eq1: x^(2) + y^(2) = 1
eq2: x = -1 / 2
A, B = Intersect(eq1, eq2)
C = Intersect(xAxis, yAxis)
D = Intersect(eq1, xAxis, 2)
α = Angle(D, C, A)
β = Angle(B, C, D)
f = Segment(C, A)
g = Segment(C, B)
piirto1: PolyLine[(8.7555E-2,3.0158E-1), (1.0495E-1,2.8853E-1), (1.2670E-1,2.7549E-1), (1.3540E-1,2.6244E-1), (1.5280E-1,2.4939E-1), (1.6585E-1,2.4069E-1), (1.8325E-1,2.2329E-1), (2.0499E-1,2.0154E-1), (NaN,NaN), (1.7455E-1,3.0593E-1), (1.6150E-1,2.8853E-1), (1.4845E-1,2.6679E-1), (1.3975E-1,2.5374E-1), (1.3540E-1,2.4069E-1), (1.2235E-1,2.2329E-1), (1.1365E-1,2.1024E-1), (1.0060E-1,2.0154E-1), (NaN,NaN), (6.1457E-2,4.3207E-1), (6.5807E-2,4.5600E-1), (8.3205E-2,4.6687E-1), (1.1257E-1,4.5708E-1), (1.1800E-1,4.2772E-1), (1.0930E-1,3.9945E-1), (8.5380E-2,3.7335E-1), (6.5807E-2,3.5813E-1), (8.3205E-2,3.5813E-1), (1.0060E-1,3.5378E-1), (1.2670E-1,3.4508E-1), (1.5497E-1,3.4073E-1), (1.7455E-1,3.3203E-1), (NaN,NaN), (1.8325E-1,3.8858E-1), (2.0064E-1,3.8423E-1), (2.1804E-1,3.7118E-1), (2.3109E-1,3.6248E-1), (2.3979E-1,3.4943E-1), (2.5284E-1,3.4073E-1), (NaN,NaN), (2.3979E-1,3.9293E-1), (2.2674E-1,3.8858E-1), (2.1804E-1,3.7553E-1), (2.1369E-1,3.6248E-1), (2.0499E-1,3.4943E-1), (NaN,NaN), true]
piirto2: PolyLine[(5.6166E-1,8.4964E-1), (5.6384E-1,8.3006E-1), (5.8776E-1,8.2789E-1), (5.7689E-1,8.4746E-1), (5.5731E-1,8.3985E-1), (5.7797E-1,8.3659E-1), (5.8559E-1,8.1049E-1), (5.8776E-1,8.1919E-1), (NaN,NaN), (7.1825E-1,1.0280E0), (7.2260E-1,1.0149E0), (7.2260E-1,9.9752E-1), (7.2695E-1,9.8447E-1), (7.3130E-1,9.5838E-1), (7.3130E-1,9.4098E-1), (7.3130E-1,9.2358E-1), (NaN,NaN), (7.6610E-1,1.0106E0), (7.7045E-1,9.9317E-1), (7.7045E-1,9.6708E-1), (7.7480E-1,9.4968E-1), (7.7915E-1,9.3228E-1), (7.7915E-1,9.1488E-1), (7.8349E-1,9.3228E-1), (NaN,NaN), (6.6605E-1,1.0193E0), (6.8345E-1,1.0193E0), (7.6610E-1,1.0193E0), (8.6179E-1,1.0236E0), (9.0093E-1,1.0236E0), (NaN,NaN), true]
piirto3: PolyLine[(7.0085E-1,8.9313E-1), (7.2260E-1,8.9313E-1), (8.4874E-1,8.9313E-1), (8.9224E-1,8.9313E-1), (NaN,NaN), (7.6610E-1,8.5834E-1), (7.8784E-1,8.5834E-1), (8.1394E-1,8.5834E-1), (8.4656E-1,8.5616E-1), (8.4221E-1,8.3441E-1), (8.3787E-1,8.1484E-1), (8.5744E-1,7.8874E-1), (8.4004E-1,7.6699E-1), (8.1829E-1,7.6264E-1), (7.7045E-1,7.6264E-1), (7.4000E-1,7.6264E-1), (NaN,NaN), true]
