tag:blogger.com,1999:blog-4284782026726334940.post6075587530498523948..comments2023-10-12T02:54:47.216-07:00Comments on Lenny Conundrum Answers: Lenny Conundrum - Round #419LennyC Solverhttp://www.blogger.com/profile/11602378112536054279noreply@blogger.comBlogger34125tag:blogger.com,1999:blog-4284782026726334940.post-5932872012924367642011-09-14T08:13:37.937-07:002011-09-14T08:13:37.937-07:00Yo!Yo!Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-2175879375804034552011-09-11T03:21:12.820-07:002011-09-11T03:21:12.820-07:00don't feel bad if they picked devilish out of ...don't feel bad if they picked devilish out of ignorance. especially when it's a competition and by getting it wrong, our prize is higher per person.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-21153836263206291162011-09-10T12:30:58.138-07:002011-09-10T12:30:58.138-07:00Honestly I think it's really stupid the people...Honestly I think it's really stupid the people who are saying it's Devilish, and feel bad for the people who listened.<br />The answer is Angel, because there WILL ALWAYS BE AN ODD NUMBER OF THE ANGEL ONES.<br />Take out two different, you'll add in an angel---that's still odd.<br />Take out a pair of Angels, you'll add in a Devil, but that's still odd for Angels.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-10938695296754541212011-09-10T06:53:57.422-07:002011-09-10T06:53:57.422-07:00There would be 31 pairs of Deluxe angel usuki and ...There would be 31 pairs of Deluxe angel usuki and 1 left over still in the box(Don't think about the Devilish in the bag just yet). Now divide the 113 devilish in the box into pairs and you get 56 pairs with 1 leftover. Now if there are 31 egual pairs of Deluxe Angel Usuki that mean when they are pulled out 31 devilish from the bag would be put in. That leaves a remaining 31 in the bag so subtract 56(Devilish pairs) by 31 and you get 25. That means there are 25 devilish and 72 devilish from bag and 1 angel in the box now. 97 would be total devilish and 1 angel. Since there have to be one different pair at the end and you could add no more devilish, the outcome would be deluxe angel usuki.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-25172198765708085882011-09-10T01:35:11.533-07:002011-09-10T01:35:11.533-07:00@Rowan M i agree with angel, but isn't the 72 ...@Rowan M i agree with angel, but isn't the 72 extra... just that? extra info? I mean I put angel because it made the most sense to me but still.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-12153253482155670792011-09-09T04:19:58.217-07:002011-09-09T04:19:58.217-07:00Ok guys, this is the trick. Remember that he has ...Ok guys, this is the trick. Remember that he has 72 EXTRA DEVIL USUKIS. Therefore, whenever he draws two angels, he removes BOTH of them, and then adds in a devil. So you're ALWAYS going to have an odd number of angels. You start at 63, and you only ever remove two at a time. Therefore, at the end, you have one angel and # devils. The devils all get drawn until there are only one angel and one devil left. Then, the devil gets removed and so the answer is <br />Angel!Rowan Mnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-56610484150626366502011-09-09T01:47:35.867-07:002011-09-09T01:47:35.867-07:00* Usukibot take 2 angels in a cycle. He has 63 ang...* Usukibot take 2 angels in a cycle. He has 63 angels, and it's an odd.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-65237912134451549662011-09-09T01:47:00.470-07:002011-09-09T01:47:00.470-07:00Answer is Deluxe Angel Usuki.
3 possible results:...Answer is Deluxe Angel Usuki.<br /><br />3 possible results:<br />1) take 2 angel, put back 1 devil.<br />2) take 2 devil, put back 1 devil.<br />3) take 1 angel and 1 devil, put back 1 angel.<br /><br />Usukibot take 2 angel in a cycle. He has 63 angel, and it's an odd.<br /><br />It's impossible to get the last one angel, so the answer is angel.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-68312206965605636892011-09-08T23:38:37.362-07:002011-09-08T23:38:37.362-07:00what is the real answer?
i'm confused !!!
