T245

f: y = x^(2)
A = (2, -1)
B = Point(f)
g = Segment(B, A)
piirto1: PolyLine[(1.4919E0,2.0843E0), (1.5588E0,2.0843E0), (1.6034E0,2.0843E0), (1.6926E0,2.0620E0), (1.7706E0,2.0508E0), (2.2613E0,1.9728E0), (2.4286E0,1.9393E0), (2.4732E0,1.9393E0), (2.5066E0,1.9282E0), (�,�), (3.1088E0,2.1400E0), (3.0642E0,2.1010E0), (3.0084E0,2.0508E0), (2.9750E0,1.9951E0), (2.9526E0,1.9393E0), (2.9415E0,1.8947E0), (2.9415E0,1.7497E0), (2.9471E0,1.6104E0), (2.9973E0,1.5323E0), (3.0419E0,1.4821E0), (3.0642E0,1.4375E0), (3.0976E0,1.4152E0), (�,�), (3.2872E0,1.8389E0), (3.3374E0,1.8166E0), (3.3987E0,1.7609E0), (3.4544E0,1.7219E0), (3.5214E0,1.6605E0), (3.5437E0,1.6159E0), (3.5771E0,1.5713E0), (3.6496E0,1.4988E0), (3.6886E0,1.4487E0), (3.6886E0,1.4933E0), (�,�), (3.6886E0,1.8166E0), (3.6552E0,1.7832E0), (3.6217E0,1.7497E0), (3.5771E0,1.7274E0), (3.5437E0,1.7051E0), (3.4879E0,1.6605E0), (3.4544E0,1.6271E0), (3.4321E0,1.5936E0), (3.4098E0,1.5602E0), (�,�), (3.9339E0,1.4264E0), (3.9339E0,1.3818E0), (3.9339E0,1.3260E0), (3.9451E0,1.2926E0), (�,�), (4.2016E0,1.8389E0), (4.2350E0,1.8055E0), (4.2685E0,1.7609E0), (4.3131E0,1.7163E0), (4.4023E0,1.5825E0), (4.4636E0,1.4988E0), (4.5194E0,1.4319E0), (4.5584E0,1.3818E0), (4.5807E0,1.3483E0), (�,�), (4.5918E0,1.7609E0), (4.5472E0,1.7274E0), (4.5026E0,1.6828E0), (4.4357E0,1.6494E0), (4.3800E0,1.5936E0), (4.3242E0,1.5602E0), (4.2908E0,1.5379E0), (4.2573E0,1.5044E0), (4.2350E0,1.4710E0), (�,�), (4.6588E0,1.9616E0), (4.6866E0,2.0006E0), (4.7647E0,2.0006E0), (4.7703E0,1.9505E0), (4.7368E0,1.9059E0), (4.6950E0,1.8278E0), (4.7480E0,1.8055E0), (4.7926E0,1.8055E0), (4.8260E0,1.7943E0), (�,�), (4.9041E0,2.1177E0), (4.9487E0,2.0954E0), (5.0044E0,2.0397E0), (5.0936E0,1.9616E0), (5.1327E0,1.9003E0), (5.1828E0,1.8111E0), (5.2052E0,1.7609E0), (5.2275E0,1.7163E0), (5.2498E0,1.6717E0), (5.2609E0,1.6271E0), (5.2609E0,1.5602E0), (5.2609E0,1.4821E0), (5.2442E0,1.4208E0), (5.2052E0,1.3372E0), (5.1773E0,1.2424E0), (5.1382E0,1.1643E0), (5.1048E0,1.1141E0), (�,�), true]
