From 72daef2823e18695fa0a7af92ad915d59e799673 Mon Sep 17 00:00:00 2001 From: Corran Webster Date: Sat, 15 Feb 2020 11:22:13 +0000 Subject: [PATCH 1/7] Add _repr_*_ methods to SVG, Agg and Celiagg backends for IPython. --- kiva/agg/src/graphics_context.i | 57 +++++++++++++++++++++++++++++ kiva/celiagg.py | 65 ++++++++++++++++++++++++++------- kiva/svg.py | 14 +++++++ 3 files changed, 122 insertions(+), 14 deletions(-) diff --git a/kiva/agg/src/graphics_context.i b/kiva/agg/src/graphics_context.i index 63b79a8e5..14dd73aca 100644 --- a/kiva/agg/src/graphics_context.i +++ b/kiva/agg/src/graphics_context.i @@ -803,6 +803,40 @@ namespace kiva { def get_empty_path(self): return CompiledPath() + def to_image(self): + """ Return the contents of the GraphicsContext as a PIL Image. + + Images are in RGB or RGBA format; if this GC is not in one of + these formats, it is automatically converted. + + Returns + ------- + img : Image + The contents of the context as a PIL/Pillow Image. + """ + size = (self.width(), self.height()) + fmt = self.format() + + # determine the output pixel format and PIL format + if fmt.endswith("32"): + pilformat = "RGBA" + pixelformat = "rgba32" + elif fmt.endswith("24"): + pilformat = "RGB" + pixelformat = "rgb24" + + # perform a conversion if necessary + if fmt != pixelformat: + newimg = GraphicsContextArray(size, fmt) + newimg.draw_image(self) + newimg.convert_pixel_format(pixelformat, 1) + bmp = newimg.bmp_array + else: + bmp = self.bmp_array + + from kiva import compat + return compat.pilfromstring(pilformat, size, bmp.tostring()) + def save(self, filename, file_format=None, pil_options=None): """ Save the GraphicsContext to a file. Output files are always saved in RGB or RGBA format; if this GC is not in one of @@ -864,6 +898,29 @@ namespace kiva { def __exit__(self, type, value, traceback): self.restore_state() + #---------------------------------------------------------------- + # IPython/Jupyter support + #---------------------------------------------------------------- + + def _repr_png_(self): + """ Return a the current contents of the context as PNG image. + + This provides Jupyter and IPython compatibility, so that the graphics + context can be displayed in the Jupyter Notebook or the IPython Qt + console. + + Returns + ------- + data : bytes + The contents of the context as PNG-format bytes. + """ + from io import BytesIO + + img = self.to_image() + data = BytesIO() + img.save(data, format='png') + return data.getvalue() + %} //--------------------------------------------------------------------- diff --git a/kiva/celiagg.py b/kiva/celiagg.py index 2359b479e..7d6419f26 100644 --- a/kiva/celiagg.py +++ b/kiva/celiagg.py @@ -11,6 +11,7 @@ from __future__ import absolute_import, print_function, division from collections import namedtuple +from io import BytesIO from math import fabs import os import warnings @@ -760,23 +761,10 @@ def draw_path_at_points(self, points, path, mode=constants.FILL_STROKE): def save(self, filename, file_format=None): """ Save the contents of the context to a file """ - try: - from kiva.compat import pilfromstring - except ImportError: - raise ImportError("need PIL (or Pillow) to save images") - if file_format is None: file_format = '' - # Data is BGRA; Convert to RGBA - pixels = self.gc.array - data = np.empty(pixels.shape, dtype=np.uint8) - data[..., 0] = pixels[..., 2] - data[..., 1] = pixels[..., 1] - data[..., 2] = pixels[..., 0] - data[..., 3] = pixels[..., 3] - size = (int(self._width), int(self._height)) - img = pilfromstring('RGBA', size, data) + img = self.to_image() # Check the output format to see if it can handle an alpha channel. no_alpha_formats = ('jpg', 'bmp', 