T403

l1: {1, 2, ℯ, π}
l2: {1 / 16, 5 / 16, 3 / 8, 1 / 4}
a = BarChart(l1, l2, 0.01)
F(x) = (0 * (x < 1)) + (1 / 16 * (1 ≤ x < 2)) + (6 / 16 * (2 ≤ x < ℯ)) + (3 / 4 * (ℯ ≤ x < π)) + (1 * (π ≤ x))
piirto1: PolyLine[(6.3547E-1,1.5814E-1), (6.5200E-1,1.4200E-1), (6.8174E-1,1.2438E-1), (7.1478E-1,1.0824E-1), (7.4122E-1,8.9153E-2), (7.7426E-1,7.7409E-2), (8.0070E-1,7.0070E-2), (8.2714E-1,6.1262E-2), (8.6018E-1,5.2455E-2), (8.8662E-1,4.9519E-2), (9.2627E-1,4.3647E-2), (9.6758E-1,3.9244E-2), (9.4279E-1,6.1996E-2), (9.7253E-1,5.3923E-2), (9.8410E-1,3.7042E-2), (9.5271E-1,2.6032E-2), (�,�), (4.6364E-1,2.3448E-1), (4.7686E-1,2.4328E-1), (5.0329E-1,2.5503E-1), (5.1651E-1,2.6677E-1), (5.2312E-1,2.7558E-1), (5.2312E-1,2.6383E-1), (5.2312E-1,2.4916E-1), (5.1651E-1,2.2860E-1), (5.1651E-1,2.1099E-1), (�,�), (3.8433E-1,1.9925E-1), (4.1738E-1,1.9925E-1), (4.3720E-1,1.9631E-1), (5.8260E-1,1.9631E-1), (6.3547E-1,1.9631E-1), (6.1565E-1,1.9337E-1), (�,�), (4.1077E-1,1.7282E-1), (4.4051E-1,1.8310E-1), (4.3060E-1,1.7429E-1), (4.1077E-1,1.5521E-1), (3.9755E-1,1.4347E-1), (3.9094E-1,1.3172E-1), (3.9094E-1,1.1998E-1), (4.1077E-1,1.3466E-1), (4.1738E-1,1.4347E-1), (�,�), (4.8347E-1,1.8163E-1), (4.7025E-1,1.6842E-1), (4.6364E-1,1.5227E-1), (4.7355E-1,1.3759E-1), (5.1321E-1,1.3025E-1), (5.4625E-1,1.3906E-1), (5.2973E-1,1.4640E-1), (5.0329E-1,1.4640E-1), (�,�), (1.9705E0,3.7833E-1), (1.9408E0,3.7393E-1), (1.9044E0,3.6512E-1), (1.8912E0,3.4897E-1), (1.8912E0,3.3136E-1), (1.8879E0,3.0934E-1), (1.8780E0,2.9319E-1), (1.8780E0,2.6677E-1), (1.8813E0,2.4182E-1), (1.8846E0,2.2567E-1), (1.8689E0,2.0659E-1), (1.8846E0,1.9044E-1), (1.8879E0,1.7429E-1), (1.8912E0,1.5814E-1), (1.8978E0,1.4640E-1), (1.8978E0,1.3466E-1), (1.9143E0,1.1851E-1), (1.9341E0,1.0090E-1), (1.9507E0,8.3281E-2), (1.9771E0,7.3006E-2), (�,�), (1.4682E0,3.5485E-1), (1.4583E0,3.4163E-1), (1.4583E0,3.2695E-1), (1.5013E0,3.2108E-1), (1.5277E0,3.1081E-1), (1.5112E0,2.9613E-1), (1.4748E0,2.9319E-1), (1.4484E0,2.9319E-1), (1.4418E0,3.0200E-1), (�,�), (1.4550E0,3.6365E-1), (1.4814E0,3.6365E-1), (1.5211E0,3.6365E-1), (1.5673E0,3.6365E-1), (�,�), (1.3955E0,2.6383E-1), (1.4219E0,2.6677E-1), (1.5079E0,2.6677E-1), (1.5607E0,2.6677E-1), (�,�), (1.3889E0,2.3741E-1), (1.4186E0,2.4182E-1), (1.4517E0,2.4182E-1), (1.4484E0,2.2567E-1), (1.4418E0,2.1393E-1