tag:blogger.com,1999:blog-63792208451420250042023-11-16T08:48:41.958+01:00PensionärsmiljonärenEn blogg om jakten på miljonen till pensionen.Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.comBlogger162125tag:blogger.com,1999:blog-6379220845142025004.post-10456771766497363762020-12-30T11:18:00.001+01:002020-12-30T11:18:31.469+01:00Flyttar till WordPress<p>Till följd av att BlogSpot tagit bort möjligheten för direktuppladdning av bilder i bloggposter har MarsEdit, det program jag vanligtvis använder för att skriva blogginlägg, tagit bort sitt stöd för plattformen. I och med detta har jag valt att flytta min blogg till WordPress istället. Vill ni fortsätta följa mig får ni nu göra det på <a href="https://pensionarsmiljonaren.wordpress.com">https://pensionarsmiljonaren.wordpress.com</a>. Jag tror dock inte att aktiviteten kommer att öka nämnvärt bara på grund av detta tjänstebyte. 😀</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-75779763392841937042019-05-13T22:30:00.001+02:002019-05-13T22:30:40.624+02:00En epok går i graven<p>Detta rör förvisso inte mitt pensionssparande, men härom dagen så förföll min sista premieobligation. Det finns förvisso en sista kvar på marknaden: 2014:2 som inte förfaller förrän 2021, men av någon anledning tecknade jag aldrig den.</p>
<p>För er som inte känner till premieobligationer så var de ett sätt för staten att låna pengar. En obligation som ger ränta och som vid förfallodagen återbetalades. Skillnaden mot vanliga obligationer är dock att obligationerna är numrerade, räntan poolas och lottas sedan ut vid en eller flera dragningstillfällen per år. Högsta vinsten är 1 miljon kronor. Inte illa för 5000 kr sparat. Sannolikheten för att vinna miljonen på just denna obligation är 1/420.000, vilket inte är helt illa. Helt enkelt en lott där du efter ett antal år får tillbaka kostnaden för lotten oavsett om du vunnit eller inte. Om du dessutom köper en följd (vilket de senaste obligationerna var 10 stycken) så är du garanterad vinst varje år motsvarande en viss ränta som gällde när obligationen gavs ut. Just det senare är orsaken till att premieobligationerna nu försvinner. I och med den låga räntan blir vinsterna i premieobligationerna väldigt små, och efterfrågan har minskat. Den senaste premieobligationen gavs ut 2016, och Riksgälden, som är de som ansvarar för premieobligationerna, lämnade 2018 ett förslag till regeringen om att premieobligationssystemet ska avvecklas helt.</p>
<p>En epok går alltså i graven, men bortsett från nostalgiska känslor kommer jag knappast att sakna detta sparsätt.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-56052988523819424672018-08-06T19:08:00.001+02:002018-08-06T19:08:31.740+02:00En milstolpe i miljonplanen!<p>Sitter och sammanfattar juli månad och konstaterar att portföljen steg med 5,70% exklusive nysparande. En bra månad med andra ord även inte just det var något rekord. Däremot så har de senaste månadernas uppgångar fått det egna kapitalet att nå en sådan nivå att även utan värdeökning så kommer enbart månadssparande om 2000 kr att ta mig till miljonen till pensionen!</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com1tag:blogger.com,1999:blog-6379220845142025004.post-30024134928528647292018-08-06T17:17:00.001+02:002018-08-06T17:17:59.605+02:00Att äga aktier där man är anställd<p>För ett antal månader sedan fick jag (tillsammans med alla andra anställda) ett erbjudande att köpa aktier i bolaget där jag är anställd. Jag tror på mitt företag. Vi är inget startup med förhoppningar på kursdubbleringar varje månad utan ett stort, stabilt företag med gedigen historik. Jag tror på våra produkter, och jag tror att företaget kommer att kunna fortsätta leverera i framtiden. Ja, jag säger ju till och med ”mitt företag” här i blogginlägget, trots att mina aktier enbart utgör 0,0000022% av företagets utstående aktier. (Behöver med andra ord inte läsa på flaggningsreglerna riktigt än.) Varför då inte köpa aktier?</p>
<p>Jag köpte, och det tycker jag man mycket väl kan göra, men när man köper aktier i det bolag där man är anställd tillkommer ytterligare en dimension man måste ha med i beräkningarna, en dimension som ofta glöms bort men som är väldigt viktig:</p>
<blockquote>
<p>Om företaget där du jobbar går i konkurs förlorar du inte bara ditt jobb, du förlorar även ditt sparade kapital.</p>
</blockquote>
<p>Helt plötsligt står du där utan inkomster, och aktierna som du skulle kunna sälja en regnig dag för att klara dig några månader till är helt plötsligt värdelösa. Just detta har drabbat fler än en person som satsat i bolaget där man är anställd. Som alltid gäller riskmedvetenhet och riskspridning. Ha med det ovan i beräkningarna och varför inte sätta en gräns för hur stor del av ditt sparade kapital som du kan tänkas vara bundet i företaget där du jobbar. Själv har jag inte satt någon gräns än, och innehavet utgör mindre än 5% av mitt totala aktiesparande om jag räknar med både det som är pensionssparande och det som inte är det, så jag känner i dagsläget ingen oro för riskexponeringen. Men jag kommer att tänka lite på det varje gång vi i framtiden erbjuds köpa aktier.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-20115271733644107512018-07-14T13:49:00.000+02:002018-07-14T13:49:25.299+02:00Halvårssammanställning 2018Halvlek får man väl säga så här i fotbollstider.<br />
<h2>
Första halvåret 2018 i några punkter:</h2>
<table>
<thead>
<tr>
<th scope="row"><br /></th>
<th style="text-align: center;">2018-06-30</th>
<th style="text-align: center;">2017-12-31</th>
<th colspan="2" style="text-align: center;">Skillnad</th>
</tr>
</thead>
<tbody>
<tr>
<th scope="row"><div align="right">
Tillgångar:</div>
</th>
<td><div align="right">
384 360,88 kr</div>
</td>
<td><div align="right">
319 093,65 kr</div>
</td>
<td><div align="right">
65 267,23 kr</div>
</td>
<td><div align="right">
20,1 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Belåning:</div>
</th>
<td><div align="right">
71 092,79 kr</div>
</td>
<td><div align="right">
55 953,36 kr</div>
</td>
<td><div align="right">
15 139,43 kr</div>
</td>
<td><div align="right">
27,1 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Belåningsgrad:</div>
</th>
<td><div align="right">
18,50 %</div>
</td>
<td><div align="right">
17,54 %</div>
</td>
<td><div align="right">
96 bps</div>
</td>
<td><div align="right">
5,5 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Eget kapital:</div>
</th>
<td><div align="right">
313 268,09 kr</div>
</td>
<td><div align="right">
263 140,29 kr</div>
</td>
<td><div align="right">
50 127,80 kr</div>
</td>
<td><div align="right">
19,0 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Nysparande:</div>
</th>
<td><div align="right">
21 376,85 kr</div>
</td>
<td><div align="right">
21 900,00 kr</div>
</td>
<td><div align="right">
-523,15 kr</div>
</td>
<td><div align="right">
-2,4 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Utdelningar (netto):</div>
</th>
<td><div align="right">
6 783,66 kr</div>
</td>
<td><div align="right">
6 967,09 kr</div>
</td>
<td><div align="right">
-183,43 kr</div>
</td>
<td><div align="right">
-2,6 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Skuldränta:</div>
</th>
<td><div align="right">
431,96 kr</div>
</td>
<td><div align="right">
676,69 kr</div>
</td>
<td><div align="right">
-244,73 kr</div>
</td>
<td><div align="right">
-36,2 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Direktavkastning:</div>
</th>
<td><div align="right">
3,21 %</div>
</td>
<td><div align="right">
2,90 %</div>
</td>
<td><div align="right">
31 bps</div>
</td>
<td><div align="right">
10,7 %</div>
</td>
</tr>
</tbody>
</table>
Utdelningar är netto efter källskatt och skuldränta.<br />
<h2>
Köp januari–juni 2018</h2>
<h3>
Nya positioner </h3>
<ul>
<li>Anheuser Busch (bevakningsposition)</li>
<li>Adidas (bevakningsposition)</li>
<li>Air Liquide (bevakningsposition)</li>
<li>Akzo Nobel (bevakningsposition)</li>
<li>AXA (bevakningsposition)</li>
<li>Axfood</li>
<li>Bakkafrost</li>
<li>BASF (bevakningsposition)</li>
<li>Bilia</li>
<li>Daimler</li>
<li>Davide Campani (bevakningsposition)</li>
<li>Huhtamäki</li>
<li>Latour</li>
<li>Nolato</li>
<li>Novozymes</li>
<li>Osram (bevakningsposition)</li>
<li>Restamax</li>
<li>Pernod Ricard (bevakningsposition)</li>
<li>Sanofi (bevakningsposition)</li>
<li>Scanfil</li>
<li>Schneider Electric (bevakningsposition)</li>
<li>Societe Generale (bevakningsposition)</li>
<li>Stanley Black & Decker</li>
<li>Vitrolife</li>
</ul>
Av dessa har jag kommenterat de flesta köpen i tidigare inlägg. Okommenterat vad jag ser är:<br />
<ul>
<li>Axfood (stabil operatör av dagligvarubutiker som Hemköp och Willy:s)</li>
<li>Bakkafrost (norsk laxodlare)</li>
<li>Latour (investmentbolag)</li>
<li>Nolato ("utvecklar och producerar polymera produkter", har haft denna i min icke-pensionsportfölj i flera år och plockar nu även in den här då den har fin historik)</li>
<li>Novozymes (ledande leverantör av enzymer)</li>
<li>Stanley Black & Decker (verksamt inom flera områden, inom verktyg har man förutom märkena Stanley och Black & Decker även DeWalt. Även verksam inom säkerhet och köpte 2011 Niscayah, tidigare Securitas Systems.)</li>
<li>Vitrolife (medicinteknikföretag inriktad på IVF)</li>
</ul>