some...what is the real answer?<br />i'm confused !!!<br />somebody help me plsssssAnonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-81679499356502743202011-09-08T14:29:41.600-07:002011-09-08T14:29:41.600-07:00since it is a 50-50 chance of players getting it r...since it is a 50-50 chance of players getting it right i figure we will all get 20 npAnonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-65471433194149320562011-09-08T03:53:50.726-07:002011-09-08T03:53:50.726-07:00u guys dont get it.if they r the same he throws a ...u guys dont get it.if they r the same he throws a devil usuki in. what he keeps getting two angel usukis? nothing cancels anything out.also, if he keeps getting one of each, he keeps putting back an angel.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-3223510700507617842011-09-07T20:23:53.942-07:002011-09-07T20:23:53.942-07:00the 72 devilish in a bag don't count.the 72 devilish in a bag don't count.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-16002819783768459922011-09-07T20:09:41.659-07:002011-09-07T20:09:41.659-07:00I agree with angelI agree with angelAnonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-82244413437969694672011-09-07T19:54:11.813-07:002011-09-07T19:54:11.813-07:00Angel because there could never be an even number ...Angel because there could never be an even number of angels left in the box. You start with on odd number. So if you pick two different usukis then the angel is put back in leaving you with how many angels you had before. If you draw two angels then a devil is put in so you are still left with an odd number of angels. If you draw tow devils then the number of angels is not changed. So you must have at least one angel left and it'll never get tossed out, therefore it must be the last one.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-88363024866015962932011-09-07T19:24:56.181-07:002011-09-07T19:24:56.181-07:00Is monkey fart the answer?
in the First minute I ...Is monkey fart the answer?<br /><br />in the First minute I jellyneo all the Usskis doll thinking the answer was there. Turns out devilish and angel usukis doll are not real XPAnonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-8514030655269689702011-09-07T19:03:42.131-07:002011-09-07T19:03:42.131-07:00I said AngelI said AngelAnonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-30041723053623711592011-09-07T18:53:57.351-07:002011-09-07T18:53:57.351-07:00There are 63 Angel Usukis. If you draw one angel a...There are 63 Angel Usukis. If you draw one angel and one Usuki, you put back on angel, keeping the # of Angel Usuki's odd. If they are the same, it is either an odd number still or an odd number minus 2, which is still odd. Therefore, if there are only 2 left one must be angel because 1 is an odd number, while 2 is not. Therefore, it would have to be an Angel Usuki.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-57452624979406006492011-09-07T18:49:30.227-07:002011-09-07T18:49:30.227-07:00Devilish. easy!Devilish. easy!Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-78208639891963172552011-09-07T18:15:16.215-07:002011-09-07T18:15:16.215-07:00Ah, but you're basing the rest of the calculat...Ah, but you're basing the rest of the calculations on the fact that you will <b>never</b> again draw two different Usukis. The likelihood of that is exceedingly small. Thus, one Angel will be added back, plus one loss of Devil. So the answer is still Angel, as I told my niece.Math Majorhttp://www.neopets.com/noreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-17938739954332336492011-09-07T18:13:13.287-07:002011-09-07T18:13:13.287-07:00It's more likely to be devilish because "...It's more likely to be devilish because "being the same" can be both angel and both devil, while "being different" can only mean one being angel and one being devil.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-33025528641729363992011-09-07T18:11:27.908-07:002011-09-07T18:11:27.908-07:00Devilish Usuki. Either way, the box is full of the...Devilish Usuki. Either way, the box is full of them.Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-12986753516845246572011-09-07T18:10:34.299-07:002011-09-07T18:10:34.299-07:00in response to ^^math major^^, what if i picked di...in response to ^^math major^^, what if i picked different usukis on the first one?<br />one angel and one devil would be tossed out.<br />then, you put one angel back in.<br />now, there's a net loss of one devil.<br />So now lets start the problem again...except there are an even number of usukis in the box.<br /><br />btdubs, i put devilish. my method was simply to find which chance was higher: same or different. and proceeded...all the way to DevilishAnonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-61801939905894128312011-09-07T17:46:39.782-07:002011-09-07T17:46:39.782-07:00Hello everyone. My niece plays Neopets and showed ...Hello everyone. My niece plays Neopets and showed me this problem.<br />The answer is definitely Deluxe Angels Usuki (is that how you spell it?) because there is an odd number of each, so the last pair but include both an Angel and a Devil. Thus, an Angel will be tossed back, leaving us with one Angel.<br /><br />Neopets is silly!Math majorhttp://www.neopets.comnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-77216529007737018842011-09-07T17:42:22.188-07:002011-09-07T17:42:22.188-07:00the more I think about it... definitely angels
ah...the more I think about it... definitely angels<br /><br />ah dang it! already put devilish :(Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4284782026726334940.post-46315332730021902422011-09-07T17:37:55.185-07:002011-09-07T17:37:55.185-07:00yes, I just noticed that too! both have odd number...yes, I just noticed that too! both have odd numbers <br />but two of the same have to be drawn out for an angel usuki to be sorted<br />..going by that pattern, there would have to be an even amount for all the angels to be drawn!Anonymousnoreply@blogger.com