> echo '((E 1 2) (M 1 0) (X 2 (q 1)))' | ./qvm

I have read: 
((E 1 2) (M 1 0) (X 2 (q 1)))
Resulting quantum memory is:
qmem has 1 tangles:
  {[2] ,
    {
 1.000000 +0.000000i|0> (1.000000e+00) (|0>)

}}
signal map: {
  1 -> 0,
 }



 > ./qvm w3.mc   # non-trivial MC program example, creates the W3 entangled stated

I have read: 
((E 1 2) (E 2 3) (E 3 4) (E 4 5) (E 5 6) (E 6 7) (E 7 8) (E 8 9) (E 9 10) (E 11 12) (E 12 13) (E 13 14) (E 14 15) (E 15 16) (E 16 17) (E 17 18) (E 9 18) (E 8 13) (M 1 0) (M 2 PI/2) (M 3 -1.2309594173407746821 (+ (Q 1) (Q 2))) (M 4 PI/2) (M 5 0) (M 7 0) (M 8 0) (M 9 0) (M 11 -PI/4) (M 12 PI/2) (M 13 0) (M 14 PI/2) (M 15 PI/4 (Q 14)) (M 16 PI/2) (M 17 0) (Z 6 (+ 1 (Q 2) (Q 3) (Q 4))) (X 6 (+ (Q 1) (Q 3) (Q 5))) (Z 10 (+ 1 (Q 8) (Q 11) (Q 12))) (X 10 (+ (Q 9) (Q 11) (Q 13) (Q 15) (Q 17))) (Z 18 (+ 1 (Q 8) (Q 14) (Q 15) (Q 16))) (X 18 (+ 1 (Q 1) (Q 3) (Q 5) (Q 7) (Q 11) (Q 13) (Q 15) (Q 17))))
Resulting quantum memory is:
qmem has 1 tangles:
  {[6, 10, 18] ,
    {
 0.569036 +0.097631i|4> (3.333334e-01) (|100>)
 0.569036 +0.097631i|2> (3.333334e-01) (|010>)
 0.569036 +0.097631i|1> (3.333334e-01) (|001>)

}}
signal map: {
  1 -> 0,
  2 -> 1,
  3 -> 0,
  4 -> 0,
  5 -> 0,
  7 -> 0,
  8 -> 0,
  9 -> 1,
  11 -> 0,
  12 -> 1,
  13 -> 1,
  14 -> 1,
  15 -> 0,
  16 -> 0,
  17 -> 1,
 }