<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5116869166814161233</id><updated>2012-02-21T17:26:34.660+01:00</updated><title type='text'>Talmagi</title><subtitle type='html'>om brug og misbrug af statistik i medierne</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>61</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-1091993145670958988</id><published>2012-02-10T13:00:00.000+01:00</published><updated>2012-02-10T13:00:04.212+01:00</updated><title type='text'>Martin Geertsen: Der er ingen trængsel i København</title><content type='html'>&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" 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" style="margin-left: auto; margin-right: auto;" width="316" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Trafikken gennem kommunegrænsen og &lt;br /&gt;søsnittet (Kilde: &lt;a href="http://www.kk.dk/Borger/ByOgTrafik/ByensTrafik/Tal/Trafikt%C3%A6llingerArkiv.aspx"&gt;Københavns Kommune&lt;/a&gt;)&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;I Debatten på DR argumenterede Martin Geertsen imod regeringens trængsels/betalings-ring. Direkte adspurgt om han mener der er et problem med trængsel i København &lt;a href="http://politiken.dk/politik/ECE1534877/venstre-der-er-ingen-traengsel-i-koebenhavn/"&gt;svarede han&lt;/a&gt;, at det synes han ikke der er:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Hvis der er nogen der oplever et trængselsproblem i København, skyldes det ikke flere biler.&lt;/blockquote&gt;Blandt andet nævnte Geertsen, at antallet af biler gennem "søsnittet" (dvs. der hvor vejene krydser søerne og havnen) faktisk er faldet i de seneste år.&lt;br /&gt;&lt;br /&gt;Og det har Geertsen ret i. Tal fra Københavns Kommune viser at trafikken over søsnittet har været nogenlunde stabilt de sidste fire årtier, med et svagt fald de seneste år. Trafikken over kommunegrænsen er derimod steget kraftigt fra 1980'erne til i dag, hvor det dog har ligget stabilt de sidste 5 år.&lt;br /&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: right; float: right; margin-bottom: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a 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" 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" width="294" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Antal personbiler, transportarbejde &lt;br /&gt;samt trængselstid i København &lt;br /&gt;(Kilde: Københavns Kommune)&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Det er efter min mening vinklet lige skarpt nok, når Geertsen påstår at et eventuelt oplevet trængselsproblem ikke skyldes flere biler. Det skyldes ikke flere biler gennem søsnittet - det er vi enige om - men der er faktisk kommet flere biler i København de seneste år. Der bliver også kørt mange flere kilometer nu end for ti år siden, selvom det såkaldte transportarbejde dog er faldet siden finanskrisens begyndelse. Trængselstiden ser dog ud til at have toppet i 2006.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.kk.dk/Borger/ByOgTrafik/ByensTrafik/Tal/Traengselsindeks.aspx"&gt;Københavns Kommune skriver&lt;/a&gt; på sin hjemmeside at&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;I 2010 spildes dagligt ca. 110.000 timer&amp;nbsp;i Hovedstadsområdet alene. Eksperter vurderer, at dette svarer til at samfundet hvert år mister 6-8 mia. kr.&lt;/blockquote&gt;Der kan ikke herske nogen tvivl om hvorvidt der er trængsel i København eller ej. Det er der. Men om trængslen i København er et så alvorligt samfundsproblem at der skal gøres noget ved det, og om en trængsels/betalings-ring er den rette løsning må være en politisk beslutning. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-1091993145670958988?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/1091993145670958988/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/02/martin-geertsen-der-er-ingen-trngsel-i.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/1091993145670958988'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/1091993145670958988'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/02/martin-geertsen-der-er-ingen-trngsel-i.html' title='Martin Geertsen: Der er ingen trængsel i København'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-169433011024125697</id><published>2012-02-02T15:42:00.000+01:00</published><updated>2012-02-02T15:42:54.647+01:00</updated><title type='text'>DR's Detektor skyder forbi målet i MC spørgsmål</title><content type='html'>Programmet Detektor på Danmarks Radio, tog for nylig en række udsagn fra "blærerøven" Mads Christensen (MC) &lt;a href="http://www.dr.dk/P1/Detektor/Udsendelser/2012/01/31105151.htm"&gt;under kærlig behandling.&lt;/a&gt; MC udtalte sig i radio-programmet "Mads og Monopolet" om risikoen forbundet med at køre motorcykel. Detektor har set nærmere på en række af MC's postulater, og når frem til, at MC tager fejl på en række punkter.&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Gennemsnitsalderen for en motorcyklist er ca. 45 år og ikke 51 som MC sagde.