piirto4: PolyLine[(-4.8225E-1,-8.5107E-1), (-5.0617E-1,-8.5324E-1), (-5.2248E-1,-8.7608E-1), (-4.8768E-1,-8.7173E-1), (-4.9801E-1,-8.4726E-1), (-5.0182E-1,-8.7934E-1), (-4.8225E-1,-8.8586E-1), (-4.6920E-1,-8.6412E-1), (-4.8877E-1,-8.4454E-1), (-5.1922E-1,-8.4672E-1), (-5.1922E-1,-8.7282E-1), (-5.0399E-1,-8.6412E-1), (NaN,NaN), (-1.0346E0,-7.1188E-1), (-1.0346E0,-7.2928E-1), (-1.0433E0,-7.4668E-1), (-1.0520E0,-7.6842E-1), (-1.0694E0,-7.9235E-1), (-1.0607E0,-8.1192E-1), (-1.0303E0,-8.1192E-1), (-9.9333E-1,-8.0975E-1), (-9.6723E-1,-7.9235E-1), (-9.4766E-1,-7.7712E-1), (-9.3678E-1,-7.4776E-1), (-9.5201E-1,-7.8365E-1), (-9.6070E-1,-8.0757E-1), (-9.6940E-1,-8.2497E-1), (-9.7810E-1,-8.4672E-1), (-9.9115E-1,-8.7716E-1), (-9.9115E-1,-8.9456E-1), (NaN,NaN), (-8.7371E-1,-8.3367E-1), (-8.7806E-1,-8.5542E-1), (-8.8676E-1,-8.7716E-1), (-8.9111E-1,-8.9456E-1), (NaN,NaN), (-8.5631E-1,-8.4237E-1), (-8.5631E-1,-8.6412E-1), (-8.5631E-1,-8.8586E-1), (-8.6066E-1,-8.9891E-1), (-8.6501E-1,-9.1196E-1), (-8.7806E-1,-8.9456E-1), (NaN,NaN), (-8.9981E-1,-8.2062E-1), (-8.7806E-1,-8.2062E-1), (-8.5631E-1,-8.2497E-1), (-8.3457E-1,-8.2932E-1), (-7.9542E-1,-8.2932E-1), (-7.7367E-1,-8.3367E-1), (-7.6062E-1,-8.3802E-1), (-7.4757E-1,-8.4237E-1), (NaN,NaN), (-1.0825E0,-9.0761E-1), (-1.0607E0,-9.1196E-1), (-1.0303E0,-9.1631E-1), (-1.0129E0,-9.2066E-1), (-9.2156E-1,-9.2066E-1), (-8.6936E-1,-9.2066E-1), (-8.2587E-1,-9.2501E-1), (-8.1282E-1,-9.2936E-1), (-7.9977E-1,-9.3371E-1), (NaN,NaN), (-9.8680E-1,-9.4676E-1), (-9.6940E-1,-9.5111E-1), (-9.5201E-1,-9.5111E-1), (-9.3026E-1,-9.5546E-1), (-9.0633E-1,-9.7068E-1), (-9.2373E-1,-9.8808E-1), (-9.4113E-1,-1.0011E0), (-9.3461E-1,-1.0272E0), (-9.6070E-1,-1.0381E0), (-1.0303E0,-1.0381E0), (-1.0651E0,-1.0381E0), (-1.0912E0,-1.0338E0), (-1.1086E0,-1.0294E0), (-1.1216E0,-1.0251E0), (NaN,NaN), true]
piirto5: PolyLine[(5.7036E-1,-8.1192E-1), (5.8341E-1,-8.2497E-1), (5.9211E-1,-8.1192E-1), (5.8341E-1,-7.9887E-1), (5.7471E-1,-8.1192E-1), (NaN,NaN), (7.9219E-1,-7.7712E-1), (8.0959E-1,-7.7712E-1), (8.4004E-1,-7.7712E-1), (8.7049E-1,-7.7712E-1), (NaN,NaN), (9.6183E-1,-6.8578E-1), (9.7053E-1,-7.0753E-1), (9.7488E-1,-7.2493E-1), (9.7488E-1,-7.5103E-1), (9.7488E-1,-7.7712E-1), (9.8358E-1,-7.5972E-1), (NaN,NaN), (1.0097E0,-6.9448E-1), (1.0140E0,-7.0753E-1), (1.0140E0,-7.5103E-1), (1.0140E0,-7.8582E-1), (NaN,NaN), (9.2268E-1,-6.7273E-1), (9.4661E-1,-6.7491E-1), (9.7488E-1,-6.8143E-1), (1.0097E0,-6.8143E-1), (1.0445E0,-6.8143E-1), (1.0706E0,-6.8578E-1), (1.0923E0,-6.8578E-1), (1.1097E0,-6.9013E-1), (1.1315E0,-6.9013E-1), (NaN,NaN), (9.0093E-1,-8.3367E-1), (9.1833E-1,-8.3367E-1), (9.5313E-1,-8.3367E-1), (9.8793E-1,-8.3367E-1), (1.0097E0,-8.2932E-1), (1.0314E0,-8.2497E-1), (1.0488E0,-8.2497E-1), (1.0662E0,-8.2497E-1), (NaN,NaN), (9.2268E-1,-8.8586E-1), (9.4008E-1,-8.8586E-1), (9.5748E-1,-8.8586E-1), (9.8358E-1,-8.8586E-1), (1.0119E0,-8.9239E-1), (9.9880E-1,-9.1196E-1), (9.9663E-1,-9.2936E-1), (9.9663E-1,-9.4676E-1), (9.7270E-1,-9.5111E-1), (9.5313E-1,-9.5981E-1), (9.3138E-1,-9.6416E-1), (9.0963E-1,-9.6416E-1), (8.8789E-1,-9.6416E-1), (8.5961E-1,-9.5763E-1), (8.4004E-1,-9.5111E-1), (NaN,NaN), (1.1706E0,-7.8147E-1), (1.1880E0,-7.8147E-1), (1.2141E0,-7.8147E-1), (1.2402E0,-7.8147E-1), (NaN,NaN), (1.1619E0,-8.5107E-1), (1.1880E0,-8.5107E-1), (1.2141E0,-8.5107E-1), (1.2402E0,-8.5107E-1), (1.2533E0,-8.5542E-1), (NaN,NaN), (1.4055E0,-6.4228E-1), (1.3924E0,-6.6186E-1), (1.3968E0,-6.8143E-1), (1.4207E0,-6.8796E-1), (1.4425E0,-7.0535E-1), (1.4403E0,-7.3580E-1), (1.4185E0,-7.5538E-1), (1.4011E0,-7.5972E-1), (1.3794E0,-7.5972E-1), (1.3620E0,-7.5972E-1), (1.3489E0,-7.5538E-1), (NaN,NaN), (1.4011E0,-6.3794E-1), (1.4229E0,-6.3794E-1), (1.4490E0,-6.3794E-1), (1.4751E0,-6.3794E-1), (NaN,NaN), (1.4968E0,-6.9448E-1), (1.5012E0,-7.1188E-1), (1.5012E0,-7.2928E-1), (1.5012E0,-7.4668E-1), (NaN,NaN), (1.5273E0,-6.9448E-1), (1.5273E0,-7.1188E-1), (1.5273E0,-7.3798E-1), (1.5273E0,-7.6407E-1), (NaN,NaN), (1.4751E0,-6.9448E-1), (1.4925E0,-6.9448E-1), (1.5142E0,-6.9013E-1), (1.5403E0,-6.8578E-1), (1.5795E0,-6.8578E-1), (1.6099E0,-6.8578E-1), (NaN,NaN), (1.3272E0,-8.0757E-1), (1.3446E0,-8.0757E-1), (1.4838E0,-8.0757E-1), (1.5316E0,-8.0757E-1), (1.5534E0,-8.1192E-1), (1.5751E0,-8.1192E-1), (1.5925E0,-8.1627E-1), (NaN,NaN), (1.3750E0,-8.7282E-1), (1.3924E0,-8.7282E-1), (1.4229E0,-8.7282E-1), (1.4620E0,-8.8043E-1), (1.4338E0,-9.0544E-1), (1.4490E0,-9.3154E-1), (1.4490E0,-9.5111E-1), (1.4316E0,-9.5981E-1), (1.3837E0,-9.5981E-1), (1.3533E0,-9.5981E-1), (NaN,NaN), true]
