I have put an English text into a binary encoding. The characters used in this encoding scheme are the 26 letters of the alphabet, plus the space. The challenge is to decode the binary back into English text.
10010101011100100100001111011011000110110100000011010101100111000001101111110110001110000001110111010110110001101101000000110011100010101001011100010010101001100011101110111010000
1101011011011101100010001101010110011100010010101001000101011110010100011111010100010111011001111010110000001011011000000100101010011011001110000101010010111101111000000011011010100010001001011011000001000
1100010110110000010001101010110011100011011101100111100101001011100011011100111000000101010110011011011100110101000100101100001010110110001000
01101100000100011010101100111000100101010010001010101000111111011100001011101100111101010000110110000000101101101000000101010100011111101110000100101010111011011000001000
10110110000001001010100100010111010011000101010000110110101000110111011001111010101100111000111001010100101110011001010100100010000101010010101011011100110000001011110110001000
0110110000010000111101101100011011000010010110000011111001101110010001001010100111011100001001011110111000011011000001000011110110110001101100001001011000011010110110110001010100010010101001110111000
011011000001000011110110110001101100001001011000011010001111011011000110110000100101010011101110000100101111011100001001100010101000101101100000010010101001000101010100011111101110110000011000100000011010010110110001010100010010101001110111000
10110110000001001010100100010111010011000101010000110110101000110111011001111010101100111000111001010100101110011001010100100010000101010010101011011100110000001011110110001