digraph structs {
  newrank=true;
  size="5,5";
  subgraph cluster1 { style=invis;
  node [shape=record, height=0.8, width=0.5, fontsize=50, penwidth=4, fillcolor=white, style=filled];
  edge [arrowhead=vee, minlen=1, penwidth=4, color=blue];
  n165 [label="<i0>0|<i1>1"];
  n165:i0 -> n164:n;
  n165:i1 -> n154:n;
  n164 [label="<i0>0|<i1>1"];
  n164:i0 -> n163:n;
  n164:i1 -> n153:n;
  n163 [label="<i0>0|<i1>1"];
  n163:i0 -> n162:n;
  n163:i1 -> n155:n;
  n162 [label="<i0>0|<i1>1"];
  n162:i0 -> n157:n;
  n162:i1 -> n120:n;
  n157 [label="<i0>0|<i1>1"];
  n157:i0 -> n156:n;
  n157:i1 -> n117:n;
  n156 [label="<i1>1"];
  n156:i1 -> n26:n;
  n26 [label="<i0>0|<i1>1"];
  n26:i0 -> n49:n;
  n26:i1 -> n122:n;
  n49 [label="<i0>0|<i1>1"];
  n49:i0 -> n149:n;
  n49:i1 -> n151:n;
  n149 [label="<i0>0|<i1>1"];
  n149:i0 -> n145:n;
  n149:i1 -> n147:n;
  n145 [label="<i0>0|<i1>1"];
  n145:i0 -> n134:n;
  n145:i1 -> n144:n;
  n134 [label="<i0>0|<i1>1"];
  n134:i0 -> n132:n;
  n134:i1 -> n133:n;
  n132 [label="<i1>1"];
  n132:i1 -> n131:n;
  n131 [label="<i0>0|<i1>1"];
  n131:i0 -> n130:n;
  n131:i1 -> n59:n;
  n130 [label="<i0>0"];
  n130:i0 -> n129:n;
  n129 [label="<i0>0"];
  n129:i0 -> n128:n;
  n128 [label="<i0>0|<i1>1"];
  n128:i0 -> n126:n;
  n128:i1 -> n127:n;
  n126 [label="<i1>1"];
  n126:i1 -> n5:n;
  n5 [label="<i0>0"];
  n5:i0 -> n4:n;
  n4 [label="<i0>0"];
  n4:i0 -> n3:n;
  n3 [label="<i0>0"];
  n3:i0 -> n2:n;
  n2 [label="<i0>0"];
  n2:i0 -> n1:n;
  n1 [label="<i1>1"];
  n127 [label="<i1>1"];
  n127:i1 -> n55:n;
  n55 [label="<i0>0"];
  n55:i0 -> n54:n;
  n54 [label="<i0>0"];
  n54:i0 -> n53:n;
  n53 [label="<i0>0"];
  n53:i0 -> n31:n;
  n31 [label="<i0>0"];
  n31:i0 -> n30:n;
  n30 [label="<i0>0"];
  n59 [label="<i0>0"];
  n59:i0 -> n58:n;
  n58 [label="<i0>0"];
  n58:i0 -> n57:n;
  n57 [label="<i0>0|<i1>1"];
  n57:i0 -> n6:n;
  n57:i1 -> n56:n;
  n6 [label="<i0>0"];
  n6:i0 -> n5:n;
  n56 [label="<i0>0"];
  n56:i0 -> n55:n;
  n133 [label="<i0>0"];
  n133:i0 -> n131:n;
  n144 [label="<i0>0"];
  n144:i0 -> n143:n;
  n143 [label="<i0>0"];
  n143:i0 -> n142:n;
  n142 [label="<i0>0|<i1>1"];
  n142:i0 -> n141:n;
  n142:i1 -> n44:n;
  n141 [label="<i0>0|<i1>1"];
  n141:i0 -> n137:n;
  n141:i1 -> n140:n;
  n137 [label="<i0>0"];