Gemensamt är att företagen har en fin historik, även om den i vissa fall kanske bara är runt 5 år men i så fall visar fin trend från bra läge.<br />
<h3>
Ökade innehav</h3>
<ul>
<li>CellaVision</li>
<li>Concentric</li>
<li>KONE</li>
<li>Pandora</li>
<li>ÅF</li>
</ul>
<h2>
Utdelningar</h2>
Året börjar bra med utdelningar de första 6 månaderna som nästan når upp till helåret 2017! Samtliga månader gav högre utdelning än motsvarande månad året innan. För första gången når utdelningarna en enskild månad (maj) över 2500 kr (2566,88 kr jämfört med tidigare rekord 1666,06 kr från maj 2017).<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Utdelning rullande 12 månader samt portföljens direktavkastning</td></tr>
</tbody></table>
<br />
<h2>
Valutaexponering</h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Utdelningarnas valuta R12 per 2018-06-30</td></tr>
</tbody></table>
<br />
Har lyckats trycka tillbaka USD som valuta till förmån för främst CAD och EUR under första halvåret.<br />
<h2>
Uppföljning av målen för 2018:</h2>
<ul>
<li>Slå miljonplanen </li>
<li>Nå upp till 12M-planen </li>
<li>25 000 kr nysparande </li>
<li>8 500 kr utdelningar</li>
<li>Alla månader ska ge högre utdelning netto än motsvarande månad året innan </li>
</ul>
I skrivande stund ser det väldigt bra ut för årets mål, jag ligger till och med över 12M-planen! (förvisso bara med någon tusenlapp, men i alla fall)<br /><h2>
Miljonplanen:</h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Eget kapital och behövd utveckling för att nå 12 respektive 1 miljon till min pensionering</td></tr>
</tbody></table>
Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-73821813300681821952018-04-25T21:35:00.000+02:002018-04-25T22:46:49.299+02:00Shoppar i Finland<div class="separator" style="clear: both; text-align: center;">
<a href="https://upload.wikimedia.org/wikipedia/commons/thumb/f/f4/SPA51928.JPG/640px-SPA51928.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/f4/SPA51928.JPG/640px-SPA51928.JPG" width="320" /></a></div>
Via <a href="https://se.investing.com/dividends-calendar/">utdelningskalendern på investing.com</a> fick jag upp ögonen för tre finska företag med x-dag imorgon. Fördelade månadssparandet mellan dessa och kommer alltså att få några kronor (eller euro) extra i utdelning nu i början av maj.<br />
<h3>
Huhtamäki</h3>
17000 anställda runt om i världen och tillverkar förpackningar såsom äggkartonger, pappersmuggar för take-away kaffe och plastomslaget runt chokladkakor. 9 år av stigande utdelningar, och kurvorna för både vinst och omsättning pekar uppåt.<br />
<h3>
Restamax</h3>
Driver över 100 restauranger och har även en bemanningsverksamhet för diverse branscher, vilket inte är en uppenbar kombo för synnergieffekter. Företaget har i alla fall funnits sedan 1996, börsintroducerades 2013 och har sedan dess varje år ökat omsättning och utdelning med en positiv trend på vinsten, så uppenbarligen är det inte så tokigt ändå. Utdelningsandelen känns dock lite osunt hög. Framtiden får utvisa om detta blir ett gästspel i portföljen (det vill säga något jag säljer inom 5 år) eller något som jag ökar i.<br />
<h3>
Scanfil</h3>
<div>
Kontraktstillverkare som bland annat bygger Tomras pantautomater. Grundat 1976, så det har några år på nacken. I sin nuvarande form har de existerat på börsen sedan 2012. Styrelseordförande sitter på 15% av aktierna och tillsammans med de andra som heter Takanen i efternamn så verkar grundarfamiljen sitta på åtminstone runt 44% av aktierna enligt lite snabb huvudräkning. Ytterligare ett antal privatpersoner sitter på aktieposter om 2-5% vardera. Grävde inte vidare i om det var personer från grundarfamiljen med annat efternamn eller om det "bara" var nyckelpersoner inom bolaget. Sådant engagemang är trevligt att se, och torde tyda på att de beslut man tar är långsiktigt bra för företaget. Sedan 2012 har utdelningen höjts varje år med stigande trend för vinst och omsättning.<br />
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<span style="font-size: xx-small;"><i>Bild från WikiMedia</i></span></div>
Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-83242436741806948022018-04-25T18:10:00.000+02:002018-04-25T18:10:53.634+02:00Verktyg för utdelningssurfareHittade för några veckor sedan <a href="http://investing.com/">investing.com</a> som har en väldigt trevlig <a href="https://se.investing.com/dividends-calendar/">utdelningskalender</a> med filterfunktion utifrån land (börser i 70-talet länder representerade), sektor och "betydelse" (har inte satt mig in i vad den graderingen innebär). Här kan jag enkelt se vilka aktier i Sverige, Norge, Finland, Danmark, USA, Kanada och Tyskland (de länder jag är intresserad av) som har x-dag imorgon eller den kommande veckan om jag vill få nya uppslag till var jag kan placera pengarna när jag utdelningssurfar.<br />
Jag skulle gärna se ett filter för aktier och ETFer, då man om man väljer att inkludera USA automatiskt får med mängder av träffar på det senare, men på det stora hela tycker jag att det är en oerhört bra tjänst som jag gärna tipsar andra om.Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-9898310054248371462018-04-17T20:07:00.001+02:002018-04-17T20:07:17.875+02:00TYSK SOL SKATT UTD<p>Fick härom veckan min första utdelning från ett tyskt bolag: Daimler. Utöver den vanliga utländska kupongskatten drogs även något som i transaktionshistoriken på Nordnet heter "TYSK SOL SKATT UTD”. Att lyckas få reda på vad detta är var inte helt trivialt och krävde lite mer letande än vanligt, men till slut hittade jag det:</p>
<p>På aktieutdelningar i Tyskland betalar man 25% skatt. Det är den som står som utländsk kupongskatt i transaktionshistoriken. Utöver detta betalar man en solidaritetsskatt om 5,5% på skatten, eller 1,375% på utdelningsbeloppet om man föredrar att räkna så. Det är den som är den mystiska extraskatten.</p>
<blockquote>
<p>Räkneexempel:</p>
<p>Utdelning: 1000 kr<br />Utländsk kupongskatt: 250 kr (25% av 1000 kr)<br />Solidaritetsskatt: 13,75 kr (5,5% av 250 kr eller 1,375% av 1000 kr)</p>
</blockquote>
<p>Så vad är då detta? Med lite grävande i historien så verkar det som om att detta är en tillfällig skatt som infördes 1991 för att täcka de ökade kostnaderna i samband med Tysklands enande. Och Gulfkriget. Och lite annat smått och gått. Vilket har gjort att den tillfälliga skatten 27 år senare fortfarande är kvar, om än sänkt från det ursprungliga 7,5% på skatten.</p>
<p>Frågan är om man kan begära avräkning även för solidaritetsskatten? Har inte lyckats hitta något entydigt svar på den frågan, men då aktierna som orsakade det hela ligger i en KF så är det ändå Nordnet som håller i den bollen.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-5471187947722660842018-04-16T23:49:00.001+02:002018-04-16T23:49:29.496+02:00Köpa före eller efter utdelning<p>Jag gillar att utdelningssurfa, det vill säga att använda utdelningen från ett bolag till att köpa aktier i ett annat bolag som snart har utdelning (som jag i sin tur använder för att köpa aktier i ett annat bolag som snart har utdelning…) För den som, likt jag, stirrar på diagram och gillar att se utdelningskurvan växa så snart som möjligt är detta en trevlig hobby, men härom dagen kom jag att fundera på om den verkligen är den mest ekonomiska.</p>
<p>Räkneexempel:</p>
<p>Låt oss säga att du har 10.025 kr att placera i aktier. Du har något av de stora nätmäklarnas mini-courtageklass och betalar 0,25% i courtage. Placeringarna görs på ett ISK eller KF så att utdelningen inte beskattas. Aktiebolaget AB handlas för 100 kr och kommer att dela ut 10 kr med X-dag imorgon.</p>
<p>Alternativ 1a: Du köper aktier i Aktiebolaget AB dagen före X-dag. Du får 100 aktier för 10.025 kr inklusive courtage. Någon dag senare har du 100 aktier med ett totalt värde om 9000 kr samt 1000 kr i likvida medel. Summa eget kapital: 10.000 kr.</p>
<p>Alternativ 1b: Du återinvesterar utdelningen och köper 11 aktier à 90 kr och betalar ytterligare 2,48 kr i courtage. Du har nu 111 aktier och 7,52 kr i likvida medel. Summa eget kapital: 9997,52 kr.</p>
<p>Alternativ 2a: Du köper aktier i Aktiebolaget AB på X-dag. Du köper 100 aktier för 9022,50 kr inklusive courtage. Kvarvarande likvida medel: 1002,50 kr. Eget kapital: 10.002,50 kr.</p>
<p>Alternativ 2b: Du köper aktier i Aktiebolaget AB på X-dag. Du köper 111 aktier för 10.014,98 kr inklusive courtage. Kvarvarande likvida medel: 10,02 kr. Eget kapital: 10.000,02 kr.</p>
<p>Skillnaden är alltså liten, men strikt sett så tjänar man på att köpa aktierna efter att utdelningen avskiljts då detta ger lägre courtage. I verkligheten kommer kursrörelser mellan dagarna ha större påverkan på det egna kapitalet än besparingen i courtage, så jag kommer glatt att fortsätta utdelningssurfa. Surf’s up!</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-2560288683740939452018-04-08T00:16:00.001+02:002018-04-08T00:16:09.745+02:00Statistiskt panikköp<p>Att vara total statistiknörd och ha en fetish för diagram kan vara problematiskt om man är månadsutdelningsjägare. Flera pålitliga april-utdelare delar i år antingen ut i mars (exempelvis Swedbank) medan andra istället skjuter sin utdelning till maj (exempelvis Concentric). Detta gör att utdelningen för april ser ut att bli avsevärt lägre i år än förra året, något som inte alls ser bra ut i mina diagram. Att Vitec går åt andra hållet och delar ut i april mot normala maj hjälper inte upp det tillräckligt.</p>
