Subversion-Projekte lars-tiefland.marine-sales.de

Revision

Details | Letzte Änderung | Log anzeigen | RSS feed

Revision Autor Zeilennr. Zeile
2 lars 1
<?xml version="1.0" encoding="utf-8"?>
2
<!-- Generator: Adobe Illustrator 20.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0)  -->
3
<svg version="1.1" id="Shopping_Cart_Icons" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"
4
	 x="0px" y="0px" viewBox="0 0 275.3 190.7" style="enable-background:new 0 0 275.3 190.7;" xml:space="preserve">
5
<style type="text/css">
6
	.st0{fill:#1A1A1A;}
7
</style>
8
<metadata><?xpacket begin="" id="W5M0MpCehiHzreSzNTczkc9d"?>
9
<x:xmpmeta xmlns:x="adobe:ns:meta/" x:xmptk="Adobe XMP Core 5.6-c132 79.159284, 2016/04/19-13:13:40        ">
10
   <rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
11
      <rdf:Description rdf:about=""
12
            xmlns:xmp="http://ns.adobe.com/xap/1.0/"
13
            xmlns:xmpGImg="http://ns.adobe.com/xap/1.0/g/img/"
14
            xmlns:xmpTPg="http://ns.adobe.com/xap/1.0/t/pg/"
15
            xmlns:stDim="http://ns.adobe.com/xap/1.0/sType/Dimensions#"
16
            xmlns:xmpG="http://ns.adobe.com/xap/1.0/g/"
17
            xmlns:dc="http://purl.org/dc/elements/1.1/"
18
            xmlns:xmpMM="http://ns.adobe.com/xap/1.0/mm/"
19
            xmlns:stEvt="http://ns.adobe.com/xap/1.0/sType/ResourceEvent#">
20
         <xmp:CreatorTool>Adobe Illustrator CC 2015.3 (Windows)</xmp:CreatorTool>
21
         <xmp:CreateDate>2016-09-30T15:36:35+02:00</xmp:CreateDate>
22
         <xmp:Thumbnails>
23
            <rdf:Alt>
24
               <rdf:li rdf:parseType="Resource">
25
                  <xmpGImg:width>256</xmpGImg:width>
26
                  <xmpGImg:height>180</xmpGImg:height>
27
                  <xmpGImg:format>JPEG</xmpGImg:format>
28
                  <xmpGImg:image>/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA&#xA;AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK&#xA;DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f&#xA;Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER&#xA;AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA&#xA;AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB&#xA;UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE&#xA;1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ&#xA;qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy&#xA;obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp&#xA;0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo&#xA;+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A87Yq7FXYq7FXYq+g/wDn&#xA;D3zOLXzLrHlyV6JqVut