digraph G {
rankdir=LR
splines=line
node [fixedsize=true, label=""];
subgraph cluster_0 {
color=white;
node [style=solid,color=blue4, shape=circle];
x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 x11 x12 x13 x14 x15;
label = "layer 1 (Input layer)";
}
subgraph cluster_1 {
color=white;
node [style=solid,color=red2, shape=circle];
a12 a22 a32 a42 a52 a62 a72 a82 ;
label = "layer 2 (hidden layer)";
}
subgraph cluster_2 {
color=white;
node [style=solid,color=red2, shape=circle];
b13 b23 b33 b43 b53 b63 b73 b83 ;
label = "layer 3 (hidden layer)";
}
subgraph cluster_3 {
color=white;
node [style=solid,color=red2, shape=circle];
c14 c24 c34 c44 c54 c64 c74 c84 ;
label = "layer 4 (hidden layer)";
}
subgraph cluster_4 {
color=white;
node [style=solid,color=red2, shape=circle];
d15 d25 d35 d45 d55 d65 d75 d85 ;
label = "layer 5 (hidden layer)";
}
subgraph cluster_5 {
color=white;
node [style=solid,color=red2, shape=circle];
e16 e26 e36 e46 e56 e66 e76 e86 ;
label = "layer 6 (hidden layer)";
}
subgraph cluster_6 {
color=white;
node [style=solid,color=seagreen2, shape=circle];
O;
label="layer 3 (output layer)";
}
x1 -> a12;
x1 -> a22;
x1 -> a32;
x1 -> a42;
x1 -> a52;
x1 -> a62;
x1 -> a72;
x1 -> a82;
x2 -> a12;
x2 -> a22;
x2 -> a32;
x2 -> a42;
x2 -> a52;
x2 -> a62;
x2 -> a72;
x2 -> a82;
x3 -> a12;
x3 -> a22;
x3 -> a32;
x3 -> a42;
x3 -> a52;
x3 -> a62;
x3 -> a72;
x3 -> a82;
x4 -> a12;
x4 -> a22;
x4 -> a32;
x4 -> a42;
x4 -> a52;
x4 -> a62;
x4 -> a72;
x4 -> a82;
x5 -> a12;
x5 -> a22;
x5 -> a32;
x5 -> a42;
x5 -> a52;
x5 -> a62;
x5 -> a72;
x5 -> a82;
x6 -> a12;
x6 -> a22;
x6 -> a32;
x6 -> a42;
x6 -> a52;
x6 -> a62;
x6 -> a72;
x6 -> a82;
x7 -> a12;
x7 -> a22;
x7 -> a32;
x7 -> a42;
x7 -> a52;
x7 -> a62;
x7 -> a72;
x7 -> a82;
x8 -> a12;
x8 -> a22;
x8 -> a32;
x8 -> a42;
x8 -> a52;
x8 -> a62;
x8 -> a72;
x8 -> a82;
x9 -> a12;
x9 -> a22;
x9 -> a32;
x9 -> a42;
x9 -> a52;
x9 -> a62;
x9 -> a72;
x9 -> a82;
x10 -> a12;
x10 -> a22;
x10-> a32;
x10 -> a42;
x10 -> a52;
x10 -> a62;
x10 -> a72;
x10 -> a82;
x11 -> a12;
x11 -> a22;
x11 -> a32;
x11 -> a42;
x11 -> a52;
x11 -> a62;
x11 -> a72;
x11 -> a82;
x12 -> a12;
x12 -> a22;
x12 -> a32;
x12 -> a42;
x12 -> a52;
x12 -> a62;
x12 -> a72;
x12 -> a82;
x13 -> a12;
x13 -> a22;
x13 -> a32;
x13 -> a42;
x13 -> a52;
x13 -> a62;
x13 -> a72;
x13 -> a82;
x14 -> a12;
x14 -> a22;
x14 -> a32;
x14 -> a42;
x14 -> a52;
x14 -> a62;
x14 -> a72;
x14 -> a82;
x15 -> a12;
x15 -> a22;
x15 -> a32;
x15 -> a42;
x15 -> a52;
x15 -> a62;
x15 -> a72;
x15 -> a82;
a12 -> b13;
a22 -> b23;
a32 -> b33;
a42 -> b43;
a52 -> b53;
a62 -> b63;
a72 -> b73;
a82 -> b83;
a12 -> b23;
a22 -> b33;
a32 -> b43;
a42 -> b53;
