eq1: (3 * x) - (4 * y) = 0
A = Intersect(eq1, xAxis)
B = Point(eq1)
C = Point(xAxis)
α = Angle(C, A, B)
eq2: (5 * x) + (12 * y) = 0
D = Point(eq2)
β = Angle(D, A, C)
f, g = AngularBisector(eq2, eq1)
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piirto2: PolyLine[(4.2369E0,5.0929E-1), (4.2369E0,4.3872E-1), (4.2545E0,3.6815E-1), (4.2898E0,2.6229E-1), (4.2898E0,1.9172E-1), (4.3075E0,1.2115E-1), (4.3251E0,5.0583E-2), (4.3251E0,-1.9986E-2), (4.3339E0,-1.1702E-1), (4.3427E0,-4.0812E-1), (4.3427E0,-5.4926E-1), (4.3251E0,-6.1983E-1), (4.2898E0,-7.0804E-1), (4.2369E0,-8.5800E-1), (4.1928E0,-9.6386E-1), (4.1310E0,-1.0697E0), (4.0957E0,-1.1667E0), (4.0428E0,-1.2373E0), (3.9634E0,-1.3520E0), (3.9017E0,-1.4314E0), (�,�), (4.4486E0,-2.4934E-1), (4.5015E0,-2.1405E-1), (4.5368E0,-1.6113E-1), (4.5721E0,-1.0820E-1), (4.6250E0,-1.4348E-1), (4.6956E0,-1.4348E-1), (�,�), (4.6956E0,2.2701E-1), (4.7662E0,2.4465E-1), (4.8720E0,2.4465E-1), (5.0043E0,2.1819E-1), (4.9779E0,1.3880E-1), (4.9779E0,6.8226E-2), (5.0749E0,6.4772E-3), (5.1366E0,-6.4093E-2), (5.0396E0,-1.5230E-1), (4.9602E0,-1.7877E-1), (�,�), (5.4366E0,2.6229E-1), (5.3660E0,2.6229E-1), (5.3131E0,1.9172E-1), (5.2601E0,1.2115E-1), (5.2778E0,6.4772E-3), (5.3925E0,-2.3440E-3), (5.4366E0,1.0351E-1), (5.4366E0,1.9172E-1), (5.4366E0,2.6229E-1), (�,�), (5.6659E0,4.2107E-1), (5.6659E0,3.5050E-1), (5.7188E0,3.3286E-1), (5.7718E0,3.5050E-1), (5.7718E0,4.2107E-1), (5.7541E0,4.7400E-1), (�,�), (4.9955E0,3.7202E0), (5.0661E0,3.6496E0), (5.1543E0,3.5791E0), (5.2954E0,3.4379E0), (5.4101E0,3.3144E0), (5.5071E0,3.1909E0), (5.5954E0,3.0674E0), (5.7541E0,2.8557E0), (5.8600E0,2.6793E0), (5.9129E0,2.5558E0), (5.9658E0,2.4147E0), (6.0188E0,2.3000E0), (6.0541E0,2.1853E0), (6.0717E0,2.0795E0), (6.1070E0,1.9560E0), (6.1246E0,1.7795E0), (6.1599E0,1.5325E0), (6.1952E0,1.3914E0), (6.1952E0,1.2679E0), (6.1864E0,1.1356E0), (6.1776E0,1.0033E0), (6.1820E0,8.9301E-1), (6.2128E0,1.0033E0), (6.2481E0,1.1268E0), (�,�), (6.6186E0,2.2030E0), (6.6363E0,2.2559E0), (6.6892E0,2.2912E0), (6.7598E0,2.3441E0), (6.8303E0,2.3088E0), (6.9009E0,2.2382E0), (6.9538E0,2.2206E0), (7.0067E0,2.2382E0), (7.0597E0,2.2912E0), (�,�), (7.1832E0,2.5911E0), (7.2537E0,2.5911E0), (7.4302E0,2.5911E0), (7.6066E0,2.5911E0), (7.5625E0,2.4941E0), (7.5007E0,2.3882