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Blueprint CSS Grid Definition for Evolus Pencil. Zip this file and import as a public stencil collection.

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Definition.xml
XML
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<Shapes xmlns="http://www.evolus.vn/Namespace/Pencil"
xmlns:p="http://www.evolus.vn/Namespace/Pencil"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
id="Blueprint_CSS.Icons"
displayName="Blueprint CSS"
description="Blueprint CSS Grid"
author="Alice Kaerast"
url="http://blueprintcss.org/">
 
<Shape id="img_0" displayName="plain" icon="data:image/png;base64,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]]></Property>
<Property name="withBlur" type="Bool" displayName="With Shadow">false</Property>
</PropertyGroup>
<PropertyGroup name="Background">
<Property name="fillColor" displayName="Background Color" type="Color">#ffffff00</Property>
<Property name="strokeColor" displayName="Border Color" type="Color">#000000ff</Property>
<Property name="strokeStyle" displayName="Border Style" type="StrokeStyle">0|</Property>
</PropertyGroup>
</Properties>
<Behaviors>
<For ref="imageContainer">
<Scale>
<Arg>$box.w / $imageData.w</Arg>
<Arg>$box.h / $imageData.h</Arg>
</Scale>
</For>
<For ref="bgRect">
<Box>$box.narrowed(0 - $strokeStyle.w)</Box>
<StrokeColor>$strokeColor</StrokeColor>
<StrokeStyle>$strokeStyle</StrokeStyle>
<Fill>$fillColor</Fill>
<Transform>"translate(" + [0 - $strokeStyle.w / 2, 0 - $strokeStyle.w / 2] + ")"</Transform>
</For>
<For ref="image">
<Image>$imageData</Image>
</For>
<For ref="bgCopy">
<ApplyFilter>$withBlur</ApplyFilter>
<Visibility>$withBlur</Visibility>
</For>
</Behaviors>
<Actions>
<Action id="toOriginalSize" displayName="To Original Size">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
this.setProperty("box", new Dimension(data.w, data.h));
]]>
</Impl>
</Action>
<Action id="fixRatioW" displayName="Correct Ratio by Width">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
var box = this.getProperty("box");
var h = Math.round(box.w * data.h / data.w);
this.setProperty("box", new Dimension(box.w, h));
]]>
</Impl>
</Action>
<Action id="fixRatioH" displayName="Correct Ratio by Height">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
var box = this.getProperty("box");
var w = Math.round(box.h * data.w / data.h);
this.setProperty("box", new Dimension(w, box.h));
]]>
</Impl>
</Action>
<Action id="selectExternalFile" displayName="Load Linked Image...">
<Impl>
<![CDATA[
var thiz = this;
ImageData.prompt(function(data) {
if (!data) return;
thiz.setProperty("imageData", data);
thiz.setProperty("box", new Dimension(data.w, data.h));
if (data.data.match(/\.png$/)) {
thiz.setProperty("fillColor", Color.fromString("#ffffff00"));
}
});
]]>
</Impl>
</Action>
<Action id="selectExternalFileEmbedded" displayName="Load Embedded Image...">
<Impl>
<![CDATA[
var thiz = this;
ImageData.prompt(function(data) {
if (!data) return;
thiz.setProperty("imageData", data);
thiz.setProperty("box", new Dimension(data.w, data.h));
if (data.data.match(/\.png$/)) {
thiz.setProperty("fillColor", Color.fromString("#ffffff00"));
}
}, "embedded");
]]>
</Impl>
</Action>
</Actions>
<p:Content xmlns:p="http://www.evolus.vn/Namespace/Pencil" xmlns="http://www.w3.org/2000/svg">
<defs>
<filter id="imageShading" height="1.2558399" y="-0.12792" width="1.06396" x="-0.03198">
