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Bild   Trodde du att Jupiter var störst? Tillbaka
Kommentarer 56 kommentarer, 53991 klick.

Raderar...
Pie, Donator 2011-04-24 05:51 | #1
har en känsla av att många visste att solen va större
BurgerK!nG^, Donator 2011-04-24 06:02 | #2
Ahem.
firas18, Donator 2011-04-24 06:41 | #3
lol, wtf XD
bloket, Donator 2011-04-24 07:22 | #4
I feel so tiny. :(
fellesh, Donator 2011-04-24 10:14 | #5
upload.wikimedia.org/wikipedia/commons/c/cc/Star-sizes.jpg
giantmidget, Donator 2011-04-24 11:38 | #6
fatta hur stor den är!
Sorrst, Donator 2011-04-24 12:07 | #7
Men alla efter Jupiter är ju Stjärnor...
alphapoint, Donator 2011-04-24 12:13 | #8
#7 Sorrst: Nej.
Sorrst, Donator 2011-04-24 12:23 | #9
#8 alphapoint: Jo...
alphapoint, Donator 2011-04-24 12:30 | #10
#9 Sorrst: Hade fel, ursäkta mig!
Branduslex, Donator 2011-04-24 12:32 | #11
Jag har för mig att det är Betelgeuse som är en Planet, resten är stärnor.
alphapoint, Donator 2011-04-24 13:10 | #12
#11 Branduslex: Det är också en stjärna.
Zaga, Donator 2011-04-24 13:30 | #13
Går inte riktigt att greppa dom där storlekarna.
hatar_fiskar, Donator 2011-04-24 14:20 | #14
Bara jag som blir fett irriterad, när man ska prata om rymden eftersom man blir helt jävla mindfuckt när man ska föreställa sig hur stor hela skiten är?:S "Det är bara ett ljusår långt" ahaa.. då fattar ja hur långt det är.
litensko, Donator 2011-04-24 14:33 | #15
#14 hatar_fiskar:
Ljusets hastighet(c) = 299792458 m/s
1 ljusår = c*31536000 = 9.45 Pm (Peta Meter, e15) aka 9.45 Biljon Meter. Så nu vet du iaf hur mkt ett ljusår är. Rätta mig någon om jag skrivit fel någonstans.
hatar_fiskar, Donator 2011-04-24 14:35 | #16
#15 Det är det här ja menar, man blir ju helt cp när man ska förställa sig hastigheten
bloket, Donator 2011-04-24 14:56 | #17
#16 hatar_fiskar: CP är ju en av de skador som är motsats till intellekt. Hur blir man CP när man föreställer sig uträkningar och hastighet?
Blev bara lite nyfiken.
Jag förstår vad du menar men blir lite trött på folk som använder ord som CP, DAMP osv i helt fel sammanhang.

#15 litensko: Wikipedia: 9 460 730 472 580 800 m (cirka 9,461 petameter) (= ca 9 461 biljoner km). Du fick till det, dun worry :)
Una, Donator 2011-04-24 15:33 | #18
Bloket: Det är ett uttryck, ett dåligt ett, men ändå...
Brüno, Donator 2011-04-24 15:37 | #19
Bara jag som märkte att på bilden som #5 fellesh postade så är betelgeuse större än antares, men på existenzlänken är det tvärtom?
fluffbollen, Donator 2011-04-24 15:39 | #20
#17 bloket: Jo men det kommer alltid vara ett glåpord, som hora till tjejer som inte är horor, emo till folk som mår dåligt
rororoom, Donator 2011-04-24 15:49 | #21
bara jag som la till märke efter wolf359 innan solen ?