E0), (7.4831E0,2.2912E0), (7.5272E0,2.1941E0), (7.5625E0,2.0883E0), (7.4390E0,2.0265E0), (7.3243E0,2.0089E0), (7.2361E0,2.0089E0), (�,�), (7.8359E0,2.5911E0), (7.7565E0,2.5382E0), (7.6772E0,2.4852E0), (7.6419E0,2.3970E0), (7.5713E0,2.3088E0), (7.5713E0,2.2206E0), (7.5889E0,2.1500E0), (7.6860E0,2.0618E0), (7.7654E0,2.0265E0), (7.8536E0,2.0089E0), (7.9683E0,2.0177E0), (8.0653E0,2.0795E0), (8.1006E0,2.1500E0), (8.1182E0,2.2735E0), (8.1006E0,2.3970E0), (8.0256E0,2.5249E0), (7.9418E0,2.6087E0), (�,�), (8.3829E0,2.7146E0), (8.2682E0,2.6528E0), (8.2241E0,2.5735E0), (8.2682E0,2.4852E0), (8.3476E0,2.4500E0), (8.4358E0,2.4500E0), (8.5152E0,2.4764E0), (8.5152E0,2.5999E0), (8.4358E0,2.6881E0), (8.3388E0,2.7411E0), (8.2417E0,2.7499E0), (8.1711E0,2.7499E0), (�,�), true]
piirto3: PolyLine[(8.1888E0,1.0562E0), (8.2064E0,9.8563E-1), (8.2946E0,8.4449E-1), (8.3829E0,7.2100E-1), (8.4181E0,6.3278E-1), (8.4887E0,5.2693E-1), (8.5593E0,4.2107E-1), (8.5857E0,3.2404E-1), (8.5946E0,2.2701E-1), (8.6122E0,1.5644E-1), (8.6122E0,6.4772E-3), (8.6299E0,8.5868E-2), (8.6563E0,2.0054E-1), (8.6651E0,2.9758E-1), (8.6651E0,3.6815E-1), (8.6299E0,4.7400E-1), (8.6122E0,5.6221E-1), (8.5681E0,6.5925E-1), (8.5416E0,7.3864E-1), (8.4887E0,8.2685E-1), (8.4093E0,9.2388E-1), (8.3211E0,1.0297E0), (8.2153E0,1.1091E0), (8.2329E0,1.0297E0), (8.2946E0,9.1506E-1), (8.3476E0,8.4449E-1), (8.4005E0,7.5628E-1), (8.4181E0,6.5043E-1), (8.4534E0,5.6221E-1), (8.4887E0,4.7400E-1), (8.5064E0,4.0343E-1), (8.5593E0,3.0640E-1), (8.5769E0,2.0937E-1), (�,�), true]
piirto4: PolyLine[(8.9121E0,5.4457E-1), (8.9827E0,6.1514E-1), (9.0180E0,6.6807E-1), (9.0709E0,6.8571E-1), (9.0886E0,6.3278E-1), (9.1062E0,5.7986E-1), (9.1591E0,5.6221E-1), (9.2297E0,5.9750E-1), (9.2826E0,6.1514E-1), (�,�), (9.5825E0,8.4449E-1), (9.6355E0,8.7978E-1), (9.7413E0,8.7978E-1), (9.8472E0,8.7978E-1), (9.8472E0,8.0921E-1), (9.8472E0,7.2100E-1), (9.8295E0,6.3278E-1), (9.8119E0,5.1811E-1), (9.7766E0,4.0343E-1), (9.7590E0,3.3286E-1), (9.7413E0,2.7994E-1), (�,�), (9.6708E0,6.1514E-1), (9.7413E0,6.1514E-1), (9.8119E0,6.1514E-1), (9.8825E0,6.1514E-1), (�,�), (1.0165E1,9.5035E-1), (1.0094E1,9.0624E-1), (1.0068E1,8.0039E-1), (1.0147E1,7.7392E-1), (1.0235E1,8.1803E-1), (1.0288E1,8.9742E-1), (1.0262E1,9.7681E-1), (1.0147E1,9.8563E-1), (�,�), true]