1bg9PVtm4so92jlJ/2OKvq/FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq&#xA;7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq8W/wChSvys/wB+6n/0kR/9UsVd/wBClflZ/v3U/wDpIj/6&#xA;pYq7/oUr8rP9+6n/ANJEf/VLFXf9ClflZ/v3U/8ApIj/AOqWKvFv+chfyd0b8vrjR59Da4k03UUl&#xA;jlNy6yMs8JU9VVNmR9vkcVYR+V3mf/DH5g6FrbNwgtrpFum8Leb91N/yTdsVfoTirsVdirsVdirs&#xA;VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVeV/85LeWDrn5U6h&#xA;LGnO50eSPUoh34xVSb6BDI7fRir4hxV+gP5P+Zv8S/lroGqs/qXDWqwXTHqZ7b9zIT/rNHy+nFWY&#xA;4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqh9Ss&#xA;LbUdPutPul52t5DJbzp4xyqUYfccVfnJr+j3Oi65qGj3X+9GnXMtrL7tC5Qkex44qitJ87ectHtP&#xA;qeka9qOnWnIv9WtLueCPk3VuEbqtTTriqN/5Wh+Zf/U261/3ELr/AKqYq7/laH5l/wDU261/3ELr&#xA;/qpirv8AlaH5l/8AU261/wBxC6/6qYq7/laH5l/9TbrX/cQuv+qmKu/5Wh+Zf/U261/3ELr/AKqY&#xA;q7/laH5l/wDU261/3ELr/qpirv8AlaH5l/8AU261/wBxC6/6qYq7/laH5l/9TbrX/cQuv+qmKu/5&#xA;Wh+Zf/U261/3ELr/AKqYq7/laH5l/wDU261/3ELr/qpirv8AlaH5l/8AU261/wBxC6/6qYq7/laH&#xA;5l/9TbrX/cQuv+qmKu/5Wh+Zf/U261/3ELr/AKqYq7/laH5l/wDU261/3ELr/qpirv8AlaH5l/8A&#xA;U261/wBxC6/6qYq7/laH5l/9TbrX/cQuv+qmKu/5Wh+Zf/U261/3ELr/AKqYq7/laH5l/wDU261/&#xA;3ELr/qpirv8AlaH5l/8AU261/wBxC6/6qYq7/laH5l/9TbrX/cQuv+qmKu/5Wh+Zf/U261/3ELr/&#xA;AKqYq7/laH5l/wDU261/3ELr/qpirv8AlaH5l/8AU261/wBxC6/6qYq7/laH5l/9TbrX/cQuv+qm&#xA;Kpr5U87fmdrnmfSdGTzZrROo3kFsaahd7CWQKT/edga4q+98VdirsVdirsVfF3/OU/lj9EfmfJqE&#xA;acbbXLeO7BHT1UHoyj5/uw5/1sVePYq9s8vf84rebNe0LT9astb036pqNvHdQhjPyCyqGCtSMjkt&#xA;aH3xVMP+hO/PP/V60z77j/qlirHPzA/5xw82+SvK9z5ivdQsruztHiWeO3MvMCWQRq3xoopyYDri&#xA;qSflX+T2sfmN+khpeoWlnJpnomaO69QFln58SnBX6ema/RirPv8AoTvzz/1etM++4/6pYq7/AKE7&#xA;88/9XrTPvuP+qWKpJ50/5xk84eVPK9/5hutSsbq309Fklgg9YyFWdUJXlGo+HlU79MVYr+Vv5U6t&#xA;+Yt7f2emX1tZz2ESTOLr1PjR2K/D6av9k0rXxxV6L/0J355/6vWmffcf9UsVd/0J355/6vWmffcf&#xA;9UsVd/0J355/6vWmffcf9UsVYb+aH5FeYvy80i01PU7+0u4bu4+rIlt6vINwZ6nmiClExVX/AC1/&#xA;5x+8y+fvLra5puo2VrbrcPbGK59XnyjVWJ+BGFPj8cVZX/0J355/6vWmffcf9UsVd/0J355/6vWm&#xA;ffcf9UsVd/0J355/6vWmffcf9UsVea/mh+WGqfl5q9ppep3tteXF3b/Wl+rc6Khdoxy5qh3KHFWa&#xA;eU/+cXPOPmTy3p2vW+qWFvBqUK3EMMxm9RUfdeXGMjcb9cVTb/oTvzz/ANXrTPvuP+qWKu/6E788&#xA;/wDV60z77j/qlirBPzT/ACZ1r8uYdOfVdRtLt9SaVYIrb1OQEIUuzc1Tb94uKpr+Xf8Azjr5r88e&#xA;WYvMFjf2dnaTSSRxR3Jl5t6TcWb4EYU5VHXtirJv+hO/PP8A1etM++4/6pYq8S1/SX0fXNQ0l5o7&#xA;mTT7iW1eeGvpu0LlGZOQB4krttir0r/nF/QRqv5tWVw68otJt575welQvop9zzKR8sVfbOKuxV2K&#xA;uxV2KvCf+cuvLAv/ACLYa9GlZtFuwsreFvdgI1f+eqx4q+Q8VfY//OJ/mn9Kfl1Lo8r8rjQrlolB&#xA;NT6FwTNGf+DMij2GKva8VYx+Z2h/pz8vPMWlqvOW4sJ/QXxmjQyRf8lEXFXy9/ziZrgsfzNk052o&#xA;mrWM0KL4ywlZ1+5I3xV9kYq7FWP/AJhaV+lvInmHTQOT3WnXUcYpX4zC3A0Hg1MVfKf/ADidqv1P