𝑒 Generator (#75)
Jonathan Frech
By using the formula scale(1.000401)%27%3E%3Cuse%20x=%270%27%20y=%27-13.873568%27%20xlink:href=%27%23g0-1%27/%3E%3Cuse%20x=%275.4812%27%20y=%27-4.18568%27%20xlink:href=%27%23g1-2%27/%3E%3Cuse%20x=%2713.99672%27%20y=%27-4.18568%27%20xlink:href=%27%23g1-1%27/%3E%3C/g%3E%3Cg%20transform=%27translate(0%2014.623)scale(.999987)%27%3E%3Cuse%20x=%2727.397656%27%20y=%27-8.890888%27%20xlink:href=%27%23g2-1%27/%3E%3C/g%3E%3Cpath%20d=%27M26.946%207.45H32.084%27%20stroke=%22%23f9eecb%22%20fill=%27none%27%20stroke-width=%27.478%27%20stroke-miterlimit=%2710%27/%3E%3Cg%20transform=%27translate(0%2014.623)scale(.999987)%27%3E%3Cuse%20x=%2726.945662%27%20y=%27-.061999%27%20xlink:href=%27%23g3-1%27/%3E%3C/g%3E%3Cg%20transform=%27translate(0%2014.623)scale(1.000401)%27%3E%3Cuse%20x=%2733.293362%27%20y=%27-13.873568%27%20xlink:href=%27%23g0-2%27/%3E%3C/g%3E%3Cg%20transform=%27translate(0%2014.623)scale(.999987)%27%3E%3Cuse%20x=%2738.758514%27%20y=%27-11.19086%27%20xlink:href=%27%23g3-1%27/%3E%3C/g%3E%3C/g%3E%3C/svg%3E)
scale(1.000401)%27%3E%3Cuse%20x=%270%27%20y=%27-13.873568%27%20xlink:href=%27%23g0-1%27/%3E%3Cuse%20x=%275.4812%27%20y=%27-4.18568%27%20xlink:href=%27%23g1-2%27/%3E%3Cuse%20x=%2713.99672%27%20y=%27-4.18568%27%20xlink:href=%27%23g1-1%27/%3E%3C/g%3E%3Cg%20transform=%27translate(0%2014.623)scale(.999987)%27%3E%3Cuse%20x=%2727.397656%27%20y=%27-8.890888%27%20xlink:href=%27%23g2-1%27/%3E%3C/g%3E%3Cpath%20d=%27M26.946%207.45H32.084%27%20stroke=%22%23000000%22%20fill=%27none%27%20stroke-width=%27.478%27%20stroke-miterlimit=%2710%27/%3E%3Cg%20transform=%27translate(0%2014.623)scale(.999987)%27%3E%3Cuse%20x=%2726.945662%27%20y=%27-.061999%27%20xlink:href=%27%23g3-1%27/%3E%3C/g%3E%3Cg%20transform=%27translate(0%2014.623)scale(1.000401)%27%3E%3Cuse%20x=%2733.293362%27%20y=%27-13.873568%27%20xlink:href=%27%23g0-2%27/%3E%3C/g%3E%3Cg%20transform=%27translate(0%2014.623)scale(.999987)%27%3E%3Cuse%20x=%2738.758514%27%20y=%27-11.19086%27%20xlink:href=%27%23g3-1%27/%3E%3C/g%3E%3C/g%3E%3C/svg%3E)
for a big number 𝑛, you can approximate the mathematical constant 𝑒.
Source code: e-generator.py
By using the formula for a big number 𝑛, you can approximate the mathematical constant 𝑒.
Source code: e-generator.py