<p>Lösningen blir att panikköpa Daimler, tysk biltillverkare med bland annat Mercedes bland sina varumärken, som har utdelning nu i april med dryga 5% i direktavkastning. Företaget har en trevlig historik med höjd eller bibehållen utdelning sedan finanskrisen 2009. Redan 2011 var utdelningen högre än innan krisen, så företaget visade att man repar sig snabbt. Avskiljningsdag var i fredags, så nu är det för sent att hoppa på årets utdelningståg.</p>
<p>Just nu råkade jag ha ekonomisk möjlighet att göra detta köp samtidigt som det fanns en intressant aktie som dessutom hade hög direktavkastning med utdelning som låg rätt i tiden. De senare är ju i sig anledningar till att detta inte är hållbart i längden, och med en portfölj som ökar i värde år efter år blir beloppet som krävs för sådana här korrigeringar dessutom större och större varje gång det inträffar. Dessutom riskerar det att bara skapa en korrigeringsloop där man året efter behöver korrigera exempelvis marsutdelningen om Swedbank med flera är tillbaka på vanligt utdelningsmönster i april.</p>
<p>Här blir lösningen att modifiera statistiken. Istället för att titta på utdelningen månad för månad har jag lagt till en tabell i mitt statistikverktyg som visar medelvärdet av föregående, innevarande och efterkommande månaders utdelningar för varje månad. En utdelning som flyttar från april till maj kommer därmed inte att påverka statistiken för april, men den kommer däremot att istället börja påverka mars, dock bara med en tredjedel av differensen vilket gör det hela lättare att parera. Med detta sätt att räkna har jag haft stigande utdelningar jämfört med samma månad året före varje månad sedan april 2014. Sweet!</p>
<p>Ser inte verkligheten bra ut? Fixa med statistik!</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-33616322320420681262018-03-13T00:37:00.001+01:002018-03-13T00:37:34.945+01:00Shoppingrunda<p>Avanza firade ett år med europahandel till låga priser och hade courtagefri handel en dag på börserna i Tyskland, Frankrike, Italien, Nederländerna och Portugal härom veckan. Passade på att öppna bevakningsposter på intressanta bolag. Är mer troligt att man köper mer av det man redan har än att man öppnar nya positioner, så här var chansen att vidga vyerna.</p>
<h2>Davide Campari Milano SpA</h2>
<p>Italienskt dryckesbolag grundat 1860. Börsintroducerades 2001, men grundarfamiljen äger fortfarande 51% av aktierna. Aktieutdelningen, som är årlig och delas ut i maj, har aldrig sänkts sedan börsintroduktionen. Märken som Aperol, Campari, Glen Grant och Grand Marnier hittas i bolagets portfölj.</p>
<h2>Anheuser Busch Inbev NV</h2>
<p>Plockade upp världens största ölproducent på belgiska börsen. Missade att aktien även finns noterad i USA med ticker BUD. Halvårsutdelande sedan 2013 med utdelningar i maj och november. Höjt eller bibehållit utdelningen varje år sedan finanskrisåret 2008. I portföljen hittar du ölmärken som Budweiser, Löwenbräu, Staropramen och Stella Artois.</p>
<h2>Osram</h2>
<p>En av världens största tillverkare av ljuskällor, grundat 1919. Börsnoterat i Tyskland sedan 2013 efter att tidigare varit ett dotterbolag till Siemens. Årlig utdelning sedan 2015 som betalas ut i februari. Enligt en källa är det Osram som tillverkar alla ljuskällor för IKEA.</p>
<h2>Sanofi SA</h2>
<p>Franskt läkemedelsbolag och världens största producent av vaccin. Ingår i Euro Stoxx 50-indexet. I maj kommer den årliga utdelningen som höjts för 24:e året i rad!</p>
<h2>Pernod Ricard SA</h2>
<p>Mer dryck, denna gång franskt. Halvårsutdelning i juli och november. Utdelningen sänktes både 2008 och 2009 under finanskrisen, men har höjts varje år sedan dess med undantag för 2014 då den var oförändrad. I portföljen hittas märken som Jacob’s Creek, Havana Club, Kahlúa, Malibu, Beefeater gin och sedan 2008 även Absolut vodka.</p>
<h2>AXA SA</h2>
<p>Ytterligare ett franskt Euro Stoxx 50-bolag. Försäkringar med tonvikt på livförsäkringar. Höjt utdelningen varje år sedan finanskrisen 2008 med undantag för oförändrad utdelning 2011. Årlig utdelning i maj.</p>
<h2>Air Liquide SA</h2>
<p>Man kan tro att jag gick efter Euro Stoxx 50 när jag handlade; här kommer tredje bolaget från indexet. Bolaget sysslar med gas till industri och sjukhus, såsom syrgas, kvävgas och vätgas, men även den gasol du köper till grillen eller husvagnen kan mycket väl vara framställd av Air Liquide. Sedan börsnoteringen 1913 har bolaget redovisat vinst varje år. Det är starkt jobbat! Årlig utdelning i maj, och den har inte sänkts på åtminstone 12 år vilket är så långt historiken sträcker sig på siten för franska aktier jag kollade på.</p>
<h2>Schneider Electric SE</h2>
<p>Tillverkare av elektriska komponenter som strömbrytare och eluttag, men även automationssystem för industri. 144.000 anställda, så det är inget litet bolag. Årlig utdelning i maj. Likt så många andra bolag sänkte de utdelningen kraftigt under finanskrisen, men har sedan 2009 höjt utdelningen varje år med undantag för 2013 då utdelningen var oförändrad.</p>
<h2>BASF</h2>
<p>För mig var BASF liktydigt med magnetiska lagringsmedia som VHS- och musikkassetter eller till och med gamla rullband. Därför blev jag lite förvånad när jag såg att de fortfarande är ett av Tysklands största företag. BASF är dock faktiskt världens största kemibolag och kassettverksamheten, en marknad man dominerade när det begav sig, är kanske att betrakta som något av en parentes i räkenskaperna genom historien. Den årliga utdelningen kommer i början av maj eller ibland i slutet av april, och har stigit varje år efter en relativt sett mindre sänkning under finanskrisen 2009.</p>
<h2>Akzo Nobel NV</h2>
<p>Shoppingrundans enda inköp på den nederländska börsen. Kemibolag som specialiserat sig på färger och specialkemikalier. Som privatperson stöter man troligtvis på dem dagligen genom varumärket Jozo salt. Halvårsutdelning i maj och november, och jodå: även detta bolag sänkte utdelningen 2009. Har sedan dess dock haft 3 år med oförändrad utdelning, så inte riktigt lika bra fart i utdelningstillväxten som de andra bolagen i shoppingrundan.</p>
<h2>Societe Generale SA</h2>
<p>Fransk bankgrupp som ingår i Euro Stoxx 50-indexet. Banken grundades 1864 och är en av Frankrikes äldsta banker. Tyvärr kanske banken är mest känd för världshistoriens största tradingskandal när en anställd genom bedrägeri orsakade banken förluster på 4,9 miljarder euro. Ställde in utdelningen 2011, men har sedan dess höjt varje år. Utdelningen utbetalas årsvis i maj eller juni. Bland dotterbolagen hittar vi bland annat ALD, vilka i Sverige är en av de största leasingfirmorna för tjänstebilar.</p>
<h2>Adidas</h2>
<p>Sportklädesmärket borde inte behöva någon närmare presentation. Årlig utdelning i maj, och likt så många andra bolag här i listan sänkte de utdelningen 2009 för att därefter höjt den varje år med undantag för den oförändrade utdelningen 2014.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-994664350990247652018-01-01T23:56:00.000+01:002018-01-02T00:26:08.837+01:00Årssammanställning: 2017Nej, jag har inte (helt) gått upp i rök. Händelser i livet och nytt jobb under hösten har gjort att jag inte hunnit kommentera allt som händer här på min blogg. Jag har dock årsgamla idéer på saker att ta upp här och inte bara punkta upp hur det går månad för månad. Får se när och om jag hinner skriva något sådant, men annars kommer det nog att vara stiltje på den här bloggen med bara års- och eventuellt halvårsuppdateringar istället för kommentarer varje månad. Får jag tid blir det oftare. Vi får se vad som händer 2018. Majoriteten av min handel sker för närvarande på mitt kapitalförsäkringskonto på Nordnet. För en mer realtidsuppdatering av min handel besök min profil på Shareville (sök efter Pensionärsmiljonären).<br />
<h2>
2017 i några punkter:</h2>
<table>
<thead>
<tr>
<th scope="row"></th>
<th style="text-align: center;">2017</th>
<th style="text-align: center;">2016</th>
<th colspan="2" style="text-align: center;">Skillnad</th>
</tr>
</thead>
<tbody>
<tr>
<th scope="row"><div align="right">
Tillgångar:</div>
</th>
<td><div align="right">
319 093,65 kr</div>
</td>
<td><div align="right">
257 260,54 kr</div>
</td>
<td><div align="right">
61 836,11 kr</div>
</td>
<td><div align="right">
24,0 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Belåning:</div>
</th>
<td><div align="right">
55 953,36 kr</div>
</td>
<td><div align="right">
40 790,38 kr</div>
</td>
<td><div align="right">
15 162,98 kr</div>
</td>
<td><div align="right">
37,2 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Belåningsgrad:</div>
</th>
<td><div align="right">
17,54 %</div>
</td>
<td><div align="right">
15,85 %</div>
</td>
<td><div align="right">
169 bps</div>
</td>
<td><div align="right">
10,7 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Eget kapital:</div>
</th>
<td><div align="right">
263 140,29 kr</div>
</td>
<td><div align="right">
216 470,16 kr</div>
</td>
<td><div align="right">
46 670,13 kr</div>
</td>
<td><div align="right">
21,6 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Nysparande:</div>
</th>
<td><div align="right">
21 900,00 kr</div>
</td>
<td><div align="right">
13 100,00 kr</div>
</td>
<td><div align="right">
8 800,00 kr</div>
</td>
<td><div align="right">