&lt;/li&gt;&lt;li&gt;Kun cirka 25 motorcyklister dør i trafikken hvert år, og ikke 36-40 per år som MC sagde.&lt;/li&gt;&lt;li&gt;Kun cirka en fjerdedel af ulykkerne er eneulykker og ikke halvdelen som MC sagde.&lt;/li&gt;&lt;li&gt;Kun cirka en fjerdedel af ulykkerne er "svingningsulykker", hvor MC postulerede at halvdelen var venstresvings- eller vigepligtsulykker.&lt;/li&gt;&lt;/ul&gt;Overordnet set argumenterede MC for at det ikke er specielt farligt at køre på motorcykel, og i den forbindelse er den eneste relevante påstand den, der handler om antallet af dræbte motorcyklister. Og på det punkt tog MC altså fejl på den måde at han &lt;i&gt;overvurderede&lt;/i&gt; antallet af trafikdrab.&lt;br /&gt;&lt;br /&gt;MC's hovedpåstand fremgår af følgende citater:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;- Jeg mener simpelthen, at det er en myte, at det der, det er mere farligt. Det er ikke specielt farligt at køre på motorcykel. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;- Det er en myte. Det er ikke farligt at køre på motorcykel. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;- Der er mange mange ting der er langt farligere, som vi dagligdags accepterer.&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;- Jamen tænk på alle de børn der snubler - på cykel. Skulle de så holde op med at cykle? &lt;/blockquote&gt;DR's Detektor udlægger MC's påstand således at den handler om at det ikke er farligere at køre motorcykel end at køre bil. Detektor skriver:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Det er nemlig ifølge&amp;nbsp;"Blærerøven"&amp;nbsp;ikke farligere at køre på motorcykel end at køre i bil.&lt;/blockquote&gt;Her begår Detektor, efter min mening, en fejl. Jeg har genlyttet radioudsendelsen, og jeg vurderer at MC's påstand frem for alt handler om at motorcykler ikke er farligere end meget andet vi dagligt udsætter os selv for. Detektor behandler derfor ikke MC's påstand men derimod en &lt;a href="http://wiki.ateist.net/index.php?n=Filosofi.LogiskeFejlslutninger"&gt;stråmand&lt;/a&gt; - en karikeret version af MC's udsagn.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;For at undersøge "stråmanden"  har DR's Detektor talt med seniorforsker Tove Hels fra Danmarks Tekniske Universitet, som når frem til følgende:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;- Der er cirka 40 gange så stor risiko for at komme alvorligt til skade eller blive dræbt per kørt kilometer på motorcykel, end der er i bil. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;- Helt præcis bliver 0,14 alvorligt sårede eller dræbt per 10 millioner kørte kilometer, når de tilbagelægges i en personbil, mens hele 6,17 lider samme skæbne, når det foregår på motorcykel.&lt;/blockquote&gt;Motorcyklen er altså tilsyneladende ca. 40 gange farligere end bilen. Men heller ikke dette argument er efter min mening helt korrekt. Jeg tvivler ikke på at 40 gange flere motorcyklister kommer alvorligt til skade per kørt kilometer sammenlignet med bilisterne - men en del af den statistik vil kunne forklares ved at motorcyklister måske kører mere risikobetonet. Lidt karikeret risikerer man at sammenligne en flok rolige bilister med en flok vilde motorcyklister - den "rigtige" sammenligning bør se på forskellen i risiko for én specifik person der vælger mellem bilen og motorcyklen. Alene det faktum at den overvejende del af motorcyklisterne er mænd og at &lt;a href="http://politiken.dk/debat/kroniker/ECE170721/det-er-maend-der-er-problemet/"&gt;mænd står for langt de fleste overtrædelser af færdselsloven&lt;/a&gt; underbygger postulatet om at motorcyklister er mere risikovillige.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-169433011024125697?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/169433011024125697/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/02/drs-detektor-skyder-forbi-malet-i-mc.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/169433011024125697'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/169433011024125697'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/02/drs-detektor-skyder-forbi-malet-i-mc.html' title='DR&apos;s Detektor skyder forbi målet i MC spørgsmål'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-2246491980985450391</id><published>2012-01-26T19:00:00.000+01:00</published><updated>2012-01-26T19:00:00.893+01:00</updated><title type='text'>Faktatjek af Jyllandspostens faktatjek</title><content type='html'>&lt;div class="faktaSecStoryQuote"&gt;&lt;div class="faktaSecStoryQuoteTtl"&gt;Interessen for at faktatjekke politikere og andre debattører i medierne er stigende. &lt;a href="http://www.dr.dk/p1/detektor"&gt;Danmarks radio&lt;/a&gt;, &lt;a href="http://jp.dk/indland/faktameter/"&gt;Jyllandsposten&lt;/a&gt;, &lt;a href="http://www.b.dk/faktatjek"&gt;Berlingske&lt;/a&gt; og &lt;a href="http://blog.politiken.dk/faktapatruljen/"&gt;Politiken&lt;/a&gt; og mange flere er med på vognen, og også denne blog (Talmagi) kan henregnes til kategorien.