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คำอธิบายSieve of Eratosthenes animation.gif
English: Animation that visualizes the "Sieve of Eratosthenes" algorithm. The Sieve of Eratosthenes is an method for efficiently finding all prime numbers up to a number, 120 in this case, by eliminating (colouring in) all multiples of successive primes. It uses the common optimisation of starting at p2 for each prime p, as all non-primes (composites) up to p2 were found in previous passes. Because of this it needs only consider primes up to 7, because the square of the next prime 11 is 121, larger than any number here.
แหล่งที่มา
งานของตัว, Original image at Image:Animation_Sieve_of_Eratosth.gif
Reverted to version as of 16:23, 22 February 2009. File:Sieve of Eratosthenes animation.gif has no discussion page. How can it possibly be "too different from that discussed"?
== Summary == Animation that visualizes the "Sieve of Eratosthenes" algorithm. Original image at '''Image:Animation_Sieve_of_Eratosth.gif''' Original by SKopp (selfmade) == Licensing == {{GFDL}} category:Eratosthenes
ไฟล, sieve, eratosthenes, animation, ไฟล, ประว, ไฟล, หน, าท, ภาพน, การใช, ไฟล, วนกลางไม, ภาพท, รายละเอ, ยดส, งกว, าน, sieve, eratosthenes, animation, 8206, กเซล, ขนาดไฟล, โลไบต, ชน, ดไมม, image, วนซ, เฟรม, นาท, ปภาพหร, อไฟล, เส, ยงน, นฉบ, บอย, คอมมอนส, รายละเอ. ifl prawtiifl hnathimiphaphni karichiflswnklangimmiphaphthimiraylaexiydsungkwani Sieve of Eratosthenes animation gif 8206 445 369 phikesl khnadifl 154 kiolibt chnidimm image gif wnsa 159 efrm 37 winathi rupphaphhruxiflesiyngni tnchbbxyuthi khxmmxns raylaexiyddanlang epnkhxkhwamthiaesdngphlcak ifltnchbbinkhxmmxns khxmmxnsepnewbistinokhrngkarsahrbekbrwbrwmsuxesri thi khunsamarthchwyid phaphnimiphaphinrupaebbewketxr SVG hakphaph SVG thaihkaraesdngphldikwa hnathiichphaphnikhwrepliynipichphaph SVG aethn File Sieve of Eratosthenes animation gif File Sieve of Eratosthenes animation svg sahrbkhxmulephimetimekiywkbphaphewketxr duthi karepliynipichphaph SVG inkhxmmxnsnxkcaknisamarthduephimetimekiywkb khxmulekiywkbkarrxngrbphaph SVG sahrbsxftaewrmiediywiki id inphasaxun Alemannisch nbsp Bahasa Indonesia nbsp Bahasa Melayu nbsp British English nbsp catala nbsp cestina nbsp dansk nbsp Deutsch nbsp eesti nbsp English nbsp espanol nbsp Esperanto nbsp euskara nbsp francais nbsp Frysk nbsp galego nbsp hrvatski nbsp Ido nbsp italiano nbsp lietuviu nbsp magyar nbsp Nederlands nbsp norsk bokmal nbsp norsk nynorsk nbsp occitan nbsp Plattduutsch nbsp polski nbsp portugues nbsp portugues do Brasil nbsp romană nbsp Scots nbsp sicilianu nbsp slovencina nbsp slovenscina nbsp suomi nbsp svenska nbsp Tiếng Việt nbsp Turkce nbsp veneto nbsp Ellhnika nbsp belaruskaya tarashkevica nbsp blgarski nbsp makedonski nbsp nohchijn nbsp russkij nbsp srpski srpski nbsp tatarcha tatarca nbsp ukrayinska nbsp ქართული nbsp հայերեն nbsp ব ল nbsp தம ழ nbsp മലയ ള nbsp ithy nbsp 한국어 nbsp 日本語 nbsp 简体中文 nbsp 繁體中文 nbsp עברית nbsp العربية nbsp فارسی nbsp nbsp khwamyx khaxthibaySieve of Eratosthenes animation gif English Animation that visualizes the Sieve of Eratosthenes algorithm The Sieve of Eratosthenes is an method for efficiently finding all prime numbers up to a number 120 in this case by eliminating colouring in all multiples of successive primes It uses the common optimisation of starting at p2 for each prime p as all non primes composites up to p2 were found in previous passes Because of this it needs only consider primes up to 7 because the square of the next prime 11 is 121 larger than any number here aehlngthima ngankhxngtw Original image at Image Animation Sieve of Eratosth gif phusrangsrrkh SKopp thi wikiphiediyphasaeyxrmn nbsp nikhuxphaphkhdsrrinwikiphiediyphasaxngkvs Featured pictures aela khux thuxwaepn phaphxyangidxyanghnungthidithisud thakhidwaiflnikhwrcaihkhwamsakhykbwikimiediykhxmmxnsepnxyangdi xyalngelthica esnxchux hakkhunmiphaphthimikhunphaph khlaykhlungkn thicasamarthephyaephridtam syyaxnuyatthiehmaasm ihaenicwa khunid xpohld kahndsyyaxnuyat aelaid esnxchuxaelw karxnuyatichsiththi xnuyatihkhdlxk aeckcayaela hruxddaeprexksarniphayitenguxnikhkhxngsyyaxnuyatexksaresrikhxngknu run 1 2 hruxrunid nbcaknithixxkodymulnithisxftaewresri odyimmiswnidhamaekikh immikhxkhwampkhnaaelapkhlng saenakhxngsyyaxnuyatrwmxyuinswnchux syyaxnuyatexksaresrikhxngknuhttp www gnu org copyleft fdl html GFDL GNU Free Documentation License true true iflnixyuphayitsyyaxnuyat khriexthifkhxmmxns