litensko, Donator 2011-04-24 16:13 | #22
#17 bloket: haha Danke som kollade, glömde helt bort wikipedia :)
giantmidget, Donator 2011-04-24 16:19 | #23
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 vqRsB29mtqDb20qMPD0+q2dXVK5fVmnJDfmfy2hSW25/iuSsy70BbCbzNBQE1/Pe25sZSKKc9Pc/fHJR51tQ4x0jwctDRljMAwmryvVRWzunRbs2W+WkaOoEtqs3kpayfxzkXKVAGuMlCJIbhdivVWhIWiAFAyWddK 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 fl8R9qFbvBcHodSTWwhiJjPYlncKuyGwNANUyyLvDXW k1U8C0FswCY1IWqkul5IuQOlqncqHZk4Lyp6wa8SoXfZY7cu9SWlqwisF7Kt72fhn4oXRP4zmxiOgYevSkWBxaJ95ALlJjg28NgH0+D25KwLqFSNOi1KKmRSVBFXs0FQialJPOp5rhh/7N78vKPTtc0fer//bzf3wI+2M80x+pNO6LyjU+o419fld7Ql7TOBMIdLEAkXsCOw70hL5ioch/31LtK6B789vfJkv5luG0Pgt95T38VxgapZrZriCWErDOUyI8Ro+nzWHEp753mq3ytP5b0XiDMrEI3w+d+ywfx92IkZq24Nbfc52J7d3PUk4AjJvRYPQV9dne9JhruMijo+q6DVJUFFFQ3YT7xrlYq7rw/o/8jJsxu7K9QIJp7ehX/Jiu2Nm2j+T1iuS9Ki0Cv3JrwfKB7D3qHC6ZwhJUuL68otG3Mv1xAMd1cNGuzqcFmFl0nXP1Dlm9EgLfZ1clX1Bgl+X5GTpOaUJeIgmQp361rY2ICrpiSbeAZQaUtoJOO5BmwRGvSZS29dZ40GSGo+pMe5JCUybBCUDjR3ZR/RyUJ19+ZXjsX/7O8PSv/fPh3B8988cInf//TvWMaOivPfro8FvaRuArEigWNLvii/pYVUEhS4uaw1uqfYVFvOEtbxle/5a3Kvp6OatspPRQrECMIIf79LgaqPLj5beNvnm5NBRxjGtBUYml3BPoacDCYyeAdN5wHmSLHB0P9DRY59/vDeLMR9hMrqxi1qhOrKgBndU7YXkuDSUNhYIvA0SvV5haYippcL3wgY/+bS/dsjWRgBIAaUc1aQvz2lgYCbJBySJhoo1eFSENRyWHzC500LtbOdHU9Znh0OmQHlXUg9PndzCRAXaNaFpGpolW2gryrx8u9Zz4ldxTyvM8f2PgI3lBb/pSPh81LS6vI/qqf+TleB6oqYXHPiHUuZdAsVmtnsVtDgkSYQWwlrF494KyJ6OreZrKGpSVC8T/e/rXf8NgPPniS//e6DmQD/jyo48MB1oofA3fUDfyyhOPDUdah5eub0vDK3/irUmF4IPWdzilAzXyC8/96//bkWdJxbAoa3ZaFBmhPqMt7FZEj89rq4E1MYh/368XdG//Qm0+/je1+Pi8lNuedsR2y8fFNdNX5u7pN73JlvKijmEvxhRosAP3DJQdcKxYA/fRwbRmIqzoISqdAoKmr/peoBwj2gDAFNcq37KXQg5DbpSn+wHxQc8/9/sbdL14o7dOn7sqHX3v3HKvEsHl4h5gBwQ5WfxNyxvudFvdAe1TulscvVfhzbrp7Oab8jEnjSvYko15EgULDShNMzq0BFmyEzRpj6Q06KuK71dF52X5+qES8u+IbHUcMD2mG0KWlDWrGDu4YQed8ynrWstwYlXBJ6CsqJzxiiWtCCy+JQEcngl/kPe9focyrYAOAaB8kGJ7B3accsi+KjHI8RHmPgWfn5fYAZJVJd+f/JVfG177y7/uIMzX+3Xt8UeHF5TT21Y52ssPXx1euHp12JV1gbJYw9drrGFFOYoOemkTAqcxXSSWgL/eoHTqSM+McvSqmdRgwmaIuLPLMi7EssB54SvPDxee/+pw6vqN4fEvf2V4SHuBfL1fX5Qf+kvnzwyf06Y/O2qyfEu9YBmu1wmUr3vjm4bzAu+mVtrgQ0JTAU5XhjGeXT87RTuLilru8vwTRZxAaYSadUWW5oUEnt1S/GUcS44TRT0eWY1Mt4Xu55582ryTe4jiz+KIlre+3xw30e