&lt;/div&gt;&lt;div class="faktaSecStoryQuoteTtl"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="faktaSecStoryQuoteTtl"&gt;Her bringer vi nu (for første gang i danmarkshistorien så vidt jeg ved) et faktatjek-faktatjek. Vi tager et kig på et af de udsagn, som &lt;a href="http://jp.dk/indland/faktameter/df/alex_ahrendtsen/article2662647.ece"&gt;Jyllandsposten har faktatjekket&lt;/a&gt; og vurderet til at være sandt:&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;a href="http://jp.dk/img/fakta/ico/stamp_sandt.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" border="0" src="http://jp.dk/img/fakta/ico/stamp_sandt.png" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="faktaSecStoryQuoteTtl"&gt;Alex Ahrendtsen:&lt;/div&gt;&lt;a href="http://jp.dk/indland/faktameter/df/alex_ahrendtsen/article2662647.ece"&gt; »Tre af fire lærere er ventreorienterede. Det viser alle undersøgelser, og derfor vil det også afspejle sig i deres valg (af undervisningsmateriale red.), hvis de selv får lov at bestemme.« &lt;/a&gt;&lt;/blockquote&gt;Jyllandsposten stempler påstanden som "sand" på baggrund af en undersøgelse som viser at ca. 75% af de danske folkeskolelærere ville stemme på rød blok. Til sammenligning stemmer kun &lt;a href="http://www.dr.dk/Nyheder/Temaer/2009/KV09/2009/11/13/074743.htm"&gt;ca. 1 procent&lt;/a&gt; af lærerne  på Dansk Folkeparti.&lt;br /&gt;&lt;br /&gt;Men påstanden går jo ikke blot på at 3 ud af 4 lærere er venstreorienterede - den går på at lærernes politiske ståsted påvirker deres valg af undervisningsmateriale. Påstanden krænker dermed lærernes faglighed på et uoplyst grundlag, idet der, mig bekendt, ikke er lavet nogen undersøgelser af i hvilken grad politiske holdninger påvirker lærernes faglige gerning.&lt;br /&gt;&lt;br /&gt;Dermed må Jyllandspostens faktatjek stemples som "Falsk".&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div class="faktaSecStoryStamp" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-2246491980985450391?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/2246491980985450391/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/01/faktatjek-af-jyllandspostens-faktatjek.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/2246491980985450391'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/2246491980985450391'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/01/faktatjek-af-jyllandspostens-faktatjek.html' title='Faktatjek af Jyllandspostens faktatjek'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-7511053147524866329</id><published>2012-01-24T19:03:00.001+01:00</published><updated>2012-01-24T19:03:32.607+01:00</updated><title type='text'>Marmelade panik</title><content type='html'>Nordjyske &lt;a href="http://www.nordjyske.dk/artikel/10/5/4/4055310/3/afgift-p%E5-b%E6r-og-vand-giver-panik"&gt;melder&lt;/a&gt; om panik i marmelade-branchen:&lt;br /&gt;&lt;blockquote&gt;Det viser sig nemlig, at den nye sukkerafgift, som Folketinget vedtager i dag som led i finansloven, ikke kun er en afgift på selve sukkeret, men på de varer, hvori sukkeret anvendes. &lt;br /&gt;For eksempelvis marmelade betyder det, at der skal betales afgift af både sukker, vand og bær. Dermed vil et glas marmelade, der i dag koster 17 kr., stige til 44 kr. &lt;/blockquote&gt;Den samlede prisstigning er dermed ca. 160%. EPN &lt;a href="http://epn.dk/brancher/foedevarer/article2673451.ece"&gt;gennemgår&lt;/a&gt; hvorledes marmelade-regnestykket ender på 44 kroner:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Hvis man tager udgangspunkt i chokoladeafgiften, der er (...) 23,75 kr. pr. kilo, så vil afgiften pr. kilo inklusiv moms lande på omkring 30 kr. Det bliver til 27,75 kr. for 900 gram, og dertil kommer salgsprisen på 17 kr., altså godt 44 kr.&lt;/blockquote&gt;Der er altså ikke tale om et glas marmelade, men en blå plastikspand med 900 gram. Det glas marmelade jeg plejer at købe indeholder 350 gram og koster ca. 15 kroner. Afgiften for 350 gram marmelade er ca. 10 kroner inkl. moms og glasset kommer dermed til at koste ca. 25 kroner. Min marmelade stiger altså "kun" ca. 70%.&lt;br /&gt;&lt;br /&gt;Værre ser det dog ud til at gå ketchup-branchen, som &lt;a href="http://www.danskerhverv.dk/Nyheder/Sider/Hoejere-og-flere-afgifter-paa-foedevarer-og-cigaretter.aspx"&gt;også bliver ramt&lt;/a&gt; af den nye afgift. En discount-flaske på 1.000 gram til 10,50 kroner stiger til ca. 40 kroner - en prisstigning på ca. 280%.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-7511053147524866329?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/7511053147524866329/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/01/marmelade-panik.