a52 -> b63;
a62 -> b73;
a72 -> b83;
a82 -> b13;
a12 -> b33;
a22 -> b43;
a32 -> b53;
a42 -> b63;
a52 -> b73;
a62 -> b83;
a72 -> b13;
a82 -> b23;
a12 -> b43;
a22 -> b53;
a32 -> b63;
a42 -> b73;
a52 -> b83;
a62 -> b13;
a72 -> b23;
a82 -> b33;
a12 -> b53;
a22 -> b63;
a32 -> b73;
a42 -> b83;
a52 -> b13;
a62 -> b23;
a72 -> b33;
a82 -> b43;
a12 -> b63;
a22 -> b73;
a32 -> b83;
a42 -> b13;
a52 -> b23;
a62 -> b33;
a72 -> b43;
a82 -> b53;
a12 -> b73;
a22 -> b83;
a32 -> b13;
a42 -> b23;
a52 -> b33;
a62 -> b43;
a72 -> b53;
a82 -> b63;
b13 -> c14;
b23 -> c24;
b33 -> c34;
b43 -> c44;
b53 -> c54;
b63 -> c64;
b73 -> c74;
b83 -> c84;
b13 -> c24;
b23 -> c34;
b33 -> c44;
b43 -> c54;
b53 -> c64;
b63 -> c74;
b73 -> c84;
b83 -> c14;
b13 -> c34;
b23 -> c44;
b33 -> c54;
b43 -> c64;
b53 -> c74;
b63 -> c84;
b73 -> c14;
b83 -> c24;
b13 -> c44;
b23 -> c54;
b33 -> c64;
b43 -> c74;
b53 -> c84;
b63 -> c14;
b73 -> c24;
b83 -> c34;
b13 -> c54;
b23 -> c64;
b33 -> c74;
b43 -> c84;
b53 -> c14;
b63 -> c24;
b73 -> c34;
b83 -> c44;
b13 -> c64;
b23 -> c74;
b33 -> c84;
b43 -> c14;
b53 -> c24;
b63 -> c34;
b73 -> c44;
b83 -> c54;
b13 -> c74;
b23 -> c84;
b33 -> c14;
b43 -> c24;
b53 -> c34;
b63 -> c44;
b73 -> c54;
b83 -> c64;
c14 -> d15;
c24 -> d25;
c34 -> d35;
c44 -> d45;
c54 -> d55;
c64 -> d65;
c74 -> d75;
c84 -> d85;
c14 -> d25;
c24 -> d35;
c34 -> d45;
c44 -> d55;
c54 -> d65;
c64 -> d75;
c74 -> d85;
c84 -> d15;
c14 -> d35;
c24 -> d45;
c34 -> d55;
c44 -> d65;
c54 -> d75;
c64 -> d85;
c74 -> d15;
c84 -> d25;
c14 -> d45;
c24 -> d55;
c34 -> d65;
c44 -> d75;
c54 -> d85;
c64 -> d15;
c74 -> d25;
c84 -> d35;
c14 -> d55;
c24 -> d65;
c34 -> d75;
c44 -> d85;
c54 -> d15;
c64 -> d25;
c74 -> d35;
c84 -> d45;
c14 -> d65;
c24 -> d75;
c34 -> d85;
c44 -> d15;
c54 -> d25;
c64 -> d35;
c74 -> d45;
c84 -> d55;
c14 -> d75;
c24 -> d85;
c34 -> d15;
c44 -> d25;
c54 -> d35;
c64 -> d45;
c74 -> d55;
c84 -> d65;
d15 -> e16;
d25 -> e26;
d35 -> e36;
d45 -> e46;
d55 -> e56;
d65 -> e66;
d75 -> e76;
d85 -> e86;
d15 -> e26;
d25 -> e36;
d35 -> e46;
d45 -> e56;
d55 -> e66;
d65 -> e76;
d75 -> e86;
d85 -> e16;
d15 -> e36;
d25 -> e46;
d35 -> e56;
d45 -> e66;
d55 -> e76;
d65 -> e86;
d75 -> e16;
d85 -> e26;
d15 -> e46;
d25 -> e56;
d35 -> e66;
d45 -> e76;
d55 -> e86;
d65 -> e16;
d75 -> e26;
d85 -> e36;
d15 -> e56;
d25 -> e66;
d35 -> e76;
d45 -> e86;
d55 -> e16;
d65 -> e26;
d75 -> e36;
d85 -> e46;
d15 -> e66;
d25 -> e76;
d35 -> e86;
d45 -> e16;
d55 -> e26;
d65 -> e36;
d75 -> e46;
d85 -> e56;
d15 -> e76;
d25 -> e86;
d35 -> e16;
d45 -> e26;
d55 -> e36;
d65 -> e46;
d75 -> e56;
d85 -> e66;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
}
rankdir=LR
splines=line
