Newton Spiral Mask

NewtonSpiralMask {
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}

Hi, I'm addicted with this new combination that i have discovered, here's another one, a different zoom of Newton Mask, i'm thinking to explore this formula and maybe create a new one exploring the Point of Source method in Slope 3D Enhanced III, it's the first time that i use this method in Slope and with Newton formula is perfect. I will explore more 8) ;) Ciao buon week-end Andrea https://fractalcosmo.com/frattali-2023/  NewtonSpiralMask { ::Fg53ugn2tn1SvNuNQ47BI/HE894QSR9qF8QR7eIFdLKw2D9WAjEtNxKRpKJvxO/67wHSiyxe Ty2FFdXoAEAyZIHOzQy57jWba5598yf46rCC6l9lC2qfX8Yft6DNyWe575dfcVwjyi+dMcKC FsTI3urnlBNL5HFtdsI9UzbFFy+O2qfSV0K4BwsV1P9k8HTulgvlgIhrC4qeJvUy7kqtsjiu rvyYBzSnzb6l1K2K6qg6Geus/IjgCqEtbFV1FCW9nEtwwBJ97qLYV7L7lN8OwIV8GYx2aNjQ 1LaZ3gWjQJZk04UMGHGTpRkkobxrJxUSCliiyyohZBV8tKGOOLKNGt2EHc1WIFETXDec21Xt puFWJux2V8DStxjgQvR0mvTk/RW9mNBbklCFvCyc8Oy69bqWFAuR7R2qPUW3IePXVYTpr0mp 5eT8olKKfotuHk09osPf371y/19QGCE9Uj8gokpqh2Pwll177Z41o3dTq1Id982eGEn3C/r7 LEFed3Uy/E+k+EtB091WYz9bU2B193twAgApT4WCMV7AG3cVXVdd/ORRgO2569IXUcYDkLKr 3qHaXOHya4xmE9Kr/LDEJgdujmMnq2O12C8grY6Rm1LcwtdBqo06JeZMb6MAvC03EzIw4JmZ 3kMfyN+muBjZhe98VF6lraogGsnRS9HZ2MLi8nX0oKd2NkJLgzBDJbKTcox0Kyqw0O2rdirN cCRp9noJXoSBr0NTOflK1bhrUZz6hx+70GJMqne/kSliOr3JJwKV0M1xzCxKqn7X5HXV45Rf FxXZ4UkSm7bEwdGiTnHQgkB2fEpe7iQ3o5aPNAIzDXiOEGDAl4xQPHD6eifDS89csXbywIlq OoltCaLX1txcUXJu+K4S7zVlv/BRLcpyruRr4h17zLN3sclOC/l7/Txh+9tynEt3/O1OuKXU c/d3dn+QPclqTXuEbCKw0NjXu0d62XZrcINq0JE7I7qLlFPY1pq70lnsdyrLrb11l/L3tuGo Kehz+l9Hhxt6O1GpCuIHUqhA0uhtapeIiSxnMVHYu8eZTtU1fwo02+IjaaXyVQtCTbtdOwiG ae0OadznGsDv6BJkSY3oru0byIC2vx77l5CQy2WZxBtbKuJ119orrd+gW7OPI32o3BhZjtHt dgbb6CtwGipKqLVOVUUnSMVCtprxNzSpSw11P38QFMRit1GmDORnlt2AOAq7ZrU6cErq7ujR uVPx+RfxoFQWHdkcWitEzjtM87MhaTl0Ga2aNAoq7Equeu98JPvGwH32yL0pQzpwpgQCVTPw yCDMb9McYUcUWE2JHnF7UQJpJIK1JPMLzgzaUlmFjhD5W46zae0EYeU0Zx7Dnw7xIfA/d82C zRhFI/FI/FI/FI/FI//7h8/DNwdQX9+2cx/zA89R7Hx5dY+vAUPyDqPaOOvLV8Gh6njz7A+f rQ9j48uSQfth6RDI9YMhgSROxk4zLPGNB0jjTSSI4oByBowLoIcwYgcALGrNhTVEZYOEUY6o 0oBpRhxZZpe8McKQ/bZYQWYYswwYhhxCDjFGGffwwI1jhRmHDD8CDjvpYYQTvIDjpfWCKFYG EGOwXgk4UEGioRpJeEMoJTEMiCfOtDcMJDll+1ngB+SEMu83swdzth3qPIa+WILMO+qz4A9l x4wsSz5cEtQ5YhyxCljzT5wg/D1J9Kgsr2Q9YoAyPLbzLFubcuib2fQcNcy+ODLf7HZGiI9l t9dCrZhajaKHGXTfyzaDnDZFMDTCwQ/owOtLCPdyjWpD/c2YEJNkOBpMC2MgYFGdiACN9UJR 4JUN0zAbShH/GFl8Ggcm8ynLkYw/eucwPHE67pPTm1XPz8B/9lQ9Qni6t8E6vZeCN5E4s5YZ DgbXAO7lwycgNnHO71il5My5hzetYZOjcW4sXGLbY34swZfessBMnLBn95wyGm7Fgze1YZjI WnDO7VjlNC+QnFqvassx5PLAelYZegX45obLPf+L/5zEzrJHeANe6B001RTvgGt27N0YnFsP jG/F+G634Hkf2bo/u9Dy/25rM+l5Hk79G4wsRdES24bgjPlkCiMZDaIl4R6JEdKJnQa8F5zg e7MZA//M0bCzOPVEtzfGiPQAcGaLooLwnhG/aY58P4AdwxA= }