TheBigDog Posted February 27, 2007 Report Posted February 27, 2007 It seems that my friend Turtle has gotten lost in his shell again. So I thought I would see how we can get him to poke his head out and play. In the movie Doctor Doolittle (1967) they summoned the Great Lunar Moth by forming the shape of the moth on the ground and doing a moth dance. In Mosura (US Mothra) (1961) two fairies summon the great Mothra by chanting her name is their siren like voices. But we are not talking about a giant moth, we are talking about a giant among Hypographers. So I will use what I think he likes best... numbers. So here it goes, my first attempt to summon Turtle... 6 28 496 8128 33550336 8589869056 137438691328 2305843008139952128 2658455991569831744654692615953842176 191561942608236107294793378084303638130997321548169216 13164036458569648337239753460458722910223472318386943117783728128 14474011154664524427946373126085988481573677491474835889066354349131199152128 23562723457267347065789548996709904988477547858392600710143027597506337283178622239730365539602600561360255566462503270175052892578043215543382498428777152427010394496918664028644534128033831439790236838624033171435922356643219703101720713163527487298747400647801939587165936401087419375649057918549492160555646976 141053783706712069063207958086063189881486743514715667838838675999954867742652380114104193329037690251561950568709829327164087724366370087116731268159313652487450652439805877296207297446723295166658228846926807786652870188920867879451478364569313922060370695064736073572378695176473055266826253284886383715072974324463835300053138429460296575143368065570759537328128 54162526284365847412654465374391316140856490539031695784603920818387206994158534859198999921056719921919057390080263646159280013827605439746262788903057303445505827028395139475207769044924431494861729435113126280837904930462740681717960465867348720992572190569465545299629919823431031092624244463547789635441481391719816441605586788092147886677321398756661624714551726964302217554281784254817319611951659855553573937788923405146222324506715979193757372820860878214322052227584537552897476256179395176624426314480313446935085203657584798247536021172880403783048602873621259313789994900336673941503747224966984028240806042108690077670395259231894666273615212775603535764707952250173858305171028603021234896647851363949928904973292145107505979911456221519899345764984291328 Turtles like numbers :phones: Bill Quote
Buffy Posted February 27, 2007 Report Posted February 27, 2007 I waited 3 days at 3999 posts to honor the great :phones:... 6+6+6+5=23 which is a prime number consisting of digits containing the smallest two primes! Its magically mathematical,Buffy Quote
infamous Posted February 27, 2007 Report Posted February 27, 2007 Attention attention!!!! Earth to Turtle, earth to Turtle, sending out an SOS, earth to Turtle. Save us from OurSelves...............................Infy Quote
Tormod Posted February 27, 2007 Report Posted February 27, 2007 It would surely take a mathemagicians mind to figure out what all those numbers mean...! :) Quote
Mercedes Benzene Posted February 27, 2007 Report Posted February 27, 2007 Since I had a half-day of school today, I decided to make an honorary cyanotype in... well... honor of Turtle, who has yet to return from his shell-batical. I call it CyanoTurtle Turtle 1 Quote
CraigD Posted February 28, 2007 Report Posted February 28, 2007 6 28 496 8128 33550336 8589869056 137438691328 2305843008139952128265845599156983174465469261595384217619156194260823610729479337808430363813099732154816921613164036458569648337239753460458722910223472318386943117783728128…It’s just [math]2^{n-1} \cdot (2^n-1)[/math], where [math]2^n-1[/math] is prime. A thinly veiled list of the Mersenne primes. A good thought, though. Turtle does love an interesting numeric pattern. (and he’s not the only one! ;)) Quote
ughaibu Posted February 28, 2007 Report Posted February 28, 2007 The best way to summon a Turtle might be to send a Racoon. Quote
Buffy Posted February 28, 2007 Report Posted February 28, 2007 The best way to summon a Turtle might be to send a Racoon.Likely both are on 5627! We await the return of these brave explorers into the nether reaches of the volcanically nervous Cascade wilderness. I hope he took his 2515... Colorfully, Buffy Quote
Racoon Posted February 28, 2007 Report Posted February 28, 2007 Here kitty kitty . . I forgot to mention fresh brewed coffee. ---> :evil: :D Quote
Queso Posted February 28, 2007 Report Posted February 28, 2007 I forgot to mention fresh brewed coffee. :cup: ---> ;) :D mmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmm :ebomb: :eight: :esmoking: :cat: :snowflake: :D :applause: :artgallery: :ghost: :ghost: :ghost: :evil: :whip-new: Quote