&#xA;80zaFqLqVhcQBT3ZCk4+mkJxV9mYq7FXYq8D/wCcxf8AlB9F/wC2mP8AqHlxVM/+cSv/ACVkv/bT&#xA;uP8Ak3Fir2nFXYq7FXxP/wA5Rar9e/N2/gDcl022trRaGoFYxOR9DTnFX2J5V0v9EeWNI0qnH6hZ&#xA;W9rTw9GJU/41xVNMVdir5A/5y61v65+YVjpaNWPS7BOa16S3DtI3/CCPFX0h+UOiDRPyy8tadw9N&#xA;0sYppk8JbgevIP8Ag5Diqf8AmHV4tG0HUtXmoYtOtZrpwdqiGMvT6eOKvzgnnmuJ5J5mLzTM0kjn&#xA;qzMakn5nFX05/wA4baDxs/Mevuv95JDYQP4empllH0+pHir6TxV2KuxV2KuxVIvPflxPMvk3WdCY&#xA;AtqFpLFDXoJStYm3/lkCnFX51yRvG7RupV0JVlOxBGxBxV7N/wA4peaf0T+ZJ0mV6W2u2z24FaL6&#xA;8IM0TH/Yq6j3bFX2XiriARQ9MVfCOg18i/ntbxN+7g0nXDau3b6s0xhZh84XqMVfd2KuxVxAIIIq&#xA;DsQcVfCn5cMfKv58aZaseH1LWZNMfcigkkezNT1/b74q+68VdirsVeB/85i/8oPov/bTH/UPLiqZ&#xA;/wDOJX/krJf+2ncf8m4sVe04q7FXYq+E9Z/52v8AP6eKvOLUPMQt1av+6RdCIGo/4rWuKvuzFXYq&#xA;7FXwl56d/Ov57ahbxkyDUtZTTomHeKORbRG+XBAcVfdiIiIqIAqKAqqOgA2AxV5b/wA5L68NI/KT&#xA;U41bjNqkkNhCfH1H9SQfTFE+KviDFX3L/wA44aF+iPyj0fkvGbUfVv5ff1nPpn/kUqYq9NxV2Kux&#xA;V2KuxV2Kvgz8+PLH+HfzU121ReNtdzfX7bag4XY9UhR4LIzL9GKsK0nVdQ0jU7TVNOmNvf2UqT2s&#xA;6gEpJGwZTRgVO46EUPfFXoX/AEMn+dX/AFMf/TlYf9UMVd/0Mn+dX/Ux/wDTlYf9UMVYJr/mHV9f&#xA;1q51rVp/rGp3bB7i4CJFyZVCg8YlRBso6DFWdj/nJP8AOoCn+I/+nOx/6oYq7/oZP86v+pj/AOnK&#xA;w/6oYq7/AKGT/Or/AKmP/pysP+qGKsEu/MOsXfmCTzDPcV1iW5+uvdKqIfrHP1PUCKqoDz32WmKs&#xA;7/6GT/Or/qY/+nKw/wCqGKu/6GT/ADq/6mP/AKcrD/qhirv+hk/zq/6mP/pysP8AqhiqQecfzX8/&#xA;+crGCx8yap9ftbeX14Y/QtoeMnEryrDHGx+Fj1OKqvlL84fzG8o6UdK8u6v9RsGlacw/V7WX944A&#xA;ZuU0UjbhR3xVOv8AoZP86v8AqY/+nKw/6oYq7/oZP86v+pj/AOnKw/6oYq7/AKGT/Or/AKmP/pys&#xA;P+qGKsF0jzFrOj67Dr2n3Ho6tbymeG5KJJSRq1bhIrIftHqMVZ1/0Mn+dX/Ux/8ATlYf9UMVd/0M&#xA;n+dX/Ux/9OVh/wBUMVd/0Mn+dX/Ux/8ATlYf9UMVYHo3mDV9G1uDXNOuPR1S2kM0FyyJJxkNfi4y&#xA;K6E79xirPP8AoZP86v8AqY/+nKw/6oYqkHnH81/P/nOygsvMmqm/tbaT1oYvQt4QJOJXl+5jjJ+F&#xA;j1xVi9naz3l3BaQLynuJFiiXxd2CqPvOKv0h0XS4NJ0aw0q32gsLeK1ipt8EKCNfwXFUZirsVdir&#xA;sVdirsVfM/8AzmP5Y20DzREn8+m3clPnNAK/8jcVfMuKvtr/AJxk80/pz8rLO2kfldaLLJp8tTvw&#xA;WkkJ+QjkVR/q4q9YxV80/wDOZWh1h8t66i/Zaexnf/WCywj/AIWTFWff84wa4dT/ACksYGblJpVx&#xA;cWTnvQP6yA/JJlGKvWMVdir4+/5y70r6t+Y1jfqKJf6bGWPjJDLIjf8ACcMVfS35Uar+lfy08s3p&#xA;PJ3063SRq1rJFGInP/BIcVZXirsVeB/85i/8oPov/bTH/UPLiqZ/84lf+Ssl/wC2ncf8m4sVe04q&#xA;7FWEfnbqv6L/ACn80XQbiXsXtg3vdEW4/wCTuKvAf+cO9K9bzprWpkVFnp4gB7BriZWB+dITir61&#xA;xV2KvLv+cldc/RX5Rasqtxm1J4bGI1/35IHkH0xRvirzL/nDbQ63XmTXnX7CQWMDePMtLKPo4R4q&#xA;+nsVfEH/ADkvrx1f829TjVuUOlxw2EJ8PTT1JB9Esr4qlf5DaB+m/wA2fL1sy8ora4+uy16AWimd&#xA;a/N0VfpxV954q7FXYq7FXYq7FXYqwL89fLH+Ivys12zROdzbQ/XrWm59S1PqkL7sisv04q+CsVe9&#xA;f84h+afqPnLUfL0r0h1i29WBa/7vtCWoB7xO5PyxV9cYq8q/5yb0Map+UepSheUulzQX0Q8OL+k5&#xA;+iOVsVed/wDOGutmvmTQnbb/AEe+gT/gopT/AMm8VfTOKuxV83/85l6Xy07yzqqj+5mubWRvH1VS