I transformed the frequency spectrum of the c chromatic scale into the major and minor scales.
This leads to an effect similar to the sound of zynapitq's pitchmap or zplane's reTune
The code is an example and transforms your audio input into the scale of f minor.
Turn atonal content into harmonic
If you lower the buffer size in the spectral settings you preserve more transients, higher buffer size for a shimmer effect.
Turning smearing up while keeping smearing length very short, will bring up a resonator like effect.
Feel free to try it out
Code: Select all
$eNql2k1v20YQBuC7fwXBXFNrZ3f2YwBJQZrYaIA4FSIjObP2xiZAkwZJp3EO-e0FNUvGaVJAs7nZFB+a77tjWtB6-eLLXVN8jv1Qd+2mhFNVFrG96q7r9mZTPoyffgvli+3J+uKyr9rhU9ffxX6I41i3N0PxbFNCWTw7P7-c11-jpgRTFs-ex6FrHsbD5dSpmk7Y38Wqr9ubV13TVPdDvGa3v49XY181+3S9719evrt4aMZ6V-XV3dvzP3dVG5tNqabX27Hvmib2w1lb-dVMbDr80PexHXd9HOL45vWm3HXN4-1t19ZXxUXddn2xJKmmm-zn-KeHy+Lsuh67PgUDi8+9Dk+PnlXD46YEZei501gWb9-v75t6HOPhVdiUXrv-HtWbUgcsi4s3r9-s+u6mr+5e3VbtTeQEhwDfHX9VjfGm6+uvsT+8+GFeKArGWl1u1y+vxvpz5Lhz+KfH3lV3cVM+WT3OMFW8mtY1jrEf9Hb9sb4eby+263330F-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-SFTj0L1zhKfrpZVbf9khP1m-j59gsB4qzdx9278-2Z5ebcmr+ZD1viZ+1n2PT3cenZ0yfQZ+sX7ZV8-g19sX+ruvG2zYOw2Gf3ZYFb90eNs8-1u119zff7h9V25bb9dMd3R-CTW-Cl-3Z-+8gnfZjxu8v-nKnimVP-vDYWc23vT1Zr37yvwTD9uRfpHHkfg==