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Hi everybody, i come back. I can't find any new answer for room. I can't progress because I can't find new rooms to visit. I don't have any rooms in 70's and no solution for rooms 38, 56, 82 and 86.
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Originally posted by sandlou View PostOk, Mr Logic, for binary language but it isn't help me for room 64. x, y, 0, 1 i'm lost....Try to change every X to 1 and every Y to 0. Is the sequence the same as the one Mr Logic wrote here above? If not, try instead to change every Y to 1 and every X to 0
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Ok, Mr Logic, for binary language but it isn't help me for room 64. x, y, 0, 1 i'm lost....
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Originally posted by sandlou View PostSorry Mr Logic, I don't understand binary language.
0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, ... etc.
Now imagine that you erase every number that contains a digit that isn't either a "0" or a "1". The numbers that would remain on your list are:
0, 1, 10, 11, 100, 101, 110, ... etc.
These are the binary numbers. (Now, that isn't so hard, is it?)
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Sorry Mr Logic, I don't understand binary language. I don't have the solution for room 64. It is more and more difficult to progress in this game but it is very interessant.
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Originally posted by Mr. Logic View PostAdditional clues can be found in Rooms 13, 16, 63, and 93.
I need to find rooms that have multiple answers.So far I have found two answers for rooms 25 and 45 and tree for room 31. The last one does, however, always point to the same positions.
I havn't been able to find a way to any 70-room.
Originally posted by sandlou View PostHi, caravaggio,
Have you passed room 64 ?Last edited by Adventure; 12-19-2008, 23:23:07. Reason: Please don't double post until 48 hours have past.
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Originally posted by Caravaggio View PostAre there more than four hints for the 10-digits squares? I have found 3, 4, 6 and 7
I have nowhere to go. I can't progress because i've passed all the rooms i can go and now, i've no possibility to enter the 20 rooms missing.
what a pity, i like this game very much
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Are there more than four hints for the 10-digits squares? I have found 3, 4, 6 and 7
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