWVV+zWW2+1+vp6mzp1qm211VYZR7NmzRqbPXu2ff3113beeefZNttsk3S9Ti7Uz3VdPjWwIkBBl2kIuLqxYDAIVDIB/LKSrc/cXSeAf7puIcZXiQTwy0q0OnN2nYCrfomA5fDKCSNgvfvuu3bttdd6s5g8ebKpcHu2poite++91x5//HEbPXq0nX322d4phGotLS02b948W7x4sW299damVERFddHcJODqxuImLUYFgeIQwC+Lw5mnQCAfAvhnPtS4BwLREsAvo+VL7xDIh4CrfomAlY81i3RPNgHrm2++sUsuucS++uorq6urs8GDB6cdWUNDg51++umeYKXW3NzsFWp/++23rbq62oYMGWJVVVW2du1a6+jo8P4+ZcoUGzNmTJFmy2PyIeDqxpLPXLgHAuVCAL8sF0syj3IkgH+Wo1WZU9wJ4JdxtyDjL0cCrvolApbDqy2bgLV69Wq7+OKLvVTAbE1RVNOnT08SpNrb2+3ll1/2IrGUNqjIrA022MB222037+RB1ciiuU3A1Y3FbWqMDgLREsAvo+VL7xAYCAH8cyD0uBcC0RDAL6PhSq8QGAgBV/0SAWsgVuVeCJSYgKsbS4mx8HgIlJQAfllS/DwcAhkJ4J8sEAi4RwC/dM8mjAgCrvolAhZrEwIxJuDqxhJjpAwdAgMmgF8OGCEdQCAyAvhnZGjpGAJ5E8Av80bHjRCIjICrfomAFZnJ6RgC0RNwdWOJfuY8AQLuEsAv3bUNI4MA/skagIB7BPBL92zCiCDgql8iYLE2IRBjAq5uLDFGytAhMGAC+OWAEdIBBCIjgH9GhpaOIZA3Afwyb3TcCIHICLjqlwhYkZmcjiEQPQFXN5boZ84TIOAuAfzSXdswMgjgn6wBCLhHAL90zyaMCAKu+iUCFmsTAjEm4OrGEmOkDB0CAyaAXw4YIR1AIDIC+GdkaOkYAnkTwC/zRseNEIiMgKt+iYAVmcnpGALRE3B1Y4l+5jwBAu4SwC/dtQ0jgwD+yRqAgHsE8Ev3bMKIIOCqXyJgsTYhEGMCrm4sMUbK0CEwYAL45YAR0gEEIiOAf0aGlo4hkDcB/DJvdNwIgcgIuOqXCFiRmZyOIRA9AVc3luhnzhMg4C4B/NJd2zAyCOCfrAEIuEcAv3TPJowIAq76JQIWaxMCMSbg6sYSY6QMHQIDJoBfDhghHUAgMgL4Z2Ro6RgCeRPAL/NGx40QiIyAq36JgBWZyekYAtETcHVjiX7mPAEC7hLAL921DSODAP7JGoCAewTwS/dswogg4KpfImCxNiEQYwKubiwxRsrQITBgAvjlgBHSAQQiI4B/RoaWjiGQNwH8Mm903AiByAi46pcIWJGZnI4hED0BVzeW6GfOEyDgLgH80l3bMDII4J+sAQi4RwC/dM8mjAgCrvolAhZrEwIxJuDqxhJjpAwdAgMmgF8OGCEdQCAyAvhnZGjpGAJ5E8Av80bHjRCIjICrfomAFZnJ6RgC0RNwdWOJfuY8AQLuEsAv3bUNI4MA/skagIB7BPBL92zCiCDgql8iYLE2IRBjAq5uLDFGytAhMGAC+OWAEdIBBCIjgH9GhpaOIZA3Afwyb3TcCIHICLjqlwhYkZmcjiEQPQFXN5boZ84TIOAuAfzSXdswMgjgn6wBCLhHAL90zyaMCAKu+iUCFmsTAjEm4OrGEmOkDB0CAyaAXw4YIR1AIDIC+GdkaOkYAnkTwC/zRseNEIiMgKt+iYAVmcnpGALRE3B1Y4l+5jwBAu4SwC/dtQ0jgwD+yRqAgHsE8Ev3bMKIIOCqXyJgsTYhEGMCrm4sMUbK0CEwYAL45YAR0gEEIiOAf0aGlo4hkDcB/DJvdNwIgcgIuOqXCFiRmZyOIRA9AVc3luhnzhMg4C4B/NJd2zAyCOCfrAEIuEcAv3TPJowIAq76JQIWaxMCMSbg6sYSY6QMHQIDJoBfDhghHUAgMgL4Z2Ro6RgCeRPAL/NGx40QiIyAq36JgBWZyekYAtETcHVjiX7mPAEC7hLAL921DSODAP7JGoCAewTwS/dswogg4KpfImCxNiEQYwKubiwxRsrQITBgAvjlgBHSAQQiI4B/RoaWjiGQNwH8Mm903AiByAi46pcIWJGZnI4hED0BVzeW6GfOEyDgLgH80l3bMDII4J+sAQi4RwC/dM8mjAgCrvolAhZrEwIxJuDqxhJjpAwdAgMmgF8OGCEdQCAyAvhnZGjpGAJ5E8Av80bHjRCIjICrfomAFZnJ6RgC0RNwdWPJNvMlH3fZGx912kn71mW7lJ9DIHYE4uqXsQPNgCGQBwH8Mw9o3AKBiAnglxEDpnsI5EHAVb9EwMrDmNwCAVcIuLqxZONzzZNtdu2T7fazkxrskJ1qs13OzyEQKwJx9ctYQWawEMiTAP6ZJzhug0CEBPDLCOHSNQTyJOCqXyJg5WlQboOACwRc3Viysbnw6mZ78+Mu77JLpzbZjptXZ7uFn0MgNgTi6pexAcxAITAAAvjnAOBxKwQiIoBfRgSWbiEwAAKu+iUC1gCMyq0QKDUBVzeWTFzeWNFlP76mufeSYYOr7IoZTbbRoKpS4+T5ECgIgTj6ZUEmTicQiAEB/DMGRmKIFUcAv6w4kzPhGBBw1S8RsGKweBgiBNIRcHVjyWSxq55os+ufak+6ZOdR1XbxlCYMDYGyIBBHvywL8EwCAiEI4J8hIHEJBIpMAL8sMnAeB4EQBFz1SwSsEMbjEgi4SsDVjSUTrwuuaraln/SkD/rboTvX2r/8oMFV1IwLAqEJxNEvQ0+OCyEQcwL4Z8wNyPDLkgB+WZZmZVIxJ+CqXyJgxXxhMfzKJuDqxpLOKq991Gl/cW1LWqOdsl+dzZpYX9lGZfaxJxA3v4w9cCYAgRwI4J85wOJSCBSJAH5ZJNA8BgI5EHDVLxGwcjAil0LANQKubizpOM19vM1u+FNf+qBOIHzyrY6kyy88qt5+sE+da6gZDwRCE4ibX4aeGBdCoAwI4J9lYESmUHYE8MuyMykTKgMCrvolAlYZLC6mULkEXN1Y0llk1txmW/ZpX/rgf5zWaFc/0WZvBVIKf35yox20Y03lGpaZx5pA3Pwy1rAZPARyJIB/5giMyyFQBAL4ZREg8wgI5EjAVb9EwMrRkFwOAZcIuLqxpGK0+MNO+8vr+tIHt9i42q6Z1WSr1nbb9Mub7et13Um3zZ7WZDuMrHYJN2OBQCgCcfLLUBPiIgiUEQH8s4yMyVTKhgB+WTamZCJlRMBVv0TAKqNFxlQqj4CrG0sqS1zxWJvd9HRf+qDSBJUuqKYIrB9e1Zx02yZDqmzOeU02bHBV5RmWGceaQJz8MtagGTwE8iCAf+YBjVsgEDEB/DJiwHQPgTwIuOqXCFh5GJNbIOAKAVc3llR8Zl7ZbO981pc++MvTG22fbfvSBJ94s8P+9bbWpFvHjq62i85tcgU344BAKAJx8stQE+IiCJQRAfyzjIzJVMqGAH5ZNqZkImVEwFW/RMAqo0XGVCqPgKsbS9ASiz7otL++vi99cMuNq+3qWf2FqfnPt9ulD7Ul3X742Fr76Z81VJ5xmXFsCcTFL2MLmIFDYAAE8M8BwONWCEREAL+MCCzdQmAABFz1SwSsARiVWyFQagKubixBLpc/2mY3P9OXPnjSPnX2w/Xpg8FrL36wzW57oe9a/fzU/evs/Ak96YY0CLhOIC5+6TpHxgeBKAjgn1FQpU8IDIwAfjkwftwNgSgIuOqXCFhRWJs+IVAkAq5uLMHpz7ii2d79vC998D9Pb7Tv+NIHg9f/y/wWe2ppZ9I///joejvxO3VFIstjIJA/gbj4Zf4z5E4IxJcA/hlf2zHy8iWAX5avbZlZfAm46pcIWPFdU4wcAubqxuI3zSvvd9rf3NCXPjhmk2q76vzsda1mzW22ZZ/2iV7q8xenNNqBO/TVzWIJQMBFAnHwSxe5MSYIFIMA/lkMyjwDArkRwC9z48XVECgGAVf9EgGrGNbnGRCIiICrG4t/upc90ma3PNuXEnjyvnV2wZHZ0wFXr+u2qXOabXVzdxK9S6c22Y6bV0dElG4hMHACcfDLgc+SHiAQTwL4ZzztxqjLmwB+Wd72ZXbxJOCqXyJgxXM9MWoIeARc3Vj85jnv8mZ774u+SKr/OqPR9t4mXBTVko+77EdXNydZe/gGVXbJ1CbbZEgVqwACThKIg186CY5BQaAIBPDPIkDmERDIkQB+mSMwLodAEQi46pcIWEUwPo+AQFQEXN1YEvN9+b1O+z83+tIHh1fbVTOzpw/6eT2+pMN+fntrEsJxo6vt9+fm1k9UNqBfCAQJuO6XWAwClUwA/6xk6zN3Vwngl65ahnFVMgFX/RIBq5JXJXOPPQFXN5YE2NkPt9m85/rSB0/Zr85mTcyePhg0zK3Ptduch9uS/vmIXWrtJyc2xN6GTKD8CLjul+VHnBlBIDwB/DM8K66EQLEI4JfFIs1zIBCegKt+iYAV3oZcCQHnCLi6sSRATbus2d5f2Zc++KszG22vrcOlDwZhX7SgzW5/sU8M089P27/OZk7IXRBzzpAMqKwIuO6XZQWbyUAgRwL4Z47AuBwCRSCAXxYBMo+AQI4EXPVLBKwcDcnlEHCJgKsbixi9tLzT/u6mvvTBrYZX29wc0weDrH86v8WeXtqZ9M9/Pqnevr93nUtmYSwVTsBlv6xw0zB9CMSidiRmgkClEeBzs9IsznzjQMBVv0TAisPqYYwQSEPA1Y1Fw730oTab//zA0weDUz//ymZ7+7O+qC79/OcnN9pBO+YX2cXigkChCbjsl4WeK/1BIG4E8M+4WYzxVgIB/LISrMwc40bAVb9EwIrbSmK8EPARcHVj0RCnzGm2D7/sE5p+fWaj7Zln+qDf6M1t3XbGRc32bUt30lq4eEqT7TyqmvUBgZITcNkvSw6HAUCgxATwzxIbgMdDIAUB/JJlAQH3CLjqlwhY7q0VRgSB0ARc3VheeLfT/v7mvvTBrTettitnFO7UwGWfdtmsuc1JnDbdsMr+d3KT6XcaBEpJwFW/LCUTng0BVwjgn65YgnFAoI8AfslqgIB7BFz1SwQs99YKI4JAaAKubiwXP9hmt73Qlz546v51dn6Bi60/+kaH/dsfW5NY7bpFjf32nEarRsMKvYa4sPAEXPXLws+UHiEQPwL4Z/xsxojLnwB+Wf42ZobxI+CqXyJgxW8tMWII9BJwdWM5d3azffSVL33wrEbbc6vC16i65dl2u+yRtqQVMWFcrf3T9xtYJRAoGQFX/bJkQHgwBBwigH86ZAyGAoH1BPBLlgIE3CPgql8iYLm3VhgRBEITcHFjef6dTvuHW/rSB7fZtNquKGD6YBDO7x9oszte6ov20s/POKDOph9RH5ojF0KgkARc9MtCzo++IBBnAvhnnK3H2MuVAH5ZrpZlXnEm4KpfImDFeVUx9oon4OLGctGCNrv9xT5B6bT962xmgdMHg4b/ybwWe2ZZZ9I///joejvxO3UVv0YAUHwCLvpl8SnwRAi4SQD/dNMujKqyCeCXlW1/Zu8mAVf9EgHLzfXCqCAQioBrG0t3t5nSB1es6ksf/O+zGm18BOmDQUAzrmi2dz/ve65+/rOTGuyQnWpDseQiCBSKgGt+Wah50Q8EyoEA/lkOVmQO5UYAvyw3izKfciDgql8iYJXD6mIOFUvAtY3l2bc77Z9u7Usf3Hazart8euFOH8xk6M4usx/8zzpb09KddNn/nttkp3G+6wAAIABJREFUu4yurtg1wsSLT8A1vyw+AZ4IAXcJ4J/u2oaRVS4B/LJybc/M3SXgql8iYLm7ZhgZBLIScG1jCdajOv2AOptRxFpU76/ssmmXNSdxGzG0yn57dpPpdxoEikHANb8sxpx5BgTiQgD/jIulGGclEcAvK8nazDUuBFz1SwSsuKwgxgmBFARc2lgUAXXu7HX2ydd9EVC/ObvR9hhT+NMHMy2GPy3ttH+e3xcFpmt327LGfn1Wo9USiIUfFYGAS35ZhOnyCAjEigD+GStzMdgKIYBfVoihmWasCLjqlwhYsVpGDBYCyQRc2lhURF3F1BNtu82q7bIipQ8G18Utz7bbZY+0Jf3zkbvW2j+c0MASgkDkBFzyy8gnywMgEDMC+GfMDMZwK4IAflkRZmaSMSPgql8iYMVsITFcCPgJuLSx/O7+Nrvz5b7TB884oM6mFzF9MLgyguPRz4ud0shqrUwCLvllZVqAWUMgPQH8k9UBAfcI4Jfu2YQRQcBVv0TAYm1CIMYEXNlYOjp70gc/Xd2XPvjbsxtt9yKnDwZN+Y+3tthzb3cm/fOFR9XbD/api7HVGbrrBFzxS9c5MT4IlIIA/lkK6jwTApkJ4JesEAi4R8BVv0TAcm+tMCIIhCbgysby9NJO+6mv7tR2I6rtsvOKc/pgNljTL2+25V90JV32z3/WYIeNrc12Kz+HQF4EXPHLvAbPTRAocwL4Z5kbmOnFkgB+GUuzMegyJ+CqXyJglfnCY3rlTcCVjeW397Xa3Qs7emGfeWCdnXd4vTPwj//vdbautS86rLrK7LfnNNquWxS3wLwzQBhIpARc8ctIJ0nnEIgpAfwzpoZj2GVNAL8sa/MyuZgScNUvEbBiuqAYNgREwIWNpa2jJ33w82/6BKL/OafRO/nPlaaTEc++ZF3ScEZuVGW/PrPJNt+oypVhMo4yIeCCX5YJSqYBgYITwD8LjpQOITBgAvjlgBHSAQQKTsBVv0TAKrip6RACxSPgwsby1Fud9i9/8J0+6FD6oN8SL7zbaX9/c9849bM9xtTYL09vtHqyCYu3aCvgSS74ZQVgZooQyIsA/pkXNm6CQKQE8MtI8dI5BPIi4KpfImDlZU5ugoAbBFzYWH5zb6vd80pf+uBZB9XZtMPcSR/0W+r2F9rtogfbkow3cVyt/eP3G9wwKKMoCwIu+GVZgGQSEIiAAP4ZAVS6hMAACeCXAwTI7RCIgICrfomAFYGx6RICxSJQ6o2ltb0nffCLb/vSB3832e3aUr9/oM3ueKk9yUSn7l9n509wU3Qr1lriOYUjUGq/LNxM6AkC5UcA/yw/mzKj+BPAL+NvQ2ZQfgRc9UsErPJba8yoggiUemN58s0O+9ltrb3Etx9RbXMcOX0w0zL4h1ta7Pl3OpMuueDIejt537oKWj1MNSoCpfbLqOZFvxAoBwL4ZzlYkTmUGwH8stwsynzKgYCrfomAVQ6rizlULIFSbyy/vqfV7lvUlz549kF1NtXR9MHgIpl2WbO9v7Ir6Z9/cmKDHbELBbEq1qEKNPFS+2WBpkE3EChLAvhnWZqVScWcAH4ZcwMy/LIk4KpfImCV5XJjUpVCoJQbS3NbT/rgl2v60gd/P7nRxm3hzumD2dbBcb9eZ81tfeOvqTb79VmNtrtDJyhmmwM/d49AKf3SPRqMCAJuEcA/3bIHo4GACOCXrAMIuEfAVb9EwHJvrTAiCIQmUMqN5fElHfbz2+OXPuiHK/Ht1N+vS+I9aliV/efpjTZqWHVoO3AhBPwESumXWAICEMhMAP9khUDAPQL4pXs2YUQQcNUvEbBYmxCIMYFSbiy/urvV7n+1L33wnIPrbMqh8SuEvuj9TvvrG1qSVsHuY2rsl6c1WgMlsWLsHaUbein9snSz5skQiAcB/DMedmKUlUUAv6wsezPbeBBw1S8RsOKxfhglBFISKNXGsq6t2869tNm+WtuXfve/5zbZLqPjGbV0z8IO+819fdFkgq1aWKqJRYNArgRK5Ze5jpPrIVCJBPDPSrQ6c3adAH7puoUYXyUScNUvEbAqcTUy57IhUKqN5bElHfaLmKcPBhfB7IfbbN5z7Un/rFMJdTohDQK5ECiVX+YyRq6FQKUSwD8r1fLM22UC+KXL1mFslUrAVb9EwKrUFcm8y4JAqTaW/7q71R4og/TB4CL4ybwWe2ZZZ9I/nz+x3k7dj1zCsnCYIk2iVH5ZpOnxGAjEmgD+GWvzMfgyJYBflqlhmVasCbjqlwhYsV5WDL7SCZRiY1nb2m2TZzfb1770wYvObbKxMU0fDK6hqXOa7YMvu5L++Z++32ATxtVW+nJj/iEJlMIvQw6NyyBQ8QTwz4pfAgBwkAB+6aBRGFLFE3DVLxGwKn5pAiDOBEqxsTzyRof9+x/76kXtMLLaZk9rijPGfmM/9ldrrdWXTVhXY97JhHtsVVNW82Qy0RAohV9GMxN6hUD5EcA/y8+mzCj+BPDL+NuQGZQfAVf9EgGr/NYaM6ogAqXYWH55V6s9uLjv9MHJh9TZuYeUV52ob1u67cTfrEtaSZtvVGW/PL3Rttg4noXqK8gtSj7VUvhlySfNACAQEwL4Z0wMxTArigB+WVHmZrIxIeCqXyJgxWQBMUwIpCJQ7I1Fws65s5tt9bq+0wcvmtJkY0eVn6izZEWX/eia5iTsu25ZY788rcGa6qtYkBBIS6DYfokpIACB8ATwz/CsuBICxSKAXxaLNM+BQHgCrvolAlZ4G3IlBJwjUOyN5eHXO+z/3VHe6YN+IyvSTBFn/nbY2Fr75z9rcG4tMCB3CBTbL92ZOSOBgPsE8E/3bcQIK48Afll5NmfG7hNw1S8RsNxfO4wQAmkJFHtj+Y87W+2h1/rSB5U6qBTCcm5zH2+zG/7kK4hlZiftU2c/PKq80ibL2YbFnlux/bLY8+N5EIgzAfwzztZj7OVKAL8sV8syrzgTcNUvEbAcXVXffPONvf766/bMM8/YHnvsYRMnTkw70q6uLnvllVfskUcesZUrV5r+3tTUZGPHjrVJkybZsGHDUt67atUqe+CBB2zJkiXW3Nxs1dXVNnz4cJswYYKNHz/e+zvNbQLF3Fi+ae45ffDb5r70wYunNNnOZZg+GLT6z29vtceX9Al3+vmJ36mzC4+qt2qyCd12khKMrph+WYLp8UgIxJoA/hlr8zH4MiWAX5apYZlWrAm46pcIWA4tK4lWL774ovfryy+/tO7uHqHg6KOPtiOPPDLlSDs7O+0Pf/iDaYHp+sGDB1ttba2tXbvWOjo6bMiQITZlyhQbM2ZM0v0ffPCBXX311bZmzRrvet2n63VfVVWV7b333nbSSSdZTQ2nrjm0RPoNpZgby4Ovddgv76yc9MEg7JlXNts7n3Ul/fMuo6vtR0c32E6bI/a67CfFHlsx/bLYc+N5EIg7Afwz7hZk/OVIAL8sR6syp7gTcNUvEbAcWVmrV6+2iy++2L7++mtPQBoxYoS1traaoqQyCVhvvvmmXXvttVZfX2+nnXaa7bzzzt79LS0tNm/ePFu8eLHtuOOOdu6551pdXU+qV3t7u11zzTW2dOlS22233eyUU06xxsZGTwBTf7fccou1tbXZ5MmTvf5o7hIo5sby73e02iOv90UhTTm03s45uLzTB4OWP/ZXa601OZvQ6mrMLjyqwY7fq9bdhcLIikqgmH5Z1InxMAiUAQH8swyMyBTKjgB+WXYmZUJlQMBVv0TAcmRxKfrq5ptvtl122cX23HNPLyLqhhtusEWLFqUVsCQ43XTTTV764OGHH27HHnts0my++OILmzNnjidGTZ8+vTcKS9FXV1xxhTU0NNisWbNsk0026b1Pfd577732+OOPe2mEZ5xxhieI0dwkUKyN5et1PacPrmnpSx+8ZGpTRUYe/fiaZntjRXIkllbHseNr7UdHNVhDZWl6bjpGiUdVLL8s8TR5PARiSQD/jKXZGHSZE8Avy9zATC+WBFz1SwQsh5dTNgFL6X+zZ8/2orSmTZtm2223XdJsFGmlNMFly5Z5UVb77LOP9/OnnnrK7rzzTk8sO+ecc/qlCSoKSxFaI0eOtBkzZtigQYPyovTlt922yQaIX3nBC3lTsTaWBYs77D99p/HtOLLaLp3WFHKU5XfZjU+325WPtfWb2PYjqr26WLuPIfW2/KwefkbF8svwI+JKCEAgQQD/ZC1AwD0C+KV7NmFEEHDVLxGwHF6b2QQsFWyXgKWmSCoVYA82RXW9/PLLSVFcd999tz3xxBN26KGH2nHHHdfvno8++sguv/xyL0LrwgsvtKFDh+ZEaW1rt138YJut+Krbfje5Mad7uTg3AsXaWP7tj6326Bt96YNTD6u3sw+q7FCj5V902fTLm1Ma7IIj6+3kfSubT24rubyuLpZflhc1ZgOB4hDAP4vDmadAIBcC+GUutLgWAsUh4KpfImAVx/55PSWbgJVIBVT9qnRC00MPPWQLFizwTjI866yzvHFk6zdRj0t1tPyph2EnMf/5drv0oZ7oFIkcEjto0RAoxsayam3P6YPrWvvSBxV9pSgsmtn/vanFXlze2Q/FxF1r7cdH1dsGTUQhVto6KYZfVhpT5guBQhHAPwtFkn4gUDgC+GXhWNITBApFwFW/RMAqlIUj6Ceb0OSqgHXTM+12xaN96VW/PrPR9tyalKoIloh3+qSaTo2Mqj3waof91919pw/uuHm1XTq1ctMHU3G+/cV2u2hB/5TCMZv0pBR+Z1vWfz7r87YX2r1oTp3yqHW30+Y13u/bbea2eFoMv8yHJ/dAAAJWlM9NOEMAArkR4HMzN15cDYFiEHDVLxGwimH9PJ8RVwHrwcUd9ktfvaQNm6rs1j8f5J3WRissgWJsLD+/vdUeX9KXPjjtsHo7q8LTB1NZ8ZOvu23KnHXW0T8Yy847vN7OPJCUwrCr/9m3Oz3h6uNV/Yvlq4/aGusRtUbWeL/r15jh7ohaxfDLsCy5DgIQSCaAf7IiIOAeAfzSPZswIgi46pcIWA6vzbgKWAueXGy/+dM21t7Vlzq124hv7ZzxKxymzdBSEfimtdZ+9eS21trZJw78xQHv2egNWwCWhsB1r4y2xZ9t0O+n8oHvj/3MNmzoEwOBmEzg87X1dueSEbb0y8E5o6mv6bIthrbYFhu22Jbrf99kUP+ouJw75gYIQAACEIAABCAAAQhUKIEoM33yQYqAlQ+1It0TVwFLau3D725iDyzbNInUiWM/swPHrCoSPR5TCAIvrBhq817bvLcriQN/fsB7hei6rPt4ccVQu9XHLTHZYU3tdsLOn9m4zdaU9fxznVxnV5Xd+eYIe+bDjXK9NeP1TXWdnqDlF7Y2amwv6DPoDAIQgAAEIAABCEAAAuVKAAGrXC0bwbyyCViJUwg7Ozvt/PPPt5EjR/YbRaZTCPfbbz876aST+t0z0FMIEx3+622t9sSbydEmc2c22VYOpfpEYLaidhl1aGfQhqTChTfvl2u6vVMKv2nuK36fuPvsg+ts6qEcbiAetz7Xbpc/2mZdqbMF7eCdau27u9fa0k867a1Pu2zpJ12mgwXybRsNqkqqqaX0w42HFLbQftR+me/cw9y38ttu06+dR7mTkhlm3FwDgbAE4uyfYefIdRCIGwH8Mm4WY7yVQMBVvyQCy+HVl03AWrNmjc2ePdtWrVpl06ZNs+222y5pNu3t7Xb11VfbsmXL7JRTTrF99tnH+/lTTz1ld955p+2yyy52zjnnWE1NcnGqN99806655hpPEJsxY4YNGjQoL0pvf9ZlP7+t1Vb46thsPbzarpxJAfC8gKa4KcqNRS+x585eZy2+gJU55zXZ9iN4sc3Ffv95V6stWNw/bXC/7Wrsx5MabPONCiue5DK2Ul771FudNvvhVlPtsFRNe8WPJtXbnlv1L573+TfdnpDlF7VSCYVh5zd8gx5RK1EkXn9W7b58W5R+me+YJPp9sV6cWvltlydSBX+t9Z00Ov2IejvjAOq25cub+9wl4KJ/ukuLkUGgOATwy+Jw5ikQyIWAq36JgJWLFYt8bTYBq7u722666SZ75ZVX7LDDDrNjjz3Wqqr6Xro+//xzT+Dq6uqymTNn2qhRo7wZJE4vrK+v9yK3Nt20L9VPfd51112eyLXvvvt6EVr+PnNFEDzBTvefuHed/XgS0Se5skx1fZQby72vdNh/39t3+qBe6i/h9MG8zKZIREWzBduwwVXeKYVH7FKbV79xvOndz7u8Au2vvJ+i2r2Z1VSb/fjoBjt+r9yYSAjzBC0JW+sjtfyCTK6sRm4kUaunSLx3AuLIahvUEE7UitIvg/NYva5HiEolTikKUL90TT5Na/MH+yBi5cOOe9wlUEz/dJcCI4OAWwTwS7fswWggIAKu+iUClsPrM5uApaErWuraa6+12tpaL8pq11139QSnlpYWmzdvni1evNjGjRtnZ599dm+klSKzFGG1dOlSGzt2rJ122mlelJXEK/V3yy23WEdHh02ZMsW23377ARPSy+ptLyTXnfnZDxrskJ1ze0Ed8EDKsIMoN5Z/+UOrPfVWX+TQ9MPr7QxO0st7FX3b0m3nX9lsn63uLyacul+dnT+xvEVdRfJdtKDV7luUvoj9yfvW2QVHFo7DR1/1pBz2iVqdSRGFuRpzi417TjzsFbU2r7H6FNtYIfzy2+a+CCmJUz1iVE/klPfn9b/nOodcr/+bYxvs2PHs1bly43p3CRTCP92dHSODQDwJ4JfxtBujLm8CrvolApbD6y6MgCXR6b777rPHH3/cE6AGDx7siVlr1671RKhhw4Z56YUjRoxImulnn31mc+fO9dIPdb3u0/W6TwKYIrqOOeaYAUVfJR6o1J6f/aHVFn3QF3FRXWV2848H2SYFrj3jsDkjGVpUG4tStJQ+2ObTGi47r8m2I31wwHb8/QNtdsdL/QuJj9+qxv58Un1Z1oi78el2u/bJNmtPHXRl+21f40VdFSOd8v2VflGrJ2KrI824whh7m03XR2h5kVo9EVsLX37JuzVV0UtFhSVEKL8YtdITpbp6xamONDXBwowpn2uGNFbZ0KaqpJTvRD//+P0GmzgOESsfrtzjHoGoPjfdmykjgkB8COCX8bEVI60cAq76JQKWw2swjICl4StFUGmEjzzyiKmwu/7e1NTkRVdNmjTJE7FSNYlXDzzwgC1ZssSam5uturrahg8fbhMmTLDx48d7fy9Ue2l5p/389lZb09IXfbLX1jX2qzMbC/WIiuwnqo3l7oUd9tv7SB+MalE993an/eOtLf26V4raj46qt0m7l4dY8NiSDpv7eLut+Cq1GjN6WLX96Oh623e7/nWuomKfql+lNfZFavWIWt35Zd153Y/WyYcbttiY0Zt6kVI94lRPBJW/plwx5lhbY6YaX5sMqbaNBpkNHVTl/VIxewlWvX9e/+9PL+uwf/9j/3TXn5/caAftWFo7FYMXzyh/AlF9bpY/OWYIgegI4JfRsaVnCORLwFW/RMDK16LclzOBW59ttzmPtCXdN+2wejvrIGqs5Axz/Q1RbSz/PL/F/rS0LyxlxhH1djoFnfM1U8r7WjvMfnhVs733RX9xJ+514iQG6WTBl99LH9rken2lZZ+uTz38pNOrqaW/u9YkQnni1AZVNnxIjxgVFKQ8oWpQlTXkoIkqzfPX9ySLWEqV/MXJjfadbRGxXFsHjCc3AlF9buY2Cq6GAAT8BPBL1gME3CPgql8iYLm3Vsp6RP/vzlZ7+LXkGji/n9xo47bgpSgfw0exsahGk9IH/elel09vsm03K1xEXj5zLdd7rni0zW56pn9K4S6jq+3PJzXYDiPjw10Rlpc+1Gb3v5q+ztUJOsTh6HpTGnGcWle3rY/S6uz5/dMuW/55NKJWY53ZJhtUe6JUr0C1QeqoqVQ1uArBVWmuSnf1tw2aquwXJzfYbluyXxeCMX2UhkAUn5ulmQlPhUD5EMAvy8eWzKR8CLjqlwhY5bPGYjGTD7/ssp/d1poUdaIXtKvPb7Km+pi90TpAPIqN5a6XO+x/7id9sJjmXfhep/3tjf1TCmurzX40qcGO3zOH8JliDtz3rGufbLebn22z1v5anHeVUoYlXI0ZHh9BLhtKiby9Jx+uF7U+WJlZ1FLdv76oqWrvz4m/K1oqETFV54BGlCpqdtMNquwXpzTGSljNZkd+XlkEovjcrCyCzBYChSeAXxaeKT1CYKAEXPVLBKyBWpb7cybwyOsd9u93JKenHLlrrf3DCQ0591XpN0SxsfxkXos9s8yXPjih3k7fnzTPqNeaSi79+JpmW7KivwByzB619pffbTDVM3KtPfRah93wp3b74MvUws1mG1bZj45uqJj6SapxddfjS+yj1Y22zdZb2PAhPSKV0vyGDapy0oaZ1tR1T7Xb1U8kR2LpNMZfnNJgYzYpHzHSNb9iPNERiOJzM7rR0jMEKoMAflkZdmaW8SGg09OffO51GzGkNeWhRKWcCQJWKelX8LNVH+fmQNrU336vwfSiTgtPoNAf+J9+3W2TZ6+zTp8WccX0JtuG9MHwRhngldc/1W5XBQQDdakTIP9iUr0z6bZvrOiya55ssxffTV/nauaEejutAsXPQvvlAJfUgG+/4rE2u+np5NC67UdUezWxNhtK5OyAAdNBUQmUm38WFR4Pg0BEBPDLiMDSLQRyJKCDjJ56q8OeeqvTdh72uR253UoErBwZcnmZEujqMu8UthcCL79XzGgyHUtPC0eg0B/4wbo3O4+qtounNIUbDFcVjMBrH3XaX1zbP6VQD/jhUfV20j6li4hbtbbb5j7eZve+kr7OlYToH09qyKlweMHgOdBRof3SgSnZxQ+22W0vJItY47boEbFUJJ4GgbgQKEf/jAt7xgmBdATwS9YGBEpHoKPTPNHqyaWd9tSbHdaxPpBh8w1a7a8OXI6AVTrT8GTXCCz+sNP+9bZW0wtxou04stounYZgEtZWhf7A/6dbW+zZt/siaio1giYs/6iv+7ubWuyl5f0jnCaOq7W/PKbeBhW5bpyiw255tt3WtfX5rJ+BinurzpWixSq5FdovXWH52/ta7e6FycLlXtvUeCKWCs/TIBAHAuXqn3FgzxghgIDFGoCAOwRU/kORVhKvFHkVbBs2dNhPDn8bAcsdkzESFwjc/mK7XbQgub7KqfvV2fkT610YnvNjKOR/xD9e1WXnzm42nbaWaFfOaLKtiYgr6TpIVUhbA9pyk56Uwj23jr4w1oLFHZ5w9d4XqetcDRusOlf1dvhYUoBlm0L6ZUkXX4qH//LOVnswcJLsgTvUeIXdaRCIA4Fy9s848GeMEEhFAL9kXUCgeAQUrOBFXL3ZaWtaU38prdHsPvJbO3uPFQhYxTMNT4oLgV/f02r3LUr+Vv/fTmm0A3aI/sU8LozSjbOQH/h/fLHd/tcnJpI+6M7qWPppl/3o6uak2mSJ0U0/ot7OOCCa8JdXP+j0atU99076OldTD623sw+O5vnuWCC3kRTSL3N7cnGuVuTsE28m79lH7FJrPzmRgziKYwGeMhAC5e6fA2HDvRAoFQH8slTkeW6lEPjim257cn1tq0UfpP9/fUOd2dG71drRu9VZ86cLPTx77723U5go4u6UOSpzMF+t6TalruklPdGUjjJ35iAbQYHgjIuikB/4/3hLS5JQoSg4RcPR3CHwL39o8UJ9g+2QnXpSCjcqUC2iL77tthv+1GZ3vZy+zpVODlW64JBG6h8F7VFIv3Rn9fWNRDUMfzK/xZ7zpRvrp6p9psM4aBBwmUC5+6fL7BkbBNIRwC9ZGxCIhsCi9zvtqaWd9viSDvtyTfpoq+02q7ajd5dwVWsbNvX8395Vv0TAimat0GuOBBTG+K+3t5pejBJt/+1r7N9PJS0lE8pCbSwrvuqyybObkx515cwm23p4ZdcyynEZF+XyYKRc4qGbbVhlf/ndBttv+4FFLt74dE+dqzUtqT/kFJn346MbTL/TUhMolF+6zLe5rdt+Oq/VFr6fLKie+J06T9ikQcBVApXgn66yZ1wQQMBiDUAgegLftnR7X3gr4ir4ZWPw6Yfu3CNapcp8cvXzEgEr+jXEE0ISuPqJNrvuqeRTrmZNrLdTiAJKS7BQG4tOF9MpY4lG+mDIRVuiy95b2eWdUphKZJp8SJ2de0juAsJDr3WY6m2983nqOleDG6rsx5Pq7ahdqXOVzeyF8stszyn1z79eJxGrxd5YkbxmTtu/znQABA0CLhKoFP90kT1jggACFmsAAtERUCF2BYU8vqTTVqxK/f95PV1feiuTQsKVaurGzS8RsKJbQ/ScBwG9DD29LPkb/d+c3Wh7jBlYVEkeQ4nFLYX6j/jf39xiL7zbxx3hMBbmt3+/o9Ueeb1/mp+isBSNpQ+obE2ngSri6pmA3/nvO/ugOpt6GIJENpaJnxfKL8M+r5TXfba62346v8Xe+Sz5P0oSUSWm0iDgGoFK8k/X2DMeCMTtRRmLQcB1Ah2d5olWT7zVkyaYqY3fqmZ9fataq8r+ikAKoevGZ3xuEFj+eZf907wW00tRoo0aVm2XTG20Dai1089IhfiP+IdfdtmUOcnpg3NnNtlWpA+64RRZRnHvKx323/e29rtK9bD+8rv1dsjOqSOm5GMSru54KTnq0d/RYWN76lzplEFaeAKF8MvwTyv9ldpDfjKv1T76KlnEUhSWorFoEHCJQKX5p0vsGQsEykXA0pft9yxst+ff6bSGuiprqDVT8euG2qqe3wP/ptq+fT/z/TlxvXd/Tz/1Kf5NP6vju3wcyEfggy8VbdVpj73RkTZ7QpcPqq+yCeN6hKtxW+S2iFz9vCQCC1dwjsA9CzvsN/clv5AfO77W/uZYigMHjVWIjeUPz7fbJQ/1pQ+OHVVtF01pcm5dMKD0BD5e1W1/c0Ozff5N/7pVpx9QZzOOSI6eknClX6vXpa5zpUKOShfcbctm4O+lAAAgAElEQVTcPuiwUQ+BQvhl3Fi+/ZlErBbTKTf+pnV04t6IWHGzZzmPtxL9s5ztydzKg0Ac/FL/x7rnlXbTe8qqtemLYUdlkdrq9SKXJ4b5RbKEgNZfSKvXdb2C2Hpxbf29Gw+usu1GUM80KntF1e+zb3d6J0E/+kaHtWUIuNp+RHVvmuDQPA95ctUvEbCiWl30OyACv3ugze4MRIb83XENNml36u/4wRZiY/m/N7XYi8tJHxzQgnXk5l/d3Wr3v9r/02zPrZVSWG/LPu3yhCv9nqrpPzoq0C7BmJY/gUL4Zf5PL92dr3/U6RV2X92c/B/7//O9BvvuHqyp0lmGJxf6c7PYRPWy/OnX3TZ2NC+bxWbP84pDwOXPTRXClmjlL7VRHCrRPkWZLVMOrTMdvkJzm4C+HNQ6lGgVrDsaHLmyJ1SvNlVR9lxn6apfImDlakmuLwqB1g6z/3Nji+mFyN9mT2uyHUbyH7gEk4FuLB+s7LKplyWnD151fpONyVDQrygLgIfkTUDF2P/jzv4phQohXteW/htDCm/njbzfjQP1y8KNpPg9vfyeRKwWawlkpv7kxAY7YhdErOJbhCcGCbjonzqQ49PVEqm67JOv+/4s0eqT1V3Wut6fRg6tssmH1PNlHsu67Ai45pfyQ0Vb3fdKh+nAknJuh+9Sa1MPrbMtNub9yjU7L3q/0x57sydN8JvAl4P+sY7cqMr7P5bSBAv5DueaXybmjIDl2kplPL0EFr7X6aWk+F+Edt2yxn5zVqPVsMd6nAa6scx7rt1mP+xLHxxdbRedS/pg3N1w5bfd9rc3tphqE2VrB+5Y40VdhSn4nq0vft5DYKB+GXeOCm/X3t3t+z+/qqj94pTGgnwjGHc+jL+0BErhn/pSTuJUQpDS796v1T2CVaoTZTNRQsgq7Rri6YUnUAq/TDWLx5b0RFvpy5hsbd/tamziuFovTUupXK0d3et/N2trT/zZ9285/lz7Rpv/nsD9Hdn/i5dtCr0/H76BorHq7RiipUMzi+rCb1u67Yn1olW2dbj3NjU2YVyPcFUdQblaV/wyyBoBK6rVR78FIXDj0+125WN9Aos6PfvgOpt6KCeiFeJFWVFu/s2R0wcLsmyd6eR397fZnS+nLtKub2h+dHS96cOPVlgCrn7gF3aWmXvTSTg/vz05ElBFbCVi7bU1a66YtuBZyQSi8M+u7vUC1erunggqiVW+iKqo6uUgZLG6y4VAFH4Zlo0OILnnlQ574NWOtLVBE32NGFrlCVYSrkp92FFnV59o1iugtUv08v97t/UIYT1iWOLP9y9q9/aqYFOpFr1jbRriFOuwfLkuHIG3PukyCaiKtkpV0zbRy5DGnmirI3etsV1zLMoebiR9V5XSLzONFQErV0tyfdEJ6CUoeCzoz37QkPZ0taIPsIQPHMjG8t7KLjsvkD549flNtiXpgyW0aOEfrUKP/3pbn5CgY3N1suD3KaxdeNjrexyIX0Y2qBJ0vGBxh/3nXckilgqJ/uLkRhu3BWG0JTAJjxxAhKRqkChiyouiWh89lYio+tx3cnKhIatws05jbm7rti++TZ3KhJBVaOr0V2wCpfjcfPj1Di9FcOH72aOtDt6pRzA4ZKfySIWX6P67+1vt7oX966aOHlbt1cZSZA8tWgIdnWaPv9kjWulky0xtp82rPeHqqN1qTSeNF6OVwi/DzAsBKwwlrikpAanQihTyH9G+YVOVXTSl0bTJVnIbyMZy67PtNucR0gcrYf0ob14phXuMqbELjyJ6MWqbD8Qvox5bsfu/6+UO+5/7k0UsfYMtEYvTj4ptDZ4nAun8U3VuelL7uuyT9dFTPWl+Eqy6TNEOUbVNNqiyURtV2+YbVXli1ahh6/8+rCrpRUVp//OfbzeliadqCFlRWYh+oyZQrM/N91f2RFs9uDhzTSHNV1/oKtrqyHG1phpD5dj0JefvH2hLeariCXvX2bTD6kzF3mmFJaB12BNt1WkfZCn3IdFqwi61ppIfxW7F8stc54WAlSsxri8JAZ268G9/TH4JOnTnWvuXHzSUZDyuPHQgG8vf3tCS9K3TBRPr7eT9OInEFdsyjvgSGIhfxnfW6UeuF+5LH0pOBR8zvNp+cXIDRWPL0eAOzUlRButau21dW9/vL776tn3VXGe1Q0b7Iqq6+h08UMhp6BANiVPeL59AJaFKf8/l9VBzkk/Nf67dvlyDkFVIO9FX6QhE/bmpiGClCL4SItpK6YETd621/bYrvmBQCgvogB+VnNAhQMG27WaKxqq3g0ognpSCRdTP/NPSnoLsjy7pSKoTGnyuAjSO2KWnvlUpU1Wj9st8eSNg5UuO+4pOQC9A+k+bv50/sd5OrWDRJd+NZfkXXTb98uTTB6+Z1cTLZNFXNQ8sRwL5+mU5skjMKVU9wx1HVns1sVQ8lgYBPwGly/lFJ78ItVY/azXvVNW+31P8W5t5aXfFaFrBEqdGDqu2zYeuF6l80VSDGwq/xlXA+bbn223e8+32FUJWMczMMyIkEMXn5rufd9m9izrsocUdpsLYmZqEGhXClnC18eDC+2uE6ArWtUQ+pRUGTxHWA07Zr86mH15vtZWh6RWMqTrS/vzgax2mYIxln2YO5d1n25r19a1qnTiwLAq/LARcBKxCUKSPohEIRg3pwf91RmPFFqLOd2O55dl2u8yXPrjL6Gr7X04fLNo65kHlTSBfvyxvKmZXPd5m1/8p+UuI3bassV+c0kCKQhkYX0WCe0SlNOJTqp+1dVtzrxjVd18hT9cqFFrVHElEUEmkklg1ar1IVcpTXNs7zW57od2UXpiuWDyphYVaBfQTFYFCfm7et6gnRXDRB9lrW+nUPaUJjt8KZSYhtijtX5FCwTZ2VE801ne2hVUYP1i9rtvuWthhd72cPu1b/ag2qNIEFXEVdVH2MOP2X1NIv8z12ZmuR8AqJE36ipzA0k+77O9uarFvm/u+Sdl602r79ZmNNqwCvzHJd2P56+tbkj7YLziy3k7el/TByBcwD6gIAvn6ZSXAmf1wm/ei7W/6z7BqYtVTLzYWS2DFqi7vCxAVNe+NgCpitFNUkBpqzUvn8yKphvb8vrnqUq2vR9Xg+Edka7vZ7S/2RGR9vZbUwqjWCf1GQ2Cgn5uKbFGKoCJd1mSJtlIxbJ22J+EqiujIaAgVt9c7Xmr3amOlapwGn9kWWn8J4eqzDAd8jB3dU5Rd9a1cfYcdqF9GtWoRsKIiS7+REfjji+32vwuSN1WdqPbnkyqvOHU+G8s7n3fZzCuS0wevndVkozeu7IL4kS1YOq44Avn4ZSVB+t0DbXbnS8ki1sE71di/ntRYSRhiOVcV/NXhHypuHoemRKCm+iprqu/5fVC9WWfbGtu4qd123W7THrFqvUhVLmlDSpv844sdnpClCIBUTRFZ5xxSb9/dHdU4Duu4EsaYz+dmd7f1pAi+1mGvZom2Uurb98bXeaKVsg5o2Ql8vKrLfnt/m728vH80liLWph5W51zEUPZZRXeFUi8VbaXDa/RFT6pWU23ro61qbf/t3Y9ky8cvoyPc1zMCVjEo84yCE/jlXa1eeLC//dUxDXbcnpX1n7F8Npabnmm3Kx7tEwBJHyz48qTDCieQj19WGrJf3d1q97+avIercO4/fr+yD+ZweR3MfbzNbgikgBZ6vPrPvSc41SULT34BKiFIqTB6QpTq/b2hR6Ty/3twjJXin0rl/ONLHV7Eo06iTSdknX1wvSmNigaBUhLIxS/f/LjLewdQtNXa1sxi+q5b1tgxu/fUtqpzXy8opQnSPvvmZ9rtct97Q+JC7ddKKTzzQMfDUyOmqjTuhHCV7kRBfUFy3F5KE6y1MZvER0DNxS8jxpzUPQJWMWnzrIIR0AfWX17XYirQmGjV1Wa/n9xkytGulJbPxvJX17ckfVNF+mClrBbmWSwC+fhlscbm0nN0sqyKmvrb98bX2l8fi4jlkp103Leirp57u/+38Hoh9Ec4BYWnHpEp9TWe0BRCcCo0i0rzT6Wz3PFSh3cITiYh66yD6u3Y8QhZhV5v9BeOQDa/7Og070sPRVst/jBzbSvtSfosUVH27UZUzjtBONL5XaX3rd/e12pvrOgfWbTvdjVegfdKY60TYT3hamGHLfe9j/oJb9hUZcfvVWvH71Vnm8bwwJpsfpnfahr4XQhYA2dIDyUi8MK7nfb3N7ckPX2vbWrs305pNNWyqISW68by9mdddv6VyemD113QZKOG8QFfCeuFORaHQK5+WZxRufmUn85rsaeXJb+M/GCfOrvwqMpLCXfRQg+/3mFzHm6zL1Occnf6/nU2Y0L87FSp/inx6s6XO2z+c+1pT2RTauGZB9V7L/+0+BFo7TBb+kmnV9dJ4vGgBrNBDVVWG4P/4qXzSwkmEq0UbaWowkxtz61rPBFWNYVo0RC4+ok2u+6p5BIAepLW25RD6+ykCqmne4+Ksy9sT3uqoETU7+9da8fvWWcjN4rvqZaufl4iYEXj3/RaJAKpNtIzDuw56rUSWq4bS/Ao+3Gjq+33nD5YCUuFORaRQK5+WcShOfcoFZ7+6fwWeylQY6OS9nHnjLJ+QCrUrhNrg23E0CqbcUS9lwoRx1bp/qm6WJ6Q9Xx72mLXErLOOLC+4soyxHE9L/+iy55/p9P79cr7qSOTdEBGkqi1XtwK/tvg9YKXxIjePzeYDfaur7LGCDPF/H6pz4UFr3XYQ4s77LWPMkdbDW2qsmP3rLVJu9XaljFKzYrjWkuMWaLib+5tNa29YDtk51qbcUSdjS7TL8YVBaioK6WxpmpKq9SXcMfvWVsWtYVd/bxEwIrzDsLYPQL/cEuL98Htbz85sSG2/7nOxay5bix/cV2LveYLvf7hkfUV821JLly5FgIDIZCrXw7kWeVwryJDfjq/NWlv0rymHlpvOu2IVlwCitSVeBUUFTWKg3es8aKutojxoR/4Z896WrW22ys2LCErXR0hCVmnH1jvvYzR3CDQ1mHrBasOe/7dTu800GK1qqqeSJs+oasnwqtH4Er8ef3vigLTv/mu7xHMen5eHQhKkV++/3WT/X/2zgQ8q+ra3ytkJIBJEBVEowLW4YJaKShW0aLVYvVeEarWoVUUtXq1NYII8gdUCiIQ6/VqHdBKi9cR9TrV8bZYFafihGg1oqKAzIEQkpDp/+yNHySQ5JvOOVn7nHc/j4+anLP3Wu/av/3B+vZe+5vaPna3lbmMoK1mjq2ZouzmAhBa+xD448tb7PqxYzM36l1wbLh2cpo5adbLj9tIqMYSV8XdHNjymOCU0fp5SQIrwQDymF4C5pYMUw+r6REHc854+i/zZJ8QLSItRSCZheWz7xrkN/c1Pz4497J8ewsTDQIQ8I5AMrr0blS3e1pd0SgTH60Ws041bZcenyO/OIIkVlDRNdfQ3/p8jZijSDs2U6z3vBAkFNFn88iaPzs9816tPPZWnWxuJWlgE1mDsm0dF1rwBL5qssvqvVZ2WQVvVXoj7rgrbEt1pU1gtdW6dcmwRwSHHpotu+/Cn13Ti4A3by/8qt7uxlrRws205sbHi4fkyK6d3Y2VqdNpElcftHHL5b/337rjqtfu4UlcxWaH1s9LElje6Jde2pmAyYzf9FRNMyvM8QazEyvMLZmFZe7rtfKn+dtvH/y3vTrYovc0CEDAWwLJ6NLbkd3ubdm6BrsTyxQNb9p++7Mc+Xf+4uxrcM0tSmbX1ePv7Pxt+r7dOthdVy5c+Z0IJPTZMqU1FY22psu8t1vf/WISWWcemS3mL2w0/wgYPW49Flgn7y6pl+82JL7Lynxxay5O2FwjUrml0f473m4m/zzxpmez8/PkH2bLEb3ZbeUNUe97MQXen3lv528+zJpx4XE5MuTf3NrF+eqnWxNXJkHXWvv5D7fWuNq/e/gSVySwvNcIPUKgRQK3Pr9FnlrY/A/fZtEM8/WuyfxB/Mo/V8nH327/iyHHBxESBPwhkIwu/bHA3V7NTUemJtZ3O3ybO/bUXHujFM17AqaWx52vbGnxZq8wfIO+IzH02fYcWrVx646seW/XSvXO+Uz7svlL6RlHZst/kMjyTJAmcW+SVuaCopaO77Y2kLkJtP9+mfYfc5GRSTi31EwSq7JG7C47k9QyBdFjCS5zhHTzlu9/1uy/Y89vf9fcBhhEM6cDTj4s2+64Ksx3dwdPEKy0jPHGZ/Uy67kaKd+8c8LVJHsuHZJjj49qbq9/Vm9rXBkdttZ+dujWxNWBEbj1XuvnJTuwNKsI25ImcNmfquRfK5p/ez/1jDw5ok84v7VJdGExTAybpu2By/Kdvhkj6cnBCxAIiECiugzIHOeG+WR5g5jbCU2NnqZt4rBcOfYgklheBtR8Y26+OW+p/eaEHBkRwhul0GdiM8js+jGJLLMrzxTVbqmZRJY54nvaj9iRlRjV7U/VNcR2WdXLwi/rZdn6lotCt9Sv2WV1+L7bk1ZB3rxtdofZ5Ne2ZNjW5JdNgn3/s6b/bXeC2aTY1t/H2xVmTk+YpJXxj+Ymgan/WyPmBtsdm5m3F/0kR47aX19s3yqrtztQF+xwK3JTH37aN0tOPTxL/m0vffb7NVO0fl6SwPIr4vTbLgTMzRhXza2Spt8QHdCjg1w/Ik9MXaywtUQXFnPlrbmxMdbM4vtfv8oLGw78gYAKAonqUoWxSo0wt2lNfKymWXFpc7vPjSPC+4VEkKEwuzHu+r9a+03zjs18q2zqlhxaHM4/pKPP5GaaqW1j5skT79aKKSDeWiJrxBHZMoxEVptwl67dusvKHAs0R5PqE8xZmYLnA3pnSv99t+6y2m83948sNTZu3d1lE2E1jbLww0+le+caOeqIHyY3QXlaJYH/+7hOZj5X02Ly23wxcsnxOTsV8m8PR979cuuOq9f+1fqOq+MOypL/6J8lh4T0M7Et7lo/L0lgtYdaGNNXAuZGDHMzRtP288OypOTk8NXDSnRh+c85VfLJsibHB3+aI8MH8I2prxORziNLIFFdRhZQgo6bv+iZnVhmp0KsmeMHN47IlcP2CWdyJUE0aT320Tf1Yo7ct3QFuvl2+eKf6D/mkQ4A9JkaPbND6JmFdTaRZXbhtNT2KMiwu/bMbVw0sQkqm7D6cuuxwG/WJpixEpGeXTvIgF7bk1Z5IUeKLsOnGJPwvvHJajFHC3dsP+i+9YuSH7bTTjvzJdlTC+tk/ietZOVF7E6xYQOyI70bUKsuSWCFb73AIxG5/vEaMQX4mrYrTsqR00JWryGRhcXUN7n8/h2OD16eb2tY0CAAAe8JJKJL70cNZ4//+LROJj/e/IibuaL7xl/kyUERqD/hdVSffLdWbnux+Rc8sTHMlzzmy56wN/SZXoS/Wbc1kfXkP2ub7XZv2uvuJpE1IFuGh/AIajx6JkkVq2Nldlm1tmutpX5MwupHvTLtX5jDeKNZW+zQZbyZ5e7vn3u/ztbGaqmd++NsueDYnMCcM1/gmOLsLR1xjBnxo/0yxewoNXqMetOqSxJYUZ+ZIfV/w+ZGuez+qmaFgDvmZMi0M3Ol397hWZASWVjm/GOL/Pkf24+J9N0rU27l+GBIZz5uaSCQiC412OmKDS8vqpNpO9wyawr8miRWGI7SBBGHjVWNtlD7Cx/u/G2zORbxm+Nz5Ac93D+WlAhL9JkIpfjPLF3TIE+/Vyf/+8/aVo/C7b5Lhk1imT93dOkosktehnTpGK4vzxoaRd75ol7++dXWXVZfrU58l1X3wgw5onfW1gLs+5rbA8PFJv4s2v4EukyGlnvPms+gG5+oafFWv757Z9oC7wf19O8zyJSYMUcFX/yo9R1X5rPQ3LIalht3vZglWnVJAsuL6NKHSgKmEN+ER6ub2Wb+kDDp9FzppPwWjESBJrKwmN1XZhdWrF3+0xy29ycKmOcgkAKBRHSZQreRfuXZ9+ukdIdvcPfdrYM9TrhnkX9/6A0D9Pe+qpebnq6RNRU73wxlbpIzRwYzIvT3ZvTp7aw2CRtzGYC5BTqRmk6mlt0uHTOky/fJrC553///tp9tT3SZ57b+I6r+3PbtugabrIr909ptjS2RNrurBvbeWsuq9+6sXTFG6NJbXWrtzVwKcftLLe8CNgXefznI27Oyn61osGvTXz9oPXFl6j6efVSO/PgH4dng4FX8teqSBJZXEaYflQRm/32LPPhG8yK15sacS48Pbruqn2DiLSzmG4cr5jQ/Pvg/l+eLqVNBgwAE/CEQT5f+jBr+Xp94p1b+e4c/+Jo/eJrC7l07s6a1NAMefavW7rzasZkkwrWn5sqQfwv/kcEdfUef/qwVS1ZtTWSZXQ5mV5LXra3E19adXVsTYc3/EU92NRl3/rlk+y6rL1Ymvstqt13MLqtMexzJJK3yI7zLqq05gS69Voze/lZtbJQbHq8Wc+Pwjs3oxBR4T3d3tdGoWYvMLtHWmjmme97R2TL4wOh9DiY6O7TqkgRWohHkOWcJlMytlg+WNi8gaP7g/tN+7i9Y8RYWc/OguYEw1jg+6Ow0xnCHCMTTpUOuqDP1oQW1cs/fmidkzG15N/4iPDtrvYC+blOj3PJ8TYvFc019j/88MUf23jWauz/QpxczrPU+zF8cY4ksH/JYSRu/Y+LL7ObaMdHVUvLLaKjpLqvKmsS9MWuS2WVl6ln12SOaOks2UOgyWWLuP/8/b9TKvX/f+QuW3CyxBd5PS+FWU7Mj1CStTPKqtR2h5oKE8wdny5CD3f97oN+zQKsuSWD5HXn6b3cCX68xRcyrxVwbHmvmyMnk03Olt+N/sIi3sPzmT1Vits/GGscH2306YkAECMTTZQQQ+OrijnX9zGDmL4umJlYWf1e0t55d/3i1tHSs6dfH5MivjvH2iIavwfahc/TpA9QWuvz8O5PIqhXz703VIhXVjfafxsTzQMEY6sEoZgeo2WVl1iFTqiIsZSo8QJNwF+gyYVShenDp2gZ78VZLteOOOSDLnpgxteLiNXOs19wqaBJXrV2cYHZDjjw2R04MwQaGeDy8+r1WXZLA8irC9KOagDn7PPPZ5jdgmIVx0vBcib8s6nWtrYXl42/r5co/N68B9uB/5ospqkqDAAT8I6D1A98/j4Pv+e7/2yIPv9n8eLg5BvCzQ7Lsrgez6yKKzey4NTtvd2ymOPR1/5Erg/anxgf6bD9l1NZ/n8iqapRNNqG19f/tf1c1+e/vf7epamvSy/yTzG1+QXhodrSbhJVJXPXpHtEFx0PQ6NJDmA52ZXZimR1ZOzazW/KSITnys0Nb3i21orzRJq1M8qrpRoWm/RTkb01cnfJDdlwlOzW06pIEVrKR5HlnCcx6tkae26GIn+vfRre1sNw3f4s88HqT44N7Z8qt5+U5Gz8Mh4ArBLR+4LvCL1E7b3txizz57s5/4DU1/kwSyxyVG9g7S/IisOFo5YZGW6j9wx2OyxuWR+2fKVf+LFd268KXF4YH+kxUYbqeM0f4bMIrltSy/96eENuaCNs5QZbM0b+2PDZ/CY7tsjJ1ejrnoScvZwi69JKmm32ZEyNm9/B3G3bepmnKvpjdWIX5W3Vn6mjZGlcL62yCu6VmvrgZeWw2F1elMR206pIEVhpB5VW3CNQ1iFw8u0rMkcKm7YYRec7ePNHWwnLpfVV2636scXzQrfmKte4S0PqB7y7R1i2f9VyNPPd+60Vaizpl2ESWSWiZv3x26Ri+v3S+/lm9THys+W7bGDHzB35zcQltOwH0Ga3ZYP7stz3ptf0oY+s/2/78D7p3kIF9suzacUAPdln5OXPQpZ903erb3FJobivcsZkTJKbAu61ztbBOyje3nLgyO7DNjitzy26H8H3kBxpMrbokgRXoNGCw9iZgvp2+am7zP+ibrd+TT8+THgmcsW5v+3ccv7WF5aNv6uV3f2nu50NX5PMNvLYAYk8oCWj9wA8lbBGZ+r818srHrSexYn7n52bIgO+TWUf2yQzFzYV/fHmLPPb2zn/QN7tF/t+wXPnhPhwZTPRzM6z6wC8IuECAz00XohScjebva5Mfr5ENrSSpWrPE1Hg8+6gcyeajz5NgadUlCSxPwksnLhF4cEGtzN7hFquTDsmSa07JdckNa2trC8uOZ8n77Z0pf+D4oHPxxWA3CWj9wHeTZmJWm6OE7yypl3eX1IvZcRGvZWXKtp1Zg/bPku4Fbn1Nu2xdg/3D/ZJVOzt73EFZctXQHI44tTIJ0Gc8dfB7CARPAF0Gz9yFEePtso75cNagbDnv6JxIlAwIMm5adUkCK8hZwFhqCPy/R6vljc/rm9nzmxNyZMRAt45atLawXHJvlZSt3P4XG3Nl+rAUrqNVEzAMgYBDBLR+4DuEMGVTTV2MWCLL/Lu1oq47DnD4vluPGZp6UXvvqvuokNltZnadtdSuGppLodo4swd9piwvXoSAbwTQpW9one/Y3Kw7aV51ixc5nD4gW84fnM3Nnz5FWasuSWD5FHC61U1g7aZGWw+r6flpU5Bz8um58sN93dl32tLC0tIxyYevyJduFPDVPSmxLjQEtH7ghwZwgo6UVzbK29/vyjLJrI1VLdfL2LE7c7uYSWb9+AeZ0mt3XcmsGc/UyPMf7nxc0lwPbo7CH7inLnsTDFWgj6HPQHEzGAQSIoAuE8IU6Yd+/7818n/flwswNwqaOlfmuDzNPwJadelsAquxsVE2bdokdXV1kpWVJZ07d5aMjK2TuL6+XjIz3UlC+Dft6LktAq9+WifXP978W+xDizPltB9l2aMlpl6K9tbSwnLP37bIQwu210Th+KD2KGJf2Aho/cAPG+dk/KmuFVnweZ09YvjOl/WytiKxZNb+3TuIuXHsxz/IatfkkClae+3D1bJ64852n9gvS0b/PFdM4VpafALoMz4jnoBA0ATQZdDE3RzP/N3toD0zxXxpQ/OfgFZdOpfAqqmpkUceeUQef/xx2bhxo43cEUccIRMnTpS8vDzZvHmzlKcA+LAAACAASURBVJaWygknnCBHHnmk/5FlBKcJ3PnKFnn0rZ0L4O7VtcO2a9iP6JOp9haLlhaWUbOrmtVF4fig01MU4x0koPUD30GUvplsbu57Z8nWhNaK8sSSWft02/q5cMwBmWK+GAiq/e8/a+W/XtjS4nBjT80Vk8CiJU4AfSbOiichEBQBdBkUacaBQOIEtOrSqQSWSU5NnTpVFixYYMmbnVcNDQ0yYMCAbQmssrIymTJlik1kTZ8+Xfbbb7/Eo8STkSRwxZwqWbys9aq/5ghJf3Nz1fe3V2mCtOPC8v7X9XL1A81vH3zkynzZtTPfVGiKG7aEm4DWD/xwU0/dO3O80NTYMMmspWsTqAAvYm+tHdArS445MFNM/Sw/WmOj2LofJtm2Y+vZtYPcOCJXTFKNlhwB9JkcL56GQBAE0GUQlBkDAskR0KpLpxJYZtfV7bffLn379pUxY8ZIp06dpKSkRHr06LEtgWXC8s4778ikSZPktNNOk1GjRm07WphcyHg6KgS+WNVg62El0g7o8X0yq1emmOOG7d12XFju/r8t8vCbHB9s77gwfrQJaP3Aj3ZUEvP+o2/qZcHn9fLul/XyRZOLMNp6u2vnDBnYO1MGH5AlZseuF+2TZQ0y5sHqFovQm9ofplg7LTUC6DM1brwFAT8JoEs/6dI3BFIjoFWXziSwqqur5YYbbpCvvvrKHhHs3r27rF+/vsUEVmVlpUyYMMFGyuzGMokuGgTaIvDtugZ564t6eausXv755c7fdrf0rin0279XphzRO1NMYqs92o4Ly0X3VMmXq7l9sD1iwZgQiBHQ+oFPhJIj8Pl3DfL6Z3X2VsNPlye2M8tcBmI+E8zOrGMOSO1o39zXa+VP81s+Mvj/huXKcQel1m9y3of3afQZ3tjimbsE0KW7scPy8BLQqktnElgtJataS2DFkl0rVqywya6ioqLwziw885yAKZYbS2Z9sDSxZNYP9/n+1qoDMmXvrsEls5ouLO99VS+j/6f58cFHr8wXszuABgEIBEdA6wd+cATCN9I3axvkH//aetTQ7NJKpOVkiRzZJ8vWzDrmwCzJjrM5a0udyLUPVUtLnzvmKPvvz8iT3Slcmwj6Np9Bn2kjpAMIeE4AXXqOlA4hkDYBrbp0JoFVXl4uo0ePlt13333bccF4O7AqKipk5syZUlhYmHYA6SCaBMpWNthdWW99UScffxv/G/gOGbKt+PtPDs7yPXnUdGHZsSD9IXtnyi3n5UUzcHgNgXYkoPUDvx2RhGpocxPgP/5VJwvK6mVhgjt2DYAj+2TK4AO31s3Kz2n+xYJJjI17uPkXEDFopw/Ilst/mhMqhu3pDPpsT/qMDYGWCaBLZgYE9BHQqktnEli1tbUybdo0ef/992XGjBnSu3fvVo8Qvv766/bo4KBBg2TcuHGSnZ2tb0ZgkXMEzBGSt8rq5M0v6uWzFfGTWbnZYgu/D+ydJSf0zZI8H6Zh04Vl5N1V8vWa7XZdcWKOnPYjHwZ1LnIYDIFgCWj9wA+WQjRGq6gyyaz6bUcN6+N/NFgw5mIQsytr8AGZ8uCC2hZvwzXP3fiLPDlqf2/qakUjIvG9RJ/xGfEEBIImgC6DJs54EIhPQKsunUlgGcSx4uzFxcU2MbXLLrs0q4FlbiU0yatbb71VqqqqbCH3I488Mn50eAICSRIwR0hixwyXrIr/NxZTF8Uks358QKYMOdi7+iWxhUW6HibXPNj82/vHfpsvRZ04PphkaHkcAmkT0PqBn7ZjdNAmgdo6kX98Viev/cvUU6yT6u33aSRN7sA9O8hNZ+ZJl46s4UnDi/MC+vSaKP1BIH0C6DJ9hvQAAa8JaNWlUwmsuro6mTt3rjzwwAPS0NBga1uZY4ImkdWtWzdZtmyZmALupp1++ulyySWXiElq0SDgF4FGETG1p8zxD3PUMJEr2E1S6Ue9MuUnB6V/Y1VsYXl7fT957O3tf1s6pDhTbjmX44N+xZ1+IdAWAa0f+EQtWAJvfF4vr/2rTsy/zU6tRNtZg7Jl1E84Mpgor2SfQ5/JEuN5CPhPAF36z5gRIJAsAa26dCqBZaA3NjbKa6+9Jv/1X/8l69at2ykO5sbBkSNHyimnnELyKtlZyvNpETAFeN/7ul7eMcmsL+pl+fr4O7N2L8iQgb0y7RHDfnsnf0wktrD897sHN0uecXwwrVDyMgTSIqD1Az8tp3g5LQILvzLJrK0JrbWbWk9mTf9lnt2tS/OPAPr0jy09QyBVAugyVXK8BwH/CGjVpXMJrFiIzG4sc8vgt99+uy1qZifWD37wA2pe+TeP6TlBApU1jXZn1rtfbt2ZtWpj/G/f9+raQX78g0w5/t+ypPceid1kaBaWz9Z0ktn/3LuZZRwfTDBQPAYBHwho/cD3wVW6TIHA4mUNNpFlamfFvugwu2Zn/DJPsshdpUA0uVfQZ3K8eBoCQRBAl0FQZgwIJEdAqy6dTWAlh5+nIdB+BMo3b01m/fP7ZNa6yvjJrP126yDHHZQlx/fNkh6FrddAMQvLU5/uIa99XbTNQY4Ptl+sGRkChoDWD3yio4+AqaFobjT89TEcGQwqOugzKNKMA4HECaDLxFnxJASCIqBVlySwgpoBjAMBETHXr5tjhubqdXObYSJ1UQ7o0cEeMTQ7swrymyezzMIy47Vesrpy+19+rjgpR07rz+2DTDgItBcBrR/47cWDcSGgiQD61BQNbIHAVgLokpkAAX0EtOpSZQJrw4YNMnXqVFm5cmVakdxjjz1k/PjxUlBQkFY/vAwBPwiYoyPvfdUgC7/eesywakv8nVmH77v1iKHZmZWdKfI/L3wq93J80I/w0CcEUiag9QM/ZYd4EQIhIoA+QxRMXAkNAXQZmlDiSIgIaNWlygTW+vXrpaSkRJYuXZrWFCguLpbS0lJ7WyENApoJfL3GJLPq7T+mAHxtfXxrj/5BpjRWr5HXl26f34cWZ0optw/Gh8cTEPCRgNYPfB9dpmsIOEMAfToTKgyNEAF0GaFg46ozBLTqUmUCa8uWLbJo0SKpqalpFmBTuP3hhx+W5cuXy69//WvZfffdd5oA5ndz5syRI488Ui655BLp2rWrZGS0XkPImRmEoZEhULZyezLr7SX10hh/Y9Y2NleelCP/wfHByMwVHNVJQOsHvk5aWAWBYAmgz2B5MxoEEiGALhOhxDMQCJaAVl2qTGC1FpoXXnhBbr31Vrnuuuvkxz/+casRfP311+X3v/+9/Pa3v5WTTjop2EgzGgQ8JPDJsgZbM8vszDLXsMdr836XL4U71MmK9w6/hwAEvCWg9QPfWy/pDQJuEkCfbsYNq8NNAF2GO7545yYBrbp0JoFVXV0tN9xwg5SXl8v06dOlS5curc6EiooKGTt2rBQWFsrEiRMlLy/PzVmD1RBoQuDDpd8nsr5ukEXf7JzM4vgg0wUCOgho/cDXQQcrINC+BNBn+/JndAi0RABdMi8goI+AVl06k8CK1cXq0aNH3KRULNm1YsUKamDp0wIWpUmgoVG21ct6bXGFfLNha4KW44NpguV1CHhEQOsHvkfu0Q0EnCaAPp0OH8aHlAC6DGlgcctpAlp16UwCy+y8Gj16tJjk1KxZs8TcMNhaM7cXXn311Xbn1cyZM+1OLBoEwkjgzbffk7J1+bIxaz85+6hsjg+GMcj45BwBrR/4zoHEYAj4QAB9+gCVLiGQJgF0mSZAXoeADwS06tKZBFZ9fb3ccsst8te//lWGDRsmF198seTk5OwUKlMA/u6775YnnnhChg4dKldddZVkZmb6EFK6hED7E9C6sLQ/GSyAQPsRQJftx56RIRCPAPqMR4jfQyB4AugyeOaMCIF4BLTq0pkElgFcVlYm48ePl7Vr19odWD/72c9k//33t7cRrlu3TpYuXSrPPPOM/feuu+4qU6dOlT59+sSLDb+HgLMEtC4szgLFcAh4QABdegCRLiDgEwH06RNYuoVAGgTQZRrweBUCPhHQqkunElgmNosWLbI3DK5atarVUJmElrmpsG/fvj6Fk24hoIOA1oVFBx2sgED7EECX7cOdUSGQCAH0mQglnoFAsATQZbC8GQ0CiRDQqkvnElgGdk1Njbz55pvy0ksvybfffruN/1577SUnnniiHHnkkS0eL0wkUDwDAZcIaF1YXGKIrRDwmgC69Joo/UHAOwLo0zuW9AQBrwigS69I0g8EvCOgVZdOJrC8Cws9QcBtAloXFrepYj0E0iOALtPjx9sQ8JMA+vSTLn1DIDUC6DI1brwFAT8JaNWlMwmsiooKufnmm2X9+vVyzTXXSHFxsZ/xom8IOEFA68LiBDyMhIBPBNClT2DpFgIeEECfHkCkCwh4TABdegyU7iDgAQGtunQmgWUSVyUlJbJhwwaZMWOG9O7d24Ow0AUE3CagdWFxmyrWQyA9AugyPX68DQE/CaBPP+nSNwRSI4AuU+PGWxDwk4BWXTqTwKqtrZVp06bJggUL7L8PO+wwP+NF3xBwgoDWhcUJeBgJAZ8IoEufwNItBDwggD49gEgXEPCYALr0GCjdQcADAlp16UwCy8Tgiy++kAkTJsg+++wj1157rRQWFnoQGrqAgLsEtC4s7hLFcgikTwBdps+QHiDgFwH06RdZ+oVA6gTQZerseBMCfhHQqktnEljm6ODUqVOlrKxMysvLpVOnTtK1a9c247XHHnvI+PHjpaCgwK+40i8E2pWA1oWlXaEwOATamQC6bOcAMDwE2iCAPpkeENBHAF3qiwkWQUCrLp1JYMVqYC1dujTh2WQKvZeWlkpRUVHC7/AgBFwioHVhcYkhtkLAawLo0mui9AcB7wigT+9Y0hMEvCKALr0iST8Q8I6AVl06k8DasmWLLFq0SGpqahKOSm5urvTt21dycnISfselBx944AH54IMPEjLZHLe8/PLLt+1GMzXF7r//fvn8889bfX/HdxIaiIcCJaB1YQkUAoNBQBkBdKksIJgDgSYE0CfTAQL6CKBLfTHBIgho1aUzCSym0M4EnnjiCfnkk0/aRGMSVZWVldKnTx+54IILJDs72z5fXV0t9913n3z11VcksByeXFoXFoeRYjoE0iaALtNGSAcQ8I0A+vQNLR1DIGUC6DJldLwIAd8IaNUlCSzfQt7+HdfX14vZpfXxxx/LGWecIf37999mlKkpdvvtt0tDQ4Nceuml0q1bt/Y3GAuSJqB1YUnaEV6AQIgIoMsQBRNXQkcAfYYupDgUAgLoMgRBxIXQEdCqSycTWHV1dbJp0yZpbGxscaIsX75c1q5dawu+Dx8+PLJF3A2Hu+++29YAu+iii2zh+1hbs2aN3HnnndKhQ4dmRwtDp7yQO6R1YQk5dtyDQJsE0CUTBAJ6CaBPvbHBsugSQJfRjT2e6yWgVZdqE1gmAfWHP/xBDjroIDnzzDMlMzPTJqzeeOMN+/N169bFjXaUi7gbVvPmzZO3335bTjnlFBk8eHAzXqYY/uzZs6V79+4ycuRIycvLi8uTB/QR0Lqw6COFRRAIjgC6DI41I0EgWQLoM1liPA8B/wmgS/8ZMwIEkiWgVZdqE1jPPfeczJo1S5omoUzB8nHjxtlC7mY3UUFBgaxatUo6d+4sXbp0sQmu1atX29+bAuTHHXecXHjhhZKfn59svJx/3nC46667JCMjwx4R3HXXXZv59Omnn8qcOXPkgAMOkPPOO88mCGnuEdC6sLhHEosh4B0BdOkdS3qCgNcE0KfXROkPAukTQJfpM6QHCHhNQKsu1SawdtyBZQIyc+ZMefnll+U3v/mNDBs2TMrLy6WkpEROPfVUOf30023MvvvuO5k0aZL97ylTpshuu+3mdSyd6M8kAP/+97/LscceKyeffLJNZDVtH330kfzlL3+Rnj172mTgl19+Kabguyny3q9fPznppJPs0UOabgJaFxbd1LAOAv4SQJf+8qV3CKRDAH2mQ493IeAPAXTpD1d6hUA6BLTqUm0Ca0fYJlk1evRou9PKJKZM0mX9+vU7JbDMe++//77dqWWSXKNGjdopeZNOIF1413Axta+qqqrk4osvlj333HMns00i8MUXX2zVHbOr7fzzz7c74Gh6CWhdWPQSwzII+E8AXfrPmBEgkCoB9JkqOd6DgH8E0KV/bOkZAqkS0KpLZxJYsWRVjx49ZOLEibZmU+xnxx9/vJx77rnbYlNRUSFjx461/z99+nSb9IpSe/XVV+WZZ56Rvn37yjnnnNPi8cCFCxfKs88+a5Nbp512mj1iaI5gLlu2TObOnWtrjO211142AdixY8ek8MUme1Iv8TAEIAABCEAAAhCAAAQgAAEIQAACagj0799fjS3GELUJLHOE8L//+7/FABs6dKhs3rzZJqVMMmry5Mk2qVJZWSkTJkywhcjN7qxYHafYz82urdLS0kgdhTPJO1P7yvhu6n/tt99+SU+4WIF3c6Tw17/+tRx44IFJ9UECKylcPAwBCEAAAhCAAAQgAAEIQAACEFBHgARWgiF56qmn5NZbb91WxN0UZb/tttvk+eeftzuwjjzySLtjyPxswYIFcvPNN8vee+9te1+8eLE9QtirV69txw0THNb5x0zy6JFHHpHevXvLBRdcYGtaJdvq6+ttfSzD0SQPf/KTnyTbBc8HREDr1s6A3GcYCKgkgC5VhgWjIGAJoE8mAgT0EUCX+mKCRRDQqku1O7DMLqBbbrlFBgwYIGeeeabdXRVLTJmdQcOHD7c7jGL1rswurBEjRojZufX000/bI3DmWKFJ4kSlmZpX99xzj6xYscIyO+yww1J2/YEHHhBz6+OJJ54oJ5xwQsr98KK/BLQuLP56Te8Q0E0AXeqOD9ZFmwD6jHb88V4nAXSpMy5YFW0CWnWpNoHV0nQxO67Mzqw77rjD7gz63e9+J3V1dTJ79myZN2+eNDQ0bHvNHHszRw2jdAuhSfCZnVOmTlhbtatMnauHHnpICgoKbI2sHWtcsQPLncVK68LiDkEshYD3BNCl90zpEQJeEUCfXpGkHwh4RwBdeseSniDgFQGtunQqgRULxnfffSem1tP+++9vf2QSW6Yo+fz582XlypVyzDHHyJAhQyQ/P9+r+Knvx+xK+9Of/iRlZWVyyimnyODBg1u1edOmTXLnnXe2WifL7GIzvzfPpVIDSz2sEBmodWEJEWJcgUDSBNBl0sh4AQKBEUCfgaFmIAgkTABdJoyKByEQGAGtunQygRVY1BwayCSu7r//frur6pJLLpFddtmlVetNwu+5556zCb+ePXvao5bmFkLTqqur5dFHH5WPPvpI9t13Xxk5cqS98ZGmk4DWhUUnLayCQDAE0GUwnBkFAqkQQJ+pUOMdCPhLAF36y5feIZAKAa26dCaBZW4h/OSTT6Rv376Sm5ubSgxC+4458mdqVi1atEiOO+44Ofnkk+P6auplmeOGJvHVoUMH6dy5s2RkZNibHc2xTPP/559/vi2iT9NLQOvCopcYlkHAfwLo0n/GjACBVAmgz1TJ8R4E/COALv1jS88QSJWAVl06k8Bav369lJSUyPLly2XgwIHy7//+77ZIeSq37KUaRK3vmYL3pg6YSURdfPHFsueeeyZkqjl2GDt6aY4Nmp1ZXbp0kX79+tmbB81uLppuAloXFt3UsA4C/hJAl/7ypXcIpEMAfaZDj3ch4A8BdOkPV3qFQDoEtOrSmQSWqXn1+9//3l5/HCvWbnZimUTLqaeeKn369JGsrKx0YsS7EHCOgNaFxTmQGAwBDwmgSw9h0hUEPCaAPj0GSncQ8IAAuvQAIl1AwGMCWnXpTAIrFg9zlPD999+XJ554Qj788EN73M20Tp06yQknnCCnnXaa7L333vY4HA0CYSegdWEJO3f8g0BbBNAl8wMCegmgT72xwbLoEkCX0Y09nusloFWXziWwmobYHIH7+OOP5amnnpI333xTampq7K9NQfKTTjpJhg4dKj169CCZpVcXWJYmAa0LS5pu8ToEnCaALp0OH8aHnAD6DHmAcc9JAujSybBhdMgJaNWl0wmspnPG7MRasmSJPPvss/L888/bnVmmAHlpaakUFRWFfHrhXlQJaF1YohoP/IaAIYAumQcQ0EsAfeqNDZZFlwC6jG7s8VwvAa26DEUCyxwrfOedd+TJJ5+UxYsX2+SVKWjev39/ue6662xhchoEwkhA68ISRtb4BIFECaDLREnxHASCJ4A+g2fOiBCIRwBdxiPE7yEQPAGtunQ2gVVeXi5vv/22zJs3z+68ihV279mzpwwbNswWdy8sLAw+0owIgQAJaF1YAkTAUBBQRwBdqgsJBkFgGwH0yWSAgD4C6FJfTLAIAlp16VQCa82aNfKPf/zDHhFsmrQyNa9MvatTTjlFunXrRs0r9BYZAloXlsgEAEch0AIBdMm0gIBeAuhTb2ywLLoE0GV0Y4/neglo1aUzCaz169dLSUmJLF261EaZWwf1TnYsC46A1oUlOAKMBAF9BNClvphgEQRiBNAncwEC+gigS30xwSIIaNWlUwmsa6+9VswRwTPOOEP69OkjWVlZzCwIRJqA1oUl0kHB+cgTQJeRnwIAUEwAfSoODqZFlgC6jGzocVwxAa26dCaB1djYKPX19SStFE9yTAuegNaFJXgSjAgBPQTQpZ5YYAkEdiSAPpkTENBHAF3qiwkWQUCrLp1JYDWdQuaWwaqqKuncufO2elfmZ19//bWsXbtWevXqZWth0SAQdgJaF5awc8c/CLRFAF0yPyCglwD61BsbLIsuAXQZ3djjuV4CWnXpXAJr4cKFMm3aNJu8Ki0tlaKiItm8ebNMnTpVFixYYGeAOVp40UUX2dsIOWaoVxRYlj4BrQtL+p7RAwTcJYAu3Y0dloefAPoMf4zx0D0C6NK9mGFx+Alo1aVTCayysjIZP3683WVVXFxsE1iFhYXy4IMPyr333msLuxcUFMiqVaskMzNTrr/+ehkwYED4ZxceRpaA1oUlsgHBcQiICLpkGkBALwH0qTc2WBZdAugyurHHc70EtOrSmQSWqYF12223ydNPPy0jR46U4cOHS05Ojqxbt05Gjx4ttbW1MmPGDOnevbu8+eabcsMNN8ixxx5rf2eSWTQIhJGA1oUljKzxCQKJEkCXiZLiOQgETwB9Bs+cESEQjwC6jEeI30MgeAJadelMAquiokLGjh0rDQ0NctNNN9mdV6aZI4Xm5+ZmwlGjRtmfmfpYkydPFvPO9OnTpUuXLsFHnBEhEAABrQtLAK4zBATUEkCXakODYRBghyRzAAIKCfC5qTAomBR5Alp16UwCa/369VJSUiI9evSQiRMnSl5enp1Uc+fOlTlz5thE1eGHH25/Vl1dbXdgrVixYludrMjPQACEkoDWhSWUsHEKAgkSQJcJguIxCLQDAfTZDtAZEgJxCKBLpggE9BHQqktnElixHVi5ubkyZcoUW+8qlqhasmSJzJo1S3r27GkjX1lZKRMmTJCamhp2YOnTAhZ5SEDrwuKhi3QFAecIoEvnQobBESKAPiMUbFx1hgC6dCZUGBohAlp16UwCq76+Xm655RZ55ZVXbCH3o48+Wt566y2702rgwIH2Z6YmlmnUwIqQsiLuqtaFJeJhwf2IE0CXEZ8AuK+aAPpUHR6MiygBdBnRwOO2agJadelMAstEd/HixTJu3DjZtGnTtmB36NBBJk2aZBNa5pihOVL40ksvSV1dnUybNk0OPfRQ1RMD4yCQDgGtC0s6PvEuBFwngC5djyD2h5kA+gxzdPHNVQLo0tXIYXeYCWjVpVMJLHMT4fz5821dK3NM0CSvzjnnHDn33HMlKytLvvjiCxkzZowt3n7hhRfKiBEj7M9pEAgrAa0LS1h54xcEEiGALhOhxDMQaB8C6LN9uDMqBNoigC6ZHxDQR0CrLp1KYMXCWltba3dhmXpY+fn526K9evVq+etf/yqDBg2SPn36SEZGhr6ZgEUQ8JCA1oXFQxfpCgLOEUCXzoUMgyNEAH1GKNi46gwBdOlMqDA0QgS06tLJBFaE5g2uQqBNAloXFsIGgSgTQJdRjj6+ayeAPrVHCPuiSABdRjHq+KydgFZdksDSPnOwDwJtENC6sBA0CESZALqMcvTxXTsB9Kk9QtgXRQLoMopRx2ftBLTq0rkElqmDVVZWJm+88UazYu4tTYBddtlFhg8f3uyYofaJgn0QSIaA1oUlGR94FgJhI4AuwxZR/AkTAfQZpmjiS1gIoMuwRBI/wkRAqy6dSmCtXbtWpkyZIh9++GFCc6O4uNgWfC8qKkroeR6CgGsEtC4srnHEXgh4SQBdekmTviDgLQH06S1PeoOAFwTQpRcU6QMC3hLQqktnElhm59U999wjDz/8sC3eftRRR8VNTLEDy9tJTG/6CGhdWPSRwiIIBEcAXQbHmpEgkCwB9JksMZ6HgP8E0KX/jBkBAskS0KpLZxJYFRUVMnbsWFm2bJn8/ve/l759+yYbA56HQOgIaF1YQgcahyCQBAF0mQQsHoVAwATQZ8DAGQ4CCRBAlwlA4hEIBExAqy6dSWCtX79eSkpKpLCw0B4j7NSpU8AhZDgI6COgdWHRRwqLIBAcAXQZHGtGgkCyBNBnssR4HgL+E0CX/jNmBAgkS0CrLp1JYFVWVsqECRMkJydHJk+eLB07dkw2BjwPgdAR0LqwhA40DkEgCQLoMglYPAqBgAmgz4CBMxwEEiCALhOAxCMQCJiAVl06k8Ay8XrooYfkkUcekRkzZkjv3r0DDiHDQUAfAa0Liz5SWASB4Aigy+BYMxIEkiWAPpMlxvMQ8J8AuvSfMSNAIFkCWnXpVALLHCM0xwezs7Pl2muvtccJaRCIMgGtC0uUY4LvEECXzAEI6CWAPvXGBsuiSwBdRjf2eK6XgFZdOpPA2rx5s8yaNUsWLVoka9assTWwunbt2mbE99hjDxk/frwUFBTonRlYBoE0CGhdWNJwiVchUh2rXgAAIABJREFU4DwBdOl8CHEgxATQZ4iDi2vOEkCXzoYOw0NMQKsunUlgxYq4L126NOFpUlxcLKWlpVJUVJTwOzwIAZcIaF1YXGKIrRDwmgC69Joo/UHAOwLo0zuW9AQBrwigS69I0g8EvCOgVZfOJLC2bNlid1/V1NQkHJXc3Fzp27evLfxOg0AYCWhdWMLIGp8gkCgBdJkoKZ6DQPAE0GfwzBkRAvEIoMt4hPg9BIInoFWXziSwgg8ZI0JAPwGtC4t+clgIAf8IoEv/2NIzBNIlgD7TJcj7EPCeALr0nik9QiBdAlp1SQIr3cjyPgTakYDWhaUdkTA0BNqdALps9xBgAARaJYA+mRwQ0EcAXeqLCRZBQKsunUxg1dXVyaZNm6SxsbHFmbV8+XJZu3atlJWVyfDhwynijv5CS0DrwhJa4DgGgQQIoMsEIPEIBNqJAPpsJ/AMC4E2CKBLpgcE9BHQqkunElgmYfXGG2/IH/7wB1m3bl3cKFPEPS4iHnCcgNaFxXGsmA+BtAigy7Tw8TIEfCWAPn3FS+cQSIkAukwJGy9BwFcCWnXpVALrgw8+kHHjxtlC7p06dbI7q1atWiWdO3eWLl262B1Zq1evtr8vLCyU4447Ti688ELJz8/3Nbh0DoH2IqB1YWkvHowLAQ0E0KWGKGADBFomgD6ZGRDQRwBd6osJFkFAqy6dSWDV19fLzJkz5eWXX5bf/OY3MmzYMCkvL5eSkhI59dRT5fTTT7ez7LvvvpNJkybZ/54yZYrstttuzD4IhJaA1oUltMBxDAIJEECXCUDiEQi0EwH02U7gGRYCbRBAl0wPCOgjoFWXziSwTLJq9OjRdqeVSUyZHVjr16/fKYFlQv/+++/bnVomyTVq1CjJyMjQNyOwCAIeENC6sHjgGl1AwFkC6NLZ0GF4BAigzwgEGRedI4AunQsZBkeAgFZdOpPAiiWrevToIRMnTpS8vLxtCazjjz9ezj333G3TqKKiQsaOHWv/f/r06TbpRYNAGAloXVjCyBqfIJAoAXSZKCmeg0DwBNBn8MwZEQLxCKDLeIT4PQSCJ6BVl84ksGJJKZOMmjx5snTs2FEqKytlwoQJ0r17d7s7KzMz00Y29nOza6u0tFSKioqCjzgjQiAAAloXlgBcZwgIqCWALtWGBsMgIOiTSQABfQTQpb6YYBEEtOrSmQSWKdB+2223yfPPP293YB155JG2aLv52YIFC+Tmm2+Wvffe2860xYsX2yOEvXr12nbckCkIgTAS0LqwhJE1PkEgUQLoMlFSPAeB4Amgz+CZMyIE4hFAl/EI8XsIBE9Aqy6dSWA1TUzV1tbK8OHD7Q2DsXpXZhfWiBEjZO3atfL000/LunXr7LHCCy64IPhoMyIEAiKgdWEJyH2GgYBKAuhSZVgwCgKWAPpkIkBAHwF0qS8mWAQBrbp0KoFldlw99dRTcscdd8jQoUPld7/7ndTV1cns2bNl3rx50tDQsG2mHXjggfaoIbcQIr4wE9C6sISZOb5BIB4BdBmPEL+HQPsRQJ/tx56RIdAaAXTJ3ICAPgJadelUAisW1u+++05MTaz999/f/sgkthYuXCjz58+XlStXyjHHHCNDhgyR/Px8fTMBiyDgIQGtC4uHLtIVBJwjgC6dCxkGR4gA+oxQsHHVGQLo0plQYWiECGjVpZMJrAjNG1yFQJsEtC4shA0CUSaALqMcfXzXTgB9ao8Q9kWRALqMYtTxWTsBrbokgaV95mAfBNogoHVhIWgQiDIBdBnl6OO7dgLoU3uEsC+KBNBlFKOOz9oJaNWlkwmsNWvWyLfffisHH3yw5OTk2NivX79eXn31VVmxYoUMGDBADj/8cMnIyNA+L7APAmkR0LqwpOUUL0PAcQLo0vEAYn6oCaDPUIcX5xwlgC4dDRxmh5qAVl06lcBqWsR9zz33lNLSUikqKpLVq1fLhAkTpKysbNskOumkk+TKK6+UvLy8UE8snIs2Aa0LS7SjgvdRJ4Auoz4D8F8zAfSpOTrYFlUC6DKqkcdvzQS06tKpBNY777wjkyZNktraWunXr5/9786dO8sf//hHeeKJJ8TcPGgKu7/++utSXl4uo0ePFpPIokEgrAS0Lixh5Y1fEEiEALpMhBLPQKB9CKDP9uHOqBBoiwC6ZH5AQB8Brbp0JoFVX18vM2fOlL///e8yfvx4Ofroo+0RQXPr4NVXXy0FBQUydepU++/PP/9cxo4dK4cddpiMGzdOsrOz9c0ILIKABwS0LiweuEYXEHCWALp0NnQYHgEC6DMCQcZF5wigS+dChsERIKBVl84ksGI7qrp06SJTpkyRTp062Wnz5ptvynXXXSejRo2Ss846y/6surpabrjhBlm1apVNehUWFkZgiuFiFAloXViiGAt8hkCMALpkLkBALwH0qTc2WBZdAugyurHHc70EtOrSmQSWKdJeUlIiPXr0kIkTJ26rbXXPPffI448/LtOnT5dDDjmkWQLLFHSP1cnSOzWwDAKpE9C6sKTuEW9CwH0C6NL9GOJBeAmgz/DGFs/cJYAu3Y0dloeXgFZdOpPAqqystIXaq6qq5KabbrK7qmI/M0XcZ82aJXvssYedQRUVFfYIYW5ubrPdWuGdXngWVQJaF5aoxgO/IWAIoEvmAQT0EkCfemODZdElgC6jG3s810tAqy6dSWCZGwjNbqtHH31ULrjgAluc/W9/+5vcdddd9r+vuuoqyczMFPPck08+KXfccYeceuqpcsUVV9haWTQIhJGA1oUljKzxCQKJEkCXiZLiOQgETwB9Bs+cESEQjwC6jEeI30MgeAJadelMAsuE7JtvvpFrrrnG1raKNbPLatq0aXLooYfK8uXL7Y4rU8Td1MqaMWOG9O7dO/hoMyIEAiKgdWEJyH2GgYBKAuhSZVgwCgKWAPpkIkBAHwF0qS8mWAQBrbp0KoFlplFZWZktzG6SVLvssov89re/lWOPPdbusvriiy9kzJgxUldXJ9dee60MGjSI3VdoL9QEtC4soYaOcxCIQwBdMkUgoJcA+tQbGyyLLgF0Gd3Y47leAlp16VwCq60Qb9q0ySa2+vTpY3dg0SAQdgJaF5awc8c/CLRFAF0yPyCglwD61BsbLIsuAXQZ3djjuV4CWnUZqgSW3vBjGQT8IaB1YfHHW3qFgBsE0KUbccLKaBJAn9GMO17rJoAudccH66JJQKsunU1gmWLt69atkyVLltgjg6aAe3FxsXTr1k2ysrKiOcvwOnIEtC4skQsEDkOgCQF0yXSAgF4C6FNvbLAsugTQZXRjj+d6CWjVpXMJrJqaGnnkkUfk8ccfl40bN+4UcVMX66yzzpJhw4ZJTk6O3hmBZRDwgIDWhcUD1+gCAs4SQJfOhg7DI0AAfUYgyLjoHAF06VzIMDgCBLTq0qkE1ubNm2Xq1KmyYMECO2XMDYS77babLdReX19vbyc0u7FMMwXcx48fL/n5+RGYXrgYVQJaF5aoxgO/IWAIoEvmAQT0EkCfemODZdElgC6jG3s810tAqy6dSmA99NBDcs8998juu+8uV155pQwYMKDZcUGTvHrjjTfktttus8cLR40aZXdj0SAQVgJaF5aw8sYvCCRCAF0mQolnINA+BNBn+3BnVAi0RQBdMj8goI+AVl06k8CqrKyUCRMm2JpX06ZNk4MPPrjVKC9evFjGjRsnvXr1kilTpkinTp30zQgsgoAHBLQuLB64RhcQcJYAunQ2dBgeAQLoMwJBxkXnCKBL50KGwREgoFWXziSw1q9fLyUlJVJYWBg3KRVLdpWXl0tpaakUFRVFYIrhYhQJaF1YohgLfIZAjAC6ZC5AQC8B9Kk3NlgWXQLoMrqxx3O9BLTq0pkEVkVFhYwdO1a6dOkikydPlo4dO7Ya7aqqKvuMeWf69On2HRoEwkhA68ISRtb4BIFECaDLREnxHASCJ4A+g2fOiBCIRwBdxiPE7yEQPAGtunQmgdXY2GjrX7388ssyc+ZMKS4ubjWKS5culdGjR8sJJ5xg62CZIu80CISRgNaFJYys8QkCiRJAl4mS4jkIBE8AfQbPnBEhEI8AuoxHiN9DIHgCWnXpTALLhGz16tW2Dla3bt1sjavOnTvvFMlNmzbZGllr1qyxRw3NLYU0CISVgNaFJay88QsCiRBAl4lQ4hkItA8B9Nk+3BkVAm0RQJfMDwjoI6BVlyoTWBs2bJCpU6fKypUrd4qkORZoaluZwuxdu3bd6ffm9kFTA2vXXXeVIUOGyK9+9SvJz8/XNyOwCAIeENC6sHjgGl1AwFkC6NLZ0GF4BAigzwgEGRedI4AunQsZBkeAgFZdqkxgxQq2m6OA6TRzzJAi7ukQ5F3tBLQuLNq5YR8E/CSALv2kS98QSI8A+kyPH29DwA8C6NIPqvQJgfQIaNWlygTWli1bZNGiRVJTU5MW9dzcXOnbt6/k5OSk1Q8vQ0ArAa0Li1Ze2AWBIAigyyAoMwYEUiOAPlPjxlsQ8JMAuvSTLn1DIDUCWnWpMoGVGmLegkD0CGhdWKIXCTyGwHYC6JLZAAG9BNCn3thgWXQJoMvoxh7P9RLQqksSWHrnDJZBIC4BrQtLXMN5AAIhJoAuQxxcXHOeAPp0PoQ4EEIC6DKEQcUl5wlo1aUzCaxUjhVyhNB53eBAHAJaFxYCB4EoE0CXUY4+vmsngD61Rwj7okgAXUYx6visnYBWXTqTwEqlsDtF3LXLAvvSJaB1YUnXL96HgMsE0KXL0cP2sBNAn2GPMP65SABduhg1bA47Aa26dCaBtWHDBpk6daqsXLmyzblSUVEh5eXl0qlTJxk8eLBcdtllkp+fH/b5hX8RJaB1YYloOHAbApYAumQiQEAvAfSpNzZYFl0C6DK6scdzvQS06tKZBFaioTVHDe+++2559dVXbcKrT58+ib7KcxBwjoDWhcU5kBgMAQ8JoEsPYdIVBDwmgD49Bkp3EPCAALr0ACJdQMBjAlp1GboElonb0qVLZfTo0TJw4EC56qqrJDMz0+Nw0h0EdBDQurDooIMVEGgfAuiyfbgzKgQSIYA+E6HEMxAIlgC6DJY3o0EgEQJadRnKBFZVVZVMnjxZzHHC6dOnS5cuXRKJEc9AwDkCWhcW50BiMAQ8JIAuPYRJVxDwmAD69Bgo3UHAAwLo0gOIdAEBjwlo1WWoE1irVq2S0tJSKSoq8jicdAcBHQS0Liw66GAFBNqHALpsH+6MCoFECKDPRCjxDASCJYAug+XNaBBIhIBWXYYygbVo0SK57rrrpFevXjJlyhRb0D3M7dNPP5U5c+ZIfX19q26eeOKJcsIJJzT7vbnZ8YUXXpBPPvlEzK61Dh06SLdu3WTIkCFy2GGH2f+n6SagdWHRTQ3rIOAvAXTpL196h0A6BNBnOvR4FwL+EECX/nClVwikQ0CrLp1JYG3evFnmzZsnGzdubDMOy5YtszdA1dXVydlnny0jR46UjIyMdGKn/t2PPvpI/vKXv7Rp544JLFMn7P7775dNmzZJVlaWTfIZZpWVlZZX//79Zfjw4dQPUx59rQuLcmyYBwFfCaBLX/HSOQTSIoA+08LHyxDwhQC69AUrnUIgLQJadelMAsvsFiopKbEF2hNpgwcPljFjxkh+fn4ijzv9zMsvvywvvviiGJ9POeWUuL7U1tbaHVufffaZ9OvXT37xi19IXl6eNDY2itnN9fDDD4u5zfFXv/qVHHjggXH744H2I6B1YWk/IowMgfYngC7bPwZYAIHWCKBP5gYE9BFAl/pigkUQ0KpLZxJYie7A6tq1q7190BwfDPvOq5isnnnmGXn11VelpWOCLUnPJAFnz54tubm5cumll8quu+667TGTxHruuedk/vz59hjhL3/5y8hwdHGZ0rqwuMgSmyHgFQF06RVJ+oGA9wTQp/dM6REC6RJAl+kS5H0IeE9Aqy6dSWB5H5Lw9PjAAw/IBx98IOedd57dURWvvfbaa/LUU0/JwQcfbN/JzMxs9kqsplb37t1l1KhRkdjFFo+Z1t9rXVi08sIuCARBAF0GQZkxIJAaAfSZGjfegoCfBNCln3TpGwKpEdCqSxJYqcVTzVvmOKCpZfXVV1/Zel+9e/eOa1tsx1ZrRw6//fZbueeee+wOrcsvv1wKCgri9skD7UNA68LSPjQYFQI6CKBLHXHACgi0RAB9Mi8goI8AutQXEyyCgFZdOpnAWrNmjZgki9lBlJOTY2eXqZFljtGtWLFCBgwYIIcffngkjr5VV1fLfffdJ6Z4veFhjgeWl5dbJuZooLl5cMcbBWM7tlo7crhhwwa5/fbbxfR90UUXSXFxMQpWSkDrwqIUF2ZBIBAC6DIQzAwCgZQIoM+UsPESBHwlgC59xUvnEEiJgFZdOpXAMvWZzNG3O+64Q/bcc08pLS2VoqIiWb16tUyYMEHKysq2Beekk06SK6+80hYnD3OLJZtiSasdfW3pRkESWOGZEVoXlvAQxhMIJE8AXSbPjDcgEBQB9BkUacaBQOIE0GXirHgSAkER0KpLpxJY77zzjkyaNEnMsTlT68n8d+fOneWPf/yjPPHEE/bGvP33319ef/11uwtp9OjRYhJZYW5VVVUyd+5cWb58uQwdOlT69+9va1rV1NSIuZ3Q7Eoz7YwzzrC/M40EVnhmhNaFJTyE8QQCyRNAl8kz4w0IBEUAfQZFmnEgkDgBdJk4K56EQFAEtOrSmQRWfX29zJw5U/7+97/L+PHj5eijj7ZHBFeuXClXX321rdM0depU++/PP/9cxo4da4/OjRs3TrKzs4OKs6pxDLNHH31UFi5caBN7559/vmXhdwIrNtlVwcAYCEAAAhCAAAQgAAEIQAACEIAABBImENsEk/ALPj/oTAIrtqOqS5cuMmXKFOnUqZNF8+abb8p1111nb8s766yz7M9M7aYbbrhBVq1aZZNehYWFPmPU2/0XX3xha2QZbpdddpnssssuJLD0hgvLIAABCEAAAhCAAAQgAAEIQAACKgiQwEoxDKZIe0lJifTo0UMmTpy4rbaVuS3v8ccfl+nTp8shhxzSLIFlCrrH6mSlOKzzr5mi7rNnz7a8YjcKxm4hPOKII2T48OE7+cgthO6EXevWTncIYikEvCeALr1nSo8Q8IoA+vSKJP1AwDsC6NI7lvQEAa8IaNWlMzuwKisrbaF2U/PppptusruqYj8zRdxnzZole+yxh41XRUWFPUKYm5vbbLeWV8HU1I+p/fXJJ5/IySefbI9M7tha2oH12muv2WL45tbC8847z9bMato+/fRTmTNnjnTv3t3ubMvPz9fkMrY0IaB1YSFIEIgyAXQZ5ejju3YC6FN7hLAvigTQZRSjjs/aCWjVpTMJLHMDodltZWo6XXDBBbY4+9/+9je566677H9fddVVNhFjnnvyySftTYWnnnqqXHHFFbZWVlhbLBnVt29fOeecc3ZKRj333HO2bljTGlixXVk5OTlyySWXyG677bYNj+H39NNPi+l34MCBdodWmPm5Pi+0Liyuc8V+CKRDAF2mQ493IeAvAfTpL196h0AqBNBlKtR4BwL+EtCqS2cSWCY833zzjVxzzTW2tlWsmV1W06ZNk0MPPdTexGfqY5ki7qbm04wZM6R3797+Rradeze7z0wSb/PmzXLiiSfK4MGDpUOHDjaRZ3ZSPfzww/ZGwjPPPHPbDi1zi6PZYfXZZ5/JQQcdZH9ndlk1faeurs4Wfe/Tp087e8jwbRHQurAQNQhEmQC6jHL08V07AfSpPULYF0UC6DKKUcdn7QS06tKpBJYJcllZmS3MbpJUpiD5b3/7Wzn22GPtLiFzXG7MmDFiki/XXnutDBo0KBK7h95//327M80kpjp27GiPTpr/NkcsDRdTeM3spGp6VNDc3miKu5vaYllZWbYovuEWe8cwHTp0aCT4aV88SGC5HCFsjyIBrR/4UYwFPkNgRwLokzkBAX0E0KW+mGARBLTq0rkEVltTadOmTTaxZXYNmR1YUWomIfXKK6/Ixx9/bJNXJim15557ynHHHWdrXZldWTs2k7x64YUXbA0tU1vMPNOtWzcZMmSI3a3V0jtRYuqCr1oXFhfYYSME/CKALv0iS78QSJ8A+kyfIT1AwGsC6NJrovQHgfQJaNVlqBJY6YeJHiDgFgGtC4tbFLEWAt4SQJfe8qQ3CHhJAH16SZO+IOANAXTpDUd6gYCXBLTqUm0Cq7q6Wr788ktbfNzsJqJBAAI7E9C6sBArCESZALqMcvTxXTsB9Kk9QtgXRQLoMopRx2ftBLTqUm0CyxxvKykpkfLycluc3Nwo2LNnT2oyaZ/p2BcoAa0LS6AQGAwCygigS2UBwRwINCGAPpkOENBHAF3qiwkWQUCrLtUmsExB8ddee03mzp1rd2KZtt9++8k555wjRx11lC1UToNA1AloXViiHhf8jzYBdBnt+OO9bgLoU3d8sC6aBNBlNOOO17oJaNWl2gRWLJyNjY2ybNkyeeyxx+TFF1+Umpoam7wyu7JGjBjBrizd8x7rfCagdWHx2W26h4BqAuhSdXgwLuIE0GfEJwDuqySALlWGBaMiTkCrLtUnsJrOG5O8euONN+SBBx5gV1bEBYX7WwloXViIDwSiTABdRjn6+K6dAPrUHiHsiyIBdBnFqOOzdgJadelUAisWZHZlaZ/u2BcUAa0LS1D+Mw4ENBJAlxqjgk0Q4Isf5gAEtBLgc1NrZLArygS06tLJBFbTidTarqwzzjhDBg0aJF26dInyvMP3kBPQurCEHDvuQaBNAuiSCQIBvQTQp97YYFl0CaDL6MYez/US0KpL5xNYsZDHdmU9/fTTtlbWxo0bJSsrS4YMGSJXXHGF5Ofn650dWAaBFAloXVhSdIfXIBAKAugyFGHEiZASQJ8hDSxuOU0AXTodPowPKQGtugxNAqvpvDE3GL733nvy4IMPSnl5ucyaNUuKiopCOrVwK8oEtC4sUY4JvkMAXTIHIKCXAPrUGxssiy4BdBnd2OO5XgJadRnKBFbTaVBRUSEdO3a0u7FoEAgbAa0LS9g44w8EkiGALpOhxbMQCJYA+gyWN6NBIBEC6DIRSjwDgWAJaNWlkwkss8OqqqpKOnfuLBkZGTaS5mdff/21rF27Vnr16iXdunULNsKMBoF2IKB1YWkHFAwJATUE0KWaUGAIBHYigD6ZFBDQRwBd6osJFkFAqy6dS2AtXLhQpk2bZpNXpaWl9mjg5s2bZerUqbJgwQI708xuq4suukiGDRvGziu0F2oCWheWUEPHOQjEIYAumSIQ0EsAfeqNDZZFlwC6jG7s8VwvAa26dCqBVVZWJuPHj7e7rIqLi20Cq7Cw0Na6uvfee6VTp05SUFAgq1atkszMTLn++utlwIABemcFlkEgTQJaF5Y03eJ1CDhNAF06HT6MDzkB9BnyAOOekwTQpZNhw+iQE9CqS2cSWOaWwdtuu03MLYMjR46U4cOHS05Ojqxbt05Gjx4ttbW1MmPGDOnevbu8+eabcsMNN8ixxx5rf2eSWTQIhJGA1oUljKzxCQKJEkCXiZLiOQgETwB9Bs+cESEQjwC6jEeI30MgeAJadelMAssUYx87dqw0NDTITTfdZHdemWaOFJqfn3HGGTJq1Cj7M1Mfa/LkyWLemT59unTp0iX4iDMiBAIgoHVhCcB1hoCAWgLoUm1oMAwCgj6ZBBDQRwBd6osJFkFAqy6dSWCtX79eSkpKpEePHjJx4kTJy8uzs2ru3LkyZ84cm6g6/PDD7c+qq6vtDqwVK1Zsq5PFFIRAGAloXVjCyBqfIJAoAXSZKCmeg0DwBNBn8MwZEQLxCKDLeIT4PQSCJ6BVl84ksGI7sHJzc2XKlCm23lUsUbVkyRKZNWuW9OzZ00a2srJSJkyYIDU1NezACn6uM2KABLQuLAEiYCgIqCOALtWFBIMgsI0A+mQyQEAfAXSpLyZYBAGtunQmgVVfXy+33HKLvPLKK7aQ+9FHHy1vvfWW3Wk1cOBA+zNTE8s0amAhuKgQ0LqwRIU/fkKgJQLoknkBAb0E0Kfe2GBZdAmgy+jGHs/1EtCqS2cSWCa0ixcvlnHjxsmmTZu2RbpDhw4yadIkm9AyxwzNkcKXXnpJ6urqZNq0aXLooYfqnRVYBoE0CWhdWNJ0i9ch4DQBdOl0+DA+5ATQZ8gDjHtOEkCXToYNo0NOQKsunUpgmZsI58+fb+tamWOCJnl1zjnnyLnnnitZWVnyxRdfyJgxY2zx9gsvvFBGjBhhf06DQFgJaF1YwsobvyCQCAF0mQglnoFA+xBAn+3DnVEh0BYBdMn8gIA+Alp16VQCKxbW2tpauwvL1MPKz8/fFu3Vq1fLX//6Vxk0aJD06dNHMjIy9M0ELIKAhwS0LiweukhXEHCOALp0LmQYHCEC6DNCwcZVZwigS2dChaERIqBVl04msCI0b3AVAm0S0LqwEDYIRJkAuoxy9PFdOwH0qT1C2BdFAugyilHHZ+0EtOrSmQSWORZ488032zpX11xzjRQXF2uPOfZBwHcCWhcW3x1nAAgoJoAuFQcH0yJPAH1GfgoAQCEBdKkwKJgUeQJadelMAsskrkpKSmTDhg0yY8YM6d27d+QnFQAgoHVhITIQiDIBdBnl6OO7dgLoU3uEsC+KBNBlFKOOz9oJaNWlMwksU/fK3Cq4YMEC++/DDjtMe8yxDwK+E9C6sPjuOANAQDEBdKk4OJgWeQLoM/JTAAAKCaBLhUHBpMgT0KpLZxJYZgaZWwYnTJgg++yzj1x77bVSWFgY+YkFgGgT0LqwRDsqeB91Augy6jMA/zUTQJ+ao4NtUSWALqMaefzWTECrLp1JYJmjg1OnTpWysjIpLy+XTp06SdeuXduM+R577CHjx4+XgoICzXMD2yCQMgGtC0vKDvEiBEJAAF2GIIi4EFoC6DO0ocUxhwmgS4eDh+mhJaBVl84ksGI1sJYuXZryxteBAAAgAElEQVTwJDGF3ktLS6WoqCjhd3gQAi4R0LqwuMQQWyHgNQF06TVR+oOAdwTQp3cs6QkCXhFAl16RpB8IeEdAqy6dSWBt2bJFFi1aJDU1NQlHJTc3V/r27Ss5OTkJv8ODEHCJgNaFxSWG2AoBrwmgS6+J0h8EvCOAPr1jSU8Q8IoAuvSKJP1AwDsCWnXpTALLu1DQEwTCQ0DrwhIewngCgeQJoMvkmfEGBIIigD6DIs04EEicALpMnBVPQiAoAlp1SQIrqBnAOBDwgYDWhcUHV+kSAs4QQJfOhApDI0gAfUYw6LisngC6VB8iDIwgAa26dCaBxRHCCKoGl+MS0LqwxDWcByAQYgLoMsTBxTXnCaBP50OIAyEkgC5DGFRccp6AVl06k8CiiLvzGsABHwhoXVh8cJUuIeAMAXTpTKgwNIIE0GcEg47L6gmgS/UhwsAIEtCqS2cSWBs2bJCpU6fKypUr25w+FRUVUl5eLp06dZLBgwfLZZddJvn5+RGccrgcBQJaF5YosMdHCLRGAF0yNyCglwD61BsbLIsuAXQZ3djjuV4CWnXpTAIr0dCao4Z33323vPrqqzbh1adPn0Rf5TkIOEdA68LiHEgMhoCHBNClhzDpCgIeE0CfHgOlOwh4QABdegCRLiDgMQGtugxdAsvEbenSpTJ69GgZOHCgXHXVVZKZmelxOOkOAjoIaF1YdNDBCgi0DwF02T7cGRUCiRBAn4lQ4hkIBEsAXQbLm9EgkAgBrboMZQKrqqpKJk+eLOY44fTp06VLly6JxIhnIOAcAa0Li3MgMRgCHhJAlx7CpCsIeEwAfXoMlO4g4AEBdOkBRLqAgMcEtOoy1AmsVatWSWlpqRQVFXkcTrqDgA4CWhcWHXSwAgLtQwBdtg93RoVAIgTQZyKUeAYCwRJAl8HyZjQIJEJAqy5DmcBatGiRXHfdddKrVy+ZMmWKLehOg0AYCWhdWMLIGp8gkCgBdJkoKZ6DQPAE0GfwzBkRAvEIoMt4hPg9BIInoFWXziSwNm/eLPPmzZONGze2Gb1ly5aJgV1XVydnn322jBw5UjIyMoKPOCNCIAACWheWAFxnCAioJYAu1YYGwyBg/4xoWv/+/aEBAQgoIYAulQQCMyDQhIBWXTqTwFq/fr2UlJTYAu2JtMGDB8uYMWMkPz8/kcd5BgJOEtC6sDgJE6Mh4BEBdOkRSLqBgA8E0KcPUOkSAmkSQJdpAuR1CPhAQKsunUlgJboDq2vXrvb2QXN8kJ1XPsxkulRFQOvCogoSxkAgYALoMmDgDAeBJAigzyRg8SgEAiKALgMCzTAQSIKAVl06k8BKgjWPQiAyBLQuLJEJAI5CoAUC6JJpAQG9BNCn3thgWXQJoMvoxh7P9RLQqku1Cazq6mrZtGmTdOvWLaWomh1bTzzxhPz85z+XwsLClPrgJQhoJ6B1YdHODfsg4CcBdOknXfqGQHoE0Gd6/HgbAn4QQJd+UKVPCKRHQKsu1SawTM0rc4PgxRdfLAcccEBS9E0h9xtvvFFqamqktLRUioqKknqfhyHgCgGtC4sr/LATAn4QQJd+UKVPCHhDAH16w5FeIOAlAXTpJU36goA3BLTqUnUCyxRt37Bhg1x33XUJ3RbT2Ngo8+fPt0mryspK6dOnj9x8881SUFDgTRTpBQLKCGhdWJRhwhwIBEoAXQaKm8EgkBQB9JkULh6GQCAE0GUgmBkEAkkR0KpLtQmsuro6mT17tsybN0+ys7PtjYLHHXdcq4XZzW6r+++/Xx577DFpaGiQQYMGyejRozk+mNQ05WHXCGhdWFzjiL0Q8JIAuvSSJn1BwFsC6NNbnvQGAS8IoEsvKNIHBLwloFWXahNYBr9JYpmE1L333isdOnSQSy+9VE477bSdklirV6+WqVOnyocffihZWVkycuRIGTZsmOTk5HgbRXqDgDICWhcWZZgwBwKBEkCXgeJmMAgkRQB9JoWLhyEQCAF0GQhmBoFAUgS06lJ1AssQNscCn3/+ebntttuktrZWzjnnHDn33HNtosr87t1335Vp06bZo4Zdu3aVsWPH2uOGGRkZSQWIhyHgIgGtC4uLLLEZAl4RQJdekaQfCHhPAH16z5QeIZAuAXSZLkHeh4D3BLTqUn0CK5bEWrBggdx00022ttUpp5wiF110kT1e+OCDD9qdWocccoiMHz9edtttN++jR48QUEpA68KiFBdmQSAQAugyEMwMAoGUCKDPlLDxEgR8JYAufcVL5xBIiYBWXTqRwIoRN0cEzc2Ea9eulfz8fNm8ebM9WvjLX/7S7sriyGBKc5OXHCagdWFxGCmmQyBtAugybYR0AAHfCKBP39DSMQRSJoAuU0bHixDwjYBWXTqVwDLR+fLLL+X666+Xb775xh4jvPrqq+WnP/0pRwZ9m7p0rJmA1oVFMzNsg4DfBNCl34TpHwKpE0CfqbPjTQj4RQBd+kWWfiGQOgGtunQugWVC8N1338mNN94on376qT06OGHCBNl1111Tjw5vQsBRAloXFkdxYjYEPCGALj3BSCcQ8IUA+vQFK51CIC0C6DItfLwMAV8IaNWl2gSWKdC+ceNGaWhoaDEg5eXlMmvWLPnkk0/kwAMPlDFjxkhBQUGzZ83xwl122YXdWb5MaTrVQEDrwqKBDTZAoL0IoMv2Is+4EIhPAH3GZ8QTEAiaALoMmjjjQSA+Aa26VJvAWr9+vZSUlMjSpUvj023lieLiYiktLZWioqKU++BFCGgmoHVh0cwM2yDgNwF06Tdh+odA6gTQZ+rseBMCfhFAl36RpV8IpE5Aqy5JYKUeU96EQLsT0LqwtDsYDIBAOxJAl+0In6EhEIcA+mSKQEAfAXSpLyZYBAGtulSbwGLKQAAC8QloXVjiW84TEAgvAXQZ3tjimfsE0Kf7McSD8BFAl+GLKR65T0CrLklguT+38CDCBLQuLBEOCa5DQNAlkwACegmgT72xwbLoEkCX0Y09nusloFWXJLD0zhksg0BcAloXlriG8wAEQkwAXYY4uLjmPAH06XwIcSCEBNBlCIOKS84T0KpLEljOTy0ciDIBrQtLlGOC7xBAl8wBCOglgD71xgbLoksAXUY39niul4BWXZLA0jtnsAwCcQloXVjiGs4DEAgxAXQZ4uDimvME0KfzIcSBEBJAlyEMKi45T0CrLklgOT+1cCDKBLQuLFGOCb5DAF0yByCglwD61BsbLIsuAXQZ3djjuV4CWnVJAkvvnMEyCMQloHVhiWs4D0AgxATQZYiDi2vOE0CfzocQB0JIAF2GMKi45DwBrbokgeX81MKBKBPQurBEOSb4DgF0yRyAgF4C6FNvbLAsugTQZXRjj+d6CWjVJQksvXMGyyAQl4DWhSWu4TwAgRATQJchDi6uOU8AfTofQhwIIQF0GcKg4pLzBLTqkgSW81MLB6JMQOvCEuWY4DsE0CVzAAJ6CaBPvbHBsugSQJfRjT2e6yWgVZcksPTOGSyDQFwCWheWuIbzAARCTABdhji4uOY8AfTpfAhxIIQE0GUIg4pLzhPQqksSWM5PLRyIMgGtC0uUY4LvEECXzAEI6CWAPvXGBsuiSwBdRjf2eK6XgFZdksDSO2ewDAJxCWhdWOIazgMQCDEBdBni4OKa8wTQp/MhxIEQEkCXIQwqLjlPQKsuSWA5P7VwIMoEtC4sUY4JvkMAXTIHIKCXAPrUGxssiy4BdBnd2OO5XgJadUkCS++cwTIIxCWgdWGJazgPQCDEBNBliIOLa84TQJ/OhxAHQkgAXYYwqLjkPAGtuiSB5fzUwoEoE9C6sEQ5JvgOAXTJHICAXgLoU29ssCy6BNBldGOP53oJaNUlCSy9cwbLIBCXgNaFJa7hPACBEBNAlyEOLq45TwB9Oh9CHAghAXQZwqDikvMEtOqSBJbzUwsHokxA68IS5ZjgOwTQJXMAAnoJoE+9scGy6BJAl9GNPZ7rJaBVlySw9M4ZLINAXAJaF5a4hvMABEJMAF2GOLi45jwB9Ol8CHEghATQZQiDikvOE9CqSxJYzk8tHIgyAa0LS5Rjgu8QQJfMAQjoJYA+9cYGy6JLAF1GN/Z4rpeAVl2SwNI7Z7AMAnEJaF1Y4hrOAxAIMQF0GeLg4przBNCn8yHEgRASQJchDCouOU9Aqy5JYDk/tXAgygS0LixRjgm+QwBdMgcgoJcA+tQbGyyLLgF0Gd3Y47leAlp1SQJL75zBMgjEJaB1YYlrOA9AIMQE0GWIg4trzhNAn86HEAdCSABdhjCouOQ8Aa26JIHl/NTCgSgT0LqwRDkm+A4BdMkcgIBeAuhTb2ywLLoE0GV0Y4/neglo1SUJLL1zBssgEJeA1oUlruE8AIEQE0CXIQ4urjlPAH06H0IcCCEBdBnCoOKS8wS06pIElvNTS6S2tlbeeOMN+095ebk0NjZKx44d5aCDDpKTTjpJioqKdvLSvHP//ffL559/3iqBwsJCufzyy6WgoCAElMLpgtaFJZy08QoCiRFAl4lx4ikItAcB9Nke1BkTAm0TQJfMEAjoI6BVlySw9M2VpCwyCas5c+bIsmXLJCMjQzp16iSZmZlSWVkpdXV1kp+fLxdccIHss88+zfqtrq6W++67T7766isSWEkR1/Ww1oVFFyWsgUCwBNBlsLwZDQLJEECfydDiWQgEQwBdBsOZUSCQDAGtuiSBlUwUlT1bX18vc+fOlY8//tgmqM4+++xtu602b95sE1tffvml7LXXXjJq1Ci7KyvWNmzYILfffrs0NDTIpZdeKt26dVPmHeYkQkDrwpKI7TwDgbASQJdhjSx+hYEA+gxDFPEhbATQZdgiij9hIKBVlySwHJ5dS5culdmzZ0uHDh3k4osvlj333LOZN8uXL5e7777bHjEcOXKk9O7de9vv16xZI3feead9l2OC7k4CrQuLu0SxHALpE0CX6TOkBwj4RQB9+kWWfiGQOgF0mTo73oSAXwS06pIEll8RD6Dfjz76SP7yl7/IvvvuaxNUeXl5zUZtekzwvPPOk379+m37fSz51b179xbfDcB8hvCAgNaFxQPX6AICzhJAl86GDsMjQAB9RiDIuOgcAXTpXMgwOAIEtOqSBJbDk8/srDJHBbOysmytK1MDq2nbtGmT3WW1ceNGueiii6S4uHjbrz/99FN7xPCAAw4Qk9wydbNo7hHQurC4RxKLIeAdAXTpHUt6goDXBNCn10TpDwLpE0CX6TOkBwh4TUCrLklgeR1pRf0tXrzY7tDq0aPHTjWwYru3evbsaQu/m1pZJiGWnZ1td2q1dnuhIvcwRUS0LiwEBwJRJoAuoxx9fNdOAH1qjxD2RZEAuoxi1PFZOwGtuiSBpX3mpGhfRUWF3HXXXbJ27Vo588wz5bDDDmvW08svvywvvvhiq7137txZzj///Ga7tlI0hdd8JKB1YfHRZbqGgHoC6FJ9iDAwwgTQZ4SDj+tqCaBLtaHBsAgT0KpLElghnJTmdsLHHnvM7s7p37+/jBgxYqcjggsXLpRnn33WFn4/7bTTZNddd5XGxkZZtmyZvdlw3bp1Ld5emAiu2GRP5FmegQAEIAABCEAAAhCAAAQgAAEIQEAfAZNP0NRIYGmKhge2NE1e9erVS379619Lx44dk+o5VuDdHCk07x944IFJvU8CKylcPAwBCEAAAhCAAAQgAAEIQAACEFBHgASWupCExyCzg+qVV16Rl156Sbp27WrrXpl/J9tMEszUzjI1tIYOHSo/+clPku2C5wMioHVrZ0DuMwwEVBJAlyrDglEQsATQJxMBAvoIoEt9McEiCGjVJTuwQjI3d0xejRw5UnbbbbeUvXvggQfkgw8+kBNPPFFOOOGElPvhRX8JaF1Y/PWa3iGgmwC61B0frIs2AfQZ7fjjvU4C6FJnXLAq2gS06pIEVgjmpUlevffee7buVV5eXtzi66bO1UMPPSQFBQVyzjnn7HTEkB1Y7kwKrQuLOwSxFALeE0CX3jOlRwh4RQB9ekWSfiDgHQF06R1LeoKAVwS06pIEllcRbsd+3n//fXnkkUckJydHLrjgAtlnn33atGbTpk1y5513Snl5uVx44YWy3377NXve3Fxofm+eS6UGVjuiiNzQWheWyAUChyHQhAC6ZDpAQC8B9Kk3NlgWXQLoMrqxx3O9BLTqkgSW3jmTkGVLliyRP//5z/bZX/3qV2IKt8drZsfWc889J/Pnz5eePXvKueeea28hNK26uloeffRR+eijj2TfffcVcxTR7Oqi6SSgdWHRSQurIBAMAXQZDGdGgUAqBNBnKtR4BwL+EkCX/vKldwikQkCrLklgpRJNJe9s3LhR7rjjDlm3bp1kZ2dLp06dWrUsNzdXzjrrLJuwMq2qqsoWai8rK5MOHTpI586dJSMjQyorK6Wurs7+//nnny/FxcVKvMWMlghoXViIFgSiTABdRjn6+K6dAPrUHiHsiyIBdBnFqOOzdgJadUkCS/vMacO+DRs2yO23326PAsZrZhfVRRdd1CwhVVtbKwsXLrQ7scyxQbMzq0uXLtKvXz9786CpkUXTTUDrwqKbGtZBwF8C6NJfvvQOgXQIoM906PEuBPwhgC794UqvEEiHgFZdksBKJ6q8C4F2JqB1YWlnLAwPgXYlgC7bFT+DQ6BNAuiTCQIBfQTQpb6YYBEEtOqSBBZzEwIOE9C6sDiMFNMhkDYBdJk2QjqAgG8E0KdvaOkYAikTQJcpo+NFCPhGQKsuSWD5FnI6hoD/BLQuLP57zggQ0EsAXeqNDZZBAH0yByCgjwC61BcTLIKAVl2SwGJuQsBhAloXFoeRYjoE0iaALtNGSAcQ8I0A+vQNLR1DIGUC6DJldLwIAd8IaNUlCSzfQk7HEPCfgNaFxX/PGQECegmgS72xwTIIoE/mAAT0EUCX+mKCRRDQqksSWMxNCDhMQOvC4jBSTIdA2gTQZdoI6QACvhFAn76hpWMIpEwAXaaMjhch4BsBrbokgeVbyOkYAv4T0Lqw+O85I0BALwF0qTc2WAYB9MkcgIA+AuhSX0ywCAJadUkCi7kJAYcJaF1YHEaK6RBImwC6TBshHUDANwLo0ze0dAyBlAmgy5TR8SIEfCOgVZcksHwLOR1DwH8CWhcW/z1nBAjoJYAu9cYGyyCAPpkDENBHAF3qiwkWQUCrLklgMTch4DABrQuLw0gxHQJpE0CXaSOkAwj4RgB9+oaWjiGQMgF0mTI6XoSAbwS06pIElm8hp2MI+E9A68Liv+eMAAG9BNCl3thgGQTQJ3MAAvoIoEt9McEiCGjVJQks5iYEHCagdWFxGCmmQyBtAugybYR0AAHfCKBP39DSMQRSJoAuU0bHixDwjYBWXZLA8i3kdAwB/wloXVj895wRIKCXALrUGxssgwD6ZA5AQB8BdKkvJlgEAa26JIHF3ISAwwS0LiwOI8V0CKRNAF2mjZAOIOAbAfTpG1o6hkDKBNBlyuh4EQK+EdCqSxJYvoWcjiHgPwGtC4v/njMCBPQSQJd6Y4NlEECfzAEI6COALvXFBIsgoFWXJLCYmxBwmIDWhcVhpJgOgbQJoMu0EdIBBHwjgD59Q0vHEEiZALpMGR0vQsA3Alp1SQLLt5DTMQT8J6B1YfHfc0aAgF4C6FJvbLAMAuiTOQABfQTQpb6YYBEEtOqSBBZzEwIOE9C6sDiMFNMhkDYBdJk2QjqAgG8E0KdvaOkYAikTQJcpo+NFCPhGQKsuSWD5FnI6hoD/BLQuLP57zggQ0EsAXeqNDZZBAH0yByCgjwC61BcTLIKAVl2SwGJuQsBhAloXFoeRYjoE0iaALtNGSAcQ8I0A+vQNLR1DIGUC6DJldLwIAd8IaNUlCSzfQk7HEPCfgNaFxX/PGQECegmgS72xwTIIoE/mAAT0EUCX+mKCRRDQqksSWMxNCDhMQOvC4jBSTIdA2gTQZdoI6QACvhFAn76hpWMIpEwAXaaMjhch4BsBrbokgeVbyOkYAv4T0Lqw+O85I0BALwF0qTc2WAYB9MkcgIA+AuhSX0ywCAJadUkCi7kJAYcJaF1YHEaK6RBImwC6TBshHUDANwLo0ze0dAyBlAmgy5TR8SIEfCOgVZcksHwLOR1DwH8CWhcW/z1nBAjoJYAu9cYGyyCAPpkDENBHAF3qiwkWQUCrLklgMTch4DABrQuLw0gxHQJpE0CXaSOkAwj4RgB9+oaWjiGQMgF0mTI6XoSAbwS06pIElm8hp2MI+E9A68Liv+eMAAG9BNCl3thgGQTQJ3MAAvoIoEt9McEiCGjVJQks5iYEHCagdWFxGCmmQyBtAugybYR0AAHfCKBP39DSMQRSJoAuU0bHixDwjYBWXZLA8i3kdAwB/wloXVj895wRIKCXALrUGxssgwD6ZA5AQB8BdKkvJlgEAa26JIHF3ISAwwS0LiwOI8V0CKRNAF2mjZAOIOAbAfTpG1o6hkDKBNBlyuh4EQK+EdCqSxJYvoWcjiHgPwGtC4v/njMCBPQSQJd6Y4NlEECfzAEI6COALvXFBIsgoFWXJLCYmxBwmIDWhcVhpJgOgbQJoMu0EdIBBHwjgD59Q0vHEEiZALpMGR0vQsA3Alp1SQLLt5DTMQT8J6B1YfHfc0aAgF4C6FJvbLAMAuiTOQABfQTQpb6YYBEEtOqSBBZzEwIOE9C6sDiMFNMhkDYBdJk2QjqAgG8E0KdvaOkYAikTQJcpo+NFCPhGQKsuSWD5FnI6hoD/BLQuLP57zggQ0EsAXeqNDZZBAH0yByCgjwC61BcTLIKAVl2SwGJuQsBhAloXFoeRYjoE0iaALtNGSAcQ8I0A+vQNLR1DIGUC6DJldLwIAd8IaNUlCSzfQk7HEPCfgNaFxX/PGQECegmgS72xwTIIoE/mAAT0EUCX+mKCRRDQqksSWMxNCDhMQOvC4jBSTIdA2gTQZdoI6QACvhFAn76hpWMIpEwAXaaMjhch4BsBrbokgeVbyOkYAv4T0Lqw+O85I0BALwF0qTc2WAaB/9/encfMVZUNAD9doKXIXhBBKghICzRUEEoUWQqWJbhAwUKg7LVo/9GIiEZFNEHiR+JfJJASZJGlbJqyWRQUqCgiWxQLZbVsAkJZWspS6JfnJtNM377L9M57Z87M+5vEaH3vPcvvnOcuz5x7R3yaAwTyExCX+Y2JFhHINS4lsMxNAh0skOuBpYNJNZ1A0wLismlCBRCoTEB8VkarYAKlBcRlaTo7EqhMINe4lMCqbMgVTKB6gVwPLNX3XA0E8hUQl/mOjZYREJ/mAIH8BMRlfmOiRQRyjUsJLHOTQAcL5Hpg6WBSTSfQtIC4bJpQAQQqExCfldEqmEBpAXFZms6OBCoTyDUuJbAqG3IFE6heINcDS/U9VwOBfAXEZb5jo2UExKc5QCA/AXGZ35hoEYFc41ICy9wk0MECuR5YOphU0wk0LSAumyZUAIHKBMRnZbQKJlBaQFyWprMjgcoEco1LCazKhlzBBKoXyPXAUn3P1UAgXwFxme/YaBkB8WkOEMhPQFzmNyZaRCDXuJTAMjcJdLBArgeWDibVdAJNC4jLpgkVQKAyAfFZGa2CCZQWEJel6exIoDKBXONSAquyIVcwgeoFcj2wVN9zNRDIV0Bc5js2WkZAfJoDBPITEJf5jYkWEcg1LiWwzE0CHSyQ64Glg0k1nUDTAuKyaUIFEKhMQHxWRqtgAqUFxGVpOjsSqEwg17iUwKpsyBVMoHqBXA8s1fdcDQTyFRCX+Y6NlhEQn+YAgfwExGV+Y6JFBHKNSwksc5NABwvkemDpYFJNJ9C0gLhsmlABBCoTEJ+V0SqYQGkBcVmazo4EKhPINS4lsCobcgUTqF4g1wNL9T1XA4F8BcRlvmOjZQTEpzlAID8BcZnfmGgRgVzjUgLL3CTQwQK5Hlg6mFTTCTQtIC6bJlQAgcoExGdltAomUFpAXJamsyOBygRyjUsJrMqGXMEEqhfI9cBSfc/VQCBfAXGZ79hoGQHxaQ4QyE9AXOY3JlpEINe4lMAyNwl0sECuB5YOJtV0Ak0LiMumCRVAoDIB8VkZrYIJlBYQl6Xp7EigMoFc41ICq7IhVzCB6gVyPbBU33M1EMhXQFzmOzZaRkB8mgME8hMQl/mNiRYRyDUuJbDMTQIdLJDrgaWDSTWdQNMC4rJpQgUQqExAfFZGq2ACpQXEZWk6OxKoTCDXuJTAqmzIFUygeoFcDyzV91wNBPIVEJf5jo2WERCf5gCB/ATEZX5jokUEco1LCSxzk0AHC+R6YOlgUk0n0LSAuGyaUAEEKhMQn5XRKphAaQFxWZrOjgQqE8g1LiWwKhtyBROoXiDXA0v1PVcDgXwFxGW+Y6NlBMSnOUAgPwFxmd+YaBGBXONSAsvcJNDBArkeWDqYVNMJNC0gLpsmVACBygTEZ2W0CiZQWkBclqazI4HKBHKNSwmsyoZcwQSqF8j1wFJ9z9VAIF8BcZnv2GgZAfFpDhDIT0Bc5jcmWkQg17iUwDI3CXSwQK4Hlg4m1XQCTQuIy6YJFUCgMgHxWRmtggmUFhCXpensSKAygVzjUgKrsiFXMIHqBXI9sFTfczUQyFdAXOY7NlpGQHyaAwTyExCX+Y2JFhHINS4lsMxNAh0skOuBpYNJNZ1A0wLismlCBRCoTEB8VkarYAKlBcRlaTo7EqhMINe4lMCqbMgVTKB6gVwPLNX3XA0E8hUQl/mOjZYREJ/mAIH8BMRlfmOiRQRyjUsJLHOTQAcL5Hpg6WBSTSfQtIC4bJpQAQQqExCfldEqmEBpAXFZms6OBCoTyDUuJbAqG3IFE6heINcDS/U9VwOBfAXEZb5jo2UExKc5QCA/AXGZ35hoEYFc41ICy9wk0MECuR5YOphU0wk0LSAumyZUAIHKBMRnZbQKJlBaQFyWprMjgcoEco1LCazKhlzBBKoXyPXAUn3P1UAgXwFxme/YaBkB8WkOEMhPQDO3USkAACAASURBVFzmNyZaRCDXuJTAMjcJdLBArgeWDibVdAJNC4jLpgkVQKAyAfFZGa2CCZQWEJel6exIoDKBXONSAquyIVcwgeoFcj2wVN9zNRDIV0Bc5js2WkZAfJoDBPITEJf5jYkWEcg1LiWwzE0CHSyQ64Glg0k1nUDTAuKyaUIFEKhMQHxWRqtgAqUFxGVpOjsSqEwg17iUwKpsyBVMoHqBXA8s1fdcDQTyFRCX+Y6NlhEQn+YAgfwExGV+Y6JFBHKNSwksc5NABwvkemDpYFJNJ9C0gLhsmlABBCoTEJ+V0SqYQGkBcVmazo4EKhPINS4lsCobcgUTqF4g1wNL9T1XA4F8BcRlvmOjZQTEpzlAID8BcZnfmGgRgVzjUgLL3CTQwQK5Hlg6mFTTCTQtIC6bJlQAgcoExGdltAomUFpAXJamsyOBygRyjUsJrMqGXMEEqhfI9cBSfc/VQCBfAXGZ79hoGQHxaQ4QyE9AXOY3JlpEINe4lMAyNwl0sECuB5YOJtV0Ak0LiMumCRVAoDIB8VkZrYIJlBYQl6Xp7EigMoFc41ICq7IhVzCB6gVyPbBU33M1EMhXQFzmOzZaRkB8mgME8hMQl/mNiRYRyDUuJbDMTQIdLJDrgaWDSTWdQNMC4rJpQgUQqExAfFZGq2ACpQXEZWk6OxKoTCDXuJTAqmzIFUygeoFcDyzV91wNBPIVEJf5jo2WERCf5gCB/ATEZX5jokUEco1LCSxzk0AHC+R6YOlgUk0n0LSAuGyaUAEEKhMQn5XRKphAaQFxWZrOjgQqE8g1LiWwKhvy/AtesmRJmj9/flq4cGFavnx5Gj58eBo7dmyaMmVKmjRpUvFvn7wFcj2w5K2mdQSqFRCX1foqnUAzAuKzGT37EqhGQFxW46pUAs0I5BqXEljNjGoH77t48eJ06aWXpqVLl6aRI0em9ddfP61YsSItW7YsDRs2LO2xxx5p2rRpacSIER3cy+5veq4Hlu6X10MCfQuIS7ODQL4C4jPfsdGyoSsgLofu2Ot5vgK5xqUEVr5zprKWffDBB+myyy5LixYtShMnTkxHH310Gj16dFq5cmV67LHH0ty5c9P777+fTjjhhDR+/PjK2qHg5gVyPbA03zMlEOhcAXHZuWOn5d0vID67f4z1sPMExGXnjZkWd79ArnEpgdX9c2+NHsbqq4svvjiNGjUqnX766WmzzTZbtU0ksW699dZ01113FY8RHnvsscWKLJ88BXI9sOSppVUEWiMgLlvjrBYCZQTEZxk1+xCoVkBcVuurdAJlBHKNSwmsMqPZ4fssWLAgzZs3L+28885pxowZazwmGKuwYoXWlltumWbOnJnGjBnT4T3u3ubnemDpXnE9IzCwgLgc2MgWBNolID7bJa9eAn0LiEuzg0B+ArnGpQRWfnOl8hbdfPPN6e6770777rtvOvzww9eo7/nnn09z5swpVmjNnj07bbTRRpW3SQXlBHI9sJTrjb0IdIeAuOyOcdSL7hQQn905rnrV2QLisrPHT+u7UyDXuJTA6s751m+vrrzyyvTII4+kqVOnpoMOOmiNbd988810wQUXpHfffTeddtppady4cUNQqTO6nOuBpTP0tJJANQLishpXpRIYDAHxORiKyiAwuALicnA9lUZgMARyjUsJrMEY3Q4rQwKrwwasn+bmemDpHmE9IbD2AuJy7c3sQaBVAuKzVdLqIdC4gLhs3MqWBFolkGtcSmC1agZkVI8EVkaD0WRTcj2wNNktuxPoaAFx2dHDp/FdLiA+u3yAda8jBcRlRw6bRne5QK5xKYHV5ROvt+5VncD63Oc+NwRVdZkAAQIECBAgQIAAAQIECHSHwEUXXZT22GOPrDojgZXVcLSmMRJYrXFWCwECBAgQIECAAAECBAgQ6ESBf/zjH9k1WwIruyGpvkG1XyGcPHlymjZt2hoV+hXC6sdADQQIECBAgAABAgQIECBAgEDjAhJYjVt1zZYLFixI8+bNSzvvvHOaMWNGGjFixGp9e+yxx9Jll12WttxyyzRz5sw0ZsyYrum7jhAgQIAAAQIECBAgQIAAAQKdJyCB1Xlj1nSLFy9enC6++OK07rrrplmzZqXNN998VZkrV65MN910U4ok11577VWs0Bo2bFjTdSqAAAECBAgQIECAAAECBAgQIFBWQAKrrFwH7/fBBx8UK6wWLVqUJkyYkKZPn16ssorkVay+mjt3blqxYkU66aST0g477NDBPdV0AgQIECBAgAABAgQIECBAoBsEJLC6YRRL9OHll19Ol1xySVqyZEkaOXJkWn/99Yuk1bJly4oVV/vtt1869NBDrb4qYWsXAgQIECBAgAABAgQIECBAYHAFJLAG17OjSovk1fz589PChQvT8uXL0/Dhw9PYsWPTlClT0qRJk4p/+xAgQIAAAQIECBAgQIAAAQIE2i0ggdXuEVA/AQIECBAgQIAAAQIECBAgQIBAvwISWCYIAQIECBAgQIAAAQIECBAgQIBA1gISWFkPj8YRIECAAAECBAgQIECAAAECBAhIYJkDBAgQIECAAAECBAgQIECAAAECWQtIYGU9PBpHgAABAgQIECBAgAABAgQIECAggWUOECBAgAABAgQIECBAgAABAgQIZC0ggZX18GgcAQIECBAgQIAAAQIECBAgQICABJY5QKBigZUrV6annnoq/f73v08vvvhiWrFiRRo5cmTaaqut0iGHHJK23377NGzYsDVa8cEHH6R77723+M8bb7yRopwNNtgg7bbbbmnq1Klp9OjRvbb8pZdeSrfcckt65plnUpRRZV0V0ymeQKUCPWNl+PDhaezYsWnKlClp0qRJKf7d8/PRRx+lhx9+ON15553pf//7X4p/r7feemnChAnp4IMPTptsskmvbV6yZEmaP39+WrhwYVq+fHlR9kB1PfbYY+myyy5LH374YZ8OcSw46KCDKnVSOIFWCrz77rvp9ttvT4888kh6++23i6qrOvfV+hXnyieeeCLdf//9Keo/8cQT+zzHxj5lzrOtNFQXgcEWKHstW+bcV2t7nPuee+659Pe//73479NOOy1ttNFGvXYtYvjSSy8t4rivz8Ybb5xmz57dZxmDbaY8Aq0QaOW1bCvr6s9OAqsVM0sdQ1YgTr433XRT+utf/1okoOJGd9SoUem9994rbmIjcfWlL30pHXjggaslseJvV1xxRXryySeL/3/99dcvbniXLl1a3DBvscUW6ZRTTkmbbrrparZxY33dddcViat11lmn2K9WV+wfN7sHHHDAoNQ1ZAdVxzteIGLxnnvuKZLKkVCuxUrEzbJly4r+7bHHHumoo45KI0aMWNXfiOcbbrghPfDAA0U8R3xFgjj2iXI+9rGPpZNOOimNGzduNaPFixcXF9YRv7F97Bfbx34R31HXtGnTVqsrCvjnP/9ZHAf6+0hgdfx01IE6geeffz5dfvnlxZc2cc6KmIpP7dy32WabpZkzZw7KuS/iPRLKcX7+z3/+U8RkfLbddtvi/NrXl0RlzrMGmUAnC5S9li1z7ou6nn322fSXv/wlPf7448X1bHwGSj5F4vmSSy4p9u3rM1AZnTxG2j70BFp5LdvKuhoZSQmsRpRsQ6CkQHxrFDe8kbiaPn16Gj9+fHHDGkmoO+64I/3xj38sbp5PPfXUtN12262qZcGCBUXiK1ZzzJgxI2299dbF3+KbrKuuuqq42N57773TEUccsSoZFd9UX3TRRenVV19N++23X5EYi7Kjrvvuu68oLy7I4+L/E5/4RFN1leSwG4EsBCIxHAmliI0vf/nLafLkycXNcpygH3rooXT99dcXq56+/vWvF8ml2idWRMXN9brrrrtaPMeFcySOI+H0mc98pli9EbEXn7j4jlVUixYtShMnTkxHH310EYdRV5Q3d+7c9P7776cTTjihOD7Uf+L4ECtR9t1333T44YdnYacRBKoSiITuxRdfnF544YXVYiXqi/Na3Jy+9tpradddd03HHXfcqoRv2XPflVdeWazyik8kyiI5FufW/hJYZeuqyky5BFohUOZatuy5r3bei37FuXLLLbcsVl/FKsz+Vk+9+eab6YILLijO66effnqxwtmHQDcLtPJatpV1NTJmEliNKNmGQAmB+m+D4uYzbkLrP3Fy//Wvf12ssqq/Qa3tFxfSPW+gY//aQSRWcXzzm98svpWKT9w8/+Y3vymSXZGkiqRZ7RM34/G3Rx99tFiFVXvkqGxdJTjsQiALgUgcXX311cVjgHvttVex8qn+Ed74eySd44J95513LhLIsQqrfr/9998/HXbYYav1J26wI4Ecyah4zKG2Ciu+gY6b8lh5GRfVcZNc+0SZt956a7rrrruKRxaPPfbY1dpy8803p7vvvnu1mM0CUSMIVCBQO4fFjeesWbPShhtuuFot//73v4sViXHuq79BLXPui4J/+9vfFnH9hS98oVjV/K9//asov78EVtm6KuBSJIGWCJS9li177ovzYSSxP//5zxfn0ViVGefQSGb1l8CKR/ovvPDC4ssojwm2ZGqopI0CrbyWbWVdjZJKYDUqZTsCaylQ+zYoTv71N7T1xdS+aYr3WsU3yvH573//W9wIx01zb98ixaMUcZKO1VjxmEO8Qys+cdMdK636Wq0Rq7rmzZu32k152brWksLmBLIRqL8Yj+RUrIrq+ak9uld/I9tX3NX2rX//Rqyy2nPPPYs/9RZ39fXV3nMV3zJH4nnMmDGr/lxbIdJXO7NB1RACgyDQ2/mwvti+zqllzn29Nbe3uO+53WDVNQhciiDQEoGy17LNnPvqO1ZLhA2UwKptF+fS/h4BbgmaSghULNDKa9lW1tUomwRWo1K2I7CWArGMOR6JqL0rp/5dOrWiahfD9aui4oXv8ahEfCPc84Y29osVHvH3p59+ulgdEjfgscIqvjmOb6jrb57rmxyrr+Lxp0996lOrTu5l6lpLBpsTyEog4vGdd94p3ncTyaLao371jaxdeNeviqp9uxvb9fV4wjXXXJMefPDB1VZM1VZR9ZVYjm+X58yZU6zQqv/WuJYQi/d51Ceqs8LUGAKDKBAXyfHOxnhEt34Fca2K2hcu8ffa6uOy574yCazBrGsQ2RRFoFKBsteyZc99PTvTaAKr9mXQTjvttGrldKUwCifQRoFWXsu2sq5GSSWwGpWyHYFBFnjrrbeKlVbx7Vb9O7Aa+Ra4tjKjlvhqJDve20VAmboGmUFxBLISqD3aG8nd+kd4G7mI7m0FSc9Y7dnZvr7drsV0PEoRjzJG/fFi6/jEY4jxGHBfv5SYFajGEBgkgXicNm6K69+BVfbcVyaBNZh1DRKJYgi0XaCva9my576yCaza9Wy8RiMeM679End8SRVf9Pb3K8FtR9QAAoMsMNjXsv01r5V11dohgTXIE0ZxBBoRiGx2vH/jb3/7W9p9992LVVO1FVplkkplL6zL1NVI/2xDoFMFaj+gUL9SMfrS6gRWLbFVS1r19Ozv1ws71V67CfQlED/dHSsVY+Vk/SP5Zc99EljmGoHmBfq7lm11Aqv+5e+99ayvXwluXkEJBPITGOxr2f562Mq6JLDym2taNIQE4gXS1157bdpoo43W+EnwMkmlshfxZeoaQsOkq0NMIH44IX5YIT4nn3xy8bht7dPqBNby5cuLH1548cUX06GHHlr8GmIkueMRq7hQj9Uo8enthx6G2LDpbpcLRCzEL3nGior4dd0DDzxw1Y8dlD33SWB1+aTRvZYI9Hct2+oEVjy+f8stt6Stttoqfe1rXytWKkeCLVYxx7n09ddfT5/85CfX+JGjlkCphEALBaq4lu2r+a2sq74NVmC1cEKpikAI1E748R6PnjfJ8fcySaWyF/Fl6jKKBLpRoHYSjnfMRVIoHs+r/7Q6gdWfcbyL57rrrivet7Xjjjumk046qdd3eXXjOOnT0BKoJa/inY+RxD3qqKNWrVYOibLnPgmsoTWP9HbwBQa6lm11Aqu/HtbO3/Go04knnpjGjx8/+CBKJJCBQFXXsr11rZV19axfAiuDyaYJQ0dgoGCXwBo6c0FP8xGIb2bj8aT4754rPGqtzCmBFW2q/QDDBhtskL71rW+lDTfcMB9QLSEwCAKRqL3++uvTAw88kD796U8XN549X+4ugTUI0IogsJYCjVzL5pTAqv8BhljRfMABB6xlj21OIH+BKq9le/a+lXX1Ji+Blf981MIuEag/4ce3yJ/97GdXPQZR38Xajekmm2xS/NpZPLdf/xnoVwi/8pWvpH322WcNtf5+hXBt6uqS4dANAoVA/Uk4XowejycNHz58DZ3arxDGhfCsWbNS/FR3z09/v0I4efLkNG3atDX26etXCAcankYSagOV4e8EchWoT15tt912RfIqfjW056f+xnRtzn299XugFcmDWVeu7tpFYCCBRq9la79C2Oy5b7DOdQMl1Abqt78TyFmg6mvZ+r63sq6+zCWwcp6N2tY1Aq+++mq65JJL0pIlS1L8cmB8+xMvYe7tU/up8HjfTSSwxo4du9pmS5cuTRdeeGFR1imnnJK233774u833HBDuu+++9K+++6bDj/88DWKjpfszZs3r/hFsxkzZhSPYZStq2sGRkeGtMA777xTvFvn2WefLR5PigRT7ccUesL0FXe17eLRhEsvvTQ98cQTxY8y7LnnnsWfeou7+rJrP/0dCbGZM2euukmPH3lYuHBhOuyww9Z4nDH2twJrSE/dru78Rx99lO64447iXW+bb755cZ7bdNNN++xzmXNfmQRW2fNsVw+Wzg0pgbW5li177usJ2kgCK95zFV8gxXtljzvuuDVWalqBNaSm6ZDrbCuuZWuorayrv4GUwBpy01yHWy3QyDLL+jbVHomIb7nihnqvvfZarcmLFi0qbro33njjYiVI7dGh+PY4XlQZL7CMX2mKnxGufeLkHfvEzXIktyLJFZ+ydbXaUH0EBltgoHfr9KwvXgZ79dVXF++w22+//YrEUn0S+pVXXikSy3Hz/Y1vfKOIw/jULr7jnXcRr3FDXvtEmTfddFOR5Io4j3ivlVm7+N91112LC/KeibVbb701/fnPf/YOrMGeGMprq0DERCSv/vCHPxRJq0jq9pe8isaWOfeVTWANVl1tRVY5gRICa3stW/bcVyaBVfuCKX6199RTT02xarP+89prrxXn59jOO7BKDL5dshVo1bVsALSyroHAJbAGEvJ3Ak0I1Geq+3s8qWcVtZ8krX2bVPs1tFh1ddVVV6VIbvW8iX777bfTRRddlOIbsr333rtIVK2zzjrFDXWszIob5XgEo+dNdJm6miCxK4G2C8RqqVi1ES9B33333YvEUcTKQJ9IAF9++eVp5MiRxSqrSC5FwikSwfFS9bi53WWXXdLxxx+/KuEUdUXyOBLPEyZMSNOnTy/iMG7Uo7y5c+emFStWFC9i32GHHVY1IeI44jmOIbFqM5LO8Whj/X7xi4RRXs8Xzg/UD38nkKNAzO2HHnqoeO9VnPti5VV9wrevNpc99/Usb6BHCGP7waorR39tItCXQJlr2bLnvjIJrDh2xJc6d911V9p6662Lc3D8CmF86s/P2267bXFcGT16tMEm0PECrb6WbdV1cyMDI4HViJJtCJQUqL0TJ248411Wvb1bp1Z03KDW3l0VB6Vrr702PfLII8UNcqymin3j26NISG2zzTbFSbh+lVWUE48Vxc1ynLDjhjz+Hje5kTWPm+6vfvWrKd5HUP8pW1dJErsRaLvAn/70p3Tbbbetiq2Ijb4+kXQ64ogjij/HRXLsFxfJ8b8jvmLfZcuWFUmoeJdcxOXHP/7x1Yp7+eWXVz1CHNvHfrF97BfxHcnoeLFsz8eKY7VXJMYiRuPl1aNGjSr+d22/gR57bDu0BhBYC4Ha++DifFWb733tHiuPYyVF/IhB2XNfz7IbSWANVl1rwWJTAm0XKHstW/bcV9/hRh4hjO3juHHFFVekJ598srhejmvuOKfWzs/x7/iiaNy4cW331AACgyHQymvZVtbViI0EViNKtiFQUqD20shGdo9VFrFKq/aJG9V77723+E8si44b5rhY32233YoVGX19g/TSSy+lW265JT3zzDPFzW7cMMfjTIccckjxvqze3r1Vtq5G+mUbArkJxLt1br/99oaaFfEWj/DVPpFAjsTSnXfemeLF7vHvuNmORNfBBx9cJLF6+8Tqyfnz5xfvtYoL7bjAjvfbTZkypVhB1VdyO24A4pGq+BGG+njef//9i/fZ9ZcUb6iDNiKQiUDtRjW+gBnoE4/Qz549u1ipVfuUOffV19NoAiv2abaugfrn7wRyEmjmWrbsua/W/0YTWLF9nCNjZXV8yRSPDdaumydOnFi8e7b+eJGTr7YQKCPQymvZVtbViIUEViNKtiFAgAABAgQIECBAgAABAgQIEGibgARW2+hVTIAAAQIECBAgQIAAAQIECBAg0IiABFYjSrYhQIAAAQIECBAgQIAAAQIECBBom4AEVtvoVUyAAAECBAgQIECAAAECBAgQINCIgARWI0q2IUCAAAECBAgQIECAAAECBAgQaJuABFbb6FVMgAABAgQIECBAgAABAgQIECDQiIAEViNKtiFAgAABAgQIECBAgAABAgQIEGibgARW2+hVTIAAAQIECBAgQIAAAQIECBAg0IiABFYjSrYhQIAAAQIECBAgQIAAAQIECBBom4AEVtvoVUyAAAECBAgQIECAAAECBAgQINCIgARWI0q2IUCAAAECBAgQIECAAAECBAgQaJuABFbb6FVMgAABAgQIECBAgAABAgQIECDQiIAEViNKtiFAgAABAgQIECBAgAABAgQIEGibgARW2+hVTIAAAQIECBAgQIAAAQIECBAg0IiABFYjSrYhQIAAAQIECBAgQIAAAQIECBBom4AEVtvoVUyAAAECBAgQIECAAAECBAgQINCIgARWI0q2IUCAAAECBAgQIECAAAECBAgQaJuABFbb6FVMgAABAgQIECBAgAABAgQIECDQiIAEViNKtiFAgAABAgQIECBAgAABAgQIEGibgARW2+hVTIAAAQIECBAgQIAAAQIECBAg0IiABFYjSrYhQIAAAQIECBAgQIAAAQIECBBom4AEVtvoVUyAAAECBAgQIECAAAECBAgQINCIgARWI0q2IUCAAAECBAgQIECAAAECBAgQaJuABFbb6FVMgAABAgQIECBAgAABAgQIECDQiIAEViNKtiFAgAABAgQIECBAgAABAgQIEGibgARW2+hVTIAAAQIECBAgQIAAAQIECBAg0IiABFYjSrYhQIAAAQIECBAgQIAAAQIECBBom4AEVtvoVUyAAAECBAgQIECAAAECBAgQINCIgARWI0q2IUCAAAECBAgQIECAAAECBAgQaJuABFbb6FVMgAABAgQIECBAgAABAgQIECDQiIAEViNKtiFAgAABAgQIECBAgAABAgQIEGibgARW2+hVTIAAAQIECBAgQIAAAQIECBAg0IiABFYjSrYhQIAAAQIECBAgQIAAAQIECBBom4AEVtvoVUyAAAECBAgQIECAAAECBAgQINCIgARWI0q2IUCAAAECBAgQIECAAAECBAgQaJuABFbb6FVMgAABAgQIECBAgAABAgQIECDQiIAEViNKtiFAgAABAgQIECBAgAABAgQIEGibgARW2+hVTIAAAQIECBDIW+DBBx9M559/fnrttdfSwQcfnE4//fQ0ZsyYvButdQQIECBAgEBXCkhgdeWw6hQBAgQIECBAoDmBF154IZ1zzjlp5syZafz48em8885LEydOTMccc0xzBdubAAECBAgQIFBCQAKrBJpdCBAgQIAAAQLdLnD//fen66+/Pv30pz9N6623XrrxxhvT4sWL07e//e1u77r+ESBAgAABAhkKSGBlOCiaRIAAAQIECBBot0CswPr5z3+eZs2alXbYYQcrsNo9IOonQIAAAQJDXEACa4hPAN0nQIAAAQIECPQl4B1Y5gYBAgQIECCQi4AEVi4joR0ECBAgQIAAAQIECBAgQIAAAQK9CkhgmRgECBAgQIAAAQK9Crz++uvpjDPOSM8991w6++yz0z777EOKAAECBAgQINAWAQmstrCrlAABAgQIECCQv8CCBQuKXyL86KOP0tSpU4tk1ogRI/JvuBYSIECAAAECXScggdV1Q6pDBAgQIECAAIHmBd5///107rnnpnvuuacobLPNNkvnn39+GjduXPOFK4EAAQIECBAgsJYCElhrCWZzAgQIECBAgMBQEFi8eHGx4mrs2LFpwoQJ6Xe/+12aPXt2OvLII4dC9/WRAAECBAgQyExAAiuzAdEcAgQIECBAgEAOAtdcc02aM2dOOvnkk9Oee+6ZzjzzzLTjjjumn/3sZ2nMmDFrNPH+++9PZ511Vpo8eXI69dRTi30feuihYt8f//jHadSoUTl0SxsIECBAgACBDhWQwOrQgdNsAgQIECBAgEBVAsuWLUs/+tGP0tNPP51++ctfpm222Sb95Cc/SY8++mj6xS9+kSZNmtRnAmvzzTdP7733XnrrrbeKbSKhFfuOHj26quYqlwABAgQIEBgCAhJYQ2CQdZEAAQIECBAgsDYCDz/8cPrBD36Qdtlll1Urrm688cZ0wQUXpOnTp6eZM2emYcOGrVZkbQVW/J+77rprmjVrVtp2223TypUrixVbPbdfm/bYlgABAgQIECAggWUOECBAgAABAgQIrBL48MMP069+9at02223FYmqY445pvhb7Z1Y6623Xvq///u/tMUWW/SawNpuu+2KVVqxEsuHAAECBAgQIDBYAhJYgyWpHAIECBAgQIBAFwi88sor6Xvf+156++23i0TV9ttvX/Sq/lcJv//976epU6f2msDyyGAXTAJdIECAAAECGQpIYGU4KJpEgAABAgQIEGiXQKy8Ov/889MXv/jFZZR0mAAABdVJREFU9MMf/jCtu+66q5rS39/qX+LunVftGj31EiBAgACB7hWQwOresdUzAgQIECBAgMBaCbz77rvFO6/uu+++dMYZZ6RDDz10tf1feOGF9N3vfjctX768eLn7TjvttOrvElhrRW1jAgQIECBAYC0FJLDWEszmBAgQIECAAIFuFXj88cfTmWeemZYuXTpgF08++eR0/PHHS2ANKGUDAgQIECBAYDAEJLAGQ1EZBAgQIECAAIEOF4hfC5wzZ06aO3du2njjjdMGG2zQa4/iXVivvvpq8W6s8847r9g2PlZgdfgE0HwCBAgQIJC5gARW5gOkeQQIECBAgACBVgi88cYb6ayzzkpPPfVUOvvss9M+++zTa7V9bSeB1YpRUgcBAgQIEBi6AhJYQ3fs9ZwAAQIECBAgsEpgwYIF6ZxzzlljZVVPovqVWvGOrO985ztpxIgRVmCZSwQIECBAgEClAhJYlfIqnAABAgQIECCQv8CHH35Y/PLg7bffnnq+26q31tfelTVq1Khiv3Hjxklg5T/MWkiAAAECBDpaQAKro4dP4wkQIECAAAECzQssXry4+NXB9957b41fF+yt9HgP1rnnnpvuueeeNHv27HTkkUdKYDU/DEogQIAAAQIE+hGQwDI9CBAgQIAAAQIECBAgQIAAAQIEshaQwMp6eDSOAAECBAgQIECAAAECBAgQIEBAAsscIECAAAECBAgQIECAAAECBAgQyFpAAivr4dE4AgQIECBAgAABAgQIECBAgAABCSxzgAABAgQIECBAgAABAgQIECBAIGsBCaysh0fjCBAgQIAAAQIECBAgQIAAAQIEJLDMAQIECBAgQIAAAQIECBAgQIAAgawFJLCyHh6NI0CAAAECBAgQIECAAAECBAgQkMAyBwgQIECAAAECBAgQIECAAAECBLIWkMDKeng0jgABAgQIECBAgAABAgQIECBAQALLHCBAgAABAgQIECBAgAABAgQIEMhaQAIr6+HROAIECBAgQIAAAQIECBAgQIAAAQksc4AAAQIECBAgQIAAAQIECBAgQCBrAQmsrIdH4wgQIECAAAECBAgQIECAAAECBCSwzAECBAgQIECAAAECBAgQIECAAIGsBSSwsh4ejSNAgAABAgQIECBAgAABAgQIEJDAMgcIECBAgAABAgQIECBAgAABAgSyFpDAynp4NI4AAQIECBAgQIAAAQIECBAgQEACyxwgQIAAAQIECBAgQIAAAQIECBDIWkACK+vh0TgCBAgQIECAAAECBAgQIECAAAEJLHOAAAECBAgQIECAAAECBAgQIEAgawEJrKyHR+MIECBAgAABAgQIECBAgAABAgQksMwBAgQIECBAgAABAgQIECBAgACBrAUksLIeHo0jQIAAAQIECBAgQIAAAQIECBCQwDIHCBAgQIAAAQIECBAgQIAAAQIEshaQwMp6eDSOAAECBAgQIECAAAECBAgQIEBAAsscIECAAAECBAgQIECAAAECBAgQyFpAAivr4dE4AgQIECBAgAABAgQIECBAgAABCSxzgAABAgQIECBAgAABAgQIECBAIGsBCaysh0fjCBAgQIAAAQIECBAgQIAAAQIEJLDMAQIECBAgQIAAAQIECBAgQIAAgawFJLCyHh6NI0CAAAECBAgQIECAAAECBAgQkMAyBwgQIECAAAECBAgQIECAAAECBLIWkMDKeng0jgABAgQIECBAgAABAgQIECBAQALLHCBAgAABAgQIECBAgAABAgQIEMhaQAIr6+HROAIECBAgQIAAAQIECBAgQIAAAQksc4AAAQIECBAgQIAAAQIECBAgQCBrAQmsrIdH4wgQIECAAAECBAgQIECAAAECBCSwzAECBAgQIECAAAECBAgQIECAAIGsBSSwsh4ejSNAgAABAgQIECBAgAABAgQIEJDAMgcIECBAgAABAgQIECBAgAABAgSyFpDAynp4NI4AAQIECBAgQIAAAQIECBAgQOD/AWzfhcBx4BDbAAAAAElFTkSuQmCC" 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Svolder liknar mer en fond som investerar i mindre och medelstora företag på börsen men med skillnaden att bolagets egna aktier är börsnoterade. Det innebär att aktiekursen värderas efter marknadens värdering och inte vad substansvärdet är vid köp. Köper du en fond kommer du alltid att betala vad substansvärdet är vid köpet men köper du en aktie så betalar du det som marknaden prissätter det till. Marknaden är dock inte helt effektiv och priset på aktien kan vara högre eller lägre än substansvärdet. Det är detta som gör att jag hellre vill köpa investmentbolag med rabatt på substansvärdet än fonder där jag inte kan få någon rabatt. </div>
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Med hjälp av ovanstående diagram kan man se att Svolder praktiskt taget alltid har värderats med rabatt eller väldigt nära substansvärdet. Detta är något som jag verkligen tycker om och det gör att jag såklart köper aktier i Svolder och anser att bolaget är ett självklart val att ha i min pensionsfond. </div>
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Svolder har olikt andra investmentbolag inga maktambitioner i sina investeringar utan här är det någorlunda långsiktiga investeringar i bolag som de tror på för att tjäna pengar till sina aktieägare. Portföljen innehåller idag 17 bolag och inget av bolagen upptar mer än 15% av Svolders subsansvärde, det kallar jag riktigt bra riskspridning. Sedan starten 1993 har Svolder gett sina aktieägare en totalavkastning på hela 14% per år (inklusive återinvesterade utdelningar) vilket är riktigt bra under en så lång tidshorisont. </div>
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Min förhoppning är såklart att Svolder ska lyckas ge oss aktieägare en lika fin avkastning framöver och mina 75st aktier i Svolder kommer att garanterat öka med tiden.</div>
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<span style="font-family: "quot"; font-size: 16px;"><b>Annons:</b> </span><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: quot; font-size: 16px;" target="_blank">Savr - Fonder för upp till hälften av avgiften jämfört med Avanza och Nordnet.</a><br />