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/7511053147524866329'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/7511053147524866329'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/01/marmelade-panik.html' title='Marmelade panik'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-2940443067069220528</id><published>2012-01-12T10:13:00.000+01:00</published><updated>2012-01-12T10:13:23.347+01:00</updated><title type='text'>70 eller 700 blondiner? Politiken kvajer sig og skyder skylden på 2.C på Ørestad Gymnasium</title><content type='html'>Under overskriften "Den store Lotto-sandsynlighedsguide: Vælg ét hår fra 70 blondiner på række" bragte Politiken igår den nyhed at sandsynligheden for at vinde den helt store Lotto-gevinst svarer til at findet ét bestemt hår blandt fra 70 blondiner på række. I dag er overskriften ændret fra "70 blondiner" til "700 blondiner":&lt;br /&gt; &lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Hvis et hår repræsenter vinderkuponen, er chancen for at vinde superpuljen den samme, som hvis du står foran 700 blondiner på række og går hen til en af dem og udvælger ét hår. (Ud af den enkelte blondines cirka 140.000 hår) &lt;/blockquote&gt;Ændringen fra 70 til 700 skyldes, ifølge Politiken, at 2.C på Ørstad Gymnasium, som har foretaget den oprindelige udregning, har regnet galt:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i class=" bl-elem"&gt;Ikke alle i 2.C er åbenbart helt skarpe, så det har tidligere fremgået her, at 70 blondiner var nok. Det er det slet ikke.&lt;/i&gt;&lt;/blockquote&gt;70 blondiner med hver 140.000 hår på hovedet har naturligvis 70 x 140.000 = 9,8 millioner hår i alt og sandsynligheden for at findet ét bestemt hår er dermed 1 ud af 9,8 millioner.&lt;br /&gt;&lt;br /&gt;Sandsynligheden for at ramme superpuljen med én enkelt Lotto-række er som bekendt ca. 1 ud af 98 millioner. Men det er ikke det, studenten fra Ørestaden taler om: Der står nemlig ikke at et hår representerer en Lotto-række, men derimod en en "vinderkupon". En Lotto-kupon har almindeligvis 10 rækker, og dermed bliver chancen for gevinst ca. 10 gange større end chancen for en enkelt række (med mindre selvfølgelig man er så dum at spille den samme række 10 gange på samme kupon).&lt;br /&gt;&lt;br /&gt;Sandsynligheden for gevinst på en Lotto-kupon er derfor ca. 1 ud af 9,8 millioner, svarende til sandsynligheden for at vælge et bestemt hår fra 70 blondiner på række. Min konklusion: Ikke alle på Politikens redaktion er åbenbart helt skarpe.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-2940443067069220528?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/2940443067069220528/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/01/70-eller-700-blondiner-politiken-kvajer.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/2940443067069220528'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/2940443067069220528'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/01/70-eller-700-blondiner-politiken-kvajer.html' title='70 eller 700 blondiner? Politiken kvajer sig og skyder skylden på 2.C på Ørestad Gymnasium'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-5089972022008574845</id><published>2012-01-09T22:00:00.000+01:00</published><updated>2012-01-09T22:00:03.923+01:00</updated><title type='text'>Champix: 174.718 bivirkninger i Europa</title><content type='html'>&lt;div class="tr_bq"&gt;Ekstrabladet advarer mod rygestop-pillen "Champix" med &lt;a href="http://ekstrabladet.dk/kup/sundhed/article1686729.ece"&gt;overskriften&lt;/a&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;b&gt;Champix: 174.718 bivirkninger i Europa&lt;/b&gt;&lt;/blockquote&gt;Overskriften  giver det indtryk at det omstridte lægemiddel har et ufatteligt antal forskellige mulige bivirkninger. Længere nede i artiklen fremgår det at tallet dækker over&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt; at der fra 2006, hvor Champix kom på markedet og til 24. maj 2011 er blevet indberettet 174.718 tilfælde af bivirkninger i hele Europa&lt;/blockquote&gt;Champix er da også på &lt;a href="http://www.google.com/url?sa=t&amp;amp;rct=j&amp;amp;q=&amp;amp;esrc=s&amp;amp;source=web&amp;amp;cd=3&amp;amp;ved=0CC4QFjAC&amp;amp;url=http%3A%2F%2Flaegemiddelstyrelsen.dk%2F%7E%2Fmedia%2FC2A67B72DB034782ABD0971AC3DC3F32.ashx&amp;amp;ei=PCgIT4XdFdH1sgaC7YiEDw&amp;amp;usg=AFQjCNG5-kBJyySf5uWv71h2SCj5HIHI5A&amp;amp;sig2=jFbaIdPku-13JnjIrpJZqw"&gt;lægemiddelstyrelsens top-10&lt;/a&gt; over "hyppigst indberettede lægemiddelstoffer" i 2010:&lt;br /&gt; &lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Lægemiddelstyrelsen modtog i 2010 52 bivirkningsindberetninger, der drejede sig om brug af vareniclin [Champix], der er godkendt til tobaksafvænning. De fleste indberetninger i 2010 var ikke alvorlige bivirkninger. Det drejede sig fx om nedtrykthed, kvalme og hovedpine [...]