<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg	version="1.1"
	xmlns="http://www.w3.org/2000/svg"
	width="172"
	height="45"
	viewBox="-57.5 -57.5 440 115"
	>

	<title>Commons Caretakers blue logo with name</title>
	<desc>Blue logo with name for Commons Caretakers BV</desc>
	<metadata>
	<rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
		 xmlns:dc="http://purl.org/dc/elements/1.1/"
		 xmlns:cc="http://web.resource.org/cc/"
		 xmlns:foaf="http://xmlns.com/foaf/0.1/"
	>
	<rdf:Description rdf:about="">
		<dc:title>Commons Caretakers blue logo with name
		</dc:title>
		<dc:description>
			Blue logo with name for Commons Caretakers BV
		</dc:description>
		<dc:creator><cc:Agent><foaf:name>
			Eric Herman
		</foaf:name></cc:Agent></dc:creator>
		<dc:rights>
			Copyright (C) 2024-2026 Commons Caretakers BV
		</dc:rights>
		<cc:license rdf:resource=
			"http://creativecommons.org/licenses/by-sa/4.0/"
		/>
	</rdf:Description>
	</rdf:RDF>
	</metadata>

	<!--
	The hight and width of the outer "C" shape defines the dimensions of
	the viewBox.

	If we used viewBox="-57.5 -5.7 115 115" we would have an [x,y] to [x,y]
	grid from [-57.5,-57.5] to [57.5,57.5] with [0,0] at the center.

	The 57.5 is a radius (50) plus 1/2 of the stroke-width (15).
	And, of course, if 57.5 is the full radius, 115 is the full diameter.

	However, since we need to make room for the text, we extend the
	veiwbox far to the right.

	See:
	https://developer.mozilla.org/en-US/docs/Web/SVG/Attribute/viewBox
	-->

	<!-- The outer C is an "arc" path
	It has x-radius and y-radius of 50,50 (circle)
	starting in the upper right at [35,35],
	ending in the lower right [35,-35],
	thus centered on 0,0.
	See:
	https://developer.mozilla.org/en-US/docs/Web/SVG/Tutorial/Paths#arcs

	To calculate the X,Y coordinates,
		X = radius * cosine(angle * (PI/180))
		Y = radius *   sine(angle * (PI/180))

	echo 'pi=4*a(1); \
		radius=50; \
		angle=45; \
		radius * c(angle * (pi / 180))' \
	| bc -l
	35.35533905932737620500

	echo 'pi=4*a(1); \
                radius=50; \
                angle=45; \
                radius * s(angle * (pi / 180))' \
        | bc -l
	35.35533905932737620500
	-->
	<path	d="M 35.355 35.355
		   A 50 50 0 1 1 35.355 -35.355"
		fill="none"
		stroke="#16f"
		stroke-width="15"
	/>

	<!--
	The inner C is from a circle with a diameter of 30
	echo 'pi=4*a(1); \
		radius=30; \
		angle=-45; \
		radius * s(angle * (pi / 180))' \
	| bc -l
	-21.21320343559642572300
	-->
	<path	d="M 21.213 21.213
		   A 30 30 0 1 1 21.213 -21.213"
		fill="none"
		stroke="#16f"
		stroke-width="15"
	/>

	<circle cx="0" cy="0" r="10" fill="#16f"/>

	<!-- See also:
	* https://github.com/RedHatOfficial/RedHatFont/raw/refs/heads/master/fonts/Proportional/RedHatDisplay/webfonts/RedHatDisplay-Black.woff2
	* https://github.com/RedHatOfficial/RedHatFont/raw/master/LICENSE
	-->
	<!--
	# to embed a font directly
	FONT_B64=$(base64 -w 0 assets/RedHatDisplay-Black.woff2)
	sed "s|url(\"RedHatDisplay-Black.woff2\")|url(\"data:font/woff2;base64,$FONT_B64\")|g"
	-->
	<style type="text/css">
		@font-face {
			font-family: 'RedHatDisplay';
			src:
			/*	url("RedHatDisplay-Black.woff2")
					format("woff2"), */
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")
					format("woff2")
				/*,
				url('/assets/RedHatDisplay-Black.woff2')
					format('woff2'),
				url('https://github.com/RedHatOfficial/RedHatFont/raw/refs/heads/master/fonts/Proportional/RedHatDisplay/webfonts/RedHatDisplay-Black.woff2')
					format('woff2')*/;
			font-weight: 900;
		}
		.redhat-text {
			font-family: 'RedHatDisplay', Arial, sans-serif;
			font-size: 60px;
			fill: #16f;
		}
	</style>
	<text x="55" y="-5" class="redhat-text">Commons</text>
	<text x="55" y="45" class="redhat-text">Caretakers</text>
</svg>
