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@EllieTheYeen
Created November 1, 2020 21:30
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Raw
{
"cells": [
{
"cell_type": "code",
"execution_count": 47,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=800x800 at 0x24BAA8E03D0>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import sys\n",
"sys.path.append(r'C:\\Users\\Goat\\projects\\patternbot\\bot')\n",
"from generators import ncolgrad\n",
"\n",
"#from matplotlib.pyplot import imshow\n",
"#import numpy as np\n",
"d=dict(nc=3, c1=(0, 255, 255), c2=(255, 255, 255), c3=(255, 0, 255))\n",
"i=ncolgrad.getImage(d)\n",
"display(i)"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"c1=00ffff,c2=ffffff,c3=ff00ff,t=g,cr=0,xc=287,yc=53,nc=3,z=105\n"
]
}
],
"source": [
"import argparser\n",
"a = argparser.argstring(ncolgrad.args, d)\n",
"print(a)"
]
},
{
"cell_type": "code",
"execution_count": 49,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'nc': 3,\n",
" 'c1': (0, 255, 255),\n",
" 'c2': (255, 255, 255),\n",
" 'c3': (255, 0, 255),\n",
" 't': 'g',\n",
" 'yc': 53,\n",
" 'xc': 287,\n",
" 'z': 105,\n",
" 'cr': 0}"
]
},
"execution_count": 49,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"d"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.3"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
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