078a1470-4539-4e4f-ba7c-b1006e1f8eb3 34 6 5 decimal

&[DATE] &[TIME] - &[FILENAME]

M Low High Scale High Low - (M M Min - M Max M Min - 106 -^+ / (* Low + :

Mesh U, V  within the bounds L, H L H N xd U 0 : dx H L - N / : i 1 N 1 + range U i el L dx i * dx - (+ : for U 41 line :

t0 1 time :

Generate the symmetric square [U,V] matrix x y f U V Sym r 1 : i 1 U rows range c 1 : j 1 V rows range M r c el U i el V j el f eval : c c 1 + : 21 line for r r 1 + : 31 line for M 31 line :

a 816 π * sqrt * :

x y Φ 1 - 3 / x 2^y 2^+ sqrt * exp 2 y 2^* - x 2^+ a / * - :

L 15 - : H 15 : N 50 : 13 mat U L H N xd : V U : 12 mat 21 mat

M x y Φ U V Sym :

M M 0255 Scale :

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 M

x c x 32 ≥ (x 100 ≤ (* :

N M c M * vectorize - :

1 time t0 - 19 s *

R 1 N * 0 N * 0 N * 31 mat transpose :

G 0 N * 1 N * 0 N * 31 mat transpose :

B 0 N * 0 N * 1 N * 31 mat transpose :

iVBORw0KGgoAAAANSUhEUgAAADMAAAAzCAIAAAC1w6d9AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAASeSURBVFhHzdnpUiNHEARgvf874AvbyOa+7xsMBgzmMFfAwqP428mWYhRgdmON0OQPxUx1VXZ2VU33SGq1O/itwu8VRkdHx8bGxsfHJycnp6amZmZm5ubmFhYWlpaWVlZW1tbWNjY2tra2dnZ2dnd39/b29vf3/+jANQu7UT48+YsSiwEPNpyY8ZvFXJk0Aoqadrs1UqHc1fQJEDkxMVFXtry8vLq6ur6+HlkUkHJwcHB4ePhnB65Z2I1GHH9RYuvKMOOPrExaFLTbkdT6tUJuIGMRZ0HiLS7KFhcXsUvA5uZmZFFAyvHx8cnJyV8duGZhNxpx/EWJxRBlODHjj6xMWhSMjERS65caYjIWcUkblunp6ShTlCRMsSKLjtPT078rnJ+f54KFPeJ4Jm1iowxbSok/srpqio4KrZ97ESunujjJn52dVQvs+mZ7e1szRdbZ2dnFxcXV1dU/HbhmYY84nvxFicWAB1tdVldQUdBBa3h4+Kca3IIBAZYiWM5T0K4yBZIMJTP95eXl9fX17e3t3d3d/f29T9cs7Eb58OTfVZZS4sScVJkrkxYFFdy2fqzwQw1uM2YdgrWCJSrB/Py8XjGHAmlzLSU3RFDz8PDwqQPXLOxG+fDkL0osBjzYcGLGH0EvBUDr+wrf9YKFhxgLijgNqxCe/ChTJilROyIeHx9bvWBhN8qHZ5SJxYAnsjDjN8urs0NraGio8PWCnRPtESf/lqscetlMR0dH+v3m5ualrIDdKB+e/EWJxYAnsjDjf2P2cvUGyJdzraoKniw7k76JMol5enoqfr1gNxpl/EWJxYAH2+eUvAssDp2e9Vh58u0CamRWLV88XoNRPjz5ixKLAQ+24vEukF6kHnW9Ytu0xX+lMp78RYnF8FVl+gboDxXRy1rHdvpFZXx48hcltgz0CXYgjayjNZAeL9bXYJQPT/6iirWv0C4eNJu77bSYXoNRPjz5F1O/oYVVRzJspG/sGkb58Hznln8bdiPnjFcJe30x9YLdKJ/Pu/kHw9niwJGY5+fnYuqAhd0on2L6YDhnvEe8TBsLu9FyPxB47uyl9W5zzcJe7gcF54yqeVtMTX26Znm38+f/wAnt/PHO46D06ZqljA0cXgbt9d4Tfbou1ibAaehVwvnos18n4zdDBXV9g+rYhR3VW+EA9tUvoqE5a26fNfTZVMEm7mfNPQMaem429F2joe9nDX2nbe73gIZ+d2ro980mfkd3Gjbxdw0tjFS7NOu3IOcMugH8fvZf6WW3OLuR/nBCD+A3R/KBUx0sg/+dlnbg0YVbMXLubIksVbDcj/5tO2NduAULsgMJ1rPy72XQOaMcH/p/gIE6rAMEaFXBHnVL9FgpRFeZ9wibuzL19z+UWANOYCl1WZaoBJ4sTz52vWwXUCDJiDjbqbdF0O+5YIksPjz5ixKLAQ82nHVxSR4UHRUa/F9dbjIG/CIrCRMv+VGmFtjtTElbxNniKdDmpASuWdgjKwkTJRZDlOHEnLRFHBQF3f83y11NU2RZUEpZV+bJVxQJ0DcRp1gUaCZSAtcs7JHFk78osXVlKahZIg4ioKhpt/8FPNnXOD+pQUQAAAAASUVORK5CYII= N

v M 25 row transpose :

v x el

Yw 1 N * 1 N * 0 N * 31 mat transpose :

Cy 0 N * 1 N * 1 N * 31 mat transpose :

Ma 1 N * 0 N * 1 N * 31 mat transpose :

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 Cy

x y φ 1 - 3 / x 2^y 2^+ sqrt * exp 2 y 2^* - x 2^+ a / * - 0.0025 - :

x y Φ 1 - 3 / x 2^y 2^+ sqrt * exp 2 y 2^* - x 2^+ a / * - 0.005 + :

x y XY x y / - :

Φ φ XY 3 1 sys

solving 6 values u 5 :

x pairwise user x y φ y solve : x user 12 mat 21 line :

pair wise u pairwise 5 19.58772 - 4.029687 - 4.029687 19.58772 41 mat 12 mat

x pairwise user x y Φ y solve : x user 12 mat 21 line :

pair wise u pairwise 5 2.597823 - 2.597823 21 mat 12 mat