π = 3.141592653589793238462643383279 cool right?data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACjFJREFUeF7t23lwVeUZx/HvuXt2SFgCCcEEQSsgxqQBWQQs1bAoKLIZCaBlRgTqAtNCxSEgFcXq0Ey1igvCCI5La2URGBuI7FJI0CCLBkMwJiQhkBvMcrdzO6TTlqGh5r/zju/DDH/lcN/n+f0+Offe5GIAYeSPJGBRAoYAtCh5ObY1AQEoECxNQABaGr8cLgDFgKUJCEBL45fDBaAYsDQBAWhp/HK4ABQDliYgAC2NXw4XgGLA0gQEoKXxy+ECUAxYmoAAtDR+OVwAigFLExCAlsYvhwtAMWBpAgLQ0vjlcAEoBixNQABaGr8cLgDFgKUJCEBL45fDBaAYsDQBAWhp/HK4ABQDliYgAC2NXw4XgGLA0gQEoKXxy+ECUAxYmoAAtDR+OVwAigFLExCAlsYvhwtAMWBpAgLQ0vjlcAEoBixNQABaGr8cLgDFgKUJCEBL45fDBaAYsDQBAWhp/HK4ABQDliYgAC2NXw4XgGLA0gQEoKXxy+ECUAxYmoAAtDR+OVwAigFLExCA/yd+2/VuzFKfpQX91A8XgNdo2N43gtBXzT/1/i3fTwBeo4KobRk0TizG1sWB7UZP61+jg/2/V3tDhE75ME+2YJ7x0ct2O9PvaOFwGuw8n03CyS2MNL8izQ15xXIXvZZ0AXiNZDzPpdOyqPg/X7UbkNXZztCuDqIc0ByCfdVBvhswi4du7sWxr1fTPSmDt+KLcDgdNBHCMTyGwMYLhOs8BPecw3MpSHOL5TcdpQYQgG3UkRKbxB2jDa77urb1q0V1IQqrQlxydcCVPZfgl58y59lheA6k4Tz4LCv3V+COycN/aRmTnWPobTvFCl8pzhkJBNbV4RiZTkrZF3x7xlSqfBWGEYBttGDYEnEtMgi+m4gjYxzBok9wZNxNeuMGOpllzOg9j9q3oilKXkVhVZBpvl484/8Op2csk4IB3g1sYoyjC9szGwkdbMQ1ZwIzWz5hzVq/Cp0rNYMAbKOO6HuOELp9Mc2/3YlhBlm8wE1ZuUn94Tvpf643T7sG0/Wedfira7j9WDFmGEZcSGUFSZjmeXK4nrrwfgqW2PHlVeHOm8Vi30byVsprwavjFoBtAIyZfYgR3mFEmyYtPijZNpiORgoZxue8HLGa9fF7eS+wimPhSGpzxjH40EE8pWcZWJvKs467eCBQRUejiD+mVGKW+XEvmSkAr3HfFYBtBHPn5kfYee+rxJlpDHDeS1VoN5Ps9dgZTZRrAq/1XMDZiefI2lJPSn2Qi4NuYU8wivknD8DJHrxgyyQ3FOKH8D4++lUAo+s4xha9w183BZR6+lNhGAHYRguep24g5YV+hM06kiihi+HiJtv9OAwPVZ4BnIqdQ2Z1FyKSPRTmhvl8azmzZnUkvuEW/BXnsW3sQ71/EGeal1IwG4zoXxL5+rtcrA+r0LlSMwjANuqIfHIyofVp5DRs4LTZyEh7DsfMb/jeSGRQdD8Ku3zM0Zr9hBtMPIaN59OSOV81BG/fGOqG1eGMgvCaBOZ54xiYnI+tdwa3Vh7k0JGQUuWrMIwAbAvg+9kMn/8I26snsNQ9n8LQIZLt6RS5hzCiz+PEnniHlsCjxMwcyzvlJ5hVe5AVJ6cS01KAt39v7D0HcNvO15gb+Ta7HnueV9+u5MnRtfwhX96EyJuQdnzbRx+dgu3FPB7a/jL5ta8wyTmaOltfPjNOUDnvNBPzR+IdX86Aj4vZ5hjF00nJLKj4mvRgBF9MSCN86TxcX0WXNVUsH5bJwwfWsPSxsLwLbutHXoC8MLkqGM+y8djeaMB521Se+PgYG0Il1NNEvCOO2U/uZ/nKGF6Omsv67sswZ0+kbPEZmqPjyezxa3YkbcVs2Uf4QgOjTk0jgwJeWh7g8ZoSnntR7oByB/yRO6BzWjxGwkhYm0DkzHzG3DeC49lJfOWM5KnQQXzzzrL6JQ9Zzlx6P9CNIxuO4sDF4L7fs6nDWCp8n0Oal1EfDmZ74BWcEZNJ2Bmmz4JX+WyvvAYUgD8C0J3XDXyj4E+9CCZuo2vODNaNz2fh78bjL63gppEfUR2Mp6H5ItE9g9g9/3rA+B05fDpkLEHvRoasS2E3hzEMN5H+YwxalUfhU4/gl1+E/E/68ibkqkjsWVE4xkzGXBXCNqYn5tbj9HzFx5Iph9n9xHTs2+7mvV/0o2lfDrbkbkT2iCO6/E2yjIXsmJJB2nu7qThwhkvhavqaHWkKX+SGRRdIW5tC/vdb2vEKVK9LBOBVfTtGxWIfOhH/sg/AFYkjORujj0Fq4hbu6/wDq+nA/duHEzp9I++HirE7byIQ8RERj75Gan05gTVlNIfrSA61sN//Bo/NcfHzTCcnHu3G732leulqx7YC8KqQWp+CycaXtxZn5EyMEXGYO8uwPx5LlusD0k6H2drswYudCZsH4SfAFqOFfvM/JPD6Dlz+ozQGixn+4H4iIyD/z37yFrs5UtOBzW9Wt6MSvS4RgFffAUfHYR94XyvAyx+xCl23B6O0K6Eee7B170T6gOO4DgW5GLRxekwngitryE3+DdX+pTT5HiQu629ERBiUFIQYnujA6w9zz5xYcr0ufM9U6aWrHdsKwCtCsqdHEipuav30ymWArqjZkBXEv2st7uiFmOOK8ezdRaef2Uj0hsGAI70SyPl2Cal9NtHR2MeOXQFu7mjn7W/8VDaFweHi1kXTKTlcQWD7jnZUotclAvCKvi8//f7741OXAV7+XGDYPIfztkkYX8Tib3oTV2423c7+vfVf5WY5yA7eSMHZkzTWdmd1/BTCDTUE/rEZ59CpYIYIfLaebql2Ko/X6yWrndsKwCvvgEM74xg1DsfwdJqm5uHKuh8yAti7Z9KydDm25kw8c/sRqITxnc/REIK9fadiessJfrkZYiIwYiLBecX/HQGmpZaybmEJ4VpBKD8HbMd3pq1/GkaEG5fxMAFjE85B05kRXc3eSx7KOh3HuGDS+P4WbEmdcdw1EBqbCXywC/O7mjYf/fKbEPkwatvByx2wHSDbe4m9fxqOcUMgECTwl0Kw23HeO4yh7m8oWHG4vQ+j1XUCUKu61VtWAKrXiVYTCUCt6lZvWQGoXidaTSQAtapbvWUFoHqdaDWRANSqbvWWFYDqdaLVRAJQq7rVW1YAqteJVhMJQK3qVm9ZAaheJ1pNJAC1qlu9ZQWgep1oNZEA1Kpu9ZYVgOp1otVEAlCrutVbVgCq14lWEwlArepWb1kBqF4nWk0kALWqW71lBaB6nWg1kQDUqm71lhWA6nWi1UQCUKu61VtWAKrXiVYTCUCt6lZvWQGoXidaTSQAtapbvWUFoHqdaDWRANSqbvWWFYDqdaLVRAJQq7rVW1YAqteJVhMJQK3qVm9ZAaheJ1pNJAC1qlu9ZQWgep1oNZEA1Kpu9ZYVgOp1otVEAlCrutVbVgCq14lWEwlArepWb1kBqF4nWk0kALWqW71lBaB6nWg1kQDUqm71lhWA6nWi1UT/BBBIVS7Ugk+NAAAAAElFTkSuQmCCπ = 3.141592653589793238462643383279 cool right?data:image/png;base64,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