node [fixedsize=true, label=""];
subgraph cluster_0 {
color=white;
node [style=solid,color=blue4, shape=circle];
x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 x11 x12 x13 x14 x15;
label = "layer 1 (Input layer)";
}
subgraph cluster_1 {
color=white;
node [style=solid,color=red2, shape=circle];
a12 a22 a32 a42 a52 a62 a72 a82 ;
label = "layer 2 (hidden layer)";
}
subgraph cluster_2 {
color=white;
node [style=solid,color=red2, shape=circle];
b13 b23 b33 b43 b53 b63 b73 b83 ;
label = "layer 3 (hidden layer)";
}
subgraph cluster_3 {
color=white;
node [style=solid,color=red2, shape=circle];
c14 c24 c34 c44 c54 c64 c74 c84 ;
label = "layer 4 (hidden layer)";
}
subgraph cluster_4 {
color=white;
node [style=solid,color=red2, shape=circle];
d15 d25 d35 d45 d55 d65 d75 d85 ;
label = "layer 5 (hidden layer)";
}
subgraph cluster_5 {
color=white;
node [style=solid,color=red2, shape=circle];
e16 e26 e36 e46 e56 e66 e76 e86 ;
label = "layer 6 (hidden layer)";
}
subgraph cluster_6 {
color=white;
node [style=solid,color=seagreen2, shape=circle];
O;
label="layer 3 (output layer)";
}
x1 -> a12;
x1 -> a22;
x1 -> a32;
x1 -> a42;
x1 -> a52;
x1 -> a62;
x1 -> a72;
x1 -> a82;
x2 -> a12;
x2 -> a22;
x2 -> a32;
x2 -> a42;
x2 -> a52;
x2 -> a62;
x2 -> a72;
x2 -> a82;
x3 -> a12;
x3 -> a22;
x3 -> a32;
x3 -> a42;
x3 -> a52;
x3 -> a62;
x3 -> a72;
x3 -> a82;
x4 -> a12;
x4 -> a22;
x4 -> a32;
x4 -> a42;
x4 -> a52;
x4 -> a62;
x4 -> a72;
x4 -> a82;
x5 -> a12;
x5 -> a22;
x5 -> a32;
x5 -> a42;
x5 -> a52;
x5 -> a62;
x5 -> a72;
x5 -> a82;
x6 -> a12;
x6 -> a22;
x6 -> a32;
x6 -> a42;
x6 -> a52;
x6 -> a62;
x6 -> a72;
x6 -> a82;
x7 -> a12;
x7 -> a22;
x7 -> a32;
x7 -> a42;
x7 -> a52;
x7 -> a62;
x7 -> a72;
x7 -> a82;
x8 -> a12;
x8 -> a22;
x8 -> a32;
x8 -> a42;
x8 -> a52;
x8 -> a62;
x8 -> a72;
x8 -> a82;
x9 -> a12;
x9 -> a22;
x9 -> a32;
x9 -> a42;
x9 -> a52;
x9 -> a62;
x9 -> a72;
x9 -> a82;
x10 -> a12;
x10 -> a22;
x10-> a32;
x10 -> a42;
x10 -> a52;
x10 -> a62;
x10 -> a72;
x10 -> a82;
x11 -> a12;
x11 -> a22;
x11 -> a32;
x11 -> a42;
x11 -> a52;
x11 -> a62;
x11 -> a72;
x11 -> a82;
x12 -> a12;
x12 -> a22;
x12 -> a32;
x12 -> a42;
x12 -> a52;
x12 -> a62;
x12 -> a72;
x12 -> a82;
x13 -> a12;
x13 -> a22;
x13 -> a32;
x13 -> a42;
x13 -> a52;
x13 -> a62;
x13 -> a72;
x13 -> a82;
x14 -> a12;
x14 -> a22;
x14 -> a32;
x14 -> a42;
x14 -> a52;
x14 -> a62;
x14 -> a72;
x14 -> a82;
x15 -> a12;
x15 -> a22;
x15 -> a32;
x15 -> a42;
x15 -> a52;
x15 -> a62;
x15 -> a72;
x15 -> a82;
a12 -> b13;
a22 -> b23;
a32 -> b33;
a42 -> b43;
a52 -> b53;
a62 -> b63;
a72 -> b73;
a82 -> b83;
a12 -> b23;
a22 -> b33;
a32 -> b43;
a42 -> b53;
a52 -> b63;
a62 -> b73;
a72 -> b83;
a82 -> b13;
