This challenge was solved by and the write up was written by one of my teammates, NGG
This was a simple xor-cipher, but each word had a different 1-byte xor-key.
This python code printed out lots of possibilities.
x = '110d00_000a0701_1a00_00120812_171b1a171500111a150011_001b_071006001901_0900_787100_00091b00_00130805120f0908_0900_5143594353445602000105_140b0a000b_00021500151e141514_1b00_0a15000b0b0c0b02_1000131117_000f05_0a030000031b0908_001b_101f1c001a1d14_435340424400'
for i in xrange(32, 128):
print map(lambda y: ''.join(map(lambda c: chr(ord(c)^i), binascii.unhexlify(y))), x.split('_'))Going through the results by hand, I could restore an english sentence which meant that the flag is
ASIS{md5(asisctf2015)} = ASIS{7fc5bed10f3d903f1e69190a16562fcb}