&lt;/blockquote&gt;Ved søgning på &lt;a href="http://www.ema.europa.eu/ema/"&gt;den europæiske lægemiddelstyrelses&lt;/a&gt; hjemmeside har jeg ikke kunnet finde frem til hvor Ekstrabladets tal stammer fra, men en &lt;a href="http://www.google.dk/url?sa=t&amp;amp;rct=j&amp;amp;q=champix%20side%20effects%20site%3Aema.europa.eu&amp;amp;source=web&amp;amp;cd=2&amp;amp;ved=0CCUQFjAB&amp;amp;url=http%3A%2F%2Fwww.ema.europa.eu%2Fdocs%2Fen_GB%2Fdocument_library%2FPress_release%2F2011%2F07%2FWC500109177.pdf&amp;amp;ei=0isIT6PBJ8fCtAa5iMmBDw&amp;amp;usg=AFQjCNGz7igcR01Z0lsiCssb89VtkjHodw&amp;amp;sig2=AWS6s3jZPqN5eS_zyGbhDg&amp;amp;cad=rja"&gt;rapport&lt;/a&gt; fra 2011 konkluderer følgende&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;European Medicines Agency confirms positive benefit-risk balance for Champix. Benefits as a smoking-cessation medicine outweigh slight reported increase in cardiovascular events.&lt;/blockquote&gt;Det er med andre ord (endnu?) ikke påvist at risikoen for bivirkninger er større end den positive helbredseffekt medicinen har.&lt;br /&gt; &lt;br /&gt;Det er naturligvis positivt at Ekstrabladet sætter forkus på et potentielt skadeligt lægemiddel, men overskriften med de 174.718 bivirkninger er et bevidst forsøg på at skræmme læserne med et højt pseudo-videnskabeligt tal. Et tal, som Ekstrabladet hverken forsøger at sætte i kontekst (er det højt sammenlignet med andre lægemidler?) eller forklare hvad dækker over (er der tale om dødsfald, depression, eller kvalme?)&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-5089972022008574845?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/5089972022008574845/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/01/champix-174718-bivirkninger-i-europa.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5089972022008574845'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5089972022008574845'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/01/champix-174718-bivirkninger-i-europa.html' title='Champix: 174.718 bivirkninger i Europa'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-5972159744108119093</id><published>2012-01-06T18:20:00.000+01:00</published><updated>2012-01-09T11:12:31.352+01:00</updated><title type='text'>Er buspriserne virkelig fordoblet de sidste ti år?</title><content type='html'>JP og flere andre aviser &lt;a href="http://jp.dk/indland/indland_politik/article2655977.ece"&gt;skriver&lt;/a&gt; at de københavnske buspriser er fordoblet under VKO regeringen:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Et nyt svar til Folketingets Transportudvalg viser, at det gennemsnitligt er blevet over dobbelt så dyrt at benytte sig af offentlig transport i hovedstadsområdet i perioden 2001-2011.&lt;/blockquote&gt;En fordobling er som bekendt det samme som en stigning på 100%. Som eksempel på de forøgede priser nævner avisen følgende:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Eksempelvis er prisen på en billet til to zoner steget med hele 85 procent i perioden, ligesom klippekort til to zoner er gået fra at koste 85 kroner til 140 kroner.&lt;/blockquote&gt;En stigning fra 85 til 140 kroner svarer til 65%. Med andre ord: Hvis dette skulle være eksempler på nogle af de største stigninger, så er buspriserne næppe fordoblet under VKO. Så hvad er der  galt?&lt;br /&gt;&lt;br /&gt;Jeg har ikke fundet frem til det høringssvar avisen henviser til, men en &lt;a href="http://www.ae.dk/files/AE_kraftige-stigninger-i-priserne-p%C3%A5-bus-og-tog-under-VK.pdf"&gt;rapport&lt;/a&gt; fra Arbejderbevægelsens Erhvervsråd skriver følgende:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;De sidste ti år under VK-regeringen er det i gennemsnit blevet dobbelt så dyrt at køre med bus og tog i hovedstadsområdet. Alene i hovedstadsområdet er priserne på den kollektive transport steget med dobbelt så meget, som de generelle forbrugerpriser i samfundet. Overordnet set er priserne på bus og tog i hovedstadsområdet hvert år steget med næsten det dobbelt [sic] under VK-regeringen sammenlignet med under SR-regeringen.&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;af økonom Signe Hansen&lt;/blockquote&gt;Her er også flittig brug af ordet "dobbelt" og første sætning bringer samme påstand som JP, nemlig at priserne er fordoblet. Men i næste sætning er det ikke priserne der er fordoblet, men prisernes &lt;b&gt;stigning&lt;/b&gt; der er dobbelt så stor som de generelle prisstigninger. Det er absolut ikke det samme. Analysens hovedkonklusion er da også:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;De seneste 10 år er priserne på offentlig transport i hovedstadsområdet i gennemsnit steget med over 50 pct., hvilket svarer til 4,3 pct om året i gennemsnit. Det er dobbelt så meget som de generelle prisstigninger på forbrug i samme periode.&lt;/blockquote&gt;Okay - så  priserne på offentlig transport er altså "kun" steget med 50% hvilket stemmer bedre overens med JPs eksempler. &lt;br /&gt;&lt;br /&gt;&lt;b&gt;Update&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="st"&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;Jeg har nu fundet &lt;a href="http://www.ft.dk/samling/20111/almdel/tru/spm/180/svar/846166/1061822/index.htm"&gt;transportministerens svar til transportudvalget&lt;/a&gt;, hvoraf det fremgår at. den gennemsnitlige udvikling for alle rejsehjemmel i hovedstadsområdet var på 54 % i perioden 2001 til 2011. Så skulle det vist væreslået fast, at det er hos Ritzau (som var arnestedet for Jyllandspostens artikel) man ikke kan sin procentregning&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-5972159744108119093?