&#xA;RB9HpNirNf8AnFrVfr35RWVvy5Npt1dWjb1IrJ9YA+6cYq9bxV2KvA/+cxf+UH0X/tpj/qHlxVM/&#xA;+cSv/JWS/wDbTuP+TcWKvacVdirxf/nLLVfqn5WpaA/FqWoW8BUfyxq85J9qxDFUj/5w30r0vK3m&#xA;DVaf7130VrXbf6tFz+f/AB84q+hMVdir5t/5zJ1zjYeXNCRq+rLPfTJ4ekqxRH6fVkxVmv8Azi1o&#xA;Y038p7W6K8ZNWuri8avWgYW6/Rxgr9OKvWp54beCSeZgkMKtJI56KqipJ+QxV+cHmLV5da8walrE&#xA;tfV1G6munB7GaQvT/hsVe6/84daD6/mbXdddarY2kdpGT/PdScyR7hYPxxV9W4q7FXYq7FXYq7FX&#xA;Yq06I6MjqGRgVZWFQQdiCDir87PPvlt/LXnTWdCZSq2F3LHDXqYeXKFv9lGVOKteRfMknlnzjo+v&#xA;JWmn3UcsoXq0XKkqf7KMsuKv0TjkjljWSNg8bgMjqagqRUEHFUs816MuueWNX0ZgD+kbOe1FegMs&#xA;bID9BOKvjr/nGTWW0n83rG3lPpLqcNxYS8tqEp6qqR4mSFRir7axV2KvH/8AnKrS/rv5Sz3NK/o2&#xA;9tbr5cmNt/2MYqxP/nDXVTJovmXSS21tc292ik/8tEbRsQP+jda4q+jMVdirwP8A5zF/5QfRf+2m&#xA;P+oeXFUz/wCcSv8AyVkv/bTuP+TcWKvacVdir5n/AOczNU+HyvpSnqbq6mX5enHGf+J4q9F/5xl0&#xA;r6h+T+kyFeMl/Lc3Tj/WmaNT9KRqcVep4q7FXxZ/zlRrf6R/Nee0VqppFpb2gANRyZTcN9P7+h+W&#xA;KvrfyNof6B8maJoxXg9hYwQyj/ixYx6hPuXqcVSH88de/Qf5U+Y7xW4yy2ptIiDQ8rthb1HuBJX6&#xA;MVfA+Kvsv/nE/Qf0f+WB1F1pJrF7NcKxG5jipAo+XKJz9OKvZ8VdirsVdirsVdirsVdir5F/5y78&#xA;sGx876fr8a0h1m19OVqdZ7QhGNf+MTx/dirwfFXvflb/AJyz1nQ/Lem6NNoMV8+nW8dqLtrl0aRY&#xA;lCKWX0234gV3xVNP+hzNT/6laH/pMf8A6pYq8PtPNsll57j82WVssLQ6l+kobLmSqgTet6POgJWn&#xA;w1p0xV7h/wBDman/ANStD/0mP/1SxV3/AEOZqf8A1K0P/SY//VLFUj87/wDOUd35r8qal5duPLkV&#xA;vFqMXpGdbpnKEMGVgpiFaMo74qwn8ovzZvfy41W+vrewXUUv4BBJbvIYgCrhlfkFfpuKe+KvUv8A&#xA;oczU/wDqVof+kx/+qWKu/wChzNT/AOpWh/6TH/6pYqwX83Pz5u/zG0Wz0ubR49NWzufrQlSdpSx9&#xA;Nk40KJT7dcVRP5Vf85DXn5f+WH0KHRI9QRrmS69d7hojWRUXjxEb9OHjirMf+hzNT/6laH/pMf8A&#xA;6pYq7/oczU/+pWh/6TH/AOqWKvJ/za/NC7/MXzBbavcWKacLW1W0jtkkMo2keQuWKpufUp07Yq9C&#xA;8pf85V3nlvyxpegweWoZotMto7YTG6ZC5RQGcqIjTkanFU2/6HM1P/qVof8ApMf/AKpYq7/oczU/&#xA;+pWh/wCkx/8AqlirxDWfNr6v55uPNV9aiT61f/XpbHmeJT1efo86VpxHDlT6MVe3/wDQ5mp/9StD&#xA;/wBJj/8AVLFWGfmt/wA5Dan+YHluPQm0iPTIFuUuZZI52lMgjVgEIKJQVfl9AxV5Hir9Efy70D/D&#xA;/kXQdGK8ZLOxgScUp++KBpTT3kLYqyHFXYq7FXYq7FXYq7FXYq8f/wCcpfLH6Y/K+a/jTlc6HcR3&#xA;ikfa9Jj6Mo+VJA5/1cVfFuKvZv8AnGby55F80a/quheZ9Ljv52t1u9PkkeRCoifhMg9N0ry9RT/s&#xA;Tir6J/6F8/Jz/qWof+Rtx/1VxV81/wDOSn5f6J5O85WMehWYstJv7JZUhVnYCZJHSShdmP2eB698&#xA;Ve2/lj+UH5ReZPy+0DWp/LsEt1d2cZu5PVnHKeMenM1BIAKyI22Ksn/6F8/Jz/qWof8Akbcf9VcV&#xA;af8A5x6/J1kZR5ciUsCOSzXFRXuKyHFXyT+Veh6PP+a+k6F5itVu7CS7lsru2csoZyjxpupVhSXi&#xA;djir63/6F8/Jz/qWof8Akbcf9VcVd/0L5+Tn/UtQ/wDI24/6q4q8e/5ya/LHyL5S8p6Ve+XdJj0+&#xA;6nv/AEZpUeVy0foyNxpI7jqoxVH/APOOP5U/l95p/L6TU9f0eO/vlv5oRO8kyn00SMqtEdRsWPbF&#xA;XqX/AEL5+Tn/AFLUP/I24/6q4q7/AKF8/Jz/AKlqH/kbcf8AVXFXyP5y0HSZ/wA4L/y7oVsLXTzq&#xA;y6Za20ZZgpWVbdqFizGrgnrir64/6F8/Jz/qWof+Rtx/1VxV3/Qvn5Of9S1D/wAjbj/qrirH/wAw