Ok, let's try a harder one... I'm not sure if this will be too hard or too easy (or somewhere in between).
11111111111111111111111111111111001110001111111111
10001111111111111100011111111111111111111111000111
11111111111111111111111000111111111111111111111111
11111000111111111111111111111111111111110001111111
11111111111111111111111111110001111111111111111111
11111111111111111110001111111111111111111101110111
01110111011101110111011101100111000110001100011000
11000101010001100011111111111100101010101010100011
00011000101010100011011101110111011101110111011111
11001100011000110001100011000110001010101010001100
01000110111011101110111011101110100110001100011111
10011000110001100011000110001010101000101000110110
10101000110001111111111111110011011101110111011101
11011101001100011000110001111111110011000110001100
01111111111110011111111111100110001010001111111110
01010101000100011011101110111011101110110001100011
00011000110001100011000111111111111111001101110111
01110111011101110100110001100011000110001100011000
00101010100011011111111110000110001111111110011011
11001101110111011101110100110001100011000110001100
01100011111100110110101010001100010001101111111111
1110011000110001100011111111100
Above is a program in a language much like
Spoon. In fact, the language is identical to Spoon, except the 8 commands are represented with different strings of bits. This program prints a question. Once the question is discovered, the answer should be very easy to find using any search engine (if the answer is not known without one). For 5 more rank points, I need the answer to the question (because I think this is quite difficult, I would offer more, but I don't exactly have an excess of mod points...)
If it is indeed too difficult, I may start giving hints (that is, if anyone is interested in solving this).
Also, in case anyone is worried, I know about Huffman coding and how to use a tree to ensure there is no ambiguity in the bit strings. For those who do not know what I am talking about, I will explain. For example, if '+' was encoded as "
0110"
, and '-' was encoded as "
01100"
, and '.' was encoded as "
0"
, then the program "
01100"
could either represent "
-"
, or "
+."
. With my new encoding, as with the Spoon encoding, there is no such ambiguity.
____________________________
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