angle[1]=17.27;
angle[2]=17.27;
angle[3]=17.27;
angle[4]=17.27;
angle[5]=31.72;
angle[6]=17.27;
angle[7]=31.72;
angle[8]=31.72;
angle[9]=31.72;
angle[10]=31.72;
angle[11]=37.38;
angle[12]=37.38;
angle[13]=37.38;
angle[14]=37.38;
angle[15]=50.07;
angle[16]=37.38;
angle[17]=50.07;
angle[18]=50.07;
angle[19]=50.07;
angle[20]=50.07;
angle[21]=50.07;
angle[22]=50.07;
angle[23]=50.07;
angle[24]=50.07;
angle[25]=58.28;
angle[26]=50.07;
angle[27]=58.28;
angle[28]=58.28;
angle[29]=69.82;
angle[30]=58.28;
angle[31]=69.82;
angle[32]=58.28;
angle[33]=69.82;
angle[34]=69.82;
angle[35]=69.82;
angle[36]=69.82;
angle[37]=69.82;
angle[38]=69.82;
angle[39]=79.19;
angle[40]=69.82;
angle[41]=79.19;
angle[42]=69.82;
angle[43]=80.71;
angle[44]=79.19;
angle[45]=80.71;
angle[46]=79.19;
angle[47]=80.71;
angle[48]=79.19;
angle[49]=90.00;
angle[50]=80.71;
angle[51]=90.00;
angle[52]=80.71;
angle[53]=90.00;
angle[54]=90.00;
angle[55]=90.00;
angle[56]=90.00;
angle[57]=90.00;
angle[58]=90.00;
angle[59]=99.29;
angle[60]=90.00;
angle[61]=99.29;
angle[62]=90.00;
angle[63]=100.81;
angle[64]=99.29;
angle[65]=100.81;
angle[66]=99.29;
angle[67]=100.81;
angle[68]=99.29;
angle[69]=110.18;
angle[70]=100.81;
angle[71]=110.18;
angle[72]=100.81;
angle[73]=110.18;
angle[74]=110.18;
angle[75]=110.18;
angle[76]=110.18;
angle[77]=110.18;
angle[78]=110.18;
angle[79]=121.72;
angle[80]=110.18;
angle[81]=121.72;
angle[82]=110.18;
angle[83]=121.72;
angle[84]=121.72;
angle[85]=129.93;
angle[86]=121.72;
angle[87]=129.93;
angle[88]=129.93;
angle[89]=129.93;
angle[90]=129.93;
angle[91]=129.93;
angle[92]=129.93;
angle[93]=129.93;
angle[94]=129.93;
angle[95]=142.62;
angle[96]=129.93;
angle[97]=142.62;
angle[98]=142.62;
angle[99]=142.62;
angle[100]=142.62;
angle[101]=148.28;
angle[102]=148.28;
angle[103]=148.28;
angle[104]=148.28;
angle[105]=162.73;
angle[106]=148.28;
angle[107]=162.73;
angle[108]=162.73;
angle[109]=162.73;
angle[110]=162.73;