Turtle Posted February 28, 2007 Report Posted February 28, 2007 Thanks folks. I find I'm critically overexposed and understocked and I need to recoupe. A turtle all the way out of its shell, is a dead turtle. :hihi: Quote
Tormod Posted February 28, 2007 Report Posted February 28, 2007 Thanks folks. I find I'm critically overexposed and understocked and I need to recoupe. A turtle all the way out of its shell, is a dead turtle. :hihi: Ah, but it's wonderful to see that you have not left us, my friend. :D Quote
InfiniteNow Posted March 1, 2007 Report Posted March 1, 2007 Well, I'll be dipped in dookie and covered in kitty litter... Nice to see your presence in these here parts, good sir Turtle. :eek: Quote
Mercedes Benzene Posted March 1, 2007 Report Posted March 1, 2007 Turtle my friend! It's good to see you back! I trust that you will resolve any problems you may be expreiencing and return to our lovely community once again! Quote
Turtle Posted March 25, 2007 Report Posted March 25, 2007 It seems that my friend Turtle has gotten lost in his shell again. So I thought I would see how we can get him to poke his head out and play. In the movie Doctor Doolittle (1967) they summoned the Great Lunar Moth by forming the shape of the moth on the ground and doing a moth dance. In Mosura (US Mothra) (1961) two fairies summon the great Mothra by chanting her name is their siren like voices. But we are not talking about a giant moth, we are talking about a giant among Hypographers. So I will use what I think he likes best... numbers. So here it goes, my first attempt to summon Turtle... 6 28 496 8128 33550336 8589869056 137438691328 2305843008139952128 2658455991569831744654692615953842176 191561942608236107294793378084303638130997321548169216 13164036458569648337239753460458722910223472318386943117783728128 14474011154664524427946373126085988481573677491474835889066354349131199152128 23562723457267347065789548996709904988477547858392600710143027597506337283178622239730365539602600561360255566462503270175052892578043215543382498428777152427010394496918664028644534128033831439790236838624033171435922356643219703101720713163527487298747400647801939587165936401087419375649057918549492160555646976 141053783706712069063207958086063189881486743514715667838838675999954867742652380114104193329037690251561950568709829327164087724366370087116731268159313652487450652439805877296207297446723295166658228846926807786652870188920867879451478364569313922060370695064736073572378695176473055266826253284886383715072974324463835300053138429460296575143368065570759537328128 54162526284365847412654465374391316140856490539031695784603920818387206994158534859198999921056719921919057390080263646159280013827605439746262788903057303445505827028395139475207769044924431494861729435113126280837904930462740681717960465867348720992572190569465545299629919823431031092624244463547789635441481391719816441605586788092147886677321398756661624714551726964302217554281784254817319611951659855553573937788923405146222324506715979193757372820860878214322052227584537552897476256179395176624426314480313446935085203657584798247536021172880403783048602873621259313789994900336673941503747224966984028240806042108690077670395259231894666273615212775603535764707952250173858305171028603021234896647851363949928904973292145107505979911456221519899345764984291328 Turtles like numbers :) Bill If you wait long enough, there's no telling what will happen; on the other hand, if you don't wait long enough, there's no telling what will happen. Your numbers of course, as always, Perfect. 6+6+6+5=23 which is a prime number consisting of digits containing the smallest two primes! 666+5=The Beast & Pentagram.:eek: :doh: :evil: :hyper: Since I had a half-day of school today, I decided to make an honorary cyanotype in... well... honor of Turtle, who has yet to return from his shell-batical. I call it CyanoTurtle As you sayeth, so shellith it beeth. Thank you for letting me use your Cyano-Turtle cyanotype as my avatar. It does resemble me remarkably. 6 28 496 8128 33550336 8589869056 137438691328 2305843008139952128265845599156983174465469261595384217619156194260823610729479337808430363813099732154816 921613164036458569648337239753460458722910223472318386 943117783728128… It’s just [math]2^{n-1} \cdot (2^n-1)[/math], where [math]2^n-1[/math] is prime. A thinly veiled list of the Mersenne primes. Ah contraire mon ami; an unveiled list of the Perfect numbers hiding in plain view. ;) Speaking of which, I must return to hiding in plane view myself; adieu. Quote
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