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<b>Fler inlägg om investmentbolagens rabatt & premie på substansvärde</b></div>
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<a href="https://miljonmal.blogspot.com/2020/02/latours-rabatt-premie-pa-substansvarde.html">Latours rabatt & premie på substansvärde sedan 1982</a><br />
<a href="https://miljonmal.blogspot.com/2020/03/investors-rabatt-premie-pa.html">Investors rabatt & premie på substansvärde sedan 1990</a><br />
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<b>Nu till lite egen reklam:</b><br />
Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<br />
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<a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div>
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<a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div>
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<b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div>
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<li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li>
<li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li>
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<i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br />
<i><br /></i>Bild från <a href="https://svolder.se/" target="_blank">Svolder</a>.</div>
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MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-64933111579142088302020-03-20T01:45:00.002-07:002020-03-20T01:45:12.494-07:00Extra Corona insättningar till Pensionsfonden<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHyFGC9Cjj0DwoYmIzmNPkC9dYw3PGXIWXmW3TX6FZVafCOzl6eFdh8ylDzdqIGuK-0noQdI3sP9nHnZrWsEBiLFie-u5fOcJnfJPj2mbYCrIGJciExPL5iCXLPh9w7ai2rOj-7igZPOdY/s1600/bust-2794420_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="336" data-original-width="640" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHyFGC9Cjj0DwoYmIzmNPkC9dYw3PGXIWXmW3TX6FZVafCOzl6eFdh8ylDzdqIGuK-0noQdI3sP9nHnZrWsEBiLFie-u5fOcJnfJPj2mbYCrIGJciExPL5iCXLPh9w7ai2rOj-7igZPOdY/s320/bust-2794420_640.jpg" width="320" /></a></div>
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Ingen har nog missat att börsen har gått ner rejält eller t.o.m. kraschat p.g.a. Corona virusets extremt snabba framfart världen över. Företag efter företag stänger ner temporärt och aktiekurserna dalar ner rejält och detta ser jag som ett ypperligt tillfälle att investera mer snarare än mindre. Det är under dessa tillfällen som man med tiden kan få en rejäl värdeökning bara man har tålamod och inte riskerar mer än vad man kan undvara. Världen kommer inte att gå under denna gång heller men det kommer att gå trögt och dåligt under flera månader framöver, kanske något år men sedan borde vi få en uppgång igen.<br />
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Mitt mål i början av året har varit att sätta in 5000kr/mån i min pensionsfond som ska innehålla investmentbolag eller underliggande företag till dessa men som situationen är idag har jag valt att göra flera extra insättningar. Hittills har jag hunnit med att sätta in 3 x 5000 eller totalt 15000kr som jag såklart har investerat brett i min portfölj. Exempel på företag som jag har investerat i är bla:<br />
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Investor<br />
Öresund<br />
Traction<br />
Indutrade<br />
Assa Abloy<br />
Industrivärden<br />
Hexagon<br />
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<span style="font-family: "quot"; font-size: 16px;"><b>Annons:</b> </span><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: quot; font-size: 16px;" target="_blank">Savr - Fonder för upp till hälften av avgiften jämfört med Avanza och Nordnet.</a><br />
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Vissa tycker nog att jag har varit lite för tidig och detta kan såklart vara sant men jag kommer att fortsätta även med mina månadsinsättningar så om det går ner mer kommer jag att kunna köpa fler aktier billigare än tidigare vilket jag tycker är extra roligt. Vi kommer att som sagt få en uppgång igen men det kan ta lite tid innan det händer och under tiden är det bara att vänta och köpa mer för de pengar jag kan undvara.<br />
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Jag har även sysslat med lite kortsiktig handel då aktiekurserna har varit rejält volatila. Ex. har Hexagon en tendens att sjunka rejält och sedan studsa uppåt rejält någon timme efter och i dessa lägen har jag köpt och sålt en aktie som jag ändå tänkt äga på mycket långsikt. Det är endast en lite del av portföljen som används för dessa kortsiktiga affärer och resten förblir stängda i byrålådan.<br />
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<a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1538555&media_id=54887" target="_blank"><img src="https://impr.adservicemedia.dk/cgi-bin/Services/ImpressionService/Image.pl?bid=1538555&media_id=54887" /></a></div>
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Mina reserver är väldigt låga just nu så jag kommer troligen vänta till löningen innan jag gör nästa insättning. Månadsrapporten kommer att bli en väldigt dyster läsning men på några års sikt tror jag att dessa insättningar kommer att ge mig en rejäl värdeökning. Det är bara att vänta och låta min investmentbolag tjäna pengar åt mig.<br />
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Detta är första gången jag tänker ta det lugnt och köpa fler aktier vid en börskrasch, vid tidigare krascher (IT, Finans) sålde jag det mesta efter att börsen gått ner rejält men detta har visat sig vara en riktigt dålig strategi. Tittar man i backspegeln har det alltid varit bättre att köpa när allt drar nedåt men självklart vill man kunna pricka botten vilket kan vara väldigt svårt. Ingen vet när det kan vända, det kan hända imorgon, om någon månad eller om något år men jag är ganska säker på att det kommer att vända. Hade jag vid tidigare krascher köpt mer och behållit aktierna hade jag idag varit mångmiljonär.<br />
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<b>Nu till lite egen reklam:</b><br />
Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<br />
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<a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div>
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<a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div>
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<b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div>
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<li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li>
<li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li>
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<i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br />
<i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div>
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MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com2tag:blogger.com,1999:blog-2177557239568945142.post-70495056551214867982020-03-19T01:55:00.002-07:002020-03-19T01:55:36.154-07:00Investors rabatt & premie på substansvärde sedan 1990<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8UJqBb7adw4PpUZbcev2BQTmoy60TYBZbILJVSsXRbYGJfgIj5iggDbH7zu1EU37F6qma4tOv4DSXGv9FT5-0TDISggjYkdtTbWXO9XBnLsnHr3wGWdCfp2onrNyEmYotFH9zp2Yq0NXY/s1600/logo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="39" data-original-width="131" height="95" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8UJqBb7adw4PpUZbcev2BQTmoy60TYBZbILJVSsXRbYGJfgIj5iggDbH7zu1EU37F6qma4tOv4DSXGv9FT5-0TDISggjYkdtTbWXO9XBnLsnHr3wGWdCfp2onrNyEmYotFH9zp2Yq0NXY/s320/logo.png" width="320" /></a></div>
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Jag har idag gått igenom Investors alla årsredovisningar sedan 1994 för att få fram den historiska rabatt/premie värderingen för företaget. Jag har valt att använda mig av aktiekursen/substansvärdet vid bokslutsdatumet för alla åren förutom 2020 som visar substansrabatten enligt <a href="http://ibindex.se/">ibindex.se</a> 2020-03-19. Tyvärr har jag inte kunnat gå längre tillbaks i tiden då äldre årsredovisningar är för bolaget Export kredit som tidigare var ett systerbolag till Investor men som under 90-talet slogs de båda bolagen ihop. Över 100 betyder att aktiekursen värderas med premie jämfört med substansvärdet och under 100 så värderas den med rabatt.<br />
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<span style="font-family: "quot"; font-size: 16px;"><b>Annons:</b> </span><a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" style="font-family: quot; font-size: 16px;" target="_blank">Savr - Fonder för upp till hälften av avgiften jämfört med Avanza och Nordnet.</a><br />
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<table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="100"></col><col width="137"></col></colgroup><tbody>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"År"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">År</td><td data-sheets-value="{"1":2,"2":"Kurs/subsansvärde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">Kurs/subsansvärde</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1989}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1989</td><td data-sheets-value="{"1":3,"3":80}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1990}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1990</td><td data-sheets-value="{"1":3,"3":77}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">77</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1991}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1991</td><td data-sheets-value="{"1":3,"3":70}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1992}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1992</td><td data-sheets-value="{"1":3,"3":73.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">73,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1993}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1993</td><td data-sheets-value="{"1":3,"3":78}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1994}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1994</td><td data-sheets-value="{"1":3,"3":85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">85</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1995}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1995</td><td data-sheets-value="{"1":3,"3":85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">85</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1996}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1996</td><td data-sheets-value="{"1":3,"3":76}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">76</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1997}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1997</td><td data-sheets-value="{"1":3,"3":88}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">88</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1998</td><td data-sheets-value="{"1":3,"3":78}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">78</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":1999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1999</td><td data-sheets-value="{"1":3,"3":63}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">63</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2000}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2000</td><td data-sheets-value="{"1":3,"3":75}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2001</td><td data-sheets-value="{"1":3,"3":74}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">74</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2002}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2002</td><td data-sheets-value="{"1":3,"3":63}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">63</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2003}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2003</td><td data-sheets-value="{"1":3,"3":64}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">64</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2004}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2004</td><td data-sheets-value="{"1":3,"3":70}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2005}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2005</td><td data-sheets-value="{"1":3,"3":79}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">79</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2006}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2006</td><td data-sheets-value="{"1":3,"3":80}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2007}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2007</td><td data-sheets-value="{"1":3,"3":72}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">72</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2008}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2008</td><td data-sheets-value="{"1":3,"3":76}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">76</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2009}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2009</td><td data-sheets-value="{"1":3,"3":71}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">71</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2010}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2010</td><td data-sheets-value="{"1":3,"3":63}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">63</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2011}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2011</td><td data-sheets-value="{"1":3,"3":61}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">61</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2012}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2012</td><td data-sheets-value="{"1":3,"3":73}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">73</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2013}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2013</td><td data-sheets-value="{"1":3,"3":77}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">77</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2014}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2014</td><td data-sheets-value="{"1":3,"3":83}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">83</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2015}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2015</td><td data-sheets-value="{"1":3,"3":87}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">87</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2016}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2016</td><td data-sheets-value="{"1":3,"3":86}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">86</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2017}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2017</td><td data-sheets-value="{"1":3,"3":84}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">84</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2018}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2018</td><td data-sheets-value="{"1":3,"3":88}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">88</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2019}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2019</td><td data-sheets-value="{"1":3,"3":80}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":2020}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2020</td><td data-sheets-value="{"1":3,"3":74.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">74,5</td></tr>