'eps', 'jpeg') @@ -787,6 +775,55 @@ def save(self, filename, file_format=None): img.save(filename, format=file_format) + def to_image(self): + """ Return the contents of the context as a PIL Image. + + If the graphics context is in BGRA format, it will convert it to + RGBA for the image. + + Returns + ------- + img : Image + A PIL/Pillow Image object with the data in RGBA or RGB format. + """ + try: + from kiva.compat import pilfromstring + except ImportError: + raise ImportError("need PIL (or Pillow) to save images") + + pixels = self.gc.array + if self.pix_format == 'bgra32': + data = np.empty(pixels.shape, dtype=np.uint8) + data[..., 0] = pixels[..., 2] + data[..., 1] = pixels[..., 1] + data[..., 2] = pixels[..., 0] + data[..., 3] = pixels[..., 3] + else: + data = pixels + size = (int(self._width), int(self._height)) + + if data.shape[-1] == 3: + return pilfromstring('RGB', size, data) + else: + return pilfromstring('RGBA', size, data) + + def _repr_png_(self): + """ Return a the current contents of the context as PNG image. + + This provides Jupyter and IPython compatibility, so that the graphics + context can be displayed in the Jupyter Notebook or the IPython Qt + console. + + Returns + ------- + data : bytes + The contents of the context as PNG-format bytes. + """ + img = self.to_image() + data = BytesIO() + img.save(data, format='png') + return data.getvalue() + class CompiledPath(object): def __init__(self): diff --git a/kiva/svg.py b/kiva/svg.py index 484c70781..3943d7be0 100644 --- a/kiva/svg.py +++ b/kiva/svg.py @@ -436,6 +436,20 @@ def device_update_line_state(self): def device_update_fill_state(self): pass + def _repr_svg_(self): + """ Return a the current contents of the context as SVG text. + + This provides Jupyter and IPython compatibility, so that the graphics + context can be displayed in the Jupyter Notebook or the IPython Qt + console. + + Returns + ------- + svg : str + The contents of the context as an SVG string. + """ + return self.render('svg') + def font_metrics_provider(): return GraphicsContext((1,1)) From d5cdd466d8b6f78896b38d7c917e702218d5975f Mon Sep 17 00:00:00 2001 From: Corran Webster Date: Sat, 15 Feb 2020 12:53:25 +0000 Subject: [PATCH 2/7] Add an IPython notebook for interactive exploration with Kiva. --- examples/Kiva Explorer.ipynb | 96 ++++++++++++++++++++++++++++++++++++ 1 file changed, 96 insertions(+) create mode 100644 examples/Kiva Explorer.ipynb diff --git a/examples/Kiva Explorer.ipynb b/examples/Kiva Explorer.ipynb new file mode 100644 index 000000000..1b21a6efb --- /dev/null +++ b/examples/Kiva Explorer.ipynb @@ -0,0 +1,96 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Kiva API Explorer\n", + "\n", + "This notebook allows you to experiment with the K" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "from math import pi\n", + "from kiva import constants\n", + "from kiva.fonttools import Font\n", + "from kiva.image import GraphicsContext" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + " > >" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gc = GraphicsContext((500, 500), pix_format='rgba32')\n", + "\n", + "with gc:\n", + " gc.set_fill_color((1.0, 1.0, 0.0, 1.0))\n", + " gc.arc(200, 200, 100, 0, 2*pi)\n", + " gc.fill_path()\n", + "\n", + " with gc:\n", + " gc.set_font(Font('Times New Roman', size=24))\n", + " gc.translate_ctm(200, 200)\n", + " for i in range(0, 12):\n", + " gc.set_fill_color((i/12.0, 0.0, 1.0-(i/12.0), 0.75))\n", + " gc.rotate_ctm(2*pi/12.0)\n", + " gc.show_text_at_point(\"Hello World\", 20, 0)\n", + "\n", + " gc.set_stroke_color((0.0, 0.0, 1.0, 1.0))\n", + " gc.set_line_width(7)\n", + " gc.set_line_join(constants.JOIN_ROUND)\n", + " gc.set_line_cap(constants.CAP_ROUND)\n", + " gc.rect(100, 