6cE2yBBb6YL6grfXC9VFDn28FSvvt9H3c7EJLrTojrodO6L5tcEomjDhK6ikMKQWTyOsScbeKEeu/9Qa6ld+QKqANKEtLVw9W5b5ze9gvKshX9AXisMAkoq+Cg4N8AZQLSfAiwpOyvc3fxWHHkJwfB13M0L1rWTYL1eQoHvHbTE5kt7zgvWpylNI4KUh1kXZsAQy8mniZmAn/nKh/+/B/YKj71K7/+dcnyC296w/C8QPjKE48Oz7/h6eGoxjnuRAID1vpMZCm1bmKWIFOaFvc6VVIeCCgWEeDBYug46MW1sBFSVpTE4Vo4Ikitq3Ky1AwD4vqc4wM6ZkXa+wlt1PO4Xpdfvja8VvuDfD1f/0QBo/9FtOz/ktA99cY3GpjnLxYoVYhhn1KCiN/fbSYtMw64dIavhJz5a0R5vvJ+BxXTDrNsIop+tKLlUzJuKN4ZZb0ffW2QvgqUIxO7F5QNzOl+0kL0HlAyJRXoaVASnMRSshyQZYmMxQ6LH/7m93/M3ewCyuQdTWMZHA2aV3+I6gG40yrERrB5jzFJ638B1g6rdlCSZsyuVgng9CttN1KQkGfrPA8Wt+JMgMx+ANvWIWC170dREFPeyl92VK73q2xQjivXC6ijBqwBZbAITrBoF0u3ijVzpwSccJLm6ZS+vKzV8OybSKtD92VN920LffUivR8oH/nCF4dv/oe/NDysgM3X+jqQdvyqgPjsN3/j8Mw73j4caGIiXLqTEjbWNbqMroStqVqzgfkSsTQWS2EA61S7vw71x2l4RcVVisQdInWtbEDpiKDmkQ4L3h27Vqd0s+BxWVJFX/dwGRScer3SMt/4/PPDG2RFT5An/hpf/1LP97l3fONw+zu+w6CkteTKiuSIwhCNbYKGKbMjOAgoswXF8ehrR107An8vKJtTmX01KDswZENwT8FAjGKl/aZrjRsztezhF1a+3Srfefa2lPlczV6sdB3jc1fAj4dphXdfUEox4TYalP/D3/qI+74SUU3vGxbnJnmP70WKA2EFlKyOQGgov4J6UEzMJEJFCHUblAqqhElUqsPC1cu0MggGGDduixag8jBeFaEPZ3evyjcWTYhfmfwlSqQLsV1UYEfPsdLKaXKeDI4tskGZXxFGGgbDZ1ZlBbHKbtwlS5mdm5W/1IymXT5rO3NvLokyRUQt8RBNYe4Or/+N3xq+RWA8rQDO1/r64ne80yB87lveYQGcQvv30fxVodPXaTpWTlHyxXTuo5ADug+FxRZ0MMGVI7VSw1vXZZFAr+/s8fNcwRIUATcQ63MTKBMwYRExY0fHuu2q6mH+UFJv1e5ab5UV/bNffv5rPv8NRV5/+y/9xeFZjQNsBFASIGI9Jfc/gTLVLhMoU+HTIGwZ8u+Aw2EGyiMzMQ1KZKkrOY+nRCKDo49YUXEDCpHk9wKkz3UMlBXtNW0tn7WCPaPAzUA5FdEHvC5eKfralpLdtkiJOOUEff2b7/5h77rF8ioinr19ABFQL9+SBk3DKKxpOlkfKM9HOoLlO1SfdN8aKCy1q71fQwhXErbOcjZQCpKphCg/gPpTHGC95yJyR9toYlsJdtog4jMBWBL9+n3cMJYMBaAs7eUKo/IBJ1BOVRjuJ+uCkxQqYOmzGzD1nxQ/1IoVr4ucg7I2hbUiWRiu/P4Xhj/5C39/uKh0xoO+ttRK8ff+/HcOf/Cnvn04kuKaC1QL2at8JETLQJiUiSsIimp0LTK9jkz1q3zOu2MJMFl2l0JzalGznyT+ZXZD8xZxCNUYHAGs8TddIul5z65QaQ49A6UsJWV2tP8wKDVHKbPbH9YE2D8jcP4nzz4zPPQ1AkbXnnh8+O3v/c+GZ596skAZZgQoSLHAZrqH0xREuweUgJQhiWp3cCuWspS9PRhAWfNef5tT1sQzpi+TlBpyP3McG38fFwIUWNN7aQJlr7H0PcxOGpcHn+1BlpJ9RIi+KtCjsSajsPDu9/6478WVOQg8CfexIRZ+YRpeIRDZRRm0s8OSfBBN2oo0pXf8JVrqVRjpRBZr2C0wKmUxap+ynvrdRQQOCrUGSbAnljIrAqaweBpGG7BkFH3j1VeVAACDRPK5KnG8NQJ34T1F2keJhnQfWJ2b2tB0RecZGehsh0ARuUvkHNRKdRt+Nceevv7K8Gd+5u+Kpj44p/ilb3r78G/e9Z32FdvFuNeHeXXAorRwZGPmQ4VZpKVKqqoMSPx4