67,2 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Utdelningar (netto):</div>
</th>
<td><div align="right">
6 967,09 kr</div>
</td>
<td><div align="right">
5 468,21 kr</div>
</td>
<td><div align="right">
1 498,88 kr</div>
</td>
<td><div align="right">
27,4 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Skuldränta:</div>
</th>
<td><div align="right">
676,69 kr</div>
</td>
<td><div align="right">
576,86 kr</div>
</td>
<td><div align="right">
99,86 kr</div>
</td>
<td><div align="right">
17,3 %</div>
</td>
</tr>
<tr>
<th scope="row"><div align="right">
Direktavkastning:</div>
</th>
<td><div align="right">
2,90 %</div>
</td>
<td><div align="right">
2,84 %</div>
</td>
<td><div align="right">
6 bps</div>
</td>
<td><div align="right">
2,1 %</div>
</td>
</tr>
</tbody>
</table>
<ul></ul>
Utdelningar är netto efter källskatt och skuldränta.<br />
<ul></ul>
<h2>
Köp juni–december 2017</h2>
<h3>
Nya positioner </h3>
<ul>
<li>BMW (köpte under Avanzas oktoberfest med courtagefri handel på Frankfurtbörsen)</li>
<li>Fortnox</li>
<li>Pandora (bevakningsposition)</li>
<li>Unilever</li>
</ul>
Unilever har en historik som talar för sig själv. BMW har varit stabila över tid, och jag tror de har musklerna att ställa om produktionen till framtidens fordonsflotta och därmed fortsätta vara ett bra innehav i många år framöver. Fortnox är ju något av en högriskaktie, men de har faktiskt samlat på sig en imponerande historik som gör att jag plockar in dem i portföljen. Danska Pandora är även det en aktie med lite högre risk, men det finns en historik som gör att bolaget tilltalar mig. Här blev det dock bara en bevakningsposition om en (1) aktie.<br />
<h3>
Ökade innehav</h3>
<ul>
<li>Apple</li>
<li>Becton Dickinson</li>
<li>Bank of Nova Scotia</li>
<li>Castellum</li>
<li>Intrum Justitia</li>
<li>Investor</li>
<li>Johnson & Johnson</li>
<li>KONE</li>
<li>Realty Income</li>
<li>Pentair</li>
</ul>
<h2>
Utdelningar 2017</h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">Årets utdelningar 2017 fördelat per månad</td></tr>
</tbody></table>
För första gången sedan jag började föra statistik är inte januari årets sämsta utdelningsmånad, utan den föga ärofulla positionen har nu övertagits av december efter att januariutdelningen dubblerats medan decemberutdelningen "bara" ökat med 22%. (40 kr på små belopp blir många procent.) Trevligt att se hur utdelningen, med undantag för svenskutdelningsmånaderna, börjar jämna ut sig över året. En del i det är ju även att Castellum, H&M och NCC börjat med halvårsutdelning. (Det har även Telia och några andra bolag jag inte har i portföljen. En trend som är på gång kanske?) Bästa månad blev, åter igen, maj med utdelningar om 1 666,06 kr netto, upp med 14 % sedan året innan. Medianutdelningen blev 463,17 (316,20) kr netto och medel 580,59 (455,68) kr netto. Tre månader: april, maj och juni, var över medelutdelning. Samtliga månader gav högre utdelning än motsvarande månad året innan!<br />
Sett till helåret ökade utdelningarna med drygt 27 %, och utvecklingen ser väldigt trevlig ut.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Diagram över utdelningar 2013–2016</td></tr>
</tbody></table>
<br />
<h2>
Valutaexponering</h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Utdelningarnas källvaluta 2017</td></tr>
</tbody></table>
<br />
<h2>
Uppföljning av målen för 2017:</h2>
<ul>
<li>Slå miljonplanen √</li>
<li>Nå upp till 12M-planen ¬</li>
<li>15 000 kr nysparande √</li>
<li>7 000 kr utdelningar ¬</li>
</ul>
Missade utdelningsmålet med endast 32,91 kr. Förargligt! Når fortfarande inte upp till 12M-planen, men 2016 låg jag 7,11 % under, vilket nu har minskat till 5,29 %.<br />
I vanlig ordning är 12 M-planen är ett stretch-goal och inget jag på allvar tror att jag kommer att nå även om jag naturligtvis försöker, så missen där är inget jag bekymrar mig över.<br />
<h2>
Mål för 2018:</h2>
<br />
<ul>
<li>Slå miljonplanen, och helst nå upp till 12M-planen</li>
<li>Nysparande: 25 000 kr</li>
<li>Utdelningar: 8 500 kr</li>
<li>Alla månader ska ge högre utdelning netto än motsvarande månad året innan</li>
</ul>
<h2>
Miljonplanen:</h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Miljonplanen och verkligheten</td></tr>
</tbody></table>
<br />
Graf över statiska planenPensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-76651763319528222712017-06-04T23:17:00.001+02:002017-06-04T23:17:51.902+02:00Utdelningar maj 2017<table style="color: #000000; font-family: 'Lucida Grande';" border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Aktie</th><th scope="col">Antal</th><th scope="col">Utdelning/aktie</th><th scope="col">Källskatt</th><th scope="col">Nettoutdelning</th></tr>
<tr><th scope="row">
<div align="right">Apple (IPS)</div>
</th>
<td>
<div align="right">16</div>
</td>
<td>
<div align="right">5,51 kr</div>
</td>
<td>
<div align="right">13,21 kr</div>
</td>
<td>
<div align="right">74,92 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Apple (NN)</div>
</th>
<td>
<div align="right">2</div>
</td>
<td>
<div align="right">0,63 USD</div>
</td>
<td>
<div align="right">1,66 kr</div>
</td>
<td>
<div align="right">9,39 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Assa Abloy</div>
</th>
<td>
<div align="right">10</div>
</td>
<td>
<div align="right">3,00 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">30,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Atlas Copco (ISK)</div>
</th>
<td>
<div align="right">6</div>
</td>
<td>
<div align="right">3,40 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">20,40 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Atlas Copco (NN)</div>
</th>
<td>
<div align="right">20</div>
</td>
<td>
<div align="right">3,40 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">68,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Bahnhof</div>
</th>
<td>
<div align="right">50</div>
</td>
<td>
<div align="right">3,25 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">162,50 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Boston Pizza</div>
</th>
<td>
<div align="right">35</div>
</td>
<td>
<div align="right">0,1150 CAD</div>
</td>
<td>
<div align="right">3,91 kr</div>
</td>
<td>
<div align="right">22,13 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">CellaVision</div>
</th>
<td>
<div align="right">33</div>
</td>
<td>
<div align="right">1,50 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">49,50 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Emera</div>
</th>
<td>
<div align="right">28</div>
</td>
<td>
<div align="right">0,5225 CAD</div>
</td>
<td>
<div align="right">14,16 kr</div>
</td>
<td>
<div align="right">80,23 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Hennes & Mauritz</div>
</th>
<td>
<div align="right">22</div>
</td>
<td>
<div align="right">4,90 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">107,80 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Investor A</div>
</th>
<td>
<div align="right">6</div>
</td>
<td>
<div align="right">11,00 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">66,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Investor B</div>
</th>
<td>
<div align="right">36</div>
</td>
<td>
<div align="right">11,00 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">396,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Kindred Group</div>
</th>
<td>
<div align="right">50</div>
</td>
<td>
<div align="right">3,52 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">176,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Nibe</div>
</th>
<td>
<div align="right">50</div>
</td>
<td>
<div align="right">0,88 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">44,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Pentair</div>
</th>
<td>
<div align="right">10</div>
</td>
<td>
<div align="right">0,3450 USD</div>
</td>
<td>
<div align="right">0,00 kr</div>
</td>
<td>
<div align="right">30,37 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (IPS)</div>
</th>
<td>
<div align="right">13</div>
</td>
<td>
<div align="right">1,85 kr</div>
</td>
<td>
<div align="right">3,61 kr</div>
</td>
<td>
<div align="right">20,48 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (KF)</div>
</th>
<td>
<div align="right">46</div>
</td>
<td>
<div align="right">1,85 kr</div>
</td>
<td>
<div align="right">12,79 kr</div>
</td>
<td>
<div align="right">72,48 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (NN)</div>
</th>
<td>
<div align="right">20</div>
</td>
<td>
<div align="right">0,2110 USD</div>
</td>
<td>
<div align="right">5,56 kr</div>
</td>
<td>
<div align="right">31,53 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Wihlborgs Fastigheter</div>
</th>
<td>
<div align="right">8</div>
</td>
<td>
<div align="right">5,75 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">46,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Vitec</div>
</th>
<td>
<div align="right">60</div>
</td>
<td>
<div align="right">1,00 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">60,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">ÅF</div>
</th>
<td>
<div align="right">34</div>
</td>
<td>
<div align="right">4,50 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">153,00 kr </div>
</td>
</tr>
</tbody>
</table>
<p style="font-family: 'Lucida Grande';"><strong>Ränteutgifter:</strong> -54,67 kr</p>