), (1.4253E0,1.9778E-1), (1.4286E0,1.8457E-1), (1.4418E0,1.9337E-1), (�,�), (1.5277E0,2.4035E-1), (1.5211E0,2.2860E-1), (1.5079E0,2.1393E-1), (1.5013E0,1.9925E-1), (1.5112E0,1.8604E-1), (1.5574E0,1.8604E-1), (1.5706E0,1.9925E-1), (1.5343E0,2.0218E-1), (1.5607E0,1.9925E-1), (1.5872E0,2.0512E-1), (�,�), (2.6975E0,7.5118E-1), (2.6611E0,7.4678E-1), (2.6182E0,7.3063E-1), (2.5917E0,7.1595E-1), (2.5785E0,7.0421E-1), (2.5719E0,6.8953E-1), (2.5686E0,6.7338E-1), (2.5653E0,5.9852E-1), (2.5504E0,5.6696E-1), (2.5091E0,5.6769E-1), (2.5422E0,5.6916E-1), (2.5686E0,5.5301E-1), (2.5785E0,5.3980E-1), (2.5785E0,4.8696E-1), (2.5785E0,4.6347E-1), (2.5851E0,4.5173E-1), (2.5983E0,4.3411E-1), (2.6215E0,4.1503E-1), (2.6512E0,4.0769E-1), (2.6710E0,3.9595E-1), (2.6909E0,3.8127E-1), (�,�), (2.1952E0,7.0714E-1), (2.2315E0,7.0274E-1), (2.2679E0,6.9393E-1), (2.2580E0,6.7485E-1), (2.2646E0,6.5283E-1), (2.2481E0,6.3815E-1), (2.2084E0,6.3668E-1), (2.1754E0,6.3668E-1), (�,�), (2.1291E0,6.0439E-1), (2.1622E0,6.0439E-1), (2.2481E0,6.0439E-1), (2.3208E0,6.0439E-1), (�,�), (2.1886E0,5.4567E-1), (2.2150E0,5.4567E-1), (2.2481E0,5.4861E-1), (2.2844E0,5.5595E-1), (2.3076E0,5.7210E-1), (2.2679E0,5.7797E-1), (2.2101E0,5.7136E-1), (2.2084E0,5.5448E-1), (2.2415E0,5.4421E-1), (2.2778E0,5.3246E-1), (2.3009E0,5.1485E-1), (2.2910E0,4.9870E-1), (2.2547E0,4.9577E-1), (2.2282E0,4.9577E-1), (2.1919E0,5.0164E-1), (2.1655E0,5.1778E-1), (2.1655E0,5.3833E-1), (2.1886E0,5.4861E-1), (�,�), true]
piirto2: PolyLine[(3.1205E0,1.0037E0), (3.0907E0,9.9339E-1), (3.0676E0,9.8018E-1), (3.0577E0,9.6403E-1), (3.0544E0,9.4788E-1), (3.0577E0,9.3174E-1), (3.0610E0,9.0091E-1), (3.0511E0,8.7889E-1), (3.0147E0,8.7742E-1), (3.0511E0,8.7595E-1), (3.0775E0,8.6128E-1), (3.0808E0,8.4219E-1), (3.0676E0,8.3045E-1), (3.0610E0,8.1577E-1), (3.0610E0,8.0403E-1), (3.0676E0,7.8788E-1), (3.0940E0,7.7760E-1), (3.1139E0,7.6586E-1), (3.1337E0,7.5118E-1), (�,�), (2.8495E0,9.5375E-1), (2.8627E0,9.6256E-1), (2.8693E0,9.4495E-1), (2.8825E0,9.3027E-1), (2.8891E0,9.1852E-1), (�,�), (2.8297E0,9.0385E-1), (2.8561E0,9.0385E-1), (2.8891E0,9.0091E-1), (2.9156E0,8.9797E-1), (�,�), (2.8363E0,8.6862E-1), (2.8330E0,8.4953E-1), (2.8528E0,8.3485E-1), (2.8991E0,8.3779E-1), (2.9156E0,8.5100E-1), (2.9288E0,8.3926E-1), (2.9288E0,8.2751E-1), (2.9354E0,8.1871E-1), (�,�), true]