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/5972159744108119093/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/01/er-buspriserne-virkelig-fordoblet-de.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5972159744108119093'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5972159744108119093'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/01/er-buspriserne-virkelig-fordoblet-de.html' title='Er buspriserne virkelig fordoblet de sidste ti år?'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-5861100264305121037</id><published>2012-01-02T11:35:00.000+01:00</published><updated>2012-01-02T11:35:22.783+01:00</updated><title type='text'>Får kongehuset for mange penge?</title><content type='html'>&lt;br /&gt;&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="tr_bq"&gt;Politiken opfordrer sin læserskare til at tage stilling til, om kongehuset koster Danmark for meget. Med &lt;a href="http://politiken.dk/indland/ECE1492931/hver-fjerde-dansker-mener-at-kongehuset-faar-for-mange-penge/"&gt;overskriften:&lt;/a&gt;&lt;/div&gt;&lt;blockquote&gt;Hver fjerde dansker mener, at kongehuset får for mange penge,&lt;/blockquote&gt;kunne man umiddelbart henledes til at tro at det står grelt til med opbakningen til Dronningen, men man kunne jo også (bedre rent statistisk set) udlægge det modsatte tal:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;75% af danskerne mener ikke kongehuset får for mange penge.&lt;/blockquote&gt;Det ved Politiken forøvrigt godt, idet de &lt;a href="http://politiken.dk/indland/ECE1491180/8-af-10-danskere-vil-bevare-kongehuset/"&gt;tidligere har skrevet&lt;/a&gt; om danskernes store støtte til kongehuset: &lt;br /&gt;&lt;blockquote class="tr_bq"&gt;8 af 10 danskere vil bevare kongehuset [...] Danmark er det land i Europa, der har den største opbakning til kongehuset.&lt;/blockquote&gt;Nå, men hvad koster kongehuset da? &lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Ca. 342 mio. kr (i 2009)&lt;/blockquote&gt;For at sætte dette tal i relief, har Politiken fremstillet en info-grafik der sammenligner udgifterne til kongehuset med andre samfundsinstitutioner:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Grafikken er da meget pæn at se på, men efter min mening ikke særligt god. Tallene er muligvis korrekte, men det er vildledende at millioner og miliarder blandes sammen i én pærevælling. Her har jeg lavet en - måske ikke særlig køn - men retvisende grafisk præsentation af de samme tal:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-nspV5r5ZuO4/TwGH8cgepQI/AAAAAAAAAEU/jFPfPvMw0Ic/s1600/kongehuset.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-nspV5r5ZuO4/TwGH8cgepQI/AAAAAAAAAEU/jFPfPvMw0Ic/s640/kongehuset.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-5861100264305121037?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/5861100264305121037/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2012/01/far-kongehuset-for-mange-penge.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5861100264305121037'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5861100264305121037'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2012/01/far-kongehuset-for-mange-penge.html' title='Får kongehuset for mange penge?'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-nspV5r5ZuO4/TwGH8cgepQI/AAAAAAAAAEU/jFPfPvMw0Ic/s72-c/kongehuset.png' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-5945912482243151125</id><published>2011-12-09T11:54:00.001+01:00</published><updated>2011-12-21T10:27:41.441+01:00</updated><title type='text'>Politiken undervurderer lotto-chancen</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-6Qq-zmvhlwk/TuHoy6xN5tI/AAAAAAAAADs/sP4uS9pDyNo/s1600/image2011-12-07-125146-1-1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-6Qq-zmvhlwk/TuHoy6xN5tI/AAAAAAAAADs/sP4uS9pDyNo/s400/image2011-12-07-125146-1-1.jpg" width="285" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Kilde: Politiken&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Som &lt;a href="http://talmagi.blogspot.com/2011/11/politiken-overvurderer-lotto-chancen.html"&gt;jeg tidligere har beskrevet&lt;/a&gt; har Politiken svært ved at regne korrekt, når det drejer sig om sandsynligheden for at vinde den helt store Lotto-præmie.&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Sandsynligheden for, at Vivi Hansens kupon indeholder de seks rigtige vindertal og det såkaldte supertal, er [...] 1 til 100 millioner ... &lt;/blockquote&gt;Sandsynligheden for at vinde superpuljen er som bekendt ca. 1 til 100.000.000 - men det er vel at mærke per række. Spiller man en hel kupon (med 10 rækker), som Vivi Hansen i artiklen har gjort, er sandsynligheden 10 gange større, nemlig 1 til 10.000.000.