monikulmion kulmien summa

A = (4.466234887949136, 6.154867604670908)
B = (1.802226417727169, 2.873373727443846)
C = (7, 1)
D = (6.9538189561696475, 4.196556742454758)
E = (11.752562690609215, 5.043393872061742)
kuvio1, a, b, c, d, e = Polygon(A, B, C, D, E)
f = Segment(A, D)
g = Segment(A, C)
piirto1: PolyLine[(7.1126E0,5.3962E0), (7.0156E0,5.3257E0), (6.9185E0,5.2375E0), (6.7730E0,5.1448E0), (6.6451E0,5.0434E0), (6.7245E0,5.0258E0), (6.9097E0,5.0169E0), (7.0773E0,4.9905E0), (7.2361E0,4.9552E0), (7.4125E0,4.9552E0), (7.5801E0,4.9816E0), (7.4302E0,5.1316E0), (7.3420E0,5.2198E0), (7.2185E0,5.3080E0), (7.1302E0,5.3610E0), (�,�), (7.7301E0,5.0258E0), (7.7830E0,5.0434E0), (7.8359E0,5.0610E0), (7.8536E0,4.9905E0), (7.8536E0,4.9199E0), (7.8712E0,4.8670E0), (7.8712E0,4.7611E0), (7.8712E0,4.6376E0), (�,�), (6.2658E0,4.0025E0), (6.2128E0,3.9496E0), (5.9658E0,3.7731E0), (5.8335E0,3.6585E0), (5.9129E0,3.6144E0), (6.0188E0,3.5967E0), (6.3893E0,3.5967E0), (6.5480E0,3.5967E0), (6.5039E0,3.6937E0), (6.3893E0,3.8261E0), (6.2922E0,3.9407E0), (6.2128E0,3.9848E0), (�,�), (6.6892E0,3.6320E0), (6.7421E0,3.6673E0), (6.8391E0,3.6585E0), (6.8656E0,3.5791E0), (6.8480E0,3.5085E0), (6.7686E0,3.4468E0), (6.8127E0,3.3674E0), (6.8832E0,3.3674E0), (6.9362E0,3.3497E0), (�,�), (3.7605E0,3.6144E0), (3.6988E0,3.5350E0), (3.6194E0,3.4732E0), (3.4959E0,3.4026E0), (3.4209E0,3.2747E0), (3.5135E0,3.2086E0), (4.0781E0,3.2086E0), (4.2810E0,3.2174E0), (4.2722E0,3.2968E0), (4.2016E0,3.3321E0), (4.1134E0,3.4026E0), (3.9546E0,3.5261E0), (3.8311E0,3.5967E0), (3.7605E0,3.6496E0), (3.8135E0,3.6673E0), (�,�), (4.4662E0,3.2968E0), (4.5544E0,3.2968E0), (4.6250E0,3.2968E0), (4.7397E0,3.2791E0), (4.7309E0,3.1909E0), (4.6162E0,3.1292E0), (4.6779E0,3.0233E0), (4.6250E0,2.9351E0), (4.4751E0,2.9175E0), (4.1487E0,2.9087E0), (4.0075E0,2.9087E0), (�,�), true]
piirto2: PolyLine[(9.0709E0,3.8437E0), (9.0003E0,3.8261E0), (8.9298E0,3.7731E0), (8.7886E0,3.5967E0), (8.6475E0,3.3850E0), (8.5946E0,3.2615E0), (8.5769E0,3.1557E0), (8.5769E0,3.0322E0), (8.5593E0,2.9439E0), (8.5857E0,2.8469E0), (8.6651E0,2.8028E0), (8.7533E0,2.8028E0), (�,�), (9.3003E0,3.4732E0), (9.2650E0,3.4203E0), (9.2209E0,3.3233E0), (9.2914E0,3.2350E0), (9.3797E0,3.1468E0), (9.3797E0,3.0233E0), (9.3179E0,2.9439E0), (9.2473E0,2.9087E0), (9.1591E0,2.8734E0