xoln4Cb1XEcoS9a2AqwCl7fyrpRTnn0KUKDA3I6FsQKA+J/1uTvlY7ay43O0kQwoE6VljkhjAErHV/TegcbwTfI7v+vZLw/vvH7zgQrrq2o3+cv/5V8dDtRIy+t1ka0CZQdWXB8NMLzWLOxkVGwzUELb0/WpYFquEgYi4MpXx0LsQlnJTeds9sLB2cC4WJGfs+Unx7voZQ5KK82wPmqliy1PAaV/Byhd0aPz7gDKH3z/J2y/rAmwRKQkCpTWqDjieh8NukujqZpcCpkxt+uuxqBEqB883zsyGLDTfUDmzCY/aycTwEB7IxAVFJI2Z9CyprEADigrnZK1imVFPQWJRAZUVFwgcKGhlMeNA6tyvGzc2YKuEj5HhLPBCp93sYCVLxFBanKzfhOaZVDq9zXx/W/9x58b3vZP/9kDBe0Lf/rbh9/5T//SsKMgRxGCbEFQ1nUSjIn+trDNo7me3BKKCJKETmPf9cduuCR3gbkx6FF4LJuq/SO93tHFEhVkM+Mo7gIw8fvtUyaPrAGxQuMcXgQAjWV1SFVlOd9MPlqgZBHAHozCikNF5xpHgBpIDKr2oW5W8qHSwFPaMPa/3d4f3vU1wPl77/oPh9/7K3952FeEOaDMFod85R5DIeegLIhhDqP8GSGAwR3wiwGCksvYqUyt5qDMYd4NWAuxBvwMpIZzXffYtcEfY1hj6uhrKbqwzshMiE1ZSp3g3ugr7JP0UNrLpLNHQPk+QMlDx5pxI90xvSWPAALWcVs1jTw4QkykjquuIxgkfvVzpz74XLfDGC2bI6lVcGzgZH2efUIspYFKyiHtR7AC7vlaQaNxNQVWVMDMhGU0s86ut1tIR3N2aOYr5W61+ayuH4edFd4EQBSwQtArT2mWQU7SJXpYpAmUj37+C8N3fvrnH+g3fv6d3zb89nf/xWFXrS5y3eJBTMwDQDn3a46nV5IU7/O0hYWesgQOK0kV0gm6LjAWZeFYw4pPYktJZQ1BHkAG6FwYqv9IYvOExUCgeKa1BO/wdSxgido2OJvmuuKEhstSnpTZGeL6z6B0tVfalezQllOldnekxHZU+7qpLdH/1NNvHP7zL/7h8MZ/8X+2WB37vn354vCb//VfH778hqdGOcgcJ20Sm9Vkdfpou0Y8VYJks3GfgTLbNvLnCZQNtB7feUS3/cr53/rvNTFRhLaa8be9TlKX8YKFAvN9UyIOjBHl16J5pZDIUxKog7o7JfID7/2JKmq1RPoibpHoYE/yQvzu1Ii0H3NLctwXN4ACHtctun1ECtK7HWDvG4nPyo2YojhPGFCm+1wqf5h8N+RShYerhmQtrV1Mv+IP9YJpp0S6MN0FBtWSkmJ6tjPAL7SWSlc5bhjr4B6pKBnosjeDzXrRABt/lmIEfmf/zGE4oWf+D/7J54Z3/B+/fF9h+ooo2G9+z18ZXlFucT4BY+S3lLfpvC1eADsP9LRwTHS2glY+FsWfz7r2VgrmhJjJSUU0KaaHUt9xETg9VtnQVRU1FIzTT6dadvSOUwXztKtAwDUe9pqYD2prKW9jluxzsjghqbEEiFKCydpJFjXjR/aWEAB015+FjSiCSEG7OjbcZRmXjj+tiOs3vO1tw1Ove2p4+JUXh2/5zC8Olx8Qof7dd/254be+57utPLnfrg3O2MXaZww9avovx5k3jaCcqGRbygeBMgsbjlvhkcbOZjxzk2vOo/rtDjTz44glW8opBzqn4lOeMqCkmoet1cEUxTCs2ln4vvf8mBa0SyANmmholEn3LTWQTDVpCQHVyY7HFBt4ZyQAQfRSE+ZKGbd5rHWEDswo3I0fyBpHWET5Db33ZPxFKAtr9hIKX5P1Zc++BmV2cG4aE4XB+BiU/nx8yXSyE3WtlpXduKp7bhJAQHBW6JCuf/TyceUJ4EXo7QvIclLdo4jyleefHf783/nMcFnh/3u/bl08P/wmwQr5ji0ox0BZgYhuEOYsaWnPe8H5IFC6mqmolQVRLxYpn5LCOqNI+IbzmaLiFIgrTbGrF2yGlRwsscJiupRNQLF7wvURduYB2md/SxfAh2Rlh4CFv4rEB5SpxgKcvcIBMLpbHX/zXAJCLfcDlCxk1/kIAlFux5xoRd9wVqB8m6qNnlKPnvWNrMF9+Lf/1fC2n/3MsPnSy68a25df89jwz/+rv+bKpZSxFfOoWuRWbJ53PYODMSiY+1hKRi2pprKUlpxSjpGc8ffMo/nrMbo8Kcv8vSmpF2tgHEgvlTtmQI8Nt79W8QAsbHEEJXhjQYdB+W5A6XI5irYBTaTAPVrxJdGKirbS2t/JdxLQ0FYJBL4nNaFpmUeuGm2aVdUIE/1Z3USZhcTeVCealDyUR1r/xb9kXR11rKGSpFZoiMWK9LasBp8jprT+SMsQ01dHEJMTRSFg/QjwxPrN+/1gyUl3sIZNW7ARrXUgqHrr+Kcslnat5r/9veE/+vTPTUujZqLzr77zzw6/811/QdFU5W0NtExyV9sg1OOEEQLXy7R5Bsq2nHPKZHBWiL9ZAePo9HeNKd0DzojynDl5SoXdAqWEjVUZO7e0fblAeUvfKbZnrSL1vZRGMid2J9xRUAoNfycRCbtf4qm2lDTQotgepWswlM9vaubqLBpdYf1qbxG9vyvAogRYGN87rUFnvY2hTs4yu/PnLwxv/xPfMDz11BMuRGcFjyvHXrk2vPV//UfDWz73z14FTMoJf/2/+S+GP3r7WwIEHxGqGPkEPDU2DwIlB/gw/tdnCLC8fUHhtIxvLKGpwnFQpmKnUkPIVcU1pi7/6U3kVh8c60UTeaRW1G24UpTDM2Qn85MqSGfHLY7bNt2nzO6D2grPK+krTwQv5lnws8gH6vd9NSV2uqKoJAf0tm/xN7I+LPnAKocqy+At6rCYAn42BpqKeCNraLsEXaC1fN7JcKqDoMUShrFPDwNJsMeRWaKtmS78ibQOKVASMFJ01YPnAE5SK1hSjs9aUASU+2XKEBNOliL0d/7Tfzx8+z/6h68SlJtq+PS///XvHV7QKvpxzxQ/MteoRbhWtPEITL8s0J3/muhr+5zHQBk95TFyjSrnsQuBABGEU6Rbz74pSwntWV8X7cG18JZ0N4Zb2kRnR8EVwupsGUDXBLMHz2lcAwJuC1I6RQI9RpTj3dbx0Fi3x9T4m37hkzH+nAMXotIs6WZHcIfFzfFbKQIAhfY7WYGD8NKoW+9f1Li9XfT1cdXqQpwPyQVr7Jlvxv3K5/9weOenfm7YfPHVVvO3v/svSAH+x2GqxmVTh5L6RLlsBLqd5ASyrsTCnFTecxYYGmuG6pTTXAQ086qgrqgyq6yAoxWvjuxCjN4tzta3b48cZ1FZs0krtHSpp5sF/iS9hGGI29tKNUo5Lnz4R3/OoERI0qszm924SNvVLultitZlJQhW0XrL2oAWVBFIIc8T6eVSprUJxozNhmt9ZmuMDECEjvfcZYAicbQ60VDfU/qvpn9OemVGSKuBV4HU94nW9AOnX9DdPVZ06P4oAPCiZH3a7TU0IBI8t/SQVSBK1j2DFpTsetdnf35462/+xqsA+a+/7VuHX/3uvzzc1vbg3joBOlh5RFtvW0JkJusO2y+ZAgWAl8kq/7DA1wEdjwf/laZ2u0cKx3VuKym5C2x9zrPSPNl7drK6QH+7rdYdN65fH26wV6TbeBzYYrrZNIEd8pUwCLrEoyCrhy9Klp+ZR7rZsb0AU0sd7bJ6Ha2okwO01Q203K0w3RAA4ZZ+vyWfcZv2kyhmC6gKAmhNeUv+KcUWZ097XepltQABlFdUx7sr1rWvQgVqijMe5irDmgIc3/R3Pzu89ldePfaf/9PfNvza3/irRWMzNb01Q86hM0DFUfDhFSMLI9XT20iYygJKXRNAIh9WgIXizEGCYM4LR0/nemVwzHAAma+Xz+OzG5D8BtPxdfI3NCqKnlO7FhzjU6AkuAMgsZQYLizlltjOwo986u9plUgWFFNtQCsIT16DkgnT+3tQJKHYhdzsF0LKQFqAPJl7dvKywJWmxXchclqNlp1uqdxjnk8axEugEpV1e0u3wkeQkje1DRMtiq9Ye4oASqSfQS2KTf2q9SDcHlDSfU09gxSzSV7T3QhCd5z3hPNjffydi6l9pPrxfNfPfWp47Auvzj3+0l/7nuF3v/WbPemA2X1wrf0CMK+ZK7Axob0JLqc2WKt0saYrrCJTNkZZwxhaoPRBAcrb2uvzKQek5K+aKOu6dNPD7waUdwClCr9vqpP7HU34gZL4N2Q5AZALMCiz81YDKYrwrlCOGGrZGwxG92Pg0khbXyuycOvano2ufQyrK7jcyycWk4DETZ1vi0COxtmNohBOQAllvilQ6uHXz50WsJeGyyqgeJtAedWg3HFJH/5Utk8PvUxiYxie/NXfHP7kJ3/2VUrxj97xtuFX/8b3Km2SAowoMAxDUJPeRhlVj+VIOZNvtnXrD3rKobANyliuruixq2S2M/dFuUj87UJpgF9z6ICPr42/rvFsxtQ+Or4njKTqjl3jLTmiEo6t1d2zaATlT33WgR6D0vSkQZlCZ768Q5VAyap9NCFslQf9fyl7EyhN87K8+6neqqurq6v37pmehRmGVQYEHMAFRWVTwYUkJiFGzDHH5PtMjkfzeeKS6EliXBIFcTdGcUcF2cWIRBEVwcgiu8IwC7P13l3VVV1VvX3X77ru+3nfGgbOydvzTlW9y7P8//d17wvxRDdjQnLUoMyWEL7YjkPCC52JU+lz9mzSuiOTmT1OveYcjhIRVVc3loZNcYuza+lGVzYGgADsto1IpBfgIBwRi93T9i5SAJ3ECC8n9Xj6BRWKRAGIdEHc9J/98s/JobO5kmNNcbNX/+t/pZKp670+ANspbdWcuu3CTaAsRxZqnwumHUMtSe2N1saFP+Q5xaVN2n5RV40DCuanfyagIjwnd+h4czVunvW4LHWR0Qp4XuHCtPJYXtZcF9R1iJeEABpgITlLm+kkkM5DTgvJtGdhHMX8oiYLQyxUczCFTQzZw31qmvMKjdYETkIkGYMnKaCL3/BQH3letVaze9W1TonnSMrbn3L7cMMNx+wZ53jJcrH9YeZmyVc6/17VmL7gx17pKpvpx2mpv3/wXd+uXOH5SFlrTgFJe1+9wgDEvo4wORcRwACmwibmxSMoy9woGuvLyrGbmYeJhgVkX9gng69cJA41ofLrEylULFbj4yCgwETMN2tAhLak7eySCotpAihXlJQz84pfpHFWas5SkCtuiUNFG+/6Q0tKcUSC0lI9CEZzEU5RE7GTOLCT1iCu7g+IuITWn2OYI1XpdDexBzk2dilAzbCeEM1lJGvZUlmEtq1QGzKbpLlaz+iwNGKBnTxAqhigrGZbvpfKEMLxg4NHR11F8stWXhA4/9Vv/8pw9P7NHtYHVff3W//yW4erGkxTa+resjgqPhOUOa4ZgzOKIIisg2eToIqbWEx+XtMAM9KRhwlpDPCTKNAqGaoSG5++RB71p80kccCqq9aXGZE4dJx4jlYjAK4IlJclMT2wh0ZhPHG+FEHZMaa9TEKHbB0ncERdJna2f/++YfHAvmFW7SrY/1XVX64I+ACTcAugJDndMUt9D2/vBjWuAu+GPidVYpjdv9c9Xw+rtcjnPfmJwzGBEiUPVTpOr9y7759tLg2Cvdwub/AL/ttPuyPD9OOUQk9v/XffPtBzyEAsUBqalpSlDVXcm5cDSu+O37cTsrzPrer2BLQQcfhDwhoFStYJLSvveE8M87oN0x6hphKkFRMYzRh/BVBWFpCFCfsohylF39D1RTl5nAvw32VT2rtmqUQAtOYcMAvEHlMkGYnpxCDhxN2DteoOJSGxd5B88YhlwpY32tk73GE8VlYhyy3VObYGJdLFjh4mdKVjQDHNcDp9PwkNhFUKfHBCM4BOCKhRBJy7nEaEWawCliqe8QlJ3ePmryhd7ttf/SvDsQfv37TxDwiQr3rZNw+DquvJLS1mbqlBkvojgdJjyb3oqUX1JC7deiY8J8HfSERtrs0m39YtLZu7W4UtI4a+U2w7cThG7uleOCagnMOeFCjhrjgOGOSK6tmOGLc7kV2HjUjtpAHp4oHYujxT6E1CeNRtKmc4Ft7XvVKpjqru8eB1GsQjG5rjXlhZ1gSy8w67rK+RlE5Hu+TB8jseX+xZnE6XRSczAuNOARsVGEn5hM97nIbFXuclAOSxJgqUNivqaf9S1Mrtclq98Md/djjwcGCqxO1NP6KeSNgAACAASURBVPDdWZ+HgxIaxq7fBMpu/1mgtPYReCGhW61tVbgZV2gwzDSJ/AXKVnW8paFHq8tIyc8CymbsLckblEQxKBME4CR+WFL+t5/+DR0vLmpzAnv9Kp2raho9XwK3t6v1K+BvDoSDA4LDXqzBMYYJh0giM7fVvVe9gF6wGMWpBhHoS7p0OMW0600K5+MzxEW3epgQhJhc2YTd+B9YTQVJ4kbd9bwdRHE/b7GanU50hHle/Hu/MXzB+/7PJkB+4GlPH/7gec9VtzctVtUoJuqhzeNvgzLXXUpMWqMAypKUuMaRb 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[/img]
Skurt, Uppdaterare, Donator 2011-04-24 17:00 | #24