&#xA;vyc/J/y95G13Wo/LkCT2NlNLbMZbg/vuBEPWT/fhXFXgv/OOHkLR/OPnue31u0F5pVjZS3E0LM6q&#xA;0hZI4wShU/tluvbFX01/0L5+Tn/UtQ/8jbj/AKq4q+Xv+ciND8p6B+YTaJ5asI9PtbG0hF3FGzvy&#xA;uJay1JkZj/dum2KsV/LbQv095/8AL+kFeUd1fQicdf3KOHl/5Jq2Kv0OxV2KuxV2KuxV2KuxV2Ku&#xA;xVA67pFtrOiX+kXQrbahby2s21fhmQoT9FcVfnJqen3Om6ld6ddLwubOaS3nXwkiYow+8YqyX8pf&#xA;NP8Ahf8AMXQtYd+FvFcrFdmtB6E4MMpPjxRy3zGKv0ExV8+f85i6H6/lbQtbVatY3j2rsOyXUfLf&#xA;25W4+/FU3/5xL1w335aTaa7VfSb6aJE8Ipgs6n6ZHfFXtmKuxV8J+eP+dU/PvULr7C2GvJqK9KBH&#xA;nW6X2pxfFX3ZirsVeB/85i/8oPov/bTH/UPLiqZ/84lf+Ssl/wC2ncf8m4sVe04qtlljiieWRuMc&#xA;alnY9gBUnFXwv+TsUnmX88tGuZVq8+oy6lJtUBoQ91Xf/KTFX3VirsVeOf8AOVuuHT/yreyU/Hq9&#xA;7b2pHfhGTcMfvhUfTirF/wDnDfQ/T0TzDrjLvdXMNlEx7C3QyPT5+uv3Yq+i8Vfnn+Zmvfp/8wPM&#xA;GrBucdzfTeg1a/uUb04v+Sarir0X/nEzQvr/AOZkmpMtY9IsppVfwlnpAo+lHfFX2PirsVdirsVd&#xA;irsVdirsVdirsVfEf/OTPlj9CfmrfzxpwttZjj1CKg25SApNv4mWNmPzxV5Tir9Afye80/4n/LbQ&#xA;dWd+dy1stvdkmrGe2JhkY/6zJy+RxVLvz+0Max+UfmGELyltYBfRt3X6o6zOR/zzRh9OKvFP+cOd&#xA;c9HzLr2iM1FvbSO7RT/NaycDT3IuPwxV9W4q7FXxf/zlZpX1L82JbrjQanY21zy8Sga3/wCZGKvr&#xA;TyNqn6W8laDqZPJr3T7Wdz/lPCpav+yxVPMVeB/85i/8oPov/bTH/UPLiqZ/84lf+Ssl/wC2ncf8&#xA;m4sVe04qxf8ANHVf0V+XHmW+Bo8Wm3IiO/8AeSRlI+n+WwxV8x/84j6V9a/Mq6vmWqafp0rq1K0k&#xA;lkjjUe1UZ8VfYmKuxV8t/wDOZOtl9W8uaErUFvbzX0q+PruIoyfl6D/fir1r/nHTQxpH5RaGGXjN&#xA;frJfTHx9eQmM/wDIoJirKvzC146B5G17WVbjLZWM8kB/4u4ERD6ZCoxV+duKvrH/AJw70H6v5U1v&#xA;XHWj6heJbRkjrHax8qj2LTkfRir6BxV2KuxV2KuxV2KuxV2KuxV2Kvn3/nMHyx9a8r6R5jiSsmmX&#xA;LWtwR19G6Wqk+yyRAf7LFXyfirK/K/5q/mB5V01tN0DWZbGxaVpzAqROPUYBWI9RHIqFGwxVMrz8&#xA;9/zavLSezuvMMsttcxtDPE0VvRkdSrKf3fcHFWLeW/NGveWdUTVdCvGsdQRWRZ0CseLijCjhl3+W&#xA;Ksv/AOhgvzi/6mWb/kVb/wDVPFXf9DBfnF/1Ms3/ACKt/wDqnirGPNfnbzR5tu4bzzFftqFzbx+j&#xA;DK6RoVTkW4/u1TuT1xVOtG/On80NF0u20rS9elttPtE9O3gWOBgi1rQFo2PfucVRv/QwX5xf9TLN&#xA;/wAirf8A6p4qkfmv8zfPXm2zhsvMWrSahawSetDE6RKFk4leVY0Q9GOKqvlf81fzB8raadM0DWJL&#xA;CxaRpjAiRMPUcAM1XRjuFHfFU3/6GC/OL/qZZv8AkVb/APVPFUv1785fzM1/SbjSNX12W6066Ci4&#xA;tzHCoYKwcAlEVvtKO+KpV5T89+bPKM1xN5c1BtPlu1VLh0SNyyoSVH7xXpue2Ksl/wChgvzi/wCp&#xA;lm/5FW//AFTxV3/QwX5xf9TLN/yKt/8AqnirEvM/mvzD5o1P9J6/evf3/prF67hVIRK8VAQKtBU9&#xA;sVZLp/56fmvp9hbWFl5glgs7OJILaFYrfikUShEUVj6KoAxVDeYPzi/MvzDpE+kaxrst3pt1x9e3&#xA;ZIVDcHDrUoitsyg9cVYbir72/IvQf0J+VHly1ZOEs9qLyWux5XbGf4vcLIB9GKs8xV2KuxV2KuxV&#xA;2KuxV2KuxV2KsY/M7yz/AIn8ga7oipzmurRzbLSv7+L97D/yVRcVfnoQQaHrirOfIX5NedPPWm3G&#xA;o+X1tpILab6vMs0wjdX4hx8JHQhtjirJ/wDoVX82/wDlnsv+kpf6Yq7/AKFV/Nv/AJZ7L/pKX+mK&#xA;u/6FV/Nv/lnsv+kpf6Yq7/oVX82/+Wey/wCkpf6Yq7/oVX82/wDlnsv+kpf6Yq7/AKFV/Nv/AJZ7&#xA;L/pKX+mKu/6FV/Nv/lnsv+kpf6Yq7/oVX82/+Wey/wCkpf6Yq7/oVX82/wDlnsv+kpf6Yq7/AKFV