), (9.0180E0,2.8734E0), (8.8945E0,2.8734E0), (�,�), (9.3532E0,3.4379E0), (9.4414E0,3.4379E0), (9.4943E0,3.4556E0), (9.6002E0,3.4556E0), (9.6884E0,3.4909E0), (9.7766E0,3.5085E0), (9.8648E0,3.5085E0), (9.9354E0,3.5261E0), (�,�), (9.8648E0,3.1909E0), (9.9883E0,3.1733E0), (1.0147E1,3.1557E0), (1.0359E1,3.1204E0), (1.0500E1,3.0851E0), (1.0571E1,3.0851E0), (�,�), (1.0694E1,3.4026E0), (1.0765E1,3.4379E0), (1.0853E1,3.4556E0), (1.0959E1,3.4556E0), (1.1082E1,3.4556E0), (1.1082E1,3.3674E0), (1.1073E1,3.2703E0), (1.1012E1,3.1557E0), (1.0932E1,3.0586E0), (1.0782E1,2.9616E0), (1.0716E1,2.8646E0), (1.0835E1,2.8204E0), (1.0906E1,2.8028E0), (1.1012E1,2.8028E0), (1.1117E1,2.7852E0), (1.1241E1,2.7675E0), (1.1312E1,2.7675E0), (1.1276E1,2.8381E0), (�,�), (1.1364E1,3.6144E0), (1.1417E1,3.5967E0), (1.1523E1,3.5085E0), (1.1647E1,3.4203E0), (1.1788E1,3.3144E0), (1.1894E1,3.2262E0), (1.1964E1,3.1380E0), (1.2017E1,3.0322E0), (1.2079E1,2.8822E0), (1.2088E1,2.7322E0), (1.2052E1,2.6087E0), (1.2000E1,2.5117E0), (1.1903E1,2.3882E0), (1.1823E1,2.2735E0), (1.1788E1,2.3265E0), (�,�), (1.2370E1,3.0851E0), (1.2370E1,3.0851E0), (�,�), true]
piirto3: PolyLine[(1.3182E1,3.2615E0), (1.3235E1,3.3321E0), (1.3305E1,3.4026E0), (1.3358E1,3.4909E0), (1.3473E1,3.5923E0), (1.3499E1,3.2262E0), (1.3499E1,3.0674E0), (1.3464E1,2.9439E0), (1.3446E1,2.8204E0), (1.3446E1,2.7499E0), (1.3464E1,2.8028E0), (�,�), (1.3976E1,2.9969E0), (1.4028E1,3.0498E0), (1.4152E1,3.1336E0), (1.4275E1,3.2262E0), (1.4364E1,3.3321E0), (1.4452E1,3.4203E0), (1.4514E1,3.5173E0), (1.4575E1,3.5967E0), (1.4602E1,3.6937E0), (1.4611E1,3.7908E0), (1.4575E1,3.9055E0), (1.4478E1,3.9672E0), (1.4399E1,3.9672E0), (1.4346E1,3.8966E0), (1.4328E1,3.8084E0), (1.4311E1,3.7202E0), (1.4328E1,3.6144E0), (1.4328E1,3.5438E0), (1.4372E1,3.4468E0), (1.4417E1,3.3321E0), (1.4469E1,3.2439E0), (1.4487E1,3.1027E0), (1.4522E1,2.9969E0), (1.4522E1,2.9087E0), (1.4522E1,2.8204E0), (1.4461E1,2.7411E0), (1.4346E1,2.7322E0), (1.4258E1,2.7322E0), (1.4134E1,2.7675E0), (1.4037E1,2.8293E0), (1.4011E1,2.9087E0), (1.4037E1,2.9969E0), (1.4134E1,3.0851E0), (1.4240E1,3.1557E0), (�,�), (1.5158E1,3.6673E0), (1.5087E1,3.6144E0), (1.4999E1,3.5438E0), (1.4911E1,3.4556E0), (1.4840E1,3.3674E0), (1.4778E1,3.2527E0), (1.4708E1,3.1115E0), (1.4699E1,2.9616E0), (1.4699E1,2.8204E0), (1.4743