<table style="color: #000000; font-family: 'Lucida Grande';" border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="row" rowspan="3" valign="top">Utdelningsnetto</th><th scope="row">
<div align="right">Månadens:</div>
</th>
<td>
<div align="right">1 666,06 kr</div>
</td>
<td>
<div align="right">(1 464,34 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">YTD:</div>
</th>
<td>
<div align="right">3 827,85 kr</div>
</td>
<td>
<div align="right">(<span style="font-family: 'Lucida Grande'; text-align: -webkit-right;">3 193,21</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">R12:</div>
</th>
<td>
<div align="right">6 102,85 kr</div>
</td>
<td>
<div align="right">(<span style="font-family: 'Lucida Grande'; text-align: -webkit-right;">4 820,73</span> kr)</div>
</td>
</tr>
<tr><th scope="row" rowspan="3" valign="top">Direktavkastning<br />årsbasis</th><th scope="row">
<div align="right">Oviktad:</div>
</th>
<td>
<div align="right">2,81 %</div>
</td>
<td>
<div align="right">(<span style="font-family: 'Lucida Grande'; text-align: -webkit-right;">2,75</span> %)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Viktad 3 mån:</div>
</th>
<td>
<div align="right">2,88 %</div>
</td>
<td>
<div align="right">(<span style="font-family: 'Lucida Grande'; text-align: -webkit-right;">2,72</span> %)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Viktad 12 mån:</div>
</th>
<td>
<div align="right">2,92 %</div>
</td>
<td>
<div align="right">(<span style="font-family: 'Lucida Grande'; text-align: -webkit-right;">2,52</span> %)</div>
</td>
</tr>
</tbody>
</table>
<p style="font-family: 'Lucida Grande';">Jämförelsesiffrorna gäller samma period föregående år.</p>
<h2 style="font-family: 'Lucida Grande';">Valutaexponering</h2>
<p style="font-family: 'Lucida Grande';">Utdelningarnas ursprungsvaluta (R12):</p>
<p style="font-family: 'Lucida Grande';">USD: 47,40%<br />SEK: 24,87%<br />CAD:13,71%<br />GBP: 10,27%<br />DKK: 1,87%<br />EUR: 1,44%<br />CHF: 0,44% </p>
<h2 style="font-family: 'Lucida Grande';">Nästa månad</h2>
<p>Utdelningar väntas från Betsson, Boston Pizza, Johnson & Johnson, Microsoft samt Realty Income. Se även utdelningssidan.</p>
<h2 style="font-family: 'Lucida Grande';">Kommentarer</h2>
<p>Månaden bjuder på första utdelningen från Boston Pizza: 22,13 kr netto. Som jag tidigare skrivit hamnade månadssparandet i denna aktie, varför jag förväntar mig att detta ökar ytterligare från och med juli. Ser fram emot många trevliga månadsutbetalningar från denna placering.</p>
<p>För första gången någonsin passerar jag 1500 kr i nettoutdelning för en enskild månad, och det med rätt god marginal: 1666,06 kronor ramlade in på kontot efter det att källskatter och räntor på krediterna räknats bort.</p>
<p>Slutligen är nettoutdelningen R12 för första gången över 6000 kr, det vill säga att det senaste året har jag i snitt fått 500 kr i utdelning varje månad.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-22429260635147843232017-05-30T22:52:00.001+02:002017-05-30T22:52:12.173+02:00Mer pizza!<p><img style="display: block; margin-left: auto; margin-right: auto;" title="boston_pizza.png" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX59sqIMYOsHJWDC-SNyVAnRCTCbe97BHiOUemxOVTauPLOQS9WJVV8ZPoHvKjKlU_3LcUNeiuynKZI-L4Rb_5FuxwkfGcQ05hwAUomU3BIm6IFZbtLalCELv40wXpyjabDrj9mo8GCg5y//?imgmax=1600" alt="Boston Pizza" width="449" height="364" border="0" /></p>
<p>Månadssparandet går till ytterligare 15 aktier i Boston Pizza. Bolaget är månadsutdelande och utdelningen kommer i CAD. Även om bolaget har en stigande utdelning så är det inte någon klar utdelningstillväxtplacering, så därför kommer jag nog att vara nöjd med min nuvarande position ett tag framöver och fylla på annat kommande månader.</p>
<p>15 aktier à 22,89 CAD köptes 2017-05-29.</p>
<hr />
<p><img style="display: block; margin-left: auto; margin-right: auto;" title="intrum_justitia.png" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUbFo0oFpCNEIbz12-ISqYBsDS7i3pcmOf4EylBz-si3leFbclRvdfNPiygTZrEx5veE0on7KW-YnPEvK8n1WZ4v1AflMviiw0JIpxDOX6fzPpJR5t-9EWizamx8vcFAP7DeIojtdMBcWA//?imgmax=1600" alt="Intrum justitia logga" width="296" height="67" border="0" /></p>
<p>På mitt gamla IPS-konto passar jag på att återinvestera utdelningarna som trillat in under maj. 2 aktier à 306,50 kr köps i Intrum Justitia, som i år senarelagt sin bolagsstämma och därmed även utdelningen vilket gör att dessa två aktier kommer att lämna utdelning om en dryg månad.</p>
<hr />
<p>Märker även att jag glömt skriva att jag i början av månaden återinvesterat tidigare månaders utdelningar på IPS-kontot genom att köpa ytterligare 5 aktier á 95 kr i Kindred Group (tidigare Unibet). Då köpet gjordes i början av månaden gav dessa aktier utdelning nu förra veckan.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-77451953749656942412017-05-02T23:38:00.001+02:002017-05-02T23:38:51.113+02:00Yield on… capital?<p>I mina månadsrapporter skriver jag, kanske lite slarvigt, ”direktavkastning” för portföljen som helhet. Direktavkastning är ju vanligtvis något man pratar om för enskilda aktier och definieras då som utdelningen delat med aktiekursen. När jag räknar avkastningen för portföljen som helhet räknar jag utdelningen under en månad delat med ingående eget kapital för den månaden. (Detta räknas sedan om till årstakt genom att multiplicera de senaste 12 månadernas avkastning.) Notera att jag delar med eget kapital och inte aktievärdet, något som höjer den beräknade avkastningen.</p>
<p>Är det rätt att kalla detta för portföljens direktavkastning, eller är det någon form av Yield on… capital?</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com2tag:blogger.com,1999:blog-6379220845142025004.post-52242565185978868812017-05-02T23:14:00.001+02:002017-05-02T23:14:12.758+02:00Månadsrapport: april 2017<h1>Nyckeltal:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="row">
<div align="right">Tillgångar:</div>
</th>
<td>
<div align="right">285 827,36 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">279 316,07</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Belåning:</div>
</th>
<td>
<div align="right">45 250,86 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">44 891,42</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Eget kapital:</div>
</th>
<td>
<div align="right">240 576,50 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">234 424,65</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Nysparande:</div>
</th>
<td>
<div align="right">2 000,00 kr</div>
</td>
<td>
<div align="right">(1 300,00 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Utdelningar:</div>
</th>
<td>
<div align="right">1 052,06 kr</div>
</td>
<td>
<div align="right">(600,36 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Skuldränta:</div>
</th>
<td>
<div align="right">53,65 kr</div>
</td>
<td>
<div align="right">(51,00 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Direktavkastning:</div>
</th>
<td>
<div align="right">2,96 %</div>
</td>
<td>
<div align="right">(2,99 %)</div>
</td>
</tr>
</tbody>
</table>
<p>Jämförelsesiffrorna är för föregående månad. Direktavkastningen är omräknad till årsbasis för R12 och beräknad på ett viktat medelvärde för de senaste tre månaderna.</p>
<h1>Statiska planen:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Mål</th><th scope="col">Plan</th><th scope="col">Differens (kr)</th><th scope="col">Differens (%)</th><th scope="col">Mål nästa månad</th></tr>
<tr><th scope="row">1 miljon</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">201 443,74</span> kr</div>
</td>
<td>
<div align="right">39 132,76 kr</div>
</td>
<td>
<div align="right">19,43 %</div>
</td>
<td>
<div align="right">202 909,48 kr</div>
</td>
</tr>
<tr><th scope="row">12 miljoner</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">243 495,24</span> kr</div>
</td>
<td>
<div align="right">-2 918,74 kr</div>
</td>
<td>
<div align="right">-1,20 %</div>
</td>
<td>
<div align="right">246 967,54 kr</div>
</td>
</tr>
</tbody>
</table>
<p>[Inget diagram då bilder för tillfället inte kan laddas upp till anonyma Blogger-bloggar från tredjepartsappar.] </p>
<h1>Dynamiska planen:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Mål</th><th scope="col">Plan</th><th scope="col">Differens</th><th scope="col" colspan="2">Avkastningskrav<br />årsbasis</th><th scope="col">Mål nästa månad</th></tr>
<tr><th scope="row">1 miljon</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">235 387,25</span> kr</div>
</td>
<td>
<div align="right">5 189,25 kr</div>
</td>
<td>
<div align="right">4,96 %</div>
</td>
<td>
<div align="right">(5,04 %)</div>
</td>
<td>
<div align="right">241 549,44 kr</div>
</td>
</tr>
<tr><th scope="row">12 miljoner</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">237 045,36</span> kr</div>
</td>
<td>
<div align="right">3 531,14 kr</div>
</td>
<td>
<div align="right">14,21 %</div>
</td>
<td>
<div align="right">(14,27 %)</div>
</td>
<td>
<div align="right">243 255,80 kr</div>
</td>
</tr>
<tr><th scope="row">20 k/mån utd</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">236 799,41</span> kr</div>
</td>
<td>
<div align="right">3 777,09 kr</div>
</td>
<td>
<div align="right">12,79 %</div>
</td>
<td>
<div align="right">(12,86 %)</div>
</td>
<td>
<div align="right">243 000,75 kr</div>
</td>
</tr>
</tbody>
</table>
<h1>Kommentarer:</h1>
