xref: /aoo4110/main/extras/source/gallery/diagrams/Section-Hexagons03-Blue.svg (revision b1cdbd2c)

<?xml version="1.0" encoding="utf-8"?>
<!-- Generator: Adobe Illustrator 12.0.1, SVG Export Plug-In . SVG Version: 6.00 Build 51448)  -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd" [
	<!ENTITY ns_svg "http://www.w3.org/2000/svg">
	<!ENTITY ns_xlink "http://www.w3.org/1999/xlink">
]>
<svg  version="1.1" id="Layer_1" xmlns="&ns_svg;" xmlns:xlink="&ns_xlink;" width="379.634" height="253.032"
	 viewBox="0 0 379.634 253.032" overflow="visible" enable-background="new 0 0 379.634 253.032" xml:space="preserve">
<g>
	<g>
		<g>
				<image opacity="0.3" width="86" height="97" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFgAAABjCAYAAAAfKMdaAAAACXBIWXMAAAbrAAAG6wFMMZ5KAAAA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" transform="matrix(1.613 0 0 1.613 121.2871 1.9253)">
			</image>
			<polygon fill="#EDEDED" points="185.582,137.84 131.243,106.471 131.24,43.725 185.582,12.352 239.922,43.725 239.922,106.469
							"/>
		</g>
		<linearGradient id="XMLID_12_" gradientUnits="userSpaceOnUse" x1="209.0527" y1="119.6455" x2="150.9854" y2="9.4258">
			<stop  offset="0" style="stop-color:#466DB2"/>
			<stop  offset="0.8539" style="stop-color:#70A4EF"/>
		</linearGradient>
		<polygon fill="url(#XMLID_12_)" points="185.582,134.709 133.953,104.902 133.953,45.288 185.582,15.483 237.21,45.289
			237.21,104.904 		"/>
	</g>
	<g>
		<g>
				<image opacity="0.3" width="86" height="97" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFgAAABiCAYAAADUdBT/AAAACXBIWXMAAAbrAAAG6wFMMZ5KAAAA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==" transform="matrix(1.613 0 0 1.613 61.6055 103.541)">
			</image>
			<polygon fill="#EDEDED" points="126.112,239.873 71.771,208.5 71.771,145.754 126.112,114.381 180.454,145.754 180.454,208.498
							"/>
		</g>
		<linearGradient id="XMLID_1_" gradientUnits="userSpaceOnUse" x1="152.6196" y1="216.8877" x2="87.0242" y2="118.4943">
			<stop  offset="0" style="stop-color:#314D89"/>
			<stop  offset="0.8539" style="stop-color:#466DB2"/>
		</linearGradient>
		<polygon fill="url(#XMLID_1_)" points="126.112,236.742 74.485,206.934 74.483,147.32 126.112,117.514 177.739,147.32
			177.739,206.936 		"/>
	</g>
	<g>
		<g>
				<image opacity="0.3" width="87" height="97" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFgAAABjCAYAAAAfKMdaAAAACXBIWXMAAAbrAAAG6wFMMZ5KAAAA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" transform="matrix(1.613 0 0 1.613 1.9248 1.9253)">
			</image>
			<polygon fill="#EDEDED" points="67.512,137.84 13.171,106.469 13.171,43.722 67.512,12.349 121.851,43.722 121.851,106.465
				"/>
		</g>
