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Everything posted by goldenratiophi
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So Summer is back, and so it begins...
goldenratiophi replied to Yiuel's topic in Introductions & Off-Topic Discussion
In two (2) days I will be going to Colorado for a month. -
Countdown to 800 Members!
goldenratiophi replied to goldenratiophi's topic in Introductions & Off-Topic Discussion
/me remembers an *extremely* large board called Random Insanity... -
Anyone know something about spiders?
goldenratiophi replied to Klaas's topic in Introductions & Off-Topic Discussion
ImageShack.us automaticall generates it. -
Countdown to 800 Members!
goldenratiophi replied to goldenratiophi's topic in Introductions & Off-Topic Discussion
/me can't wait for the release of 0 A.D. Do you think it will be released this year? And are you ever going to port it to the Mac? *hint hint macs pwn all hint hint* OpenGL is cross-platform and all, so it it can't be that hard... (famous last words. /me knows nothing about OpenGL) Fascist dogs, those people are! j/k Sorry, just had to do that -
You like Tobymac? You mean Fleetwood Mac, right? You know, the classic rock band? j/k I don't like rap because it just isn't music. The "rapper" isn't singing at all, he's just talking to some beat.
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Anyone know something about spiders?
goldenratiophi replied to Klaas's topic in Introductions & Off-Topic Discussion
Yes, I know this from watching Stever Irwin on Animal Planet.... -
You could have half your body in your room and the other half in the attic
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True.
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Nice. You have easy access to the attic, I see? Is your computer in there anywhere?
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Countdown to 800 Members!
goldenratiophi replied to goldenratiophi's topic in Introductions & Off-Topic Discussion
799... -
I just noticed that we have 798 members. That means only 2 members until we have 800!
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Not Guilty!
goldenratiophi replied to King Tutankhamun's topic in Introductions & Off-Topic Discussion
Kind of off-topic but not: I heard some Michael Jackson song on the radio about a half hour ago. -
A great word I found!
goldenratiophi replied to goldenratiophi's topic in Introductions & Off-Topic Discussion
Yes, that's the fear of long words! I knew that one... Here's a cool word: Aibohphobia, the fear of palindromes (read the same forwards and backwards) -
Anatidaephobia - the fear that somewhere, somehow, a duck is watching you...
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Not Guilty!
goldenratiophi replied to King Tutankhamun's topic in Introductions & Off-Topic Discussion
Ten counts not courts -
Mathematica says: In[1]:= 2900! Out[1]= 427068756429252996414633870918052916227573521543044493704588689049296380285526\ 411038972733391145568998848804021692994750113029177852505155502000988074157370\ 531227307592386222581606962123440701333571375171233989847798118328953489883459\ 259419290615354039431665136122556070057697948841862028351570425129363627806339\ 233655847316739229522779866850922062471063983952953478593215272498866761807994\ 245501499508827301178390174185519239494519948511622264302600853396744495080496\ 974345809305146323834590782230913231966342046316800145584778140606737410781349\ 423697006649476215987288053076233040835385454267368453620898533484666275849321\ 734655929025660228882828162979389350711648341289405393704856027979660913850859\ 826607848678845286182054126941577423272466438459446317036418983964600408640374\ 977733916085880648823574119822823373602049402990945744454389923939812205754680\ 154228226163035825119911346922757475537105832535295976580248016525771431918375\ 388997405675405729073019052501785538672942994448727872622380009853265345122082\ 550386293569376993696891092677444546172981371125908344569532185729988519778693\ 556457185334163173161807544846177480811677970950363329164886235081049729911847\ 599817555114440423514213921855355616908011209046409665096818470054061534560642\ 129001360011980133526720283763179667477205458139172327820414302279975194418792\ 776812059570972522541356139171158245248013335963061665633785537072954263777528\ 459048952307258950420240481541295158151329214540730902862435907793582379322937\ 037588525131457621170808006283097426707129799832116534575576183670321669552496\ 444772359579847721249030166623470837703984902374724946193932959968832318210635\ 