KurtRune, Donator 2011-04-24 17:18 | #25
#24 Skurt77: Wtf, jag hatar det där...
Jag blir inte CP men helt klart snurrig i hjärnan :c
firas18, Donator 2011-04-24 17:35 | #26
anka2000, Donator 2011-04-24 18:29 | #27
Suttit och pluggat astrofysik hela veckan för att tentera det på onsdag, mmmh njutning!
BurgerK!nG^, Donator 2011-04-24 18:52 | #28
http://en.wikipedia.org/wiki/VY_Canis_Majoris ännu större än VV Cephei...
3lfving, Donator 2011-04-24 19:02 | #29
Fuck you all! nu blev jag helt yr i huvet xD

Det finns säkert nån jäkel som är större som ligger nånstans rakt åt fanders några typ 10000000202023939923993293872782748728472847287655624762372744 ljusår härifrån... Om ens universium är så jädrans stort. :P
krokodil, Donator 2011-04-24 19:15 | #30
Det där är sjukt!
Skurt, Uppdaterare, Donator 2011-04-24 19:33 | #31
Helt ofattbart- vi kan inte ens tänka oss hur stor VV Cephei är.
Lagstiftarn, Donator 2011-04-24 19:48 | #32
Is my anus really that big?
#17: CP har ingenting med ditt intellekt och göra, det handlar mer om förbindelsen med din hjärna och din kropp,massa tror att cp har någonting med sitt intellekt och göra för att de flesta som har cp skador är också utvecklingsskadade. CP=cerebral parez , jag skriver detta för att jag själv har en cp skada som inte är så allvarlig,man märker inte den heller men ändå, just sayin x)
krusebuse, Donator 2011-04-24 20:26 | #33
http://www.youtube.com/watch?v=HEheh1BH34Q mycket bra om man vill få en mer 3d känsla :)
bloket, Donator 2011-04-24 21:21 | #34
#32 Lagstiftarn: Men den påverkar intellekten? Jag påstår absolut inte att du skulle vara mindre smart än någon annan här men om inte jag har fel så har väl, kanske inte du, men folk med allvarligare CP-skador svårt för mycket inom skolan och liknande. Men det kanske är som du säger att en utvecklingsskada är vanlig hos en person med CP.
Men vad min poäng utgick ifrån var att jag ogillar att folk använder dessa ord för mycket i helt fel sammanhang och folk som har en sådan skada kan ta illa vid eller som jag som bara tycker att det är fel och stör mig på det.
pclemens, Donator 2011-04-24 21:49 | #35
#17 bloket: är en petameter lika mycket som mitt petfinger typ?