  n137:i0 -> n136:n;
  n136 [label="<i0>0"];
  n136:i0 -> n135:n;
  n135 [label="<i1>1"];
  n135:i1 -> n35:n;
  n35 [label="<i0>0"];
  n35:i0 -> n34:n;
  n34 [label="<i1>1"];
  n34:i1 -> n33:n;
  n33 [label="<i0>0|<i1>1"];
  n33:i0 -> n32:n;
  n33:i1 -> n31:n;
  n32 [label="<i1>1"];
  n32:i1 -> n30:n;
  n140 [label="<i0>0"];
  n140:i0 -> n139:n;
  n139 [label="<i0>0"];
  n139:i0 -> n138:n;
  n138 [label="<i1>1"];
  n138:i1 -> n40:n;
  n40 [label="<i0>0"];
  n40:i0 -> n39:n;
  n39 [label="<i0>0"];
  n39:i0 -> n33:n;
  n44 [label="<i0>0|<i1>1"];
  n44:i0 -> n38:n;
  n44:i1 -> n43:n;
  n38 [label="<i0>0"];
  n38:i0 -> n37:n;
  n37 [label="<i0>0"];
  n37:i0 -> n36:n;
  n36 [label="<i0>0"];
  n36:i0 -> n35:n;
  n43 [label="<i0>0"];
  n43:i0 -> n42:n;
  n42 [label="<i0>0"];
  n42:i0 -> n41:n;
  n41 [label="<i0>0"];
  n41:i0 -> n40:n;
  n147 [label="<i0>0"];
  n147:i0 -> n146:n;
  n146 [label="<i0>0"];
  n146:i0 -> n133:n;
  n151 [label="<i0>0"];
  n151:i0 -> n150:n;
  n150 [label="<i1>1"];
  n150:i1 -> n146:n;
  n122 [label="<i0>0"];
  n122:i0 -> n151:n;
  n117 [label="<i0>0"];
  n117:i0 -> n26:n;
  n120 [label="<i0>0"];
  n120:i0 -> n119:n;
  n119 [label="<i0>0"];
  n119:i0 -> n118:n;
  n118 [label="<i0>0|<i1>1"];
  n118:i0 -> n115:n;
  n118:i1 -> n116:n;
  n115 [label="<i0>0|<i1>1"];
  n115:i0 -> n110:n;
  n115:i1 -> n112:n;
  n110 [label="<i0>0|<i1>1"];
  n110:i0 -> n106:n;
  n110:i1 -> n108:n;
  n106 [label="<i0>0|<i1>1"];
  n106:i0 -> n93:n;
  n106:i1 -> n105:n;
  n93 [label="<i0>0|<i1>1"];
  n93:i0 -> n91:n;
  n93:i1 -> n92:n;
  n91 [label="<i1>1"];
  n91:i1 -> n90:n;
  n90 [label="<i0>0"];
  n90:i0 -> n89:n;
  n89 [label="<i0>0"];
  n89:i0 -> n88:n;
  n88 [label="<i0>0|<i1>1"];
  n88:i0 -> n87:n;
  n88:i1 -> n57:n;
  n87 [label="<i0>0|<i1>1"];
  n87:i0 -> n84:n;
  n87:i1 -> n86:n;
  n84 [label="<i0>0"];
  n84:i0 -> n83:n;
  n83 [label="<i1>1"];
  n83:i1 -> n4:n;
  n86 [label="<i0>0"];
  n86:i0 -> n85:n;
  n85 [label="<i1>1"];
  n85:i1 -> n54:n;
  n92 [label="<i0>0"];
  n92:i0 -> n90:n;
  n105 [label="<i0>0"];
  n105:i0 -> n104:n;
  n104 [label="<i0>0"];
  n104:i0 -> n103:n;
  n103 [label="<i0>0"];
  n103:i0 -> n102:n;
  n102 [label="<i0>0|<i1>1"];
  n102:i0 -> n97:n;
  n102:i1 -> n101:n;
  n97 [label="<i0>0|<i1>1"];
  n97:i0 -> n96:n;
