f: y = (3 * x) - 5
piirto1: PolyLine[(3.3548E0,3.9319E0), (3.3900E0,3.9848E0), (3.3900E0,4.0731E0), (3.3812E0,4.1877E0), (3.2930E0,4.2759E0), (3.1783E0,4.3201E0), (3.1078E0,4.3377E0), (2.9666E0,4.3377E0), (2.7990E0,4.3201E0), (2.6579E0,4.2407E0), (2.5432E0,4.1613E0), (2.4462E0,4.0819E0), (2.3580E0,3.9584E0), (2.3491E0,3.8614E0), (2.4109E0,3.7643E0), (2.5167E0,3.6761E0), (2.6226E0,3.6232E0), (2.7020E0,3.5791E0), (2.8343E0,3.5703E0), (3.0372E0,3.5614E0), (3.1783E0,3.5614E0), (3.2665E0,3.5791E0), (3.3548E0,3.5967E0), (3.4518E0,3.6496E0), (3.5224E0,3.7467E0), (3.5312E0,3.9143E0), (3.5312E0,4.0378E0), (3.4783E0,4.1525E0), (3.3812E0,4.2407E0), (3.3018E0,4.2848E0), (3.2136E0,4.3201E0), (3.1431E0,4.3201E0), (3.0725E0,4.3201E0), (�,�), true]
piirto2: PolyLine[(2.9843E0,3.9672E0), (3.0019E0,3.9143E0), (3.0019E0,3.7908E0), (3.0019E0,3.6673E0), (3.0196E0,3.5614E0), (3.0196E0,2.8381E0), (3.0372E0,2.6440E0), (3.0372E0,1.7972E0), (3.0372E0,1.6208E0), (3.0372E0,1.5149E0), (3.0196E0,1.4267E0), (3.0196E0,1.3385E0), (3.0019E0,1.1091E0), (2.9931E0,9.2388E-1), (2.9666E0,8.0921E-1), (2.9666E0,7.2100E-1), (2.9402E0,6.2396E-1), (2.9313E0,5.0929E-1), (2.9313E0,4.3872E-1), (2.9049E0,3.4168E-1), (2.8961E0,1.5644E-1), (2.8961E0,3.2941E-2), (�,�), (3.4959E0,2.5735E0), (3.4959E0,2.4852E0), (3.4430E0,2.3794E0), (3.3724E0,2.2294E0), (3.3371E0,2.1500E0), (3.4077E0,2.1324E0), (3.4959E0,2.1324E0), (3.6370E0,2.1853E0), (3.7429E0,2.2030E0), (3.7958E0,2.2912E0), (3.8487E0,2.3617E0), (3.8840E0,2.4323E0), (3.9017E0,2.5205E0), (3.8840E0,2.4500E0), (3.8487E0,2.3088E0), (3.8311E0,2.1500E0), (3.8135E0,2.0795E0), (3.8135E0,1.9560E0), (3.7958E0,1.8854E0), (3.7958E0,1.4796E0), (3.7958E0,1.3032E0), (�,�), (-5.0230E-2,4.0201E0), (2.0340E-2,4.0201E0), (8.3189E-1,4.0201E0), (1.6611E0,4.0201E0), (2.5079E0,4.0201E0), (2.7549E0,4.0201E0), (2.8784E0,4.0201E0), (�,�), (9.7303E-1,4.8493E0), (1.0436E0,4.8493E0), (1.1318E0,4.8670E0), (1.2906E0,4.8670E0), (1.4626E0,4.8273E0), (1.4141E0,4.7435E0), (1.3435E0,4.7258E0), (1.2553E0,4.6641E0), (1.2553E0,4.5670E0), (1.3347E0,4.4877E0), (1.3876E0,4.3994E0), (1.3082E0,4.3377E0), (1.2024E0,4.3201E0), (1.0965E0,4.3024E0), (9.0246E-1,4.3024E0), (7.6132E-1,4.3024E0), (7.0840E-1,4.3201E0), (�,�), true]