400, 50, 50)\n", + " gc.stroke_path()\n", + "\n", + "gc" + ] + }, + { + "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": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 35c9bdd03c34b6c0363f4ad25d425aefd23b8961 Mon Sep 17 00:00:00 2001 From: John Wiggins Date: Mon, 22 Feb 2021 13:38:43 +0100 Subject: [PATCH 3/7] PR feedback --- enable/examples/demo/Kiva Explorer.ipynb | 18 +++--------------- kiva/agg/src/graphics_context.i | 4 ++-- kiva/celiagg.py | 1 + 3 files changed, 6 insertions(+), 17 deletions(-) diff --git a/enable/examples/demo/Kiva Explorer.ipynb b/enable/examples/demo/Kiva Explorer.ipynb index 1b21a6efb..6968d3bd3 100644 --- a/enable/examples/demo/Kiva Explorer.ipynb +++ b/enable/examples/demo/Kiva Explorer.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -23,21 +23,9 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - " > >" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "gc = GraphicsContext((500, 500), pix_format='rgba32')\n", "\n", diff --git a/kiva/agg/src/graphics_context.i b/kiva/agg/src/graphics_context.i index 2aa431ee7..3398b8f07 100644 --- a/kiva/agg/src/graphics_context.i +++ b/kiva/agg/src/graphics_context.i @@ -847,8 +847,8 @@ namespace kiva { else: bmp = self.bmp_array - from kiva import compat - return compat.pilfromstring(pilformat, size, bmp.tostring()) + from PIL import Image + return Image(bmp, pilformat) def save(self, filename, file_format=None, pil_options=None): """ Save the GraphicsContext to a file. Output files are always diff --git a/kiva/celiagg.py b/kiva/celiagg.py index 5385698b7..9dcef05ab 100644 --- a/kiva/celiagg.py +++ b/kiva/celiagg.py @@ -850,6 +850,7 @@ def to_image(self): pixels = self.gc.array if self.pix_format.startswith('bgra'): + # Data is BGRA; Convert to RGBA data = np.empty(pixels.shape, dtype=np.uint8) data[..., 0] = pixels[..., 2] data[..., 1] = pixels[..., 1] From 5d747ed3e6ec8c3ebefe3655d874d6718d66ad10 Mon Sep 17 00:00:00 2001 From: Corran Webster Date: Wed, 10 Mar 2021 22:49:55 +0000 Subject: [PATCH 4/7] Put notebook in correct examples directory. --- {enable/examples/demo => kiva/examples/kiva}/Kiva Explorer.ipynb | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename {enable/examples/demo => kiva/examples/kiva}/Kiva Explorer.ipynb (100%) diff --git a/enable/examples/demo/Kiva Explorer.ipynb b/kiva/examples/kiva/Kiva Explorer.ipynb similarity index 100% rename from enable/examples/demo/Kiva Explorer.ipynb rename to kiva/examples/kiva/Kiva Explorer.ipynb From d4a73a1a1447960a6453f598af6497696cb76972 Mon Sep 17 00:00:00 2001 From: Corran Webster Date: Wed, 10 Mar 2021 22:55:00 +0000 Subject: [PATCH 5/7] Use celiagg in the example notebook. --- kiva/examples/kiva/Kiva Explorer.ipynb | 25 +++++++++++++++++++------ 1 file changed, 19 insertions(+), 6 deletions(-) diff --git a/kiva/examples/kiva/Kiva Explorer.ipynb b/kiva/examples/kiva/Kiva Explorer.ipynb index 6968d3bd3..4c1434af3 100644 --- a/kiva/examples/kiva/Kiva Explorer.ipynb +++ b/kiva/examples/kiva/Kiva Explorer.ipynb @@ -11,22 +11,35 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from math import pi\n", "from kiva import constants\n", - "from kiva.fonttools import Font\n", - "from kiva.image import GraphicsContext" + "from kiva.fonttools import Font" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ + "from kiva.celiagg import GraphicsContext\n", + "\n", "gc = GraphicsContext((500, 500), pix_format='rgba32')\n", "\n", "with gc:\n", @@ -76,7 +89,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.5" + "version": "3.6.12" } }, "nbformat": 4, From 92b8c85070f7cc09d07e914efb8167b1ed46e42d Mon Sep 17 00:00:00 2001 From: Corran Webster