&#xA;/Nv/AJZ7L/pKX+mKu/6FV/Nv/lnsv+kpf6Yq7/oVX82/+Wey/wCkpf6Yq7/oVX82/wDlnsv+kpf6&#xA;Yq7/AKFV/Nv/AJZ7L/pKX+mKu/6FV/Nv/lnsv+kpf6Yq7/oVX82/+Wey/wCkpf6Yq7/oVX82/wDl&#xA;nsv+kpf6Yqvt/wDnFP8ANRriJZ4bNIS6iV1uVJVSfiIFOwxV9l21vDbW8VvCvCGFFjjQdlQUA+4Y&#xA;qqYq7FXYq7FXYq7FXYq7FXYq7FXYq+APzk8sf4a/MzXtMVeNv9Za5tQOghuQJkA/1Q/H6MVek/8A&#xA;OIPmf6l5x1Py/K9ItWtRNApPWe0JNAPeKRyf9XFX1tirsVdirsVdirsVdirsVdirsVdirsVdirsV&#xA;dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVfLf/ADmL5Y9LU9C8zRJtcxPp90w6coj6sVfd&#xA;lkf/AIHFXif5d+ZT5Z88aJrteMdjdxvcU7wMeEw+mNmGKv0Kur2ztLKW+uZkis4I2mmuGICLGq8m&#xA;ct0oAK4q+QPzY/5yX8zeYL+fT/KlzLo+gRsUS4hrHd3AG3NpB8Uan9lVoafa8Aq8Wnubm4nae4le&#xA;adzyeWRizk+JY1OKs68g/nd5/wDJt3EbXUJL7TFIEulXjtLCydwnIloj4FPpB6Yq+0fy/wDPejee&#xA;PLNtr2lMRHLWO5tmILwTqBziencVqD3BB74qyPFXYq7FXYq7FXYq7FWNfmH5/wBE8i+Wp9c1Viyq&#xA;fTtbVCBJPOwJWNK/KpPYVOKvi7z5+dn5gecrqQ3upSWenMT6Wl2bNDAq9g4UhpT7uT7U6Yqwe2ur&#xA;m1mWe2meCZN0ljYow+TLQ4q9r/KX/nJfzLoF9Bpvmy4k1fQZGCNdTEyXdsCacxIfilQftK1T/Kex&#xA;VfX9rdW93bQ3VtIs1tcIssEyHkro45KykdQQajFVTFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXm3/&#xA;ADkP5Y/T/wCVGsIi8rnTVXUrfatDbVMn/JEyDFXwtir0HWvz2/MTWPKP+Fb28iOlmGK2kKRBZnjh&#xA;40DSDc8uA5eOKvPsVdirsVZf+X/5recfIf1weX7iOOO/4G4imjEqFo68WAPQ/ERtirMf+hqvzb/5&#xA;aLL/AKRV/rirv+hqvzb/AOWiy/6RV/rirv8Aoar82/8Alosv+kVf64q7/oar82/+Wiy/6RV/rirv&#xA;+hqvzb/5aLL/AKRV/rirv+hqvzb/AOWiy/6RV/rirv8Aoar82/8Alosv+kVf64qw38wPzU84efHs&#xA;28wXEciWAcW0UMYiQGSnJiB1J4jFWI4q7FXYq9K8rf8AOQ35l+WtBtND066gaxslKWwngWR1QsWC&#xA;8yakCtB4DbFXvH/OOX5tecPPl7rkPmCSCRLCO3e39GIRUMrSBq0O/wBgYq9wxV2KuxV2KuxV2Kux&#xA;V2KuxV2KuxV2KqdzbwXNvLbToJIJkaOWM9GRxRgfmDir43vv+cU/zQS9uFs4rSW0WRxbyNcKrNGG&#xA;PBiKbErirHfOX5C/mJ5Q0GXXNXtoP0fA6JM8EyyMnqNxVioA25ED6cVed4q7FXYqyryB+WXmzz5d&#xA;Xdv5egjkNiiyXMk0gjRQ5IQVPdqGg9jirNv+hVfzb/5Z7L/pKX+mKu/6FV/Nv/lnsv8ApKX+mKu/&#xA;6FV/Nv8A5Z7L/pKX+mKu/wChVfzb/wCWey/6Sl/pirv+hVfzb/5Z7L/pKX+mKu/6FV/Nv/lnsv8A&#xA;pKX+mKu/6FV/Nv8A5Z7L/pKX+mKsI8/flr5q8iXtraeYII43vYzLbvC4kRgrcWHIftLtUe4xVi2K&#xA;uxV2KvRfJ35B/mL5t0GDXdJtoP0fcs6wPPMImb02KMwUjpyUjFXvv/OOX5S+cPId7rk3mCOCNL+O&#xA;3S39GUS1MTSFq0G32xir3DFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqg9Z0fTta0m70nUoRcWF7&#xA;E0NzC37SOKHcbg+BHTFXxD+a/wCR/mnyHfzTJDJqHlwsTbarGpYKhOy3AX+7cdKn4W7eAVeb4qn/&#xA;AJO8h+avOOppp+gWEl1ISBLPQrDEpO7SyH4VA+/wBOKvt/8AKb8s9N/L7ytHpVuwnv5yJtTvaU9W&#xA;cinw13CINkH09ScVZpirsVdirsVdirsVdirCPzc/LDTvzC8rtpkzrb6jbMZtLviK+lLShVqb+nIN&#xA;mA9j1AxV8Q+b/I/mjyhqbadr9hJZzAkRSsCYZVH7UUg+F1+X074qkWKvS/ym/I3zR57v4LiWGTT/&#xA;AC0rBrrU5V4+ogIqlsGH7x2H7VOK9/Aqvt3SdKsNJ0y10zT4Vt7GyiWC2hXoqIKAf24qisVdirsV&#xA;dirsVdirsVdirsVdirsVdirsVdirsVdirT8eJ5040PKvSneuKvPr/wD6F++vP+kP8J/X+Xx/WP0b&#xA;63Kvfn8VcVZtpH6H+oRfof6v+j6fufqnD0af5Pp/D92KozFXYq7FXYq7FXYq7FXYq7FUFrX6E/R0&#xA;v6b+rfo7/d3130/Q/wBl6vwffirC9N/6F/8Aryfoz/Cf16v7v6t+jfWrX9nh8Va4q9ATjxHCnGg4&#xA;06U7UxVvFXYq7FXYq7FX/9k=</xmpGImg:image>