<feGaussianBlur stdDeviation="1.3325" in="SourceAlpha"/>
</filter>
<g id="container">
<rect id="bgRect" style="fill: none; stroke: none;"/>
<g id="imageContainer">
<image id="image" x="0" y="0" rx="950" ry="1008"/>
</g>
</g>
</defs>
<use xlink:href="#container" id="bgCopy" transform="translate(1, 1)" p:filter="url(#imageShading)" style=" opacity:0.6;"/>
<use xlink:href="#container"/>
</p:Content>
</Shape><Shape id="img_1" displayName="quarters" 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]]></Property>
<Property name="withBlur" type="Bool" displayName="With Shadow">false</Property>
</PropertyGroup>
<PropertyGroup name="Background">
<Property name="fillColor" displayName="Background Color" type="Color">#ffffff00</Property>
<Property name="strokeColor" displayName="Border Color" type="Color">#000000ff</Property>
<Property name="strokeStyle" displayName="Border Style" type="StrokeStyle">0|</Property>
</PropertyGroup>
</Properties>
<Behaviors>
<For ref="imageContainer">
<Scale>
<Arg>$box.w / $imageData.w</Arg>
<Arg>$box.h / $imageData.h</Arg>
</Scale>
</For>
<For ref="bgRect">
<Box>$box.narrowed(0 - $strokeStyle.w)</Box>
<StrokeColor>$strokeColor</StrokeColor>
<StrokeStyle>$strokeStyle</StrokeStyle>
<Fill>$fillColor</Fill>
<Transform>"translate(" + [0 - $strokeStyle.w / 2, 0 - $strokeStyle.w / 2] + ")"</Transform>
</For>
<For ref="image">
<Image>$imageData</Image>
</For>
<For ref="bgCopy">
<ApplyFilter>$withBlur</ApplyFilter>
<Visibility>$withBlur</Visibility>
</For>
</Behaviors>
<Actions>
<Action id="toOriginalSize" displayName="To Original Size">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
this.setProperty("box", new Dimension(data.w, data.h));
]]>
</Impl>
</Action>
<Action id="fixRatioW" displayName="Correct Ratio by Width">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
var box = this.getProperty("box");
var h = Math.round(box.w * data.h / data.w);
this.setProperty("box", new Dimension(box.w, h));
]]>
</Impl>
</Action>
<Action id="fixRatioH" displayName="Correct Ratio by Height">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
var box = this.getProperty("box");
var w = Math.round(box.h * data.w / data.h);
this.setProperty("box", new Dimension(w, box.h));
]]>
</Impl>
</Action>
<Action id="selectExternalFile" displayName="Load Linked Image...">
<Impl>
<![CDATA[
var thiz = this;
ImageData.prompt(function(data) {
if (!data) return;
thiz.setProperty("imageData", data);
thiz.setProperty("box", new Dimension(data.w, data.h));
if (data.data.match(/\.png$/)) {
thiz.setProperty("fillColor", Color.fromString("#ffffff00"));
}
});
]]>
</Impl>
</Action>
<Action id="selectExternalFileEmbedded" displayName="Load Embedded Image...">
<Impl>
<![CDATA[
var thiz = this;
ImageData.prompt(function(data) {
if (!data) return;
thiz.setProperty("imageData", data);
thiz.setProperty("box", new Dimension(data.w, data.h));
if (data.data.match(/\.png$/)) {
thiz.setProperty("fillColor", Color.fromString("#ffffff00"));
}
}, "embedded");
]]>
</Impl>
</Action>
</Actions>
<p:Content xmlns:p="http://www.evolus.vn/Namespace/Pencil" xmlns="http://www.w3.org/2000/svg">
<defs>
<filter id="imageShading" height="1.2558399" y="-0.12792" width="1.06396" x="-0.03198">
<feGaussianBlur stdDeviation="1.3325" in="SourceAlpha"/>
</filter>
<g id="container">
<rect id="bgRect" style="fill: none; stroke: none;"/>
<g id="imageContainer">
<image id="image" x="0" y="0" rx="950" ry="1008"/>
</g>
</g>
</defs>