Date: Wed, 10 Mar 2021 23:32:51 +0000 Subject: [PATCH 6/7] Add tests (and some fixes from test runs). --- kiva/agg/src/graphics_context.i | 4 ++-- kiva/tests/test_agg_drawing.py | 10 ++++++++++ kiva/tests/test_celiagg_drawing.py | 10 ++++++++++ kiva/tests/test_svg_drawing.py | 13 +++++++++++++ 4 files changed, 35 insertions(+), 2 deletions(-) diff --git a/kiva/agg/src/graphics_context.i b/kiva/agg/src/graphics_context.i index e460f1971..7c89aaac5 100644 --- a/kiva/agg/src/graphics_context.i +++ b/kiva/agg/src/graphics_context.i @@ -844,6 +844,7 @@ namespace kiva { img : Image The contents of the context as a PIL/Pillow Image. """ + from PIL import Image size = (self.width(), self.height()) fmt = self.format() @@ -864,8 +865,7 @@ namespace kiva { else: bmp = self.bmp_array - from PIL import Image - return Image(bmp, pilformat) + return Image.fromarray(bmp, pilformat) def save(self, filename, file_format=None, pil_options=None): """ Save the GraphicsContext to a file. Output files are always diff --git a/kiva/tests/test_agg_drawing.py b/kiva/tests/test_agg_drawing.py index e052431c0..067f551c7 100644 --- a/kiva/tests/test_agg_drawing.py +++ b/kiva/tests/test_agg_drawing.py @@ -36,3 +36,13 @@ def test_unicode_gradient_args(self): 0, 0, w, 0, grad_stops, "pad", b"userSpaceOnUse" ) self.gc.fill_path() + + def test_ipython_repr_png(self): + self.gc.begin_path() + self.gc.rect(75, 75, 25, 25) + self.gc.fill_path() + stream = self.gc._repr_png_() + filename = "{0}.png".format(self.filename) + with open(filename, 'wb') as fp: + fp.write(stream) + self.assertImageSavedWithContent(filename) diff --git a/kiva/tests/test_celiagg_drawing.py b/kiva/tests/test_celiagg_drawing.py index 78ae464ab..559566107 100644 --- a/kiva/tests/test_celiagg_drawing.py +++ b/kiva/tests/test_celiagg_drawing.py @@ -27,3 +27,13 @@ def test_clip_rect_transform(self): self.gc.begin_path() self.gc.rect(75, 75, 25, 25) self.gc.fill_path() + + def test_ipython_repr_png(self): + self.gc.begin_path() + self.gc.rect(75, 75, 25, 25) + self.gc.fill_path() + stream = self.gc._repr_png_() + filename = "{0}.png".format(self.filename) + with open(filename, 'wb') as fp: + fp.write(stream) + self.assertImageSavedWithContent(filename) diff --git a/kiva/tests/test_svg_drawing.py b/kiva/tests/test_svg_drawing.py index 71b0c0dbf..3a5806a45 100644 --- a/kiva/tests/test_svg_drawing.py +++ b/kiva/tests/test_svg_drawing.py @@ -28,3 +28,16 @@ def draw_and_check(self): elements = [element for element in tree.iter()] if not len(elements) in [4, 7]: self.fail("The expected number of elements was not found") + + def test_ipython_repr_svg(self): + self.gc.begin_path() + self.gc.rect(75, 75, 25, 25) + self.gc.fill_path() + stream = self.gc._repr_svg_() + filename = "{0}.svg".format(self.filename) + with open(filename, 'w', encoding='utf8') as fp: + fp.write(stream) + tree = ElementTree.parse(filename) + elements = [element for element in tree.iter()] + if not len(elements) in [4, 7]: + self.fail("The expected number of elements was not found") From 469f8e2b45be5b28f93180a6642a11ea360f80ae Mon Sep 17 00:00:00 2001 From: John Wiggins Date: Mon, 15 Mar 2021 15:18:47 +0100 Subject: [PATCH 7/7] Remove IPython noise --- kiva/examples/kiva/Kiva Explorer.ipynb | 18 +++--------------- 1 file changed, 3 insertions(+), 15 deletions(-) diff --git a/kiva/examples/kiva/Kiva Explorer.ipynb b/kiva/examples/kiva/Kiva Explorer.ipynb index 4c1434af3..38bc5b3db 100644 --- a/kiva/examples/kiva/Kiva Explorer.ipynb +++ b/kiva/examples/kiva/Kiva Explorer.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -22,21 +22,9 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "from kiva.celiagg import GraphicsContext\n", "\n",