piirto2: PolyLine[(2.6627E0,-1.3948E0), (2.7018E0,-1.3335E0), (2.7296E0,-1.2833E0), (2.7408E0,-1.2164E0), (2.7631E0,-1.1718E0), (2.7631E0,-1.2164E0), (2.7631E0,-1.2610E0), (2.7742E0,-1.3056E0), (2.7742E0,-1.3502E0), (2.7965E0,-1.3948E0), (2.8188E0,-1.4562E0), (2.8634E0,-1.4506E0), (2.8969E0,-1.3614E0), (2.9303E0,-1.2889E0), (2.9415E0,-1.0157E0), (2.9471E0,-8.8747E-1), (2.9638E0,-8.1499E-1), (2.9750E0,-7.4808E-1), (2.9805E0,-6.8675E-1), (2.9973E0,-6.3657E-1), (�,�), (3.4879E0,-8.2614E-1), (3.4321E0,-8.4844E-1), (3.3875E0,-8.8189E-1), (3.3206E0,-9.4322E-1), (3.2705E0,-1.0213E0), (3.2426E0,-1.0715E0), (3.2203E0,-1.1272E0), (3.1980E0,-1.1941E0), (3.1980E0,-1.2610E0), (3.2147E0,-1.3670E0), (3.2816E0,-1.4227E0), (3.3318E0,-1.4506E0), (�,�), (3.4879E0,-1.0380E0), (3.5437E0,-1.0715E0), (3.6050E0,-1.1216E0), (3.6663E0,-1.1830E0), (3.7109E0,-1.2164E0), (3.7722E0,-1.2889E0), (3.8280E0,-1.3670E0), (3.8670E0,-1.4171E0), (�,�), (3.8224E0,-1.0938E0), (3.7778E0,-1.1272E0), (3.7444E0,-1.1607E0), (3.6998E0,-1.1830E0), (3.6663E0,-1.2164E0), (3.6329E0,-1.2387E0), (3.5994E0,-1.2610E0), (�,�), true]
piirto3: PolyLine[(4.0454E0,-1.2610E0), (4.1012E0,-1.2610E0), (4.1458E0,-1.2499E0), (4.1904E0,-1.2499E0), (4.2350E0,-1.2499E0), (�,�), true]
piirto4: PolyLine[(4.3688E0,-1.0380E0), (4.4079E0,-9.9898E-1), (4.4859E0,-9.9898E-1), (4.5584E0,-1.0436E0), (4.6141E0,-1.0938E0), (4.6141E0,-1.1495E0), (4.6030E0,-1.2164E0), (4.5807E0,-1.2610E0), (4.5472E0,-1.3056E0), (4.5249E0,-1.3502E0), (4.4692E0,-1.4060E0), (4.4079E0,-1.4562E0), (4.3549E0,-1.5091E0), (4.6253E0,-1.5175E0), (4.7368E0,-1.5175E0), (4.7480E0,-1.4840E0), (�,�), (4.7480E0,-7.8153E-1), (4.7981E0,-8.3171E-1), (4.8427E0,-8.9304E-1), (4.8929E0,-9.6552E-1), (4.9375E0,-1.0659E0), (4.9598E0,-1.1161E0), (4.9598E0,-1.3391E0), (4.9598E0,-1.4617E0), (4.9375E0,-1.5287E0), (4.9264E0,-1.5733E0), (4.8929E0,-1.6179E0), (4.8818E0,-1.6625E0), (4.8595E0,-1.6959E0), (�,�), (4.9152E0,-5.8082E-1), (4.9654E0,-5.5294E-1), (5.0602E0,-5.4736E-1), (5.1438E0,-5.6409E-1), (5.1215E0,-6.5330E-1), (5.0825E0,-7.0348E-1), (5.1104E0,-7.5923E-1), (5.1940E0,-7.7038E-1), (5.2665E0,-7.8711E-1), (5.3167E0,-8.0384E-1), (�,�), (5.2386E0,-1.1718E0), (5.2944E0,-1.1718E0), (5.3390E0,-1.1830E0), (5.3836E0,-1.1830E0), (5.4170E0,-1.1941E0), (5.4839E0,-1.1941E0), (5.5620E0,-1.1941E0), (�,�), (5.4616E0,-1.0380E0), (5.4505E0,-1.0715E0), (5.4282E0,-1.1272E0), (5.4282E0,-1.1830E0), (5.4170E0,-1.2387E0), (5.4059E0,-1.2722E0), (�,�), (5.9077E0,-7.8153E-1), (5.8631E0,-8.0384E-1), (5.8073E0,-8.4844E-1), (5.7627E0,-9.0419E-1), (5.7515E0,-9.4880E-1), (5.7181E0,-9.9340E-1), (5.6846E0,-1.0603E0), (5.6623E0,-1.1384E0), (5.6512E0,-1.2164E0), (5.6400E0,-1.2833E0), (5.6400E0