29
               </rdf:li>
30
            </rdf:Alt>
31
         </xmp:Thumbnails>
32
         <xmp:MetadataDate>2016-09-30T15:36:35+02:00</xmp:MetadataDate>
33
         <xmp:ModifyDate>2016-09-30T15:36:35+02:00</xmp:ModifyDate>
34
         <xmpTPg:MaxPageSize rdf:parseType="Resource">
35
            <stDim:w>97.131481</stDim:w>
36
            <stDim:h>67.262963</stDim:h>
37
            <stDim:unit>Millimeters</stDim:unit>
38
         </xmpTPg:MaxPageSize>
39
         <xmpTPg:NPages>1</xmpTPg:NPages>
40
         <xmpTPg:HasVisibleTransparency>False</xmpTPg:HasVisibleTransparency>
41
         <xmpTPg:HasVisibleOverprint>False</xmpTPg:HasVisibleOverprint>
42
         <xmpTPg:PlateNames>
43
            <rdf:Seq>
44
               <rdf:li>Cyan</rdf:li>
45
               <rdf:li>Magenta</rdf:li>
46
               <rdf:li>Yellow</rdf:li>
47
               <rdf:li>Black</rdf:li>
48
            </rdf:Seq>
49
         </xmpTPg:PlateNames>
50
         <xmpTPg:SwatchGroups>
51
            <rdf:Seq>
52
               <rdf:li rdf:parseType="Resource">
53
                  <xmpG:groupName>Standard-Farbfeldgruppe</xmpG:groupName>
54
                  <xmpG:groupType>0</xmpG:groupType>
55
               </rdf:li>
56
            </rdf:Seq>
57
         </xmpTPg:SwatchGroups>
58
         <dc:format>image/svg+xml</dc:format>
59
         <xmpMM:DerivedFrom rdf:parseType="Resource"/>
60
         <xmpMM:DocumentID>xmp.did:2240485e-b2a2-8149-aa06-90aad83042dd</xmpMM:DocumentID>
61
         <xmpMM:InstanceID>xmp.iid:2240485e-b2a2-8149-aa06-90aad83042dd</xmpMM:InstanceID>
62
         <xmpMM:OriginalDocumentID>xmp.did:2240485e-b2a2-8149-aa06-90aad83042dd</xmpMM:OriginalDocumentID>
63
         <xmpMM:History>
64
            <rdf:Seq>
65
               <rdf:li rdf:parseType="Resource">
66
                  <stEvt:action>saved</stEvt:action>
67
                  <stEvt:instanceID>xmp.iid:2240485e-b2a2-8149-aa06-90aad83042dd</stEvt:instanceID>
68
                  <stEvt:when>2016-09-30T15:36:35+02:00</stEvt:when>
69
                  <stEvt:softwareAgent>Adobe Illustrator CC 2015.3 (Windows)</stEvt:softwareAgent>
70
                  <stEvt:changed>/</stEvt:changed>
71
               </rdf:li>
72
            </rdf:Seq>
73
         </xmpMM:History>
74
      </rdf:Description>
75
   </rdf:RDF>
76
</x:xmpmeta>
77
 