Branduslex, Donator 2011-04-24 21:59 | #36
#12 alphapoint: My bad then :)
BrokenHip, Donator 2011-04-24 22:07 | #37
#32 Lagstiftarn & #34 bloket: CP hit och CP dit, skit samma hur folk använder ordet, tar du åt dig så synd för dig, internet kommer alltid vara internet. Kan även kalla folk för fitta, hora, bög etc, varför så känslig för att kalla någon CP? Utbilda och informera allt ni vill, folk kommer ändå inte bry sig (jo jag märker ironin).
bloket, Donator 2011-04-24 22:40 | #38
#37 BrokenHip: Det var ingen som kallade någon CP till att börja med, och ditt argument är helt vattentätt. Dock så kommer vi kunna diskutera om det hur mycket vi vill och klaga på folk hur mycket vi vill (inte för att vi ska, men du fattar) lika mycket som dom kan säga "CP-DAMP-HOR-BÖG". Till och med lika mycket som du kan i din tur klaga på dom som faktiskt klagar på de som vräker ur sig meningslösa, kränkande meningar från första början. Allt går liksom i en ond cirkel som baseras på att man får skriva vad fan man vill.
fellesh, Donator 2011-04-24 23:31 | #39
#19 Brüno , precis, ganska jobbigt det hära :(
Semtex101, Donator 2011-04-24 23:32 | #40
http://www.wimp.com/universecomparison/

En mycket bra video som beskriver ännu bättre.
Skurt, Uppdaterare, Donator 2011-04-25 00:13 | #41
#38 bloket: Ett tips: Bry dig inte! Så sluta tjut..
FrankBlocc, Donator 2011-04-25 00:30 | #42
VY Canis Majoris är den största människan har hittat, vet inte varför folk alltid skriver VV Cephei.
Skurt, Uppdaterare, Donator 2011-04-25 00:47 | #43
#42 FrankBlocc: VV Cephei = engelska. VY Canis Majoris = svenska.
giantmidget, Donator 2011-04-25 00:48 | #44
Varför är vissa stjärnor röda och vissa vita?
Skurt, Uppdaterare, Donator 2011-04-25 00:51 | #45
#44 giantmidget: [url]lmgtfy.com/?q=Varf%C3%B6r+%C3%A4r+vissa+stj%C3%A4rnor+r%C3%B6da+och+vissa+vita%3F[/url]
rullstolsbarn, Donator 2011-04-25 00:53 | #46
#44 giantmidget: har för mig att dom röda heter röda jättar och dom vita heter vit dvärg... rätta mig om jag har fel :P
alphapoint, Donator 2011-04-25 01:07 | #47
#46 rullstolsbarn: Det finns både röda jättar & röda dvärgar, samt vita vita dvärgar.
rullstolsbarn, Donator 2011-04-25 01:26 | #48
#47 alphapoint: så då hade jag ju rätt. i stortsett :D
krille09, Donator 2011-04-25 02:03 | #49
#45 Skurt77: du hjälper inte med lmgtfy...
#46 rullstolsbarn: jo, men det svarade inte hans fråga...

Googlade det istället på engelska, fick lite svar...
"after a star runs out of fuel, it becomes a white dwarf, a neutron star or a black hole

it acctually depends on the SIZE of the star. If the star is massive then it will most likely red giant then go into a neutron star, black hole phase. Or if there extremly massive (this is a theory) they could hyper novae. if there small like ours it ould red giant then stabilize into a white dwarf."

Cyberboy, Donator 2011-04-25 02:24 | #50
Vad snackar ni om? rymden finns inte.. Gud skapa allt
rullstolsbarn, Donator 2011-04-25 02:32 | #51
#49 krille09: nästan :D
Trean, Donator 2011-04-25 02:40 | #52
#50 Cyberboy: hahaha dagens!
Maflam, Donator 2011-04-25 02:48 | #53
#49 krille09: Det läste man ju för ett bra tag sen i skolan :o
Axelusk, Donator 2011-04-25 03:56 | #54
"Ett annat sätt att bilda sig en uppfattning om storleken på stjärnan: om man åker flygplan i 900 km/h, skulle det ta 1100 år att runda VY Canis Majoris och cirka 8 timmar för ljuset att nå ett varv runt dess ekvator." :)
Sewil, Donator 2011-04-25 05:33 | #55
#32 Lagstiftarn: jävla cp
giantmidget, Donator 2011-04-25 18:18 | #56
#49 krille09: tack :)

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