<p>För att nå miljonen behöver årsavkastningen nu inte ens uppgå till 5%. Inte illa. Nya rekord även beträdande att nå 12-miljoner där årsavkastningskravet nu är nere på rekordlåga 14,21%. I spåren av de senaste månadernas uppgångar har direktavkastningen börjat att falla, vilket gör att det nödvändiga beloppet för att få en månadsutdelning om 20 kkr vänt uppåt från tidigare rekordnivåer. Det ökade egna kapitalet gör dock att den nödvändiga årsavkastningen för att nå dit ändå minskar.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-38593012872596921522017-05-02T22:51:00.001+02:002017-05-02T22:51:28.044+02:00Utdelningar april 2017<table style="color: #000000; font-family: 'Lucida Grande';" border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Aktie</th><th scope="col">Antal</th><th scope="col">Utdelning/aktie</th><th scope="col">Källskatt</th><th scope="col">Nettoutdelning</th></tr>
<tr><th scope="row">
<div align="right">Bank of Nova Scotia</div>
</th>
<td>
<div align="right">15 </div>
</td>
<td>
<div align="right">0,76 CAD</div>
</td>
<td>
<div align="right">11,06 kr</div>
</td>
<td>
<div align="right">62,68 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Becton Dickinson</div>
</th>
<td>
<div align="right">1 </div>
</td>
<td>
<div align="right">0,73 USD</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">6,51 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Bonava</div>
</th>
<td>
<div align="right">3 </div>
</td>
<td>
<div align="right">1,90 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">5,70 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Chubb</div>
</th>
<td>
<div align="right">2 </div>
</td>
<td>
<div align="right">0,69 USD</div>
</td>
<td>
<div align="right">0,00 kr</div>
</td>
<td>
<div align="right">12,23 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Concentric</div>
</th>
<td>
<div align="right">63 </div>
</td>
<td>
<div align="right">3,50 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">220,50 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Genuine Parts Company</div>
</th>
<td>
<div align="right">2 </div>
</td>
<td>
<div align="right">0,675 USD</div>
</td>
<td>
<div align="right">1,82 kr</div>
</td>
<td>
<div align="right">10,29 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">ICA Gruppen</div>
</th>
<td>
<div align="right">6 </div>
</td>
<td>
<div align="right">10,50 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">63,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Kimberly Clark</div>
</th>
<td>
<div align="right">16 </div>
</td>
<td>
<div align="right">8,69 kr</div>
</td>
<td>
<div align="right">20,84 kr</div>
</td>
<td>
<div align="right">118,12 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Klövern pref</div>
</th>
<td>
<div align="right">2 </div>
</td>
<td>
<div align="right">5,00 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">10,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Nestlé</div>
</th>
<td>
<div align="right">2 </div>
</td>
<td>
<div align="right">2,30 CHF</div>
</td>
<td>
<div align="right">14,41 kr</div>
</td>
<td>
<div align="right">26,77 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">NCC</div>
</th>
<td>
<div align="right">3 </div>
</td>
<td>
<div align="right">3,00 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">9,00 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (IPS)</div>
</th>
<td>
<div align="right">13</div>
</td>
<td>
<div align="right">1,89 kr</div>
</td>
<td>
<div align="right">3,69 kr</div>
</td>
<td>
<div align="right">20,92 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (KF)</div>
</th>
<td>
<div align="right">46</div>
</td>
<td>
<div align="right">1,89 kr</div>
</td>
<td>
<div align="right">13,06 kr</div>
</td>
<td>
<div align="right">74,02 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (NN)</div>
</th>
<td>
<div align="right">20</div>
</td>
<td>
<div align="right">0,2110 USD</div>
</td>
<td>
<div align="right">5,69 kr</div>
</td>
<td>
<div align="right">32,26 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Skanska</div>
</th>
<td>
<div align="right">2 </div>
</td>
<td>
<div align="right">8,25 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">16,50 kr </div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Swedbank</div>
</th>
<td>
<div align="right">23</div>
</td>
<td>
<div align="right">13,20 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">303,60 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Telus</div>
</th>
<td>
<div align="right">22</div>
</td>
<td>
<div align="right">0,48 CAD</div>
</td>
<td>
<div align="right">10,58 kr</div>
</td>
<td>
<div align="right">59,96 kr </div>
</td>
</tr>
</tbody>
</table>
<p style="font-family: 'Lucida Grande';"><strong>Ränteutgifter:</strong> -53,65 kr</p>
<table style="color: #000000; font-family: 'Lucida Grande';" border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="row" rowspan="3" valign="top">Utdelningsnetto</th><th scope="row">
<div align="right">Månadens:</div>
</th>
<td>
<div align="right">998,41 kr</div>
</td>
<td>
<div align="right">(848,34 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">YTD:</div>
</th>
<td>
<div align="right">2 161,79 kr</div>
</td>
<td>
<div align="right">(1 728,87 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">R12:</div>
</th>
<td>
<div align="right">5 901,13 kr</div>
</td>
<td>
<div align="right">(<span style="font-family: 'Lucida Grande'; text-align: -webkit-right;">4 651,39</span> kr)</div>
</td>
</tr>
<tr><th scope="row" rowspan="3" valign="top">Direktavkastning<br />årsbasis</th><th scope="row">
<div align="right">Oviktad:</div>
</th>
<td>
<div align="right">2,94 %</div>
</td>
<td>
<div align="right">(2,72 %)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Viktad 3 mån:</div>
</th>
<td>
<div align="right">2,96 %</div>
</td>
<td>
<div align="right">(2,66 %)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Viktad 12 mån:</div>
</th>
<td>
<div align="right">2,94 %</div>
</td>
<td>
<div align="right">(2,47 %)</div>
</td>
</tr>
</tbody>
</table>
<p style="font-family: 'Lucida Grande';">Jämförelsesiffrorna gäller samma period föregående år.</p>
<h2 style="font-family: 'Lucida Grande';">Valutaexponering</h2>
<p style="font-family: 'Lucida Grande';">Utdelningarnas ursprungsvaluta (R12):</p>
<p style="font-family: 'Lucida Grande';">USD: 48,50 %<br />SEK: 24,48 %<br />CAD: 13,32 %<br />GBP: 9,83 %<br />DKK: 1,93 %<br />EUR: 1,49 % <br />CHF: 0,45 %</p>
<p style="font-family: 'Lucida Grande';">Inget fint diagram då Blogger inte längre tillåter tredjeparts bloggningsappar att ladda upp bilder till anonyma bloggar. </p>
<h2 style="font-family: 'Lucida Grande';">Nästa månad</h2>
<p>Utdelningar väntas från Apple, Assa Abloy, Atlas Copco, Bahnhof, Boston Pizza, Cellavision, Emera, HM, Investor, Kindred Group (tidigare Unibet), Nibe, Realty Income, Pentair, Vitec, Wihlborgs fastigheter samt ÅF. Se även utdelningssidan.</p>
<h2 style="font-family: 'Lucida Grande';">Kommentarer</h2>
<p>Äsch! 1 krona och 59 öre från att nå 1000 kr i utdelningsnetto under månaden, och därmed för första gången få en annan månad än maj som passerar denna småsparares första drömgräns. Nåväl, givet min investeringsstrategi att investera i bolag som höjer utdelningen och att Intrum justitia i år som undantag flyttat fram utdelningen från april till preliminärt juli gör att jag redan räknar hem att spränga tusenkronorsgränsen i april 2018.</p>
<p>YTD är utdelningarna 2161,79 kr, vilket är mer än mina utdelningar för hela 2014, och då har vi ju inte ens kommit fram till den stora utdelningsmånaden maj!</p>
<p>Slutligen välkomnar vi CHF som ursprung för utdelningarna i och med att mina aktier i Nestlé jag köpte i höstas gav utdelning för första gången. Har även planer på att plocka in ABB som ju också lämnar utdelningen i CHF.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-11643420412643915932017-04-26T21:12:00.001+02:002017-04-26T21:12:04.930+02:00Månadens köp<p>På IPS-kontot återinvesteras april-utdelningarna i 4 Assa Abloy-aktier à 187,30 kr. Köpet gjordes den 19:e.</p>
<p>I min kapitalförsäkring görs ett kombinerat månadsspar och utdelningsåterinvestering genom att att köpa 8 Atlas Copco B à 295,40 kr. Köpet gjordes den 26:e, det vill säga sista dagen att köpa aktier och vara berättigad till utdelningen. Detta köp ger alltså ytterligare 27,20 kr i utdelning nu i maj och sedan i november i och med att Atlas Copco tillämpar halvårsutdelning.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-37825323161307529762017-04-12T00:20:00.001+02:002017-04-12T00:20:26.583+02:00Köpt Skanska<p>Denna blev visst liggande i utkorgen sedan förra veckan utan att publiceras. Nåväl, bättre sent än aldrig heter det ju.</p>
<p>Utdelningssäsongen har börjat och första köpet för erhållen utdelning görs på IPS-kontot där två aktier i Skanska köps in à 211,60 kr. Skanska är ett stabilt byggbolag, och det lär ju inte byggas mindre de närmsta åren.</p>
<p>Köpet gjordes i måndags, och därmed blir det utdelningssurfande då utdelningen avskiljdes igår onsdag. 8,25 kr per aktie ramlar in på kontot nästa vecka.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-71723352873044743982017-04-01T15:58:00.001+02:002017-04-01T15:58:35.486+02:00Månadsrapport: mars 2017<h1>Nyckeltal:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="row">
<div align="right">Tillgångar:</div>
