digraph cosine2 {
    node [fontcolor=white,style=filled,color="160,60,176"];
    1 [label = imp];
    2 [label = imp];
    3 [label = sub];
    4 [label = imp];
    5 [label = imp];
    6 [label = sub];
    7 [label = imp];
    8 [label = imp];
    9 [label = sub];
    10 [label = imp];
    11 [label = imp];
    12 [label = sub];
    13 [label = imp];
    14 [label = imp];
    15 [label = add];
    16 [label = imp];
    17 [label = imp];
    18 [label = add];
    19 [label = imp];
    20 [label = imp];
    21 [label = add];
    22 [label = imp];
    23 [label = imp];
    24 [label = add];
    25 [label = imp];
    26 [label = mul];
    27 [label = imp];
    28 [label = mul];
    29 [label = add];
    30 [label = sub];
    31 [label = add];
    32 [label = sub];
    33 [label = sub];
    34 [label = add];
    35 [label = imp];
    36 [label = mul];
    37 [label = imp];
    38 [label = mul];
    39 [label = imp];
    40 [label = mul];
    41 [label = imp];
    42 [label = mul];
    43 [label = imp];
    44 [label = mul];
    45 [label = imp];
    46 [label = mul];
    47 [label = imp];
    48 [label = mul];
    49 [label = imp];
    50 [label = mul];
    51 [label = sub];
    52 [label = sub];
    53 [label = add];
    54 [label = add];
    55 [label = sub];
    56 [label = sub];
    57 [label = add];
    58 [label = add];
    59 [label = imp];
    60 [label = mul];
    61 [label = imp];
    62 [label = mul];
    63 [label = imp];
    64 [label = mul];
    65 [label = imp];
    66 [label = mul];
    67 [label = imp];
    68 [label = mul];
    69 [label = imp];
    70 [label = mul];
    71 [label = add];
    72 [label = sub];
    73 [label = sub];
    74 [label = add];
    75 [label = exp];
    76 [label = exp];
    77 [label = exp];
    78 [label = exp];
    79 [label = exp];
    80 [label = exp];
    81 [label = exp];
    82 [label = exp];
    1 -> 3 [name=1];
    2 -> 3 [name=2];
    3 -> 31 [name=3];
    3 -> 32 [name=4]; 
    4 -> 6 [name=5];
    5 -> 6 [name=6];
    6 -> 26 [name=7];
    7 -> 9 [name=8];
    8 -> 9 [name=9];
    9 -> 28 [name=10];
    10 -> 12 [name=11];
    11 -> 12 [name=12];
    12 -> 34 [name=13];
    12 -> 33 [name=14];
    12 -> 15 [name=15];
    14 -> 15 [name=16];
    15 -> 55 [name=17];
    15 -> 58 [name=18];
    16 -> 18 [name=19];
    17 -> 18 [name=20];
    18 -> 57 [name=21];
    18 -> 56 [name=22];
    19 -> 21 [name=23];
    20 -> 21 [name=24];
    21 -> 57 [name=25];
    21 -> 56 [name=26];
    22 -> 24 [name=27];
    23 -> 24 [name=28];
    24 -> 55 [name=29];
    24 -> 58 [name=30];
    25 -> 26 [name=31];
    26 -> 30 [name=32];
    26 -> 29 [name=33];
    27 -> 28 [name=34];
    28 -> 30 [name=35];
    28 -> 29 [name=36];
    29 -> 31 [name=37];
    29 -> 32 [name=38];
    30 -> 34 [name=39];
    31 -> 36 [name=40];
    31 -> 38 [name=41];
    32 -> 40 [name=42];
    32 -> 42 [name=43];
    33 -> 44 [name=44];
    33 -> 46 [name=45];
    34 -> 48 [name=46];
    34 -> 50 [name=47];
    35 -> 36 [name=48];
    36 -> 51 [name=49];
    37 -> 38 [name=50];
    38 -> 54 [name=51];
    39 -> 40 [name=52];
    40 -> 52 [name=53];
    41 -> 42 [name=54];
    42 -> 53 [name=55];
    43 -> 44 [name=56];
    44 -> 52 [name=57];
    45 -> 46 [name=58];
    46 -> 53 [name=59];
    47 -> 48 [name=60];
    48 -> 51 [name=61];
    49 -> 50 [name=62];
    50 -> 54 [name=63];
    51 -> 75 [name=64];
    52 -> 76 [name=65];
    53 -> 77 [name=66];
    54 -> 78 [name=67];
    55 -> 60 [name=68];
    55 -> 62 [name=69];
    56 -> 66 [name=70];
    56 -> 64 [name=71];
    57 -> 68 [name=72];
    58 -> 70 [name=73];
    59 -> 60 [name=74];
    60 -> 71 [name=75];
    61 -> 62 [name=76];
    62 -> 72 [name=77];
    63 -> 64 [name=78];
    64 -> 71 [name=79];
    65 -> 66 [name=80];
    66 -> 72 [name=81];
    67 -> 68 [name=82];
    68 -> 73 [name=83];
    68 -> 74 [name=84];
    69 -> 70 [name=85];
    70 -> 73 [name=86];
    70 -> 74 [name=87];
    71 -> 79 [name=88];
    72 -> 80 [name=89];
    73 -> 81 [name=90];
    74 -> 82 [name=91];
}