A = (5, 7)
B = (2, 1)
C = (8, 1)
k1, c, a, b = Polygon(A, B, C)
D: (5, 2.85)
E = Point(b)
d = Circle(D, E)
k2, e, a_1, d_1 = Polygon(A, D, E)
F = Midpoint(B, C)
k3, c_1, a_2, f = Polygon(A, F, C)
piirto1: PolyLine[(6.1246E0,8.2685E-1), (6.1246E0,7.5628E-1), (6.1423E0,6.5043E-1), (6.1423E0,5.7986E-1), (6.1599E0,4.9164E-1), (6.1952E0,4.0343E-1), (6.1952E0,3.1522E-1), (�,�), (6.1246E0,8.0921E-1), (6.1423E0,8.6214E-1), (6.2481E0,8.6214E-1), (6.3804E0,8.4449E-1), (6.4687E0,7.6510E-1), (6.4687E0,6.6807E-1), (6.3540E0,6.3278E-1), (6.2746E0,6.1514E-1), (6.3893E0,5.7104E-1), (6.4775E0,5.2693E-1), (6.5657E0,4.9164E-1), (6.6804E0,4.3872E-1), (6.7598E0,3.8579E-1), (�,�), true]
piirto2: PolyLine[(5.6659E0,3.0498E0), (5.7012E0,2.9704E0), (5.7718E0,2.8910E0), (5.8776E0,2.7499E0), (5.9835E0,2.6087E0), (6.0805E0,2.4764E0), (6.0452E0,2.3882E0), (5.9306E0,2.3265E0), (5.8423E0,2.2912E0), (5.7453E0,2.2471E0), (5.6395E0,2.2030E0), (5.5160E0,2.1500E0), (5.4013E0,2.1147E0), (5.3131E0,2.0530E0), (5.2425E0,2.0089E0), (�,�), (6.2834E0,2.7499E0), (6.2834E0,2.6793E0), (6.2834E0,2.6087E0), (6.2922E0,2.5117E0), (6.3010E0,2.3970E0), (6.3010E0,2.5029E0), (6.3010E0,2.6264E0), (6.3452E0,2.7146E0), (6.4245E0,2.7675E0), (6.4951E0,2.7675E0), (�,�), (6.4245E0,2.3265E0), (6.4245E0,2.2559E0), (6.4422E0,2.1677E0), (6.4422E0,2.0971E0), (6.4422E0,2.2030E0), (6.4510E0,2.3353E0), (6.5039E0,2.4411E0), (6.5921E0,2.4411E0), (6.4775E0,2.4147E0), (�,�), (6.7598E0,2.5205E0), (6.6892E0,2.5205E0), (6.6539E0,2.4676E0), (6.6715E0,2.4147E0), (6.7245E0,2.4500E0), (6.7774E0,2.4852E0), (6.7950E0,2.4147E0), (�,�), (6.8832E0,2.7852E0), (6.9185E0,2.7146E0), (6.9362E0,2.6087E0), (6.9538E0,2.5029E0), (�,�), (6.9538E0,2.8204E0), (6.9715E0,2.7675E0), (7.0067E0,2.6969E0), (7.0597E0,2.5911E0), (7.0773E0,2.5205E0), (�,�), (7.2537E0,2.6264E0), (7.2096E0,2.5470E0), (7.2361E0,2.4676E0), (7.3331E0,2.4941E0), (7.3420E0,2.5911E0), (7.3243E0,2.6881E0), (7.2361E0,2.6969E0), (�,�), true]
piirto3: PolyLine[(1.0436E0,4.5318E0), (1.1230E0,4.6112E0), (1.2200E0,4.7435E0), (1.2906E0,4.8317E0), (1.3259E0,4.9199E0), (1.4229E0,5.0522E0), (1.4670E0,5.1581E0), (1.5023E0,5.2375E0), (1.5288E0,5.1404E0), (1.5376E0,5.0258E0), (1.5552E0,4.9375E0), (1.5905E0,4.8317E0), (1.5905E0,4.7435E0), (1.6258E0,4.6729E0), (1.6611E0,4.6200E0), (�,�), (1.3612E0,4.8140E0), (1.4317E0,4.8140E0), (1.5199E0,4.8493E0), (1.6434E0,4.8670E0), (1.7140E0,4.8670E0), (�,�), (1.7846E0,5.2727E0), (1.8022E0,5.1845E0), (1.8199E0,5.0610E0), (1.8552E0,4.9199E0), (1.8552E0,4.8140E0), (1.8728E0,4.7611E0), (1.8904E0,4.7082E0), (�,�), (1.8022E0,5.3080E0), (1.8552E0,5.3257E0), (1.9257E0,5.3433E0), (1.9963E0,5.3610E0), (2.0669E0,5.3610E0), (2.1198E0,5.3786E0), (2.1904E0,5.3962E0), (�,�), (1.8728E0,5.0434E0), (1.9434E0,5.0434E0), (2.0316E0,5.0434E0), (2.1198E0,5.0434E0), (2.2080E0,5.0610E0), (2.2786E0,5.0610E0), (�,�), (2.5079E0,5.1669E0), (2.5961E0,5.1845E0), (2.6667E0,5.1845E0), (2.7373E0,5.2022E0), (2.8078E0,5.2022E0), (2.8784E0,5.2022E0), (�,�), (2.5432E0,5.0081E0), (2.6138E0,5.0081E0), (2.8608E0,5.0081E0), (3.0019E0,5.0081E0), (�,�), (3.1783E0,5.5903E0), (3.1783E0,5.4492E0), (3.1783E0,5.3257E0), (3.1960E0,5.1316E0), (3.2313E0,4.9552E0), (3.2665E0,4.8670E0), (3.2842E0,4.7964E0), (�,�), (3.1960E0,5.1316E0), (3.2489E0,5.1669E0), (3.3724E0,5.2198E0), (3.4606E0,5.2727E0), (3.5135E0,5.2904E0), (3.5841E0,5.3080E0), (3.6547E0,5.3080E0), (�,�), (3.6547E0,5.6609E0), (3.6723E0,5.5903E0), (3.6900E0,5.4668E0), (3.7253E0,5.3433E0), (3.7429E0,5.2727E0), (3.7782E0,5.1051E0), (3.8135E0,5.0258E0), (3.8135E0,4.9552E0), (3.8311E0,4.9023E0), (�,�), true]