</tbody></table>
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" width="400" /><div>
Som man kan se av diagrammet så har Investor aldrig värderats med premie vi årskiftet och rabatten verkar hålla sig runt 75-80. Tänk på att de senaste åren har Investor ändrat värderingen av substansvärdet och värderat deras onoterade innehav med rabatt vilket gör att rabatten idag är klart lägre än vad den för bara några år sedan.</div>
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För mig är Investor ett av de bästa investmentbolagen att äga på mycket långsikt och planen är att Investor alltid ska ha en stor del av min pensionsfond. När detta skrivs sprider sig Corona viruset med rasande fart och börsen har tagit rejält med skada, vilket även inkluderar Investors aktiekurs. Jag fortsätter köpa på mig fler aktier då och då i Investor och jag räknar med att detta kommer att ge mig en fin värdeökning under åren som kommer.</div>
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<b>Övriga artiklar om investmentbolagens rabatt & premie på substansvärde</b></div>
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<a href="https://miljonmal.blogspot.com/2020/02/latours-rabatt-premie-pa-substansvarde.html">Latours rabatt & premie på substansvärde sedan 1982</a><br /><br />
<b>Nu till lite egen reklam:</b><br />
Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<br />
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<div style="font-family: "times new roman";">
<a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div>
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<a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div>
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<b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div>
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<li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li>
<li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li>
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<i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br />
<i><br /></i>Bild från <a href="https://www.investorab.com/" target="_blank">Investor</a>.</div>
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MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0tag:blogger.com,1999:blog-2177557239568945142.post-24645232682323962192020-03-01T02:14:00.000-08:002020-03-01T02:14:33.725-08:00Månadsrapport Februari 2020<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTOLHvnK2-B0JD2pBqb_2kofbWvbfv9STwx7gU_MqKMhcKDnxrd0e1Zg6ilg8U8euZMCw7FX_GP8aSZboW2gLrBj7KbEzdEwjPwDPdy_iTLCF6QZsKjM0AMSA7S-S3WruhC0gsZPGJSGrL/s1600/apple-589640_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="640" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTOLHvnK2-B0JD2pBqb_2kofbWvbfv9STwx7gU_MqKMhcKDnxrd0e1Zg6ilg8U8euZMCw7FX_GP8aSZboW2gLrBj7KbEzdEwjPwDPdy_iTLCF6QZsKjM0AMSA7S-S3WruhC0gsZPGJSGrL/s320/apple-589640_640.jpg" width="320" /></a></div>
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Februari var helt klart en dålig månad för mig och det är två saker som är orsaken till detta, för det första så gick aktiemarknaden ner rejält under månaden och pensionsfonden ligger nu en dryg 1000-lapp lägre än i Januari trots månadsinsättningen på 5000 kr. För det andra var det en riktigt dålig månad lönemässigt då jag arbetar med timlön och under lågsäsong blir det inte så många timmar betalt. Nu i Mars kommer säsongen starta igen och lönen kommer snart att gå upp till lite mer normala nivåer.<br />
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Då jag är i början av mitt sparande välkomnar jag denna nedgång på aktiemarknaden och jag har under månaden köpt på mig aktier i mest de underliggande bolagen till Latour, Lundbergföretagen, Melker Schörling och Bure. Jag gör detta då investmentbolagen värderas med en premie men jag vill heller inte ligga utanför och då är ett sätta att köpa de underliggande företagen istället. Skulle aktiekursen gå ner till rabatt igen så kommer jag sälja av de underliggande bolagen och köpa investmentbolagen istället.<br />
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Totala värdet gick ner hela 14000 kr under Februari och detta är något som jag är starkt besviken på men jag visste såklart att lönen skulle bli lägre än vanligt. Lönen nästa månad kommer också att bli låg men med Aprils löneutbetalning borde jag ligga på lite mer normala nivåer igen.<br />
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<a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1321507&media_id=54887" target="_blank"><img src="https://impr.adservicemedia.dk/cgi-bin/Services/ImpressionService/Image.pl?bid=1321507&media_id=54887" /></a></div>
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Under månaden lyckades jag teckna en ny kund till mitt egna företag där jag jobbar som redovisningskonsult till små- och medelstora företag. Riktigt kul att få en till kund och jag hoppas att fler ska komma till de närmaste månaderna. I början av året satte jag upp som mål att få in 10 nya kunder till företaget och jag ligger ganska så hyfsat till just nu. Jag fortsätter att söka nya kunder genom att skicka ut mail och brev till potentiella kunder men såklart även genom min egen blogg.<br />
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<b>Nu till lite egen reklam:</b><br />
Söker du en redovisningskonsult som likt dig varit egen företagare under många år så är du välkommen att kontakta mig genom kommentar fältet nedan eller DM på Twitter. Jag erbjuder både fast pris och tim pris till låga priser. Jag kan hålla låga priser då jag sköter allt digitalt och jobbar hemifrån utan dyra lokal kostnader. Jag kan ta emot kunder från hela Sverige. <a href="http://www.sweweb.nu/">www.sweweb.nu</a>. ex. På tjänster är bokföring, löner, moms, deklarationer, bokslut, årsredovisningar och mycket mer.<br />
<br />
Under månaden öppnade jag även ett konto hos <a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> som erbjuder investerande i fonder till mycket lägre avgifter än vad de flesta bankerna tar. Jag är ganska så snål av mig och hatar verkligen avgifter och helst vill jag investera i aktier direkt men i vissa fall kan det vara en bra idé att låta en förvaltare göra jobbet när jag själv har så svårt att investera i bra bolag. Att investera i andra länder kan också vara svårt och då brukar en fond fungera bra. Jag börjar lite sakta och satte in 400 kr som investerades i Spiltan Aktiefond Småland och Core Ny Teknik A.<br />
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<a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">Om du vill testa att öppna ett kostnadsfritt ISK fondkonto hos SAVR så kan du lätt göra det via min värvningslänk. </a> (Annonslänk)<br />
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Mitt småtradande i Volati aktier har dock gått riktigt bra under månaden och har hjälp till så att nedgången i Pensionsfonden inte blev allt för djup. Pensionsfonden ligger fortfarande på 13000 kr plus jämfört med insättningarna trots den senaste tidens nedgångar.<br />
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<b style="font-family: "times new roman"; font-size: 18.73px;">Resultat Februari:</b><br />
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MiljonMåls Pensionfond: 97.939 kr<br />
Likvider bankkonton: 45.188 kr</div>
<div style="font-family: "times new roman"; font-size: 16px; margin: 0px;">
Övriga aktier/likvid: 11.445 kr</div>
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4Spar konto: 2.113 kr<br />
Sushirullen + Golfstar (onoterade innehav) 8.000 kr<br />
<a href="https://track.adtraction.com/t/t?a=1315701143&as=1159805096&t=2&tk=1" target="_blank">SAVR</a> fonder 394 kr</div>
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<b>Summa: 165.079 kr</b></div>
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Månadens insättning: 5.000 kr </div>
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<b>Totala insättningar Pensionfonden: 84.800 kr</b></div>
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<b>Pensionsfonden sista Februari</b><br />
<table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial, sans, sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="184"></col><col width="57"></col><col width="57"></col><col width="100"></col><col width="86"></col></colgroup><tbody>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Aktie"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Aktie</td><td data-sheets-value="{"1":2,"2":"Antal"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Antal</td><td data-sheets-value="{"1":2,"2":"Kurs"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kurs</td><td data-sheets-value="{"1":2,"2":"Marknads värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Marknads värde</td><td data-sheets-value="{"1":2,"2":"Portföljandel"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Portföljandel</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"AAK "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">AAK</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-value="{"1":3,"3":190.85}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190,85</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[32]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alimak Group"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alimak Group</td><td data-sheets-value="{"1":3,"3":17}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">17</td><td data-sheets-formula="=GoogleFinance("ALIG")" data-sheets-value="{"1":3,"3":111.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">111,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1897.1999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1897,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[31]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.9371280840688267}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Assa Abloy"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Assa Abloy</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("ASSA-B")" data-sheets-value="{"1":3,"3":214.9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">214,9</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":859.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">859,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[30]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.8776909661952159}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,9</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Berkshire Hathaway B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Berkshire Hathaway B</td><td data-sheets-value="{"1":3,"3":2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2</td><td data-sheets-value="{"1":3,"3":1980}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1980</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3960}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3960</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[29]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":4.043341351946318}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Bure"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Bure</td><td data-sheets-value="{"1":3,"3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1</td><td data-sheets-formula="=GoogleFinance("BURE")" data-sheets-value="{"1":3,"3":180.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">180,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":180.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">180,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[28]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.184605079907044}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Creades"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Creades</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("CRED-A")" data-sheets-value="{"1":3,"3":462.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">462,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[27]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fagerhult AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fagerhult AB</td><td data-sheets-value="{"1":3,"3":32}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">32</td><td data-sheets-formula="=GoogleFinance("FAG")" data-sheets-value="{"1":3,"3":51.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">51,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1651.2}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1651,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[26]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.685950818266101}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Fram skandinavien B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Fram skandinavien B</td><td data-sheets-value="{"1":3,"3":26}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">26</td><td data-sheets-value="{"1":3,"3":44.4}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">44,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1154.3999999999999}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1154,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[25]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.1786952668401083}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexagon B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexagon B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HEXA-B")" data-sheets-value="{"1":3,"3":512.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">512,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[24]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hexpol"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hexpol</td><td data-sheets-value="{"1":3,"3":6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6</td><td data-sheets-formula="=GoogleFinance("HPOL-B")" data-sheets-value="{"1":3,"3":71.7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">71,7</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":430.20000000000005}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">430,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[23]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.4392539014159864}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Holmen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Holmen B</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("HOLM-B")" data-sheets-value="{"1":3,"3":269.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">269,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[22]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hufvudstaden A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hufvudstaden A</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("HUFV-A")" data-sheets-value="{"1":3,"3":172.