piirto3: PolyLine[(6.0893E0,4.6729E0), (6.0893E0,4.6023E0), (6.0893E0,4.2142E0), (6.1070E0,3.8437E0), (6.2658E0,3.2086E0), (6.3187E0,3.0322E0), (6.3716E0,2.9616E0), (6.3099E0,2.8734E0), (6.1423E0,2.8381E0), (5.7894E0,2.7675E0), (5.5601E0,2.7322E0), (5.3660E0,2.6969E0), (5.1896E0,2.6617E0), (5.0793E0,2.6484E0), (5.2072E0,2.6440E0), (5.3484E0,2.6793E0), (5.9306E0,2.6969E0), (6.6892E0,2.6969E0), (6.9538E0,2.6969E0), (7.1391E0,2.7058E0), (7.2185E0,2.7322E0), (7.1479E0,2.7675E0), (7.0950E0,2.7852E0), (�,�), (5.4013E0,4.6553E0), (5.5248E0,4.6729E0), (6.1423E0,4.7964E0), (6.4422E0,4.8317E0), (6.6363E0,4.8846E0), (6.7421E0,4.9023E0), (6.8656E0,4.9199E0), (6.9715E0,4.9375E0), (7.0950E0,4.9552E0), (�,�), (8.3123E0,3.7202E0), (8.4181E0,3.7202E0), (8.5064E0,3.7202E0), (8.6122E0,3.7731E0), (8.8063E0,3.8790E0), (9.0004E0,3.9761E0), (9.1327E0,4.0731E0), (9.1415E0,4.1789E0), (9.0268E0,4.2230E0), (8.8592E0,4.2318E0), (8.7710E0,4.2318E0), (8.6387E0,4.1966E0), (8.5064E0,4.1260E0), (8.4358E0,4.0907E0), (8.3829E0,4.0025E0), (8.3123E0,3.9496E0), (8.2858E0,3.8525E0), (8.2770E0,3.7555E0), (8.3123E0,3.6143E0), (8.4181E0,3.5085E0), (8.5681E0,3.3850E0), (8.7004E0,3.3321E0), (8.8063E0,3.3144E0), (8.9474E0,3.2791E0), (9.2297E0,3.2791E0), (9.4590E0,3.2791E0), (9.5649E0,3.3144E0), (9.6708E0,3.3585E0), (9.7060E0,3.4732E0), (9.7413E0,3.5438E0), (�,�), (9.9001E0,4.0731E0), (9.9001E0,3.9672E0), (9.9001E0,3.8790E0), (9.8648E0,3.7555E0), (9.8295E0,3.5791E0), (9.8119E0,3.4379E0), (9.8119E0,3.3674E0), (9.8472E0,3.4203E0), (9.8648E0,3.4732E0), (�,�), true]
piirto4: PolyLine[(2.6138E0,2.6087E0), (2.5961E0,2.7058E0), (2.5256E0,2.7499E0), (2.4374E0,2.7499E0), (2.3227E0,2.7411E0), (2.1992E0,2.6969E0), (2.1374E0,2.6264E0), (2.1374E0,2.5558E0), (2.1551E0,2.4588E0), (2.2433E0,2.3617E0), (2.3315E0,2.2912E0), (2.4021E0,2.2735E0), (2.4726E0,2.2382E0), (2.6314E0,2.2382E0), (2.7814E0,2.2471E0), (2.8872E0,2.3176E0), (2.9578E0,2.4235E0), (2.9490E0,2.5470E0), (2.8696E0,2.6440E0), (2.7726E0,2.6969E0), (2.5785E0,2.7499E0), (2.4197E0,2.7499E0), (2.3315E0,2.7322E0), (2.2433E0,2.6881E0), (2.1727E0,2.5911E0), (2.1727E0,2.5205E0), (2.1727E0,2.4500E0), (�,�), true]
g: y = x
h: y = (-x)
A = Intersect(f, g)
B = Intersect(h, f)