Comment games, quizzes, trivia, elimination games, etc...
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maasman
Posts: 543 Joined: Wed Apr 11, 2007 6:45 pm
Gender: Male
Location: Goose Creek, USA
Post
by maasman » Thu Apr 04, 2013 4:41 pm
Ffraid wrote: Well, haven't you guys been busy! My only objection is with 219. I think you meant ⌈√(5!!)⌉ = 4, not ⌊√(5!!)⌋
fixed
231 = 5! + 5! - (5 + ⌊√5⌋ x ⌊√5⌋)
231 = 120 + 120 - 9
231 = 231
crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Thu Apr 04, 2013 4:43 pm
232 = (Γ5 + 5) x (⌊√5⌋ x ⌊√5⌋ x ⌊√5⌋)
232 = (24 + 5) x (2 x 2 x 2)
232 = 29 x 8
232 = 232
maasman
Posts: 543 Joined: Wed Apr 11, 2007 6:45 pm
Gender: Male
Location: Goose Creek, USA
Post
by maasman » Fri Apr 05, 2013 9:05 am
233 = 5! + 5! + 5 - (⌊√(5!!)⌋ x ⌈√(5!!)⌉)
233 = 245 - (3 x 4)
233 = 233
crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Fri Apr 05, 2013 9:35 am
234 = (Γ5 + 5 + 5 + 5) x ⌈√5⌉!
234 = (24 + 5 + 5 + 5) x 3!
234 = 39 x 6
234 = 234
maasman
Posts: 543 Joined: Wed Apr 11, 2007 6:45 pm
Gender: Male
Location: Goose Creek, USA
Post
by maasman » Fri Apr 05, 2013 9:38 am
235 = 5! + 5! - (5 x 5/5)
235 = 240 - 5
235 = 235
crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Fri Apr 05, 2013 9:42 am
236 = (5! - ⌊√5⌋) x (5 / 5) x ⌊√5⌋
236 = (120 - 2) x 1 x 2
236 = 118 x 2
236 = 236
maasman
Posts: 543 Joined: Wed Apr 11, 2007 6:45 pm
Gender: Male
Location: Goose Creek, USA
Post
by maasman » Fri Apr 05, 2013 4:02 pm
237 = 5! + 5! - (5/5 + ⌊√5⌋)
237 = 240 - 3
237 = 237
crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Fri Apr 05, 2013 4:19 pm
238 = (5!! + ⌊√5⌋) x (5!! - 5/5)
238 = (15 + 2) x (15 - 1)
238 = 17 x 14
238 = 238
Ffraid
Posts: 217 Joined: Thu Feb 07, 2008 11:57 am
Location: UTC - 6 (+1 if we're in DST)
Post
by Ffraid » Fri Apr 05, 2013 6:34 pm
239 = 5! + 5! - 5/(√5*√5)
239 = 120 + 120 - 5/5
239 = 240 -1
239 = 239
crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Fri Apr 05, 2013 6:38 pm
Don't often cheat like this but
240 = 5! + 5! x 5/(√5*√5)
240 = 120 + 120 x 5/5
240 = 240 x 1
240 = 240
Ffraid
Posts: 217 Joined: Thu Feb 07, 2008 11:57 am
Location: UTC - 6 (+1 if we're in DST)
Post
by Ffraid » Fri Apr 05, 2013 9:29 pm
crispybits wrote: Don't often cheat like this but
240 = 5! + 5! x 5/(√5*√5)
240 = 120 + 120 x 5/5
240 = 240 x 1
240 = 240
That's not cheating, that's the one that comes to mind most naturally (at least to my mind)! And here it is again in it's third incarnation:
241 = 5! + 5! + 5/(√5*√5)
241 = 120 + 120 + 5/5
241 = 240 + 1
241 = 241
maasman
Posts: 543 Joined: Wed Apr 11, 2007 6:45 pm
Gender: Male
Location: Goose Creek, USA
Post
by maasman » Sat Apr 06, 2013 4:27 am
242 = 5! + 5! + 5 - 5!!/5
242 = 120 + 120 + 5 - 3
242 = 242
crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Sat Apr 06, 2013 4:54 am
243 = ⌈√5⌉ x ⌈√5⌉ x ⌈√5⌉ x ⌈√5⌉ x ⌈√5⌉
243 = 3 x 3 x 3 x 3 x 3
243 = 243
maxfaraday
Posts: 272 Joined: Thu Nov 04, 2010 2:48 am
Post
by maxfaraday » Sat Apr 06, 2013 8:39 am
how do you guys write the upper/lower square root?
From: Karl_R_Kroenen
To: maxfaraday
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maxfaraday
Posts: 272 Joined: Thu Nov 04, 2010 2:48 am
Post
by maxfaraday » Sat Apr 06, 2013 9:09 am
crispybits wrote: Copy/paste
Yeah, of course, I had already thought about it, but what I wanted to know is what's the code you have to type (Alt+something).
From: Karl_R_Kroenen
To: maxfaraday
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crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Sat Apr 06, 2013 9:13 am
No idea - I use Ctrl+C and Ctrl+V - sorry!