a12 -> b33;
a22 -> b43;
a32 -> b53;
a42 -> b63;
a52 -> b73;
a62 -> b83;
a72 -> b13;
a82 -> b23;
a12 -> b43;
a22 -> b53;
a32 -> b63;
a42 -> b73;
a52 -> b83;
a62 -> b13;
a72 -> b23;
a82 -> b33;
a12 -> b53;
a22 -> b63;
a32 -> b73;
a42 -> b83;
a52 -> b13;
a62 -> b23;
a72 -> b33;
a82 -> b43;
a12 -> b63;
a22 -> b73;
a32 -> b83;
a42 -> b13;
a52 -> b23;
a62 -> b33;
a72 -> b43;
a82 -> b53;
a12 -> b73;
a22 -> b83;
a32 -> b13;
a42 -> b23;
a52 -> b33;
a62 -> b43;
a72 -> b53;
a82 -> b63;
b13 -> c14;
b23 -> c24;
b33 -> c34;
b43 -> c44;
b53 -> c54;
b63 -> c64;
b73 -> c74;
b83 -> c84;
b13 -> c24;
b23 -> c34;
b33 -> c44;
b43 -> c54;
b53 -> c64;
b63 -> c74;
b73 -> c84;
b83 -> c14;
b13 -> c34;
b23 -> c44;
b33 -> c54;
b43 -> c64;
b53 -> c74;
b63 -> c84;
b73 -> c14;
b83 -> c24;
b13 -> c44;
b23 -> c54;
b33 -> c64;
b43 -> c74;
b53 -> c84;
b63 -> c14;
b73 -> c24;
b83 -> c34;
b13 -> c54;
b23 -> c64;
b33 -> c74;
b43 -> c84;
b53 -> c14;
b63 -> c24;
b73 -> c34;
b83 -> c44;
b13 -> c64;
b23 -> c74;
b33 -> c84;
b43 -> c14;
b53 -> c24;
b63 -> c34;
b73 -> c44;
b83 -> c54;
b13 -> c74;
b23 -> c84;
b33 -> c14;
b43 -> c24;
b53 -> c34;
b63 -> c44;
b73 -> c54;
b83 -> c64;
c14 -> d15;
c24 -> d25;
c34 -> d35;
c44 -> d45;
c54 -> d55;
c64 -> d65;
c74 -> d75;
c84 -> d85;
c14 -> d25;
c24 -> d35;
c34 -> d45;
c44 -> d55;
c54 -> d65;
c64 -> d75;
c74 -> d85;
c84 -> d15;
c14 -> d35;
c24 -> d45;
c34 -> d55;
c44 -> d65;
c54 -> d75;
c64 -> d85;
c74 -> d15;
c84 -> d25;
c14 -> d45;
c24 -> d55;
c34 -> d65;
c44 -> d75;
c54 -> d85;
c64 -> d15;
c74 -> d25;
c84 -> d35;
c14 -> d55;
c24 -> d65;
c34 -> d75;
c44 -> d85;
c54 -> d15;
c64 -> d25;
c74 -> d35;
c84 -> d45;
c14 -> d65;
c24 -> d75;
c34 -> d85;
c44 -> d15;
c54 -> d25;
c64 -> d35;
c74 -> d45;
c84 -> d55;
c14 -> d75;
c24 -> d85;
c34 -> d15;
c44 -> d25;
c54 -> d35;
c64 -> d45;
c74 -> d55;
c84 -> d65;
d15 -> e16;
d25 -> e26;
d35 -> e36;
d45 -> e46;
d55 -> e56;
d65 -> e66;
d75 -> e76;
d85 -> e86;
d15 -> e26;
d25 -> e36;
d35 -> e46;
d45 -> e56;
d55 -> e66;
d65 -> e76;
d75 -> e86;
d85 -> e16;
d15 -> e36;
d25 -> e46;
d35 -> e56;
d45 -> e66;
d55 -> e76;
d65 -> e86;
d75 -> e16;
d85 -> e26;
d15 -> e46;
d25 -> e56;
d35 -> e66;
d45 -> e76;
d55 -> e86;
d65 -> e16;
d75 -> e26;
d85 -> e36;
d15 -> e56;
d25 -> e66;
d35 -> e76;
d45 -> e86;
d55 -> e16;
d65 -> e26;
d75 -> e36;
d85 -> e46;
d15 -> e66;
d25 -> e76;
d35 -> e86;
d45 -> e16;
d55 -> e26;
d65 -> e36;
d75 -> e46;
d85 -> e56;
d15 -> e76;
d25 -> e86;
d35 -> e16;
d45 -> e26;
d55 -> e36;
d65 -> e46;
d75 -> e56;
d85 -> e66;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
e16 -> O;
e26 -> O;
e36 -> O;
e46 -> O;
e56 -> O;
e66 -> O;
e76 -> O;
e86 -> O;
}