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@ebraminio
Last active June 23, 2018 09:12
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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iLCqRV3q5CJ9kYi7PtPAoMebVzjNl0Wuj0Sgex1kR8S7BP2vPsjhpDwoxO8jJ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\ngg==\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x10ea2f7d0>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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jkyU8Hp8H8DgAF9D3/b7NzJ4yYn0DoOl9xcwQuyOGWZHjEGdCMOhHAa7Vain3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\nIYTIEYmwEELkyP8HffrhYf00UlgAAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x110e09dd0>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"\n",
"import matplotlib.pyplot as plt\n",
"from scipy.misc import imread\n",
"\n",
"import cairo\n",
"\n",
"import pygtk\n",
"pygtk.require('2.0')\n",
"import pango\n",
"import pangocairo\n",
"\n",
"for i in range(1, 32):\n",
" # https://www.cairographics.org/cookbook/pycairo_pango/\n",
" surf = cairo.ImageSurface(cairo.FORMAT_ARGB32, 64, 64)\n",
" context = cairo.Context(surf)\n",
" \n",
" context.rectangle(0, 0, 64, 64)\n",
" context.set_source_rgba(255, 255, 255, 0)\n",
" context.fill()\n",
"\n",
" pangocairo_context = pangocairo.CairoContext(context)\n",
" pangocairo_context.set_antialias(cairo.ANTIALIAS_SUBPIXEL)\n",
"\n",
" layout = pangocairo_context.create_layout()\n",
" font = pango.FontDescription('32')\n",
" font.set_family('Noto Sans')\n",
"\n",
" layout.set_font_description(font)\n",
"\n",
" layout.set_text(str(i))\n",
"\n",
" w, h = layout.get_size()\n",
" w /= pango.SCALE\n",
" h /= pango.SCALE\n",
" context.translate((64 - w) / 2, (64 - h) / 2 - 2)\n",
"\n",
" context.set_source_rgb(255, 255, 255)\n",
" pangocairo_context.update_layout(layout)\n",
" pangocairo_context.show_layout(layout)\n",
"\n",
" surf.write_to_png('day%d_ar.png' % (i))\n",
" \n",
" if i % 16 == 0:\n",
" plt.figure()\n",
" plt.imshow(imread('day%d_ar.png' % (i)))"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 2",
"language": "python",
"name": "python2"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 2
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython2",
"version": "2.7.13"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
from scipy.misc import imread
import cairo
import pygtk
pygtk.require('2.0')
import pango
import pangocairo
arabic_indic_trans = dict(
zip((ord(s) for s in u'0123456789'),
u'\u0660\u0661\u0662\u0663\u0664\u0665\u0666\u0667\u0668\u0669')
)
for i in range(1, 32):
# https://www.cairographics.org/cookbook/pycairo_pango/
surf = cairo.ImageSurface(cairo.FORMAT_ARGB32, 64, 64)
context = cairo.Context(surf)
context.rectangle(0, 0, 64, 64)
context.set_source_rgba(255, 255, 255, 0)
context.fill()
pangocairo_context = pangocairo.CairoContext(context)
pangocairo_context.set_antialias(cairo.ANTIALIAS_SUBPIXEL)
layout = pangocairo_context.create_layout()
font = pango.FontDescription('68')
font.set_family('Noto Naskh Arabic')
layout.set_font_description(font)
layout.set_text(unicode(i).translate(arabic_indic_trans))
w, h = layout.get_size()
w /= pango.SCALE
h /= pango.SCALE
context.translate((64 - w) / 2, (76 - h) / 2 - 2)
context.set_source_rgb(255, 255, 255)
pangocairo_context.update_layout(layout)
pangocairo_context.show_layout(layout)
surf.write_to_png('day%d_.png' % (i))
#if i % 16 == 0:
# plt.figure()
# plt.imshow(imread('day%d_ar.png' % (i)))
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