897118437145759499944510447938301559404656593809953201330630945073747889122322\ 933763853754565023343681613204685421072703170653041391850534886977306457040731\ 038281680476616459293500316917204556036043472371842226562442209279633556674975\ 026151569365312997505242698324249542343480045719220028391025434504378392697579\ 307295712735585340368425264617853156920939353856219027646730802702259838268449\ 466349526888789508534559172429978127944810033261992431217872092923904058075153\ 721891479742413667636714447918409552698205205517609575255214653307650457268327\ 611379398861851962817566299997314312892829526757938544862851884501363501769106\ 153794974971738320583043262729017398393535042406551025266606033805590470735329\ 502539437348250405363545307007547298124708454265642107768983605690127941922020\ 350872742346171097855368977090972349723923964556049827908021045029262625362965\ 616393621956049068466844897497435875522916066386910308041144668971231276006259\ 464183115030193829562319219525475861644895740062940125004814708017249896700448\ 981663973538608998578842189939955832450945775354580859881997919713002054693298\ 709587492402943025527245796891697681082906363769751115543253946838571808176537\ 896147298718247184175169429299095539146051128799442708749021808469151843909743\ 387176374055578006903580222289851820576403795391924788474852755542280938339084\ 985287482448829963981939466680686009322154992718564658722004486886256795442531\ 186924896530640149079088673909730157237417161245503253399110507909736227838278\ 195646730350417851674389110077747086698513597409258076944541768846360866540103\ 999756967926422935823627934070709865624867128529459146582669929166393887129214\ 883543085286604227335857215868318501743952259371457222260118035861913853188161\ 632118033110249599040466771047719062866908791310769800395024385212613576155361\ 266521567115695506781367786440741267398070373647383858174805742905387756328077\ 399826173285745186915189542849526476610963708260302517333535917615293615860415\ 577847979804532156611724044549114202372866642420692311582249682702403028603691\ 068731669705600081288022021118476692453172599113358927995991024021671593622541\ 697912652048682545587185197378570399622379063729031591402473563960449910454653\ 858509771781644654291542121210019846747454413307797187425519830509208835110419\ 804078914829599828114159712372363593319143549566197031171811236182415651301233\ 637025223648229069328050498515113318458808613544178382405734763492426798232715\ 676882448377499815526259075744568435573422227839676087762747887212369133947823\ 086632030832957663164971101955385959042760218427084292823854352483580236470816\ 456190807436864083431211663599612816245302982847660753184377410749196968874401\ 374250320634937323506148569007837939351959117920711278891196846846180128467608\ 301364508330935550093062814839483616929649333057151703099196578625120301230113\ 566316991499060359397922739800348711029209674616467210110904106629123111579741\ 866158145028958227695207971024173790225482174879161297867058896578873270311012\ 998428732071680683272179943130202900816314075792466842879300941178927555351671\ 420006860652013880756704026094034128750365026895291707140038466752416825803016\ 735870607163338076143933642144232422919813419178869604345735515432627224682098\ 970976787382630262797145897290780405499377447551859156144130728925063652027767\ 205278739369683799923756483512409073579319268375745144067528044287586696520710\ 831282382375404946127688767911713656342987868590569298896625596736297245965938\ 220969208683070569150902760316111768770139763709682013803382882348276435681598\ 096014967921016767507059890580557297679290079635349198337500280702297454999850\ 472113332150228400088542567768667391136870410540125533047976698408631603979805\ 098052614392223935971177266963664223553704181956423422335500045844667597713278\ 867218589217601454849287010766957213379049851868476452438880348669432552037754\ 827821706519942805112628022926821908162098096755848803716154978420241641318957\ 477089683274669149610033530824819408933330338704260723750427939178351650884177\ 141985462391966429067950710575691085427783654144527993625061013678672159434618\ 869981008068130158272227646162651916001556976815426989403200433564308644092187\ 220004709239741334504997193029991591517877067041914908802174849785356076866954\ 187430916686569961837675994710289799324220609827693302151930951768042773419252\ 351160990567485097078860051561236226371328430239988706318969217995419268018493\ 581607851407244475340952699601585520516716297775852199282354739138026461849936\ 