E1,2.7234E0), (1.4849E1,2.6528E0), (1.4946E1,2.6440E0), (1.5052E1,2.6440E0), (1.5140E1,2.6969E0), (1.5237E1,2.7940E0), (1.5281E1,2.8734E0), (1.5299E1,2.9439E0), (1.5316E1,3.0498E0), (1.5316E1,3.1909E0), (1.5299E1,3.3409E0), (1.5202E1,3.4291E0), (1.5122E1,3.4909E0), (�,�), (1.5493E1,3.7555E0), (1.5431E1,3.6937E0), (1.5431E1,3.5703E0), (1.5510E1,3.5085E0), (1.5599E1,3.5085E0), (1.5696E1,3.5261E0), (1.5757E1,3.5967E0), (1.5775E1,3.6673E0), (1.5735E1,3.7952E0), (1.5652E1,3.8437E0), (�,�), (8.8063E0,1.3914E0), (8.9121E0,1.3914E0), (9.6178E0,1.3914E0), (9.8119E0,1.3914E0), (�,�), (8.9121E0,1.0209E0), (9.0180E0,1.0209E0), (9.7766E0,1.0209E0), (9.9530E0,1.0209E0), (�,�), true]
piirto4: PolyLine[(1.0888E1,1.7266E0), (1.0888E1,1.6384E0), (1.0853E1,1.5678E0), (1.0862E1,1.4708E0), (1.0959E1,1.4091E0), (1.1073E1,1.3297E0), (1.1153E1,1.2679E0), (1.1206E1,1.1621E0), (1.1223E1,1.0738E0), (1.1259E1,9.5035E-1), (1.1250E1,8.1803E-1), (1.1179E1,7.0335E-1), (1.1082E1,6.6807E-1), (1.0994E1,6.6807E-1), (1.0712E1,7.3864E-1), (1.0535E1,7.7392E-1), (1.0394E1,8.2685E-1), (1.0226E1,8.9742E-1), (1.0182E1,9.6799E-1), (�,�), (1.0888E1,1.7266E0), (1.0959E1,1.7266E0), (1.1488E1,1.7266E0), (1.1664E1,1.7266E0), (�,�), (1.1858E1,1.7090E0), (1.1876E1,1.6384E0), (1.1876E1,1.5502E0), (1.1832E1,1.4532E0), (1.1797E1,1.3561E0), (1.1929E1,1.3297E0), (1.2035E1,1.3208E0), (1.2141E1,1.3297E0), (1.2229E1,1.3738E0), (1.2282E1,1.4973E0), (1.2335E1,1.6031E0), (1.2335E1,1.5149E0), (1.2317E1,1.3738E0), (1.2317E1,1.2150E0), (1.2299E1,1.1091E0), (1.2273E1,9.5917E-1), (1.2247E1,8.4449E-1), (1.2247E1,7.7392E-1), (�,�), (1.2970E1,1.5149E0), (1.2899E1,1.4620E0), (1.2793E1,1.3561E0), (1.2758E1,1.2856E0), (1.2688E1,1.1973E0), (1.2608E1,1.0474E0), (1.2564E1,9.1506E-1), (1.2546E1,8.2685E-1), (1.2564E1,7.2982E-1), (1.2635E1,6.6807E-1), (1.2705E1,6.5043E-1), (1.2829E1,6.5043E-1), (1.2952E1,6.5043E-1), (1.3076E1,6.6807E-1), (1.3164E1,6.8571E-1), (1.3296E1,7.8274E-1), (1.3384E1,9.0624E-1), (1.3393E1,1.0562E0), (1.3393E1,1.1621E0), (1.3314E1,1.2591E0), (1.3208E1,1.3385E0), (1.3093E1,1.3914E0), (1.3023E1,1.4091E0), (�,�), (1.3482E1,1.6737E0), (1.3420E1,1.6119E0), (1.3455E1,1.5237E0), (1.3534E1,1.4973E0), (1.3649E1,1.5061E0), (1.3693E1,1.5678E0), (1.3667E1,1.6560E0), (1.3552E1,1.6913E0), (1.3464E1,1.7090E0), (�,�), true]