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">172,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1378.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1378,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[21]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.4074095251320216}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Industrivärden "}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Industrivärden</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("INDU-C")" data-sheets-value="{"1":3,"3":216.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">216,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1730.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1730,4</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[20]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.7668176453050275}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,8</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Indutrade AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Indutrade AB</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("INDT")" data-sheets-value="{"1":3,"3":310.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">310,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1241.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1241,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[19]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.267730460246603}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Investor A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Investor A</td><td data-sheets-value="{"1":3,"3":23}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">23</td><td data-sheets-formula="=GoogleFinance("INVE-A")" data-sheets-value="{"1":3,"3":475.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">475,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":10938.800000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10938,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[18]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":11.169015752694541}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kinnevik B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kinnevik B</td><td data-sheets-value="{"1":3,"3":61}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">61</td><td data-sheets-formula="=GoogleFinance("KINV-B")" data-sheets-value="{"1":3,"3":194.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">194,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":11864.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">11864,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[17]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":12.11419784600179}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"NAXS AB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">NAXS AB</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("NAXS")" data-sheets-value="{"1":3,"3":49}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">49</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[16]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Latour B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Latour B</td><td data-sheets-value="{"1":3,"3":20}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td data-sheets-formula="=GoogleFinance("LATO-B")" data-sheets-value="{"1":3,"3":150.1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">150,1</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3002}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3002</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[15]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.065179479430012}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Lundbergföretagen B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Lundbergföretagen B</td><td data-sheets-value="{"1":3,"3":8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">8</td><td data-sheets-formula="=GoogleFinance("LUND-B")" data-sheets-value="{"1":3,"3":397}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">397</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3176}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3176</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[14]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.242841447924623}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,2</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Millicom SDB"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Millicom SDB</td><td data-sheets-value="{"1":3,"3":7}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7</td><td data-sheets-formula="=GoogleFinance("TIGO-SDB")" data-sheets-value="{"1":3,"3":440.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">440,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3084.2000000000003}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3084,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[13]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.1491094438567764}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mycronic"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mycronic</td><td data-sheets-value="{"1":3,"3":15}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td data-sheets-formula="=GoogleFinance("MYCR")" data-sheets-value="{"1":3,"3":135.3}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">135,3</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":2029.5000000000002}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2029,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[12]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":2.0722124428724884}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">2,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nederman"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nederman</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("NMAN")" data-sheets-value="{"1":3,"3":126.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">126,6</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1519.1999999999998}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1519,2</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[11]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5511727732012237}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Securitas B"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Securitas B</td><td data-sheets-value="{"1":3,"3":12}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12</td><td data-sheets-formula="=GoogleFinance("SECU-B")" data-sheets-value="{"1":3,"3":130.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">130,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1564.8000000000002}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1564,8</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[10]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5977324614963633}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,6</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"SWECO"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">SWECO</td><td data-sheets-value="{"1":3,"3":4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">4</td><td data-sheets-formula="=GoogleFinance("SWEC-B")" data-sheets-value="{"1":3,"3":308.4}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">308,4</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1233.6}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1233,6</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[9]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.2595620938790348}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,3</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svenska Handelsbanken A"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svenska Handelsbanken A</td><td data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=GoogleFinance("SHB-A")" data-sheets-value="{"1":3,"3":96.48}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">96,48</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[8]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,0</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Svolder"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Svolder</td><td data-sheets-value="{"1":3,"3":75}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td><td data-sheets-formula="=GoogleFinance("SVOL-B")" data-sheets-value="{"1":3,"3":124}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">124</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":9300}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9300</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[7]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":9.495725902298172}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Traction"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Traction</td><td data-sheets-value="{"1":3,"3":21}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">21</td><td data-sheets-formula="=GoogleFinance("TRAC-B")" data-sheets-value="{"1":3,"3":170.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">170,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":3580.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3580,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[6]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":3.655854472384796}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">3,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vitrolife"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vitrolife</td><td data-sheets-value="{"1":3,"3":9}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">9</td><td data-sheets-formula="=GoogleFinance("VITR")" data-sheets-value="{"1":3,"3":163.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">163,5</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":1471.5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1471,5</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[5]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":1.5024688887345978}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">1,5</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Volati"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Volati</td><td data-sheets-value="{"1":3,"3":243}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">243</td><td data-sheets-formula="=GoogleFinance("VOLO")" data-sheets-value="{"1":3,"3":42}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">42</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":10206}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10206</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[4]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":10.420793393425283}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10,4</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vostok New Ventures"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vostok New Ventures</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-formula="=GoogleFinance("VNV-SDB")" data-sheets-value="{"1":3,"3":68.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">68,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-value="{"1":3,"3":688}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">688</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[3]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":0.7024795076108754}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">0,7</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Öresund"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Öresund</td><td data-sheets-value="{"1":3,"3":98}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">98</td><td data-sheets-formula="=GoogleFinance("ORES")" data-sheets-value="{"1":3,"3":130.8}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">130,8</td><td data-sheets-formula="=SUM(R[0]C[-2]*R[0]C[-1])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":12818.400000000001}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">12818</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[2]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":13.088173430754718}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Likvider"}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Likvider</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":6978}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">6978</td><td data-sheets-formula="=SUM(R[0]C[-1]/R[1]C[-1])*100" data-sheets-numberformat="{"1":2,"2":"0.0","3":1}" data-sheets-value="{"1":3,"3":7.124857564111467}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">7,1</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Totalt värde"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Totalt värde</td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-formula="=SUM(R[-32]C[0]:R[-1]C[0])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":97938.79999999999}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">97939</td></tr>
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<a href="https://miljonmal.blogspot.com/p/strategier-och-mal.html">MiljonMåls mål och strategier</a></div>
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<a href="http://miljonmal.blogspot.com/p/miljon-mals-spartips.html">MiljonMåls spartips</a></div>
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<b><u><br /></u></b><b><u>Gratis Aktiehandel (Annons)</u></b></div>
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<li><a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Avanza</a> erbjuder courtagefri (gratis) handel i aktier för alla nya kunder som har ett depåvärde på mindre än 50000 kr hos Avanza. Avanza var mitt första konto med courtagefri handel men nu ligger depåvärdet på drygt 42000 kr och därför kommer inga flera insättningar att göras på detta konto. <a href="https://click.adrecord.com/?c=23843&p=836&url=https%3A//www.avanza.se/konton-lan-prislista/konton/isk.html" target="_blank">Starta här en gratis ISK depå hos Avanza</a>. (annonslänk)</li>
<li><a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Nordnet </a>erbjuder gratis handel i aktier så länge depåvärdet är mindre än 80000kr. Jag har tyvärr varit kund hos Nordnet i många år så jag kunde inte ta del av detta erbjudande. <a href="https://online.adservicemedia.dk/cgi-bin/click.pl?bid=1387463&media_id=54887" target="_blank">Öppna ett gratis ISK hos Nordnet här</a>. (annonslänk)</li>
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<i><b>Friskrivning:</b> Mina inlägg ska aldrig ses som rekommendationer och jag skriver endast det som jag tänker på och mina privata aktieaffärer. Väljer du att följa mina exempel gör du detta helt på din egen risk vilket kan medföra att du kan förlora delar eller hela din investering. Jag äger aktier i de bolag som är upplagda <a href="http://miljonmal.blogspot.com/p/portfoljen.html">här</a>.</i><br />
<i><br /></i>Bild från <a href="https://pixabay.com/en/currency-market-stock-exchange-1019996/">Pixabay</a>.</div>
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MiljonMålhttp://www.blogger.com/profile/12492831516394251004noreply@blogger.com0