388940155911650255877802664064729158017785427346003677208275243314174129024273\ 904087572787635420971280946460182700510560054434614436980645280120745613731300\ 377494892501966236774375511685802186914476881483956670903521495755813101657750\ 695147146906681158730356638489743072392488813021506858429358706683502251473727\ 054084364464628904558961319289110244603183512970408540663886406770610774701185\ 791395107495746410491078334325861124402036029171015769892228575195018181031661\ 951436998944978746159432552235019365320561213293262150981310275359287682463050\ 493842595962183582982675124193886317256812200461124375997726550900485666617424\ 611690868229726630612698016171387033404022857441426555243142106296574485807958\ 033183055918502940657955679154050224218529583991737022297104813245865697754933\ 721744270215436225940883812405317462535492490408050271837337181521626362594827\ 613919233711319944949445207014641360047986371413788002023500606551850790968971\ 563630405624697419329278321967949677693554302936520028677186599686205894642966\ 947114689841184201602543070992522695648580120309430174929864052428081485269667\ 387721402909430499071005395852988443668827984062249550702410809204125544617378\ 781192286571547520913734977726980005442155220073061549769409627239074467141473\ 322909825436187186446296114412360475371405864669618305562157073363567582705585\ 659458805779141310434296877711477014903795719796607929272226509638628575690261\ 770727974938519338078029822435271349472444764277480654579533232448430581208645\ 055209939537218550618619920963410843494210058696598281200808243105666933115480\ 084922770890256488953524780378841064421188463178580483183593077708476048880293\ 140459179286297852647338461329817275618955450694910299986790361805525037759505\ 180698341400315947397289591383211504547501990652484811617451342210886936289451\ 259891327874815675405591688478664224696763803665372785933235215546989996506580\ 759342657575772789741825837818769521761913205688721205861781399139859787713078\ 150075777680248720538468352000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000 (8784 digits) EDIT: Don't ask me why I did that.
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Why the big for breaking 1,000? Oh - Broke 850! (not factorial) 850! = 524347515220601492696967580091113664945940061492839715511185187043610646396610\ 112623277696802102700524051967898503667404334807420818534316901388148392470963\ 123930985086016631713866229622014494946516942322944471655118019414045821114645\ 520940330174159431527462881804656979724827147667015911827762163785976370160125\ 827645274333630372878923868625348323298694936301450569762799250897785681292238\ 967239437262086530321423240345365727896425263218066703505364803063863689652357\ 929380940526190430622792000344619096626596447152764642087341653083764219490928\ 038567584856550020217780997664238677103676865469298247586860121821517119957871\ 804516299479891460122058161137444700647084142199771961646314999640080009518509\ 392583395645118919103980602682760137620438719264795121458313715955711109174090\ 568326678073161923585339583940706797722718200218681916549166203011756268357688\ 140205398493770761879574455968084968161295041585027475358659737948811089603407\ 393906784501821389529053270090331445492041829441907264489083753156161033454360\ 879956530454355992240495286125675357950307928449828970545805060570399938299156\ 857679276293325339403474876160126671688031975489478019778352164025207384800651\ 181832791276378186236869056105866643833298973869390131107897430705176786518855\ 877253049045086104023047721532237111052593161210494963218651442821578180471208\ 792169412566038136784971835441290445090393982937085877865600537310328750581581\ 640510634512980701247618152309583580121434257733599131325229925243948052338593\ 314923843580895630797761731455514127630942142057752610134708623220142910923470\ 977899394263898534654461673428523846783710125119306194866474962302611959536694\ 564791029571658885569527803458469994798709492878714729907376163340559012177687\ 493395323639201384243887398816669702852911695576638610028109946282874246219393\ 757058863048786486183207941769403034711925715377895752756111909615557238739172\ 206215040667425568106455424009153753907200000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 000000000000000000000000000000000000000000000000000000000000000000000000000000\ 00000000000000000 (2123 digits)
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Who will win the NBA Finals?
goldenratiophi replied to CodeOptimist's topic in Introductions & Off-Topic Discussion
Who exactly is this Obi-Wan Ginobili figure? -
Heh, that's weird