  n97:i1 -> n37:n;
  n96 [label="<i0>0"];
  n96:i0 -> n95:n;
  n95 [label="<i0>0"];
  n95:i0 -> n94:n;
  n94 [label="<i1>1"];
  n94:i1 -> n34:n;
  n101 [label="<i0>0|<i1>1"];
  n101:i0 -> n100:n;
  n101:i1 -> n42:n;
  n100 [label="<i0>0"];
  n100:i0 -> n99:n;
  n99 [label="<i0>0"];
  n99:i0 -> n98:n;
  n98 [label="<i1>1"];
  n98:i1 -> n39:n;
  n108 [label="<i0>0"];
  n108:i0 -> n107:n;
  n107 [label="<i0>0"];
  n107:i0 -> n92:n;
  n112 [label="<i0>0"];
  n112:i0 -> n111:n;
  n111 [label="<i1>1"];
  n111:i1 -> n107:n;
  n116 [label="<i0>0"];
  n116:i0 -> n112:n;
  n155 [label="<i0>0"];
  n155:i0 -> n148:n;
  n148 [label="<i0>0"];
  n148:i0 -> n117:n;
  n153 [label="<i0>0"];
  n153:i0 -> n152:n;
  n152 [label="<i1>1"];
  n152:i1 -> n148:n;
  n154 [label="<i0>0"];
  n154:i0 -> n153:n;
}
  subgraph cluster2 { style=invis;
  node [shape=none, fontsize=60, margin="0.5,0.1"];
  P1 [label="S0"];
  P3 [label="S1_a"];
  P4 [label="S1_b"];
  P2 [label="S2_a"];
  P9 [label="S2_b"];
  P7 [label="S3"];
  P10 [label="R0"];
  P8 [label="R1"];
  P5 [label="R2"];
  P6 [label="R3"];
  P11 [label="M0"];
  P12 [label="M1"];
  P13 [label="M2"];
  P14 [label="M3"];
  P15 [label="Buffer_s"];
  P16 [label="Risultato"];
  P17 [label="M0_2"];
  P18 [label="M1_2"];
  P19 [label="M2_2"];
  P20 [label="M3_2"];
  P21 [label="Buffer_2"];
  P22 [label="Risultato_2"];
}
{rank=same  n165 P22} -> {rank=same  n164 n154 P21} -> {rank=same  n163 n153 P20} -> {rank=same  n162 n155 n152 P19} -> {rank=same  n157 n120 n148 P18} -> {rank=same  n156 n117 n119 P17} -> {rank=same  n26 n118 P16} -> {rank=same  n49 n122 n115 n116 P15} -> {rank=same  n149 n151 n110 n112 P14} -> {rank=same  n145 n147 n150 n106 n108 n111 P13} -> {rank=same  n134 n144 n146 n93 n105 n107 P12} -> {rank=same  n132 n133 n143 n91 n92 n104 P11} -> {rank=same  n131 n142 n90 n103 P10} -> {rank=same  n130 n59 n141 n44 n89 n102 P9} -> {rank=same  n129 n58 n137 n140 n38 n43 n88 n97 n101 P8} -> {rank=same  n128 n57 n136 n139 n37 n42 n87 n96 n100 P7} -> {rank=same  n126 n127 n6 n56 n135 n138 n36 n41 n84 n86 n95 n99 P6} -> {rank=same  n5 n55 n35 n40 n83 n85 n94 n98 P5} -> {rank=same  n4 n54 n34 n39 P4} -> {rank=same  n3 n53 n33 P3} -> {rank=same  n2 n31 n32 P2} -> {rank=same  n1 n30 P1} [style=invis]
}