		<linearGradient id="XMLID_3_" gradientUnits="userSpaceOnUse" x1="131.5532" y1="140.3916" x2="8.1657" y2="14.5845">
			<stop  offset="0" style="stop-color:#143777"/>
			<stop  offset="0.8539" style="stop-color:#1D68AA"/>
		</linearGradient>
		<polygon fill="url(#XMLID_3_)" points="67.512,134.709 15.884,104.9 15.881,45.289 67.509,15.481 119.141,45.29 119.141,104.902
					"/>
	</g>
	<g>
		<g>
				<image opacity="0.3" width="86" height="97" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFgAAABiCAYAAADUdBT/AAAACXBIWXMAAAbrAAAG6wFMMZ5KAAAA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" transform="matrix(1.613 0 0 1.613 180.9668 103.541)">
			</image>
			<polygon fill="#EDEDED" points="245.285,240.092 190.946,208.719 190.943,145.975 245.285,114.602 299.624,145.975
				299.624,208.717 			"/>
		</g>
		<linearGradient id="XMLID_5_" gradientUnits="userSpaceOnUse" x1="288.8379" y1="218.6357" x2="206.0362" y2="140.1368">
			<stop  offset="0" style="stop-color:#89B4E8"/>
			<stop  offset="0.8539" style="stop-color:#95C2EF"/>
		</linearGradient>
		<polygon fill="url(#XMLID_5_)" points="245.285,236.959 193.656,207.152 193.656,147.537 245.285,117.732 296.913,147.539
			296.913,207.154 		"/>
	</g>
	<g>
		<g>
				<image opacity="0.3" width="86" height="97" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFgAAABjCAYAAAAfKMdaAAAACXBIWXMAAAbrAAAG6wFMMZ5KAAAA
BGdBTUEAAK/INwWK6QAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAAluSURB
VHja7J0LctpKFERnJGHs4P8n720l28pCsq2s5TmJDcQf/nq46l67ae5IAgSIZKZqSgQTQIem584I
tZyLLbZDbr7Jb+7r16+lj/n27VsEvAFYH9jmvG0qaN9gsNgTeq85wJ3BvxsH2jcY7BvUVLZ6GwEr
2KncniHspoD2DYFrgc2oK2yFq2DHcnsM9zdG0b5BqkWwrXk/kt6WbQYqVqCTeR/O+0i63oegZ/sc
DH1DwCYE9g3qCfRjuR8BK9jBvL/M+yvch6DfrWMfkH0DwKpqEeyneT+FfiJ/y+Q5JgL2DejzvD/J
9tkAPQU72blt+Ab4rFrBMYA9m/dz6B35e0ueciwgXwVuX/pv+Tcqekygd2obfs8+2xZwJwJRwV5I
v5R/q4ozAjwQsD3pXYHcB9ADAr1T2/AN8FkFewZQsSvgY/n/OVgEAu5K19us6CGA3plt+D37LIJV
uFcE90we24ZBbgLAngVmF/ojwO4J6BdQPdrGVutnv2eftRR7KferctF/U/BQHcReBPJvgfkIgPV2
n2wD/XmrZZ3fs89ekWovQLUdUK7WwQlMjyeg5AFA7hNchI228Uq2sZWyztcI1oPPMlyuDi4B7JWh
2k8GXJzJ5eCjY1HzK5RsOOgx6B5BZjVP65wN+hrBptLZDli17LOXhmp1YtECuJ5W02Yw4E1o0lGm
5h6o+RmqjRGB3nghydfgs6jaowI7uAxUCKjaY1Fti1SbGO81p3WJqQAaAugn8OYu2UWX6udnGARH
gUFwZX/2NfhsGpiFWWCvoGI4g0HshOwgA6hJwXvNYerMah6SbWC9/EhVRw8GwWeonUfwnGtVG36D
ejaDr3EdPst2kAQW2xluSM1jsI1XsA1L0d11/blM0WkFOyiqZTsC6w3c9bzfzPvdvH+e93+kf5Z+
K4/h2Rn6bUp+68l7WRwMX1WfghBSeW5eocN+BI/BDzqF5wx90O7Lly/u+/fv1QGT16JitSpQsKrS
MrA3YA+nxkBm7YyvaGG8894AXbQMirfbAdCJARph5yHIaUW4bANaw96IKu8Aqm7vCKzOyE5gxzIA
UKiSNUFb30C0NobbpvsYsgU4L4KcVoB7BKo9E8VeizLvDOXegR1cwGrYCb3xZAU7WKcyCtlGSrX6
UcA6jgKQEwNwEHIWeIMhuFjHXsv2DAaxKvVsUmEAq3sCldC+sZrbVLfjWnQHvnltEEciA6iDFT5P