aebbaesdngthima xnuyataebbediywkn 3 0 tnchbb khunsamarth thicaaebngpn thicathasaena aeckcay aelasngngandngklawtxip thicaeriyberiyngihm thicaddaeplngngandngklaw phayitenguxnikhtxipni aesdngthima khuntxngihekiyrtiecakhxngnganxyangehmaasm odyephimlingkipyngsyyaxnuyat aelarabuhakmikarepliynaeplng khunxacthaechnniidinrupaebbidkidtamkhwr aettxngimichinlksnathiaenawaphuihxnuyatsnbsnunkhunhruxkarichngankhxngkhun xnuyataebbediywkn hakkhunddaeplng epliynrup hruxtxetimnganni khuntxngichsyyaxnuyataebbediywknhruxaebbthiehmuxnkbsyyaxnuyatthiichkbnganniethann payaesdngsthanalikhsiththinithukephimephuxihepniptamkarepliynaeplngsyyaxnuyatkhxngmulnithiwikimiediy cak GFDL ipyng GFDL khwbkhukb CC BY SA 3 0 http creativecommons org licenses by sa 3 0 CC BY SA 3 0 Creative Commons Attribution Share Alike 3 0 true truekhabrryayodyyxithyephimkhabrryaythrrthdediywephuxkhyaykhwamwaiflnimixairxngkvsاعداد اولixethmthiaesdngxyuiniflniprakxbdwyemtrconflict nbsp xngkvs praethsbarebodsepnswnhnungkhxng praethsbarebodsReferencechuxphusrangsrrkh MsthanalikhsiththimilikhsiththisyyaxnuyatCreative Commons Attribution ShareAlike 3 0 Unported nbsp xngkvsGNU Free Documentation License version 1 2 or later nbsp xngkvsMIME type nbsp xngkvsimage gif prawtiifl khlikwnthi ewlaephuxduiflthipraktinkhnann wnthi ewlarupyxkhnadphuichkhwamehn pccubn23 30 22 phvscikayn 2554445 369 154 kiolibt WillNessReverted to version as of 14 52 31 October 2011 as per dicussion 22 09 5 phvscikayn 2554445 369 52 kiolibt TravursaReverted to version as of 16 23 22 February 2009 File Sieve of Eratosthenes animation gif has no discussion page How can it possibly be too different from that discussed 21 52 31 tulakhm 2554445 369 154 kiolibt JohnBlackburneReverted to version as of 14 19 25 September 2007 restore FP version as revision is too different from that discussed 23 23 22 kumphaphnth 2552445 369 52 kiolibt 6Sixxoptimize 21 24 22 kumphaphnth 2552445 369 121 kiolibt 6Sixxforgot a single frame 21 10 22 kumphaphnth 2552445 369 122 kiolibt 6SixxRemoving frames overlapping inconsistency 21 19 25 knyayn 2550445 369 154 kiolibt Brian0918 Summary Animation that visualizes the Sieve of Eratosthenes algorithm Original image at 039 039 039 Image Animation Sieve of Eratosth gif 039 039 039 Original by SKopp selfmade Licensing GFDL category Eratosthenes hnathimiphaphni hnatxipni oyngmathiphaphni taaekrngkhxngexrathxsethnis karichiflswnklang wikixuntxipniichiflni karichbn ar wikipedia org عدد طبيعي عدد أولي غربال إراتوستينس karichbn ast wikipedia org Numberu primu karichbn az wikipedia org Eratosfen eleyi karichbn be wikipedia org Dzeta funkcyya Rymana karichbn bg wikipedia org Resheto na Eratosten Spisk na prvite 1000 prosti chisla Potrebitel Topi2003 karichbn bn wikipedia org ম ল ক স খ য প রব শদ ব র গণ ত ন র ব চ ত ন বন ধ ড স ম বর প রব শদ ব র গণ ত ন র ব চ ত চ ত র স প ট ম বর এর ত স থ ন স ছ কন karichbn bs wikipedia org Eratostenovo sito karichbn ca wikipedia org Nombre primer Eratostenes karichbn cs wikipedia org Eratosthenovo sito karichbn de wikipedia org Primzahl karichbn de wikibooks org Religionskritik Gott karichbn dv wikipedia org އ ރ ޓ ސ ތ ނ ޒ karichbn el wikipedia org Koskino toy Eratos8enh karichbn en wikipedia org Prime number Eratosthenes User MPerel User talk SKopp Portal Mathematics Featured picture archive Proof of the Euler product formula for the Riemann zeta function Wikipedia Featured pictures thumbs 08 Wikipedia Featured picture candidates Sieve of Eratosthenes Wikipedia Featured picture candidates October 2007 Wikipedia Wikipedia Signpost 2007 10 08 Features and admins Template POTD 2008 01 31 Wikipedia Today s featured picture animation January 31 2008 User talk Froth Archive 5 Wikipedia Wikipedia Signpost 2007 10 08 SPV User talk NancyHeise Archive 3 Portal Mathematics Featured picture 2009 03 Wikipedia Featured pictures Sciences Mathematics User CarefulCounting User Duncanyuenyuching Userboxes math set fav P User Sebastien Palcoux User GTAVCV20022013 Portal Mathematics Recognized content karichbn en wikibooks org Visual Basic for Applications Print version Visual Basic for Applications Listing Prime Numbers Visual Basic for Applications Printable version karichbn es wikipedia org Numero primo Criba de Eratostenes Categoria Teoria de numeros Portal Matematica Imagen archivo 1 2009 dukarichthwolkephimetimkhxngiflni ekhathungcak https th wikipedia org wiki ifl Sieve of Eratosthenes animation gif, wikipedia, วิกิ หนังสือ, หนังสือ, ห้องสมุด,