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-5945912482243151125?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/5945912482243151125/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2011/12/politiken-undervurderer-lotto-chancen.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5945912482243151125'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5945912482243151125'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2011/12/politiken-undervurderer-lotto-chancen.html' title='Politiken undervurderer lotto-chancen'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-6Qq-zmvhlwk/TuHoy6xN5tI/AAAAAAAAADs/sP4uS9pDyNo/s72-c/image2011-12-07-125146-1-1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-2922162440854026174</id><published>2011-11-30T18:12:00.001+01:00</published><updated>2011-11-30T18:27:43.092+01:00</updated><title type='text'>Joakim B Olsen: Hykleri</title><content type='html'>Joakim B. Olsen beskylder Karen Hækkerup for hykleri, når hun opfordrer til debat om det personlige ansvar i forbindelse med velfærdsydelser og overførselsindkomster. Det ser ellers ud til at Karen Hækkerup er enig med Olsen, idet hun &lt;a href="http://ekstrabladet.dk/nyheder/politik/danskpolitik/article1666558.ece"&gt;udtaler&lt;/a&gt;:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;I alt for lang tid, har vi været fokuserede på, hvad vi kan få, og for lidt fokuserede på vores eget ansvar for at bidrage til fællesskabet.&lt;/blockquote&gt;Det skulle man tro Olsen kunne erklære sig enig i og byde ind med nogle politiske løsninger på problemstillingen. Men hans svar er:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Jeg anerkender og vil gerne rose Karen Hækkerup for at tage denne her debat, men det er hykleri [...] De sidste ti år har [Socialdemokraterne] udlagt, at bare det, at den borgerlige regering havde et mindre offentligt forbrug end de selv havde, så var det en massakre af velfærdssamfundet. &lt;/blockquote&gt;Nu skal denne blog jo ikke handle om politikere der hellere vil beskylde hinanden for hykleri end  diskutere politik - den skal handle om tal og statistik. Det der i den forbindelse stikker i øjnene i Olsens udtalelse er kommentaren om at "den borgerlige regering havde et mindre offentligt forbrug". Kan vi nu ikke en gang for alle få dræbt den myte. Den borgerlige regering brugte mere på velfærd end nogensinde før. Her er "fakta" sakset fra Venstres hedengangne hjemmeside tjekligefakta.dk&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Danmark bruger i 2010 over 66 mia. kr. mere på velfærd sammenlignet med 2001.&lt;br /&gt;&lt;br /&gt;Aldrig har Danmarks offentlige sektor været større, og aldrig har vi brugt så mange penge på velfærd. I 2009 var der godt 758.000 fuldtidsansatte i den offentlige sektor, og det offentlige forbrug udgør 28 pct. af BNP. Det er historisk meget. Vi bruger over 66 mia. kr. mere på velfærd i 2010 end vi gjorde i 2001. Det er særligt på de borgernære områder som sundhed, uddannelse, ældrepleje og børnepasning, vi bruger velfærdspengene.&lt;br /&gt;&lt;br /&gt;De mange ekstra milliarder betyder, at det har været muligt at ansætte over 30.000 flere medarbejdere i den offentlige sektor fra 2002 til 2009 (3. kvartal). Det betyder flere medarbejdere til at sikre god kvalitet i sundhedsvæsenet, plejesektoren mv.&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-2922162440854026174?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/2922162440854026174/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2011/11/joakim-b-olsen-hykleri.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/2922162440854026174'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/2922162440854026174'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2011/11/joakim-b-olsen-hykleri.html' title='Joakim B Olsen: Hykleri'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-5864984238008576139</id><published>2011-11-17T13:10:00.000+01:00</published><updated>2011-11-17T13:10:25.839+01:00</updated><title type='text'>Indvandrere er en overskudsforretning</title><content type='html'>Tidligere økonomisk vismand &lt;a href="http://www.cbs.dk/Forskning/Institutter-centre/Institutter/ECON/Menu/Medarbejdere/Menu/Videnskabelige-medarbejdere/Videnskabelige-medarbejdere/Professorer/janroseskaksen"&gt;Jan Rose Skaksen&lt;/a&gt; har udarbejdet en &lt;a href="http://publikationer.di.dk/di/633262457/"&gt;rapport&lt;/a&gt;, financieret af erhvervsorganisationen DI og Microsoft, som &lt;a href="http://ekstrabladet.dk/nyheder/samfund/article1659312.ece"&gt;ifølge Ekstrabladet&lt;/a&gt; viser at det er&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;[...] en stor overskudsforretning for Danmark, når højtuddannede indvandrere  kommer hertil [...] De betaler mere i skat, de går halvt så meget til læge, er mindre i  kontakt med retssystemet og benytter i mindre grad daginstitutioner end  den gennemsnitlige dansker.