g++HgmlQS8EWOmAJt6LWf0Gxt2AHl1vy2U1Ar+PPR8YAmJF6Z1AiLkxIUMUhBacw1VXPvQVvRaAd
qGlXqWd3ebjKG2NPXrB2EjpkhZCnoFytlROyjCXAngCjgrVS+Fe26rEnsOK1Tj2760NkObyHFPY3
pZKOKwuFq0eyBwKZZ34LLQv4b8gibkTJt+C/bfqEd+Wzu/DnDDwXD7bqoaoRTLHR+kwFe3oh/RRx
6svrtR3Do0oL8waDtvw5gWn4EFbrPgncFo0ty58eTYl5ZeyYZm24flA0C2syXMsWPdlFy9j/jrHv
Zp2sTLOCF03h69IGK2gbA9khgi3zZ+uIDNfHLRrIPU9AspJPlEdY3GaBsuuQm2UbqSv+KVehJWYV
asaEpptJoJY9dLih2SDXz5aggvuerPlifxLMdXy6ModkxVlQLcfzDhSuC4D16wKu8gR/m5LL1qPX
AhzbBi0CjoAj4Ngi4Ag4Ao4tAo6AI+DYIuAIOLYIOAKOgGOLgCPgCDi2CDgCjoAjggg4Ao5tM8D5
mn/7U1pecH++CeCFs2eMJ8v/IiHmRq8EehUFh17gbwCeF/TKCs4LYOqJ0GaMoVsO6/yTgeYVFP3e
spInV6gT6HxitPnDY3eYv1tjgc0MBrz/syJFZwUvNIMnxBwGjWHBkCL9NuCvD/MDgpwbW9x/ZMCh
d/htti0CTsfPjSfH3AVM2eNMsonxYnnDbSMP2CEKC1NUdL9fad+D6SiZ8SniV2LoPpJDNJ5F88u8
PPZYHs8BnqzmptmGNd5MCbDC1WQUjgnTc+QmIRVngU90CurVF9Cz5FN6DJ6IaMXBNM02ckNQOYgK
7QDjwn7O+y/3EeKhkIduOeOnEPAM4OkJd3gaqZ4zpm+iA9vQ+cl4bsO+1BzyWQUzMizxyX0ko7zB
/SGgNSLsGQBXUrCDT3MkcJ7cYl4Zvom3firbc7k/FMm1L9vIA5YwJdXqPqElqi0+COCf0h9IweMQ
4Pcq4O3s8LezxI2dzo2vEI6sOKJOjBq5qFU+16Fmn50agxgmByrM+3n/T7b3ALfnPnJ9BgR4ITAp
VKahTTjDl3FkPYPK4kru14QTTu8rijWo059X8VkMTOq7xVQqDE3CrLUX6WOjirAVbKi4aMKB6h2Q
qvH0fp758UwndBaTr9kO9L0MCaoCfRB1/hDFsmp/uY+ctWca3CauIO5rKbOHIDua0aCy0btGVIAX
gbasw9dgG2V2wBmXPHgh1Hu575dbzLzE2n8pHdCK9zJTp0ogT42v2ohul4Gu05/L7KDMZxnsvfzt
Acoxji6vHLtYqpCC2NqWCwfTlcXWrurP1sDrKpRdI6jlOTiUfbbnFmNwQ8F0CzGLNBNeHbABGs9d
tjIrMf0PQ5Qw/Q/zJhRyaJKSVAAcSv3DnHdO/CsKC+UMSytasdISQB3hoKGs4CoxixqgZKk5lKnG
axw8NugUl6uDLtS0ChenvqH1lek6YDcarQOgMYLluMA2EDKnp4RsIwmsXedU2QzJb3+7xdjxR4Jr
hemPrIF5VbC1FPdGkJ1lGxjFeO6W01gt2+AgO4ScG1N6Kzu4VwC2R6uCDJbjxtdeEawrYtxK2WPQ
RWHNRf58TJCdW4wYHzg7xpZ9Fr02FMo828QOtgJ4C/58Rf6skFtu+VpGI1o76LnlKxFUyQee1g12
a/P/mvz52hgE+TIPCumJBjG2gn6glh3X5bM7BVyDP1uDYAcW+p1bvhJMN1DTFpVdtfnsXgCv4c8a
GXZhTE7wUju5W7yWUZ+sYKtlV6MAr+HPGIJ37hYjyS0Fv0LF0N9F2dVIwBX92bKNU/JgvJbRK3jw
E4DdatnVaMAV/JnT9k6MUk0HuSFMh1WxWy+7DgJwgT9nbjk4mQ895XDoCi8aNdqXzzYScEXbKLto
Ki6bTvfls40GXGIbVtogTpVzF75aSyN+8NLEC1dzzC4n7Vk/OHw/HNUUsI0EXAC6dMG9aWAbDbgA
NrbGXs8+tthii61i+1+AAQD3H8qppLxUaAAAAABJRU5ErkJggg==" transform="matrix(1.613 0 0 1.613 239.0322 1.9253)">
			</image>
			<polygon fill="#EDEDED" points="303.836,137.842 249.495,106.471 249.495,43.725 303.836,12.349 358.177,43.725 358.174,106.471
							"/>
		</g>
		<linearGradient id="XMLID_7_" gradientUnits="userSpaceOnUse" x1="338.8096" y1="121.5303" x2="274.8286" y2="36.5799">
			<stop  offset="0" style="stop-color:#95C2EF"/>
			<stop  offset="1" style="stop-color:#B1CFED"/>
		</linearGradient>
		<polygon fill="url(#XMLID_7_)" points="303.836,134.713 252.211,104.902 252.209,45.292 303.836,15.483 355.464,45.292
			355.464,104.904 		"/>
	</g>
</g>
</svg>