</th>
<td>
<div align="right">279 316,07 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">273 469,46</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Belåning:</div>
</th>
<td>
<div align="right">44 891,42 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">40 976,68</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Eget kapital:</div>
</th>
<td>
<div align="right">234 424,65 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">232 492,78</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Nysparande:</div>
</th>
<td>
<div align="right">1 300,00 kr</div>
</td>
<td>
<div align="right">(1 300,00 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Utdelningar:</div>
</th>
<td>
<div align="right">600,36 kr</div>
</td>
<td>
<div align="right">(<span>318,62</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Skuldränta:</div>
</th>
<td>
<div align="right">51,00 kr</div>
</td>
<td>
<div align="right">(51,00 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Direktavkastning:</div>
</th>
<td>
<div align="right">2,99 %</div>
</td>
<td>
<div align="right">(3,01 %)</div>
</td>
</tr>
</tbody>
</table>
<p>Jämförelsesiffrorna är för föregående månad. Direktavkastningen är omräknad till årsbasis för R12 och beräknad på ett viktat medelvärde för de senaste tre månaderna.</p>
<h1>Statiska planen:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Mål</th><th scope="col">Plan</th><th scope="col">Differens (kr)</th><th scope="col">Differens (%)</th><th scope="col">Mål nästa månad</th></tr>
<tr><th scope="row">1 miljon</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">199 981,38</span> kr</div>
</td>
<td>
<div align="right">34 443,27 kr</div>
</td>
<td>
<div align="right">17,22 %</div>
</td>
<td>
<div align="right">201 443,74 kr</div>
</td>
</tr>
<tr><th scope="row">12 miljoner</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">240 057,84</span> kr</div>
</td>
<td>
<div align="right">-5 633,19 kr</div>
</td>
<td>
<div align="right">-2,35 %</div>
</td>
<td>
<div align="right">243 495,24 kr</div>
</td>
</tr>
</tbody>
</table>
<p>[Bilder kan för tillfället inte laddas upp till Blogger.] </p>
<h1>Dynamiska planen:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Mål</th><th scope="col">Plan</th><th scope="col">Differens</th><th scope="col" colspan="2">Avkastningskrav<br />årsbasis</th><th scope="col">Mål nästa månad</th></tr>
<tr><th scope="row">1 miljon</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">233 450,19</span> kr</div>
</td>
<td>
<div align="right">974,46 kr</div>
</td>
<td>
<div align="right">5,04 %</div>
</td>
<td>
<div align="right">(5,06 %)</div>
</td>
<td>
<div align="right">235 387,25 kr</div>
</td>
</tr>
<tr><th scope="row">12 miljoner</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">235 090,01</span> kr</div>
</td>
<td>
<div align="right">-665,36 kr</div>
</td>
<td>
<div align="right">14,27 %</div>
</td>
<td>
<div align="right">(14,26 %)</div>
</td>
<td>
<div align="right">237 045,36 kr</div>
</td>
</tr>
<tr><th scope="row">20 k/mån utd</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">234 850,58</span> kr</div>
</td>
<td>
<div align="right">-425,93 kr</div>
</td>
<td>
<div align="right">12,86 %</div>
</td>
<td>
<div align="right">(12,87 %)</div>
</td>
<td>
<div align="right">236 799,41 kr</div>
</td>
</tr>
</tbody>
</table>
<h1>Kommentarer:</h1>
<p>Köpet av Boston Pizza finansierades delvis med krediten, vilket förklarar uppgången i både tillgångar och belåning.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-27476175884459773082017-04-01T15:44:00.001+02:002017-04-01T15:44:35.966+02:00Utdelningar mars 2017<p>Utdelningssäsongen mjukstartar med utdelning från Kone, och halvårsutdelning från Castellum och Novo Nordisk som har börjat med det trevliga utdelningsupplägget.</p>
<table style="color: #000000; font-family: 'Lucida Grande';" border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Aktie</th><th scope="col">Antal</th><th scope="col">Utdelning/aktie</th><th scope="col">Källskatt</th><th scope="col">Nettoutdelning</th></tr>
<tr><th scope="row">
<div align="right">Castellum</div>
</th>
<td>
<div align="right">69</div>
</td>
<td>
<div align="right">2,50 kr</div>
</td>
<td>
<div align="right">—</div>
</td>
<td>
<div align="right">87,85 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Kone</div>
</th>
<td>
<div align="right">7</div>
</td>
<td>
<div align="right">1,55 EUR</div>
</td>
<td>
<div align="right">15,50 kr</div>
</td>
<td>
<div align="right">87,85 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Johnson & Johnson</div>
</th>
<td>
<div align="right">4</div>
</td>
<td>
<div align="right">0,80 USD</div>
</td>
<td>
<div align="right">4,30 kr</div>
</td>
<td>
<div align="right">24,40 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Microsoft</div>
</th>
<td>
<div align="right">35</div>
</td>
<td>
<div align="right">3,51 kr</div>
</td>
<td>
<div align="right">18,40 kr</div>
</td>
<td>
<div align="right">104,29 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Novo Nordisk</div>
</th>
<td>
<div align="right">20</div>
</td>
<td>
<div align="right">4,60 EUR</div>
</td>
<td>
<div align="right">31,85 kr</div>
</td>
<td>
<div align="right">86,12 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (IPS)</div>
</th>
<td>
<div align="right">13</div>
</td>
<td>
<div align="right">1,89 kr</div>
</td>
<td>
<div align="right">3,63 kr</div>
</td>
<td>
<div align="right">20,59 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (KF)</div>
</th>
<td>
<div align="right">46</div>
</td>
<td>
<div align="right">1,89 kr</div>
</td>
<td>
<div align="right">12,85 kr</div>
</td>
<td>
<div align="right">72,86 kr</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Realty Income Corp (NN)</div>
</th>
<td>
<div align="right">20</div>
</td>
<td>
<div align="right">0,2105 USD</div>
</td>
<td>
<div align="right">5,60 kr</div>
</td>
<td>
<div align="right">31,75 kr</div>
</td>
</tr>
</tbody>
</table>
<p style="font-family: 'Lucida Grande';"><strong>Ränteutgifter:</strong> 51,00 kr</p>
<table style="color: #000000; font-family: 'Lucida Grande';" border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="row" rowspan="3" valign="top">Utdelningsnetto</th><th scope="row">
<div align="right">Månadens:</div>
</th>
<td>
<div align="right">549,36 kr</div>
</td>
<td>
<div align="right">(526,59 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">YTD:</div>
</th>
<td>
<div align="right">1 163,38 kr</div>
</td>
<td>
<div align="right">(880,53 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">R12:</div>
</th>
<td>
<div align="right">5 751,06 kr</div>
</td>
<td>
<div align="right">(4 454,48 kr)</div>
</td>
</tr>
<tr><th scope="row" rowspan="3" valign="top">Direktavkastning<br />årsbasis</th><th scope="row">
<div align="right">Oviktad:</div>
</th>
<td>
<div align="right">2,97 %</div>
</td>
<td>
<div align="right">(2,65 %)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Viktad 3 mån:</div>
</th>
<td>
<div align="right">2,99 %</div>
</td>
<td>
<div align="right">(2,57 %)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Viktad 12 mån:</div>
</th>
<td>
<div align="right">2,93 %</div>
</td>
<td>
<div align="right">(2,41 %)</div>
</td>
</tr>
</tbody>
</table>
<p style="font-family: 'Lucida Grande';">Jämförelsesiffrorna gäller samma period föregående år.</p>
<h2 style="font-family: 'Lucida Grande';">Valutaexponering</h2>
<p style="font-family: 'Lucida Grande';">Utdelningarnas ursprungsvaluta (R12):</p>
<p style="font-family: 'Lucida Grande';">USD: 48,83 %<br />SEK: 24,12 %<br />CAD: 13,45 %<br />GBP: 10,09 %<br />DKK: 1,98 %<br />EUR: 1,53 % </p>
<p style="font-family: 'Lucida Grande';">[Diagram kan komma senare. Just nu har blogger problem med bilduppladdning.]</p>
<h2 style="font-family: 'Lucida Grande';">Nästa månad</h2>
<p style="font-family: 'Lucida Grande';">Utdelningar väntas från Bank of Nova Scotia, Becton Dickinson, Bonava, Boston Pizza, Chubb, Concentric, Genuine Parts, ICA, Kimberly Clark, Klövern preferens, NCC, Realty Income, Swedbank samt Telus. Se även utdelningssidan. Ingen utdelning väntas från Intrum Justitia då de flyttat fram årsstämman och därmed även utdelningen till juli.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-38355090105771999012017-03-31T22:21:00.001+02:002017-03-31T22:21:12.791+02:00Bank blev pizza<p>Hade egentligen haft småfunderationer på att lägga månadssparandet i Bank of Nova Scotia, men insåg lite snopet att jag skulle köpt senast igår för att vara berättigad till nästa utdelningstillfälle. Tankarna gick då vidare till andra aktier jag funderat på, och då jag gärna skulle öka i månadsutdelande aktier men inte vill öka i USA föll valet på en matkedja som vunnit några bloggares hjärtan och blivit lite av en följa John bland bloggläsande småsparare.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" title="boston_pizza.png" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX59sqIMYOsHJWDC-SNyVAnRCTCbe97BHiOUemxOVTauPLOQS9WJVV8ZPoHvKjKlU_3LcUNeiuynKZI-L4Rb_5FuxwkfGcQ05hwAUomU3BIm6IFZbtLalCELv40wXpyjabDrj9mo8GCg5y//?imgmax=1600" alt="Boston Pizza" width="449" height="364" border="0" /></p>