<use xlink:href="#container" id="bgCopy" transform="translate(1, 1)" p:filter="url(#imageShading)" style=" opacity:0.6;"/>
<use xlink:href="#container"/>
</p:Content>
</Shape><Shape id="img_2" displayName="thirds" 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]]></Property>
<Property name="withBlur" type="Bool" displayName="With Shadow">false</Property>
</PropertyGroup>
<PropertyGroup name="Background">
<Property name="fillColor" displayName="Background Color" type="Color">#ffffff00</Property>
<Property name="strokeColor" displayName="Border Color" type="Color">#000000ff</Property>
<Property name="strokeStyle" displayName="Border Style" type="StrokeStyle">0|</Property>
</PropertyGroup>
</Properties>
<Behaviors>
<For ref="imageContainer">
<Scale>
<Arg>$box.w / $imageData.w</Arg>
<Arg>$box.h / $imageData.h</Arg>
</Scale>
</For>
<For ref="bgRect">
<Box>$box.narrowed(0 - $strokeStyle.w)</Box>
<StrokeColor>$strokeColor</StrokeColor>
<StrokeStyle>$strokeStyle</StrokeStyle>
<Fill>$fillColor</Fill>
<Transform>"translate(" + [0 - $strokeStyle.w / 2, 0 - $strokeStyle.w / 2] + ")"</Transform>
</For>
<For ref="image">
<Image>$imageData</Image>
</For>
<For ref="bgCopy">
<ApplyFilter>$withBlur</ApplyFilter>
<Visibility>$withBlur</Visibility>
</For>
</Behaviors>
<Actions>
<Action id="toOriginalSize" displayName="To Original Size">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
this.setProperty("box", new Dimension(data.w, data.h));
]]>
</Impl>
</Action>
<Action id="fixRatioW" displayName="Correct Ratio by Width">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
var box = this.getProperty("box");
var h = Math.round(box.w * data.h / data.w);
this.setProperty("box", new Dimension(box.w, h));
]]>
</Impl>
</Action>
<Action id="fixRatioH" displayName="Correct Ratio by Height">
<Impl>
<![CDATA[
var data = this.getProperty("imageData");
var box = this.getProperty("box");
var w = Math.round(box.h * data.w / data.h);
this.setProperty("box", new Dimension(w, box.h));
]]>
</Impl>
</Action>
<Action id="selectExternalFile" displayName="Load Linked Image...">
<Impl>
<![CDATA[
var thiz = this;
ImageData.prompt(function(data) {
if (!data) return;
thiz.setProperty("imageData", data);
thiz.setProperty("box", new Dimension(data.w, data.h));
if (data.data.match(/\.png$/)) {
thiz.setProperty("fillColor", Color.fromString("#ffffff00"));
}
});
]]>
</Impl>
</Action>
<Action id="selectExternalFileEmbedded" displayName="Load Embedded Image...">
<Impl>
<![CDATA[
var thiz = this;
ImageData.prompt(function(data) {
if (!data) return;
thiz.setProperty("imageData", data);
thiz.setProperty("box", new Dimension(data.w, data.h));
if (data.data.match(/\.png$/)) {
thiz.setProperty("fillColor", Color.fromString("#ffffff00"));
}
}, "embedded");
]]>
</Impl>
</Action>
</Actions>
<p:Content xmlns:p="http://www.evolus.vn/Namespace/Pencil" xmlns="http://www.w3.org/2000/svg">
<defs>
<filter id="imageShading" height="1.2558399" y="-0.12792" width="1.06396" x="-0.03198">
<feGaussianBlur stdDeviation="1.3325" in="SourceAlpha"/>
</filter>
<g id="container">
<rect id="bgRect" style="fill: none; stroke: none;"/>
<g id="imageContainer">
<image id="image" x="0" y="0" rx="950" ry="1008"/>
</g>
</g>
</defs>
<use xlink:href="#container" id="bgCopy" transform="translate(1, 1)" p:filter="url(#imageShading)" style=" opacity:0.6;"/>
<use xlink:href="#container"/>
</p:Content>
</Shape></Shapes>

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