&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;I gennemsnit [bidrager] en højtuddannet indvandrer [...] i alt med 1,9 millioner kroner. Til  sammenligning er hver nyfødt dansker i gennemsnit en  underskudsforretning&lt;/blockquote&gt;Det kan måske komme som en overraskelse når man tænker på (fordommen om)? at mange højtuddannede indvandrere har svært ved at få job i Danmark, og måske ender ingeniør-karrieren med at køre taxa.&lt;br /&gt;&lt;br /&gt;Men her skal man lige bemærke hvordan rapporten definerer "højtuddannede indvandrere":&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Højtuddannede indvandrere er i rapporten defineret som indvandrere, der ansættes i job, der normalt kræver en lang videregående uddannelse. Der fokuseres således på de kvalifikationer, der kræves i de job indvandrerne ansættes til at bestride i stedet for de registrerede oplysninger om indvandrernes uddannelse. Det skyldes ikke mindst. at uddannelsesoplysninger for indvandrere er særdeles mangelfulde. &lt;/blockquote&gt;Med andre ord er konklusionen følgende: De indvandrere der er i arbejde og bestrider  tunge stillinger er en overskudsforretning for Danmark. Og det er nok knap så overraskende.&lt;br /&gt;&lt;br /&gt;På den ene side er det naturligvis indlysende, at vi bør tiltrække højtuddannet arbejdskraft til Danmark - det er ganske enkelt en god forretning. Men vi skal samtidig passe på ikke at drage den konklusion, at det går godt med alle højtuddannede indvandrere i Danmark - det siger rapporten ikke noget om.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5116869166814161233-5864984238008576139?l=talmagi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://talmagi.blogspot.com/feeds/5864984238008576139/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://talmagi.blogspot.com/2011/11/indvandrere-er-en-overskudsforretning.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5864984238008576139'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5116869166814161233/posts/default/5864984238008576139'/><link rel='alternate' type='text/html' href='http://talmagi.blogspot.com/2011/11/indvandrere-er-en-overskudsforretning.html' title='Indvandrere er en overskudsforretning'/><author><name>Mikkel Schmidt</name><uri>https://profiles.google.com/117915148693265125456</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-peW3SUuQ0_g/AAAAAAAAAAI/AAAAAAAAACI/439W9ShJSak/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5116869166814161233.post-8810600616925125347</id><published>2011-11-16T18:31:00.000+01:00</published><updated>2011-11-16T18:31:21.154+01:00</updated><title type='text'>Politiken overvurderer lotto-chancen</title><content type='html'>Politiken er nu også officielt &lt;a href="http://politiken.dk/indland/ECE1452334/matematik-docent-lotto-er-noget-af-det-vaerste-man-kan-spille/"&gt;ramt af lottofeber&lt;/a&gt; i anledning af dagens 100-millioner-udtrækning. Men den hæderkronede og ellers dybt troværdige avis overvurderer på statistisk uforsvarlig vis chancen for at vinde i spillet:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Politiken.dk har derfor ringet til docent Jørgen Hoffmann-Jørgensen fra  Institut for Matematik på Aarhus Universitet, som blandt andet forsker i  statistik og sandsynlighedsteori. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;Efter en hurtig omgang hjernegymnastik opgør han sandsynligheden for at ramme  de seks tal og det nødvendige supertal til 1 til 73.629.072, hvis man tager  udgangspunkt i et spil på en enkelt række. &lt;/blockquote&gt;Men den gode docent skyder 33% forbi målet, idet den korrekte sandsynlighed for at vinde på en enkelt onsdags-lotto-række er 1 ud af 98.172.096.&lt;br /&gt;&lt;br /&gt;Længere nede i artiklen gives der gode råd til at forøge vinderchancerne&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i class=" bl-elem"&gt;Men selv om det er helt tilfældigt, hvilke tal der kommer ud, har du så et  godt råd alligevel?&lt;/i&gt; &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;»Så skulle det være at vælge seks på hinanden følgende tal. Det tror ingen på,  men det er jo lige så tilfældigt som alle mulige andre kombinationer, og  dermed øger du din chance for at få gevinsten for dig selv, hvis du rammer  de rigtige tal«.  &lt;/blockquote&gt;Her er docenten inde på noget af det rigtige, men får alligevel vendt argumentet på hovedet idet han overvurderer lotto-spillernes snilde.&lt;br /&gt;&lt;br /&gt;Chancen for at vinde er den samme, ligegyldigt hvilke tal man spiller på. Men risikoen for at skulle dele gevinsten med andre gør at det bedst kan svare sig at spille på rækker som andre ikke spiller på. Og hvad er det så for nogen rækker de andre spiller? Jo, her er de &lt;a href="http://ekstrabladet.dk/sport/betting/spil-nyheder/article1654500.ece"&gt;ti mest spillede rækker&lt;/a&gt; i forrige uge:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a 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