It's been asked before too about 5-6 pages ago maybe and the general consensus was the same.
maxfaraday
Posts: 272 Joined: Thu Nov 04, 2010 2:48 am
Post
by maxfaraday » Sat Apr 06, 2013 9:19 am
244 = 5² * (5+5) - ⌈√5⌉ -⌈√5⌉
244 = 25 * 10 - 3 - 3
244 = 244
From: Karl_R_Kroenen
To: maxfaraday
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crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Sat Apr 06, 2013 10:10 am
You can't use a 2
For reference, here's a list of how to get various numbers with one five if you want it max:
⌊√⌊√5⌋⌋ = 1
⌊√5⌋ = 2
⌈√5⌉ = 3
⌊√5!!⌋ = 4
5 = 5
⌈√5⌉! = 6
⌈√(⌈√5⌉!)!!⌉ = 7
⌊√5!!⌋!! = 8
⌊√5!⌋ = 10
⌈√5!⌉ = 11
⌈√5⌉$ = 12
5!! = 15
Γ5 = 24
5# = 30
(⌈√5⌉!)!! = 48
⌈√(⌈√5⌉!)!!⌉!! = 105
5! = 120
maxfaraday
Posts: 272 Joined: Thu Nov 04, 2010 2:48 am
Post
by maxfaraday » Sat Apr 06, 2013 10:28 am
crispybits wrote: You can't use a 2
For reference, here's a list of how to get various numbers with one five if you want it max:
⌊√⌊√5⌋⌋ = 1
⌊√5⌋ = 2
⌈√5⌉ = 3
⌊√5!!⌋ = 4
5 = 5
⌈√5⌉! = 6
⌈√(⌈√5⌉!)!!⌉ = 7
⌊√5!!⌋!! = 8
⌊√5!⌋ = 10
⌈√5!⌉ = 11
⌈√5⌉$ = 12
5!! = 15
Γ5 = 24
5# = 30
(⌈√5⌉!)!! = 48
⌈√(⌈√5⌉!)!!⌉!! = 105
5! = 120
Huhh...
5² = 5^2, and √5 = 5^(1/2), so i don't know why I couldn't use 5².
Anyways,
244 = 5! + 5! + ⌊√5!⌋ - ⌈√5⌉ -⌈√5⌉
244 = 120 +120 + 10 - 3 - 3
244 = 244
From: Karl_R_Kroenen
To: maxfaraday
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crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Sat Apr 06, 2013 10:39 am
It's just the rules - the only numbers you're allowed to use are 5 5s, the rest has to be symbols.
245 = (Γ5 + Γ5 + 5/5) x 5
245 = (24 + 24 + 1) x 5
245 = 49 x 5
245 = 245
maxfaraday
Posts: 272 Joined: Thu Nov 04, 2010 2:48 am
Post
by maxfaraday » Sat Apr 06, 2013 12:19 pm
246 = Γ5 * (5 + 5) + ⌈√5⌉ +⌈√5⌉
246 = 24 * 10 + 3 + 3
246 = 246
This game is way to easy; it takes me more time to type the answer than to find it.
From: Karl_R_Kroenen
To: maxfaraday
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crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Sat Apr 06, 2013 2:02 pm
You're doing even numbers and we haven't hit a horrible prime yet - it will get tough all of a sudden now and then - the fun is trying to find unexpected ways to get there for the easy ones. Look back, I think it was 157 - yep it was near the bottom of page 11 (easier now we've all had more practice finding numbers you can get to with just one 5 but it proved a stumbling block for a bit back then)
247 = (5 + 5 + ⌈√5⌉) x (Γ5 - 5)
247 = (5 + 5 + 3) x (24 - 5)
247 = 13 x 19
247 = 247
crispybits
Posts: 942 Joined: Sun Feb 05, 2012 4:29 pm
Post
by crispybits » Sat Apr 06, 2013 3:02 pm
We could always step it up a level, to be frank almost anything up to maybe 1000 is going to be fairly easy now, so start over from 1001 to make it more of a challenge?
Or just do the primes in between where we are and 1000 first? Here's a list for reference:
251
257
263
269
271
277
281
283
293
307
311
313
317
331
337
347
349
353
359
367
373
379
383
389
397
401
409
419
421
431
433
439
443
449
457
461
463
467
479
487
491
499
503
509
521
523
541
547
557
563
569
571
577
587
593
599
601
607
613
617
619
631
641
643
647
653
659
661
673
677
683
691
701
709
719
727
733
739
743
751
757
761
769
773
787
797
809
811
821
823
827
829
839
853
857
859
863
877
881
883
887
907
911
919
929
937
941
947
953
967
971
977
983
991
997
maasman
Posts: 543 Joined: Wed Apr 11, 2007 6:45 pm
Gender: Male
Location: Goose Creek, USA
Post
by maasman » Sun Apr 07, 2013 4:16 am
I'm fine with primes honestly:
251 = 5! + 5! + ⌈√5!!⌉ + ⌈√5⌉ +⌈√5!!⌉
251 = 120 + 120 + 4 + 3 + 4
251 = 251
But just in case:
248 = 5! + 5! + 5 + 5!!/5
248 = 120 + 120 + 5 + 3
248 = 248