Created
June 20, 2021 22:00
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from math import pi | |
from socket import socket | |
s = socket() | |
s.connect(('quantum.kelte.cc', 17171)) | |
prog = '' | |
# Hadamard for the 0th qubit | |
prog += 'H\n' | |
for i in xrange(1, 8): | |
# Take the ith qubit | |
prog += 'SWAP %s\n' % i | |
ids = list(range(i - 1, 0, -1)) + [i] # We have 0 swapped with i | |
for j in xrange(len(ids)): | |
theta = -pi / (2 ** j) / 4 | |
# Controlled R1 implementation (global phase changed) | |
prog += 'Rz %f\n' % theta | |
prog += 'CX %s\n' % ids[j] | |
prog += 'Rz %f\n' % -theta | |
prog += 'CX %s\n' % ids[j] | |
# Apply Hadamard | |
prog += 'H\n' | |
# Swap back with the 0th qubit | |
prog += 'SWAP %s\n' % i | |
# Reverse all the qubits | |
prog += '''SWAP 1 | |
SWAP 6 | |
SWAP 1 | |
SWAP 2 | |
SWAP 5 | |
SWAP 2 | |
SWAP 3 | |
SWAP 4 | |
SWAP 3 | |
SWAP 7 | |
''' | |
# Implement Hadamard | |
prog = prog.replace('H', 'Z Ry %f' % (pi / 2)).replace('\n', ' ') | |
s.recv(128) | |
s.send('%s\n' % prog.strip()) | |
print s.recv(56).strip().decode('hex') | |
# ZN{Qu4NtuM_H3ll0_w0RLD_2021} |
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