,-1.3502E0), (5.6456E0,-1.4116E0), (5.6735E0,-1.4729E0), (5.7069E0,-1.5342E0), (5.7515E0,-1.5621E0), (�,�), (5.7962E0,-1.1495E0), (5.8575E0,-1.1718E0), (5.9244E0,-1.2276E0), (5.9857E0,-1.2945E0), (6.0415E0,-1.3502E0), (6.0917E0,-1.4116E0), (6.1307E0,-1.4729E0), (6.1641E0,-1.5175E0), (�,�), (6.1864E0,-1.1941E0), (6.1530E0,-1.2053E0), (6.1084E0,-1.2276E0), (6.0749E0,-1.2499E0), (6.0303E0,-1.2833E0), (5.9746E0,-1.3391E0), (5.9300E0,-1.3948E0), (5.9077E0,-1.4283E0), (�,�), (6.2422E0,-8.5959E-1), (6.2812E0,-8.2056E-1), (6.3091E0,-8.4844E-1), (6.2979E0,-9.2092E-1), (6.2589E0,-9.8225E-1), (6.2924E0,-1.0324E0), (6.3426E0,-1.0492E0), (�,�), true]
piirto5: PolyLine[(6.4541E0,-1.3056E0), (6.4987E0,-1.3056E0), (6.5544E0,-1.3168E0), (6.6102E0,-1.3168E0), (6.6548E0,-1.3279E0), (�,�), (6.5879E0,-1.1718E0), (6.5879E0,-1.2164E0), (6.5879E0,-1.2945E0), (6.5879E0,-1.3614E0), (6.5990E0,-1.3948E0), (�,�), (6.7886E0,-1.1495E0), (6.8220E0,-1.1161E0), (6.8555E0,-1.0603E0), (6.9224E0,-1.0018E0), (6.9113E0,-1.1161E0), (6.9001E0,-1.2387E0), (6.8890E0,-1.3056E0), (6.8890E0,-1.4617E0), (6.8890E0,-1.5510E0), (�,�), (6.9893E0,-8.9304E-1), (7.0116E0,-9.2650E-1), (7.0618E0,-9.8783E-1), (7.1175E0,-1.0770E0), (7.1454E0,-1.1607E0), (7.1789E0,-1.2722E0), (7.1900E0,-1.3502E0), (7.1900E0,-1.4506E0), (7.1845E0,-1.5677E0), (7.1789E0,-1.6290E0), (�,�), (7.1231E0,-6.2542E-1), (7.1677E0,-6.2542E-1), (7.2291E0,-6.3100E-1), (7.2458E0,-6.9233E-1), (7.2235E0,-7.5366E-1), (7.1928E0,-8.2893E-1), (7.2681E0,-8.5959E-1), (7.3238E0,-8.8189E-1), (7.3684E0,-8.8189E-1), (�,�), (2.9861E0,-6.2542E-1), (2.9973E0,-5.9197E-1), (3.0363E0,-5.3064E-1), (3.0753E0,-4.8046E-1), (3.1143E0,-4.0798E-1), (3.1422E0,-3.4664E-1), (3.1701E0,-2.9647E-1), (3.2537E0,-2.9089E-1), (3.2983E0,-2.9089E-1), (3.3987E0,-3.1319E-1), (3.4656E0,-3.2434E-1), (3.6440E0,-3.3549E-1), (3.8447E0,-3.5780E-1), (4.1904E0,-3.5780E-1), (4.5584E0,-3.6895E-1), (5.0490E0,-3.6895E-1), (5.5731E0,-3.6895E-1), (6.0638E0,-3.6895E-1), (6.4095E0,-3.6895E-1), (6.5321E0,-3.6895E-1), (6.6213E0,-3.8010E-1), (6.7161E0,-4.0798E-1), (6.7997E0,-4.2470E-1), (6.8778E0,-4.2470E-1), (6.9559E0,-4.4700E-1), (7.2012E0,-4.4700E-1), (7.3294E0,-4.4143E-1), (7.4075E0,-4.3028E-1), (7.4688E0,-4.1355E-1), (7.5246E0,-4.3028E-1), (7.5469E0,-4.9161E-1), (7.5469E0,-5.5851E-1), (7.5469E0,-6.0312E-1), (7.5580E0,-6.3657E-1), (�,�), true]