<p>Boston Pizza Royalties Income Fund (ticker på Toronto-börsen: BPF.UN) är, den korta historien, ett bolag som tjänar pengar på franchiseavgifterna från pizzerior som vill använda sig av namnet. Aktien har diskuterats en del inom bloggosfären, så googla exempelvis "<a href="https://www.google.se/search?q=boston+pizza+utdelning&safe=off&source=lnms&sa=X&ved=0ahUKEwispLSfv4HTAhXKB8AKHfvNBrUQ_AUIBSgA&biw=1718&bih=1235&dpr=1">boston pizza utdelning</a>" så hittar du en del. Och ja, i detta fall så är det faktiskt mer av följa John än egen research som ligger bakom.</p>
<p>Aktien lämnar utdelning varje månad, avskiljningsdag brukar ligga strax efter mitten i månaden och utdelningsdag den sista. (Vilket med mina erfarenheter från Becton Dickinson torde innebära att utdelningen landar på ett svenskt konto i början av månaden efter.) Direktavkastningen är i skrivande stund 6,16%, vilket inte är illa. Kombinerar man det med att de faktiskt dessutom höjer utdelningen någon gång nu och då så har detta potential för att bli en fantastisk investering på sikt.</p>
<p>35 aktier köpta à 22,80 CAD, vilket borde ge i runda slängar ytterligare 23 kr varje månad i utdelning efter avdragen källskatt. Köpet ökar kreditutnyttjandet, men den ökade räntekostnaden täcks av den ökade utdelningen.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-47221354748910268782017-03-25T17:25:00.001+01:002017-04-13T21:05:54.169+02:00Intrum Justitia skjuter på utdelningen och ABB erbjuder särskilt utdelningsförfarande<p><img style="display: block; margin-left: auto; margin-right: auto;" title="intrum_justitia.png" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUbFo0oFpCNEIbz12-ISqYBsDS7i3pcmOf4EylBz-si3leFbclRvdfNPiygTZrEx5veE0on7KW-YnPEvK8n1WZ4v1AflMviiw0JIpxDOX6fzPpJR5t-9EWizamx8vcFAP7DeIojtdMBcWA//?imgmax=1600" alt="Intrum justitia logga" width="296" height="67" border="0" /></p>
<p>Intrum Justitia beslutade för en dryg vecka sedan att skjuta upp årsstämman på grund av att konkurrensprövningen av Lindorff-affären inte är klar. I och med det skjuts även utdelningen då den formellt godkänns på årsmötet och betalas ut efter detta. Preliminärt datum just nu är att utdelningen betalas ut först 6:e juli, men Intrum Justitia flaggar för att ”<span style="font-family: Arial, sans-serif; font-size: 12px;">årsstämman kan komma att tidigareläggas beroende på tidpunkt för EU-kommissionens besked”.</span></p>
<hr />
<p><img style="display: block; margin-left: auto; margin-right: auto;" title="ABB.png" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrHoZQiBsN-W-3-Lq9plzKROauJqmHI00WLOaBgpeXFQV_OAmzZwjiwDDaOCkFsOsE-hsmlJXyTQp18GhKvtYbB4q1biUYbwOBeJ0vAiM1Mgazy20qNl3cmqPagxANC5T_GkQxIpvbCmVH//?imgmax=1600" alt="ABB logga" width="280" height="110" border="0" /></p>
<p>ABB erbjuder särskilt utdelningsförfarande för aktieägare med skatterättslig hemvist i Sverige. I korthet innebär det att man låter utdelningen betalas av ett svenskt dotterbolag till ABB, och därigenom slipper man schweizisk källskatt. Haken är att väljer man att deltaga så kommer man inte att kunna sälja befintliga aktier under perioden 5–7 april, så aktiva traders bör fundera på om de vill deltaga, men för oss långsiktiga ägare är detta förmånligt.</p>
<p>Läs mer på <a href="http://new.abb.com/se/aktieinformation/aktien/särskilt-utdelningsförfarande-2017">ABBs hemsida</a>.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0tag:blogger.com,1999:blog-6379220845142025004.post-33186747913870439892017-03-13T22:20:00.001+01:002017-03-13T22:20:52.512+01:00Avanza sänker priset för Europahandel<p>Avanza meddelade härom veckan att de sänker priset för europahandel. Minicourtaget för handel på Tyska börsen sänks till 1 EUR, och hamnar därmed på samma pris som Nordnet haft i en bra bit över ett år. En extra glädjande nyhet är att man nu även kan handla direkt via siten på börserna i Nederländerna, Belgien och Portugal med minicourtage 4 EUR. (Nordnet har bara telefonorder för dessa börser och minicourtage från 99 kr.) Dessutom aviserar man att det inom kort även kommer att erbjudas handel på franska och italienska börsen via siten. Inget minicourtage anges för dessa, men då Parisbörsen ingår i Euronext tillsammans med Amsterdam, Bryssel och Lisabon så är en kvalificerad gissning att även det minicourtaget kommer att bli 4 EUR.</p>
<p>Däremot verkar Avanza inte ändra något på sitt minicourtage på Helsingforsbörsen om 0,95 EUR trots att Nordnet bara tar 1 kr.</p>
<p>Priskriget fortsätter alltså.</p>
<p>Kommer du att börja handla på dessa börser nu när priset sänks?</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com1tag:blogger.com,1999:blog-6379220845142025004.post-5636957690369968512017-03-05T21:18:00.001+01:002017-03-05T21:18:24.324+01:00Månadsrapport: februari 2017<h1>Nyckeltal:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="row">
<div align="right">Tillgångar:</div>
</th>
<td>
<div align="right">273 469,46 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">258 063,26</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Belåning:</div>
</th>
<td>
<div align="right">40 976,68 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">41 018,03</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Eget kapital:</div>
</th>
<td>
<div align="right">232 492,78 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">217 045,23</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Nysparande:</div>
</th>
<td>
<div align="right">1 300,00 kr</div>
</td>
<td>
<div align="right">(1 300,00 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Utdelningar:</div>
</th>
<td>
<div align="right">318,62 kr</div>
</td>
<td>
<div align="right">(<span style="text-align: -webkit-right;">397,40</span> kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Skuldränta:</div>
</th>
<td>
<div align="right">51,00 kr</div>
</td>
<td>
<div align="right">(51,00 kr)</div>
</td>
</tr>
<tr><th scope="row">
<div align="right">Direktavkastning:</div>
</th>
<td>
<div align="right">3,01 %</div>
</td>
<td>
<div align="right">(2,97 %)</div>
</td>
</tr>
</tbody>
</table>
<p>Jämförelsesiffrorna är för föregående månad. Direktavkastningen är omräknad till årsbasis för R12 och beräknad på ett viktat medelvärde för de senaste tre månaderna.</p>
<h1>Statiska planen:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Mål</th><th scope="col">Plan</th><th scope="col">Differens (kr)</th><th scope="col">Differens (%)</th><th scope="col">Mål nästa månad</th></tr>
<tr><th scope="row">1 miljon</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">198 522,40</span> kr</div>
</td>
<td>
<div align="right">33 970,38 kr</div>
</td>
<td>
<div align="right">17,11 %</div>
</td>
<td>
<div align="right">199 981,38 kr</div>
</td>
</tr>
<tr><th scope="row">12 miljoner</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">236 654,99</span> kr</div>
</td>
<td>
<div align="right">-4 162,21 kr</div>
</td>
<td>
<div align="right">-1,76 %</div>
</td>
<td>
<div align="right">240 057,84 kr</div>
</td>
</tr>
</tbody>
</table>
<p><br /><br /><img style="display: block; margin-left: auto; margin-right: auto;" title="statiska_2017-02.png" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjra5K3jZbkBdQsZCSrNeP_Eu2yz-w5gdBizvFeQpDU9-JC06pvbdraEgkaav_SDRfTuWPDletrMBVRgPXlV6kmVHoZgKDuTa0y3VXisqDpR8CI3QM61SGYVdDbCdlNVdHaX0aeA7npFgZl//?imgmax=1600" alt="Graf över statiska planen" width="420" height="361" border="0" /></p>
<h1>Dynamiska planen:</h1>
<table border="0" cellspacing="2" cellpadding="2">
<tbody>
<tr><th scope="col">Mål</th><th scope="col">Plan</th><th scope="col">Differens</th><th scope="col" colspan="2">Avkastningskrav<br />årsbasis</th><th scope="col">Mål nästa månad</th></tr>
<tr><th scope="row">1 miljon</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">217 978,60</span> kr</div>
</td>
<td>
<div align="right">14 514,18 kr</div>
</td>
<td>
<div align="right">5,06 %</div>
</td>
<td>
<div align="right">(5,28 %)</div>
</td>
<td>
<div align="right">233 450,19 kr</div>
</td>
</tr>
<tr><th scope="row">12 miljoner</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">219 505,43</span> kr</div>
</td>
<td>
<div align="right">12 987,35 kr</div>
</td>
<td>
<div align="right">14,26 %</div>
</td>
<td>
<div align="right">(14,48 %)</div>
</td>
<td>
<div align="right">235 090,01 kr</div>
</td>
</tr>
<tr><th scope="row">20 k/mån utd</th>
<td>
<div align="right"><span style="text-align: -webkit-right;">219 289,46</span> kr</div>
</td>
<td>
<div align="right">13 203,32 kr</div>
</td>
<td>
<div align="right">12,87 %</div>
</td>
<td>
<div align="right">(13,14 %)</div>
</td>
<td>
<div align="right">234 850,58 kr</div>
</td>
</tr>
</tbody>
</table>
<h1>Kommentarer:</h1>
<p>Någon gång nu och då kommer en sådan där månad där börsen går starkt och portföljen <em>nästan</em> kommer upp till 12-miljonersplanen. Senaste det hände var juli 2016, men nu var det dags igen med en uppgång på 6,52 % nysparande ej inräknat. Detta gör att vi återigen spräcker ett antal rekord: avkastningskravet för att nå 1 miljon minskar från 5,28 % per år till 5,06 % per år, för att nå 12 miljoner till 14,26 % per år från tidigare rekord 14,42 % per år, och för att nå 20 kkr i månadsutdelning har den fortsatt stigande direktavkastningen gjort att detta nu uppnås vid 8,3 miljoner i eget kapital vilket sätter avkastningskravet till 12,87 % per år jämfört med förra månadens, tillika innevarande rekord, 13,14 %.</p>Pensionärsmiljonärenhttp://www.blogger.com/profile/17040710772355268018noreply@blogger.com0