piirto6: PolyLine[(-4.9964E-1,8.8008E-1), (-5.0399E-1,8.6703E-1), (-4.9095E-1,8.5834E-1), (-4.9964E-1,8.7138E-1), (NaN,NaN), (-1.6958E0,9.1923E-1), (-1.6740E0,9.1923E-1), (-1.6436E0,9.1923E-1), (-1.6175E0,9.1923E-1), (NaN,NaN), (-1.5349E0,1.0323E0), (-1.5392E0,1.0084E0), (-1.5457E0,9.8447E-1), (-1.5262E0,9.7578E-1), (-1.5001E0,9.7578E-1), (-1.4598E0,9.8502E-1), (-1.4544E0,9.5838E-1), (-1.4609E0,9.2793E-1), (-1.4479E0,9.1488E-1), (NaN,NaN), (-1.3609E0,9.8013E-1), (-1.3652E0,9.6708E-1), (-1.3696E0,9.4968E-1), (-1.3739E0,9.3228E-1), (NaN,NaN), (-1.3478E0,9.6273E-1), (-1.3478E0,9.4098E-1), (-1.3478E0,9.2358E-1), (-1.3478E0,9.0618E-1), (-1.3522E0,9.1923E-1), (NaN,NaN), (-1.3783E0,9.9317E-1), (-1.3609E0,9.9317E-1), (-1.3391E0,9.9317E-1), (-1.3217E0,9.8882E-1), (-1.3043E0,9.8447E-1), (-1.2869E0,9.8447E-1), (NaN,NaN), (-1.5349E0,8.9313E-1), (-1.5175E0,8.9313E-1), (-1.4131E0,8.9313E-1), (-1.3696E0,8.9313E-1), (-1.3478E0,8.8878E-1), (NaN,NaN), (-1.4696E0,8.5834E-1), (-1.4392E0,8.5834E-1), (-1.4131E0,8.5399E-1), (-1.3804E0,8.5181E-1), (-1.3761E0,8.3006E-1), (-1.4000E0,8.1266E-1), (-1.3891E0,7.8657E-1), (-1.3826E0,7.6047E-1), (-1.4087E0,7.4525E-1), (-1.4392E0,7.4525E-1), (-1.4761E0,7.4960E-1), (-1.4870E0,7.6699E-1), (NaN,NaN), (-1.2434E0,9.1923E-1), (-1.2260E0,9.1923E-1), (-1.1999E0,9.1923E-1), (-1.1825E0,9.1488E-1), (-1.1651E0,9.1488E-1), (-1.1782E0,9.1053E-1), (NaN,NaN), (-1.2478E0,8.8443E-1), (-1.2347E0,8.8008E-1), (-1.1999E0,8.7573E-1), (-1.1695E0,8.6703E-1), (-1.1434E0,8.6703E-1), (-1.1303E0,8.6269E-1), (NaN,NaN), (-1.0912E0,1.0106E0), (-1.0781E0,1.0193E0), (-1.0607E0,1.0193E0), (-1.0433E0,1.0236E0), (-1.0216E0,1.0280E0), (-9.9768E-1,1.0214E0), (-1.0064E0,9.9100E-1), (-1.0281E0,9.6490E-1), (-1.0542E0,9.4968E-1), (-1.0564E0,9.3228E-1), (-1.0173E0,9.3228E-1), (-9.8245E-1,9.3228E-1), (NaN,NaN), (-9.5201E-1,9.9317E-1), (-9.4766E-1,9.8013E-1), (-9.4766E-1,9.6273E-1), (-9.4766E-1,9.4098E-1), (-9.3896E-1,9.6273E-1), (NaN,NaN), (-9.3026E-1,9.9317E-1), (-9.2591E-1,9.8013E-1), (-9.2156E-1,9.6273E-1), (-9.1721E-1,9.4968E-1), (-9.1721E-1,9.3228E-1), (-9.1721E-1,9.1488E-1), (-9.1721E-1,9.3228E-1), (NaN,NaN), (-9.5636E-1,9.9752E-1), (-9.3896E-1,1.0019E0), (-9.1721E-1,1.0062E0), (-9.0416E-1,1.0106E0), (-8.7371E-1,1.0149E0), (-8.4761E-1,1.0193E0), (-8.3457E-1,1.0236E0), (NaN,NaN), (-1.0781E0,9.1053E-1), (-1.0564E0,9.1053E-1), (-9.3461E-1,9.1053E-1), (-8.9111E-1,9.1053E-1), (NaN,NaN), (-1.0042E0,8.4964E-1), (-9.8245E-1,8.4964E-1), (-9.4766E-1,8.4964E-1), (-9.1830E-1,8.3876E-1), (-9.4548E-1,8.1701E-1), (-9.5853E-1,7.9092E-1), (-9.5418E-1,7.6482E-1), (-9.8898E-1,7.5177E-1), (-1.0194E0,7.4742E-1), (-1.0477E0,7.4525E-1), (-1.0651E0,7.4525E-1), (-1.0868E0,7.4960E-1), (-1.1042E0,7.5394E-1), (NaN,NaN), true]