78
 
79
 
80
 
81
 
82
 
83
 
84
 
85
 
86
 
87
 
88
 
89
 
90
 
91
 
92
 
93
 
94
 
95
 
96
 
97
 
98
<?xpacket end="w"?>
99
	</metadata>
100
<g id="Shopping_Cart_9">
101
	<g>
102
		<path class="st0" d="M244.5,141.9H82.2l-34.9-112h222.8L244.5,141.9z M91.1,129.9h143.8l20.2-88H63.6L91.1,129.9z"/>
103
	</g>
104
	<g>
105
		<circle class="st0" cx="118.1" cy="169.9" r="17"/>
106
	</g>
107
	<g>
108
		<circle class="st0" cx="215.1" cy="169.9" r="17"/>
109
	</g>
110
	<g>
111
		<rect x="159.3" y="32.9" class="st0" width="6" height="108"/>
112
	</g>
113
	<g>
114
 
115
			<rect x="126.4" y="32.7" transform="matrix(0.9877 -0.1564 0.1564 0.9877 -11.9708 21.3076)" class="st0" width="6" height="108"/>
116
	</g>
117
	<g>
118
 
119
			<rect x="141.4" y="83.7" transform="matrix(0.1564 -0.9877 0.9877 0.1564 79.2118 266.0922)" class="st0" width="108" height="6"/>
120
	</g>
121
	<g>
122
		<rect x="95.2" y="32.7" transform="matrix(0.9781 -0.2079 0.2079 0.9781 -15.8722 22.3048)" class="st0" width="6" height="108"/>
123
	</g>
124
	<g>
125
 
126
			<rect x="173.2" y="83.6" transform="matrix(0.2078 -0.9782 0.9782 0.2078 95.2308 290.8323)" class="st0" width="108" height="6"/>
127
	</g>
128
	<g>
129
		<rect x="64.3" y="63.9" class="st0" width="192" height="6"/>
130
	</g>
131
	<g>
132
		<rect x="70.3" y="98.9" class="st0" width="182" height="6"/>
133
	</g>
134
	<g>
135
		<polygon class="st0" points="241.3,174.9 89.1,174.9 41.7,14.9 5.3,14.9 5.3,3.9 50,3.9 97.3,163.9 241.3,163.9 		"/>
136
	</g>
137
</g>
138
</svg>