summaryrefslogtreecommitdiff
path: root/data/mime/gnome-oregano.svg
blob: 14b892cff5ce47da12bdd58579addf50725b1325 (plain)
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
<?xml version="1.0" encoding="utf-8"?>
<!-- Generator: Adobe Illustrator 11 Build 196, SVG Export Plug-In . SVG Version: 6.0.0 Build 78)  -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.0//EN"    "http://www.w3.org/TR/2001/REC-SVG-20010904/DTD/svg10.dtd" [
	<!ENTITY ns_flows "http://ns.adobe.com/Flows/1.0/">
	<!ENTITY ns_svg "http://www.w3.org/2000/svg">
	<!ENTITY ns_xlink "http://www.w3.org/1999/xlink">
]>
<svg  xmlns="&ns_svg;" xmlns:xlink="&ns_xlink;" xmlns:a="http://ns.adobe.com/AdobeSVGViewerExtensions/3.0/"
	 width="127.47" height="111.343" viewBox="0 0 127.47 111.343" overflow="visible" enable-background="new 0 0 127.47 111.343"
	 xml:space="preserve">
	<metadata>
<?xpacket begin='' id='W5M0MpCehiHzreSzNTczkc9d'?><x:xmpmeta xmlns:x='adobe:ns:meta/' x:xmptk='XMP toolkit 3.0-29, framework 1.6'>
<rdf:RDF xmlns:rdf='http://www.w3.org/1999/02/22-rdf-syntax-ns#' xmlns:iX='http://ns.adobe.com/iX/1.0/'>

 <rdf:Description rdf:about='uuid:324eb2c0-1160-11d9-a4e0-0050e466842e'
  xmlns:pdf='http://ns.adobe.com/pdf/1.3/'>
  <pdf:Producer>Adobe PDF library 6.66</pdf:Producer>
 </rdf:Description>

 <rdf:Description rdf:about='uuid:324eb2c0-1160-11d9-a4e0-0050e466842e'
  xmlns:tiff='http://ns.adobe.com/tiff/1.0/'>
 </rdf:Description>

 <rdf:Description rdf:about='uuid:324eb2c0-1160-11d9-a4e0-0050e466842e'
  xmlns:xap='http://ns.adobe.com/xap/1.0/'
  xmlns:xapGImg='http://ns.adobe.com/xap/1.0/g/img/'>
  <xap:CreateDate>2004-09-25T17:14:19-03:00</xap:CreateDate>
  <xap:ModifyDate>2004-09-28T15:08:54Z</xap:ModifyDate>
  <xap:CreatorTool>Illustrator</xap:CreatorTool>
  <xap:MetadataDate>2004-09-25T17:22:43-03:00</xap:MetadataDate>
  <xap:Thumbnails>
   <rdf:Alt>
    <rdf:li rdf:parseType='Resource'>
     <xapGImg:format>JPEG</xapGImg:format>
     <xapGImg:width>256</xapGImg:width>
     <xapGImg:height>224</xapGImg:height>
     <xapGImg:image>/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA&#xA;AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK&#xA;DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f&#xA;Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA4AEAAwER&#xA;AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA&#xA;AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB&#xA;UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE&#xA;1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ&#xA;qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy&#xA;obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp&#xA;0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo&#xA;+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7&#xA;FXYq7FXYqslmihjMkrrHGv2nchQPmTirHtR8/eXrOqxytdyD9mEVX/gzRfurkxjLIQLFtR/MnV56&#xA;rZRJaIejf3j/AHsOP/C5YMYZiASO38w6rHqcGoyXDzzQNyAkYkEHZl9gRttkuEVSaevaXqVrqVlH&#xA;eWzco5B07q3dW9xmORTURSLwIdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVd&#xA;irsVdiqlcXNvbxmW4lSGMdXkYKv3nGlY9qP5g6BaVWF3u5B2iHw192ag+6uTGMshAsX1H8yNZuKr&#xA;Zolmh6EfvH+9hx/4XLBjDMQDGrzUL69fnd3Ek7djIxanyr0yYFMqY7rvnPytoKk6rqUFs4FfQLc5&#xA;SPaJOTn7sBkAgkB5xr//ADkTpkPKLQtOkunFQLi6PpR17EIvJmHzK5WcncxM2G2f54+cj5htL/UJ&#xA;1bTopKz6dAixxtGwKtStXJANV5Md8jxm2PEX1L5H87R2qQahZSi70m9VXKqdmU9HWvRh7/I5bICQ&#xA;bCLexWV7a3trHdWsgkhkFVYfqPgRlBFNJCvgV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux&#xA;V2KuxV2KoW91PTrFeV3cxwDqA7AE/IdT9GEAlIDHNQ/MnRYKraRyXjjoQPTT72+L/hcmMZZCBYzq&#xA;H5h6/c1WApaR/wDFa8mp7s1fwAyYxhkIBjtzd3V1J6lzM80n80jFj+OTpkx3XfPHlLQgw1TVIIJV&#xA;624b1Jv+RScn/DAZAIJDznXf+citNi5R6Hpsly+4We6YRJXxCJyZh8yuVnJ3MTN5xr/5seeta5LN&#xA;qLWlu3/HvZ/uF+XJT6hH+sxyBkSwMixe0s77ULtLazglu7yYn04IUaWVzSpoqgsT3yKGYXn5P+b9&#xA;M8q3nmXWY49Ns7RUYW8rcriT1XWNKRpyCfE4B5sCPDJnGQLKaYvpfl/XNWhvZtMsZ7yHTYDdX8kK&#xA;M6wwr1kkIHwqMghmn5U/mhL5Xuv0dqTNLoNw1T1Zrdz1kQd1P7S/SN+s4SplGVPqjyr5un00JdWM&#xA;i3Wn3Kh+AasbqwqHRhWhp3y0xBbCLep6H5l0vWYq20nGdRWS3fZ1+juPcZTKJDUY0muRQ7FXYq7F&#xA;XYq7FXYq7FXYq7FXYq7FXYq7FXYqpzXFvAnOeVIk/mdgo+84qk17528t2lQbsTuP2YAZK/7IfD+O&#xA;SECyESx++/NAbrYWXyknb/jRP+asmMTIQY7f+dPMd7UNdtCh/Yg/dj7x8X45MQAZCISSWUktJK9T&#xA;uzux+8knJJYnrn5peRdG5Lc6rFNMK/uLX9+9R2Pp1VT/AKxGRMwEGQee67/zkYfij0LSv9W4vW/5&#xA;lRn/AI3yByMTN55rv5m+eNa5Ld6rLHAxP+j2x9COh7ER8Sw/1icgZEsDIsbtrW6u7hLe2ie4uZTx&#xA;jhiUu7MeyqtSTkUM/wDL35D/AJiawFkls00q3cchJfv6bdaU9JQ8qn/WUZZHFIpES9R8uf8AONfl&#xA;SyKy63dz6vKDvCv+iwEEdCELSkjxEg+WXx046shF7T5O/LW0tIBFpWnQaRYNx9R44ljaTiKAmgDS&#xA;Gn7TffhM4w5JsBkfmr8p/KnmjQoND1UXB06O4S6uIoZPSNy0YYKkzgc+FW5UQruBmNOZlzYE2nGi&#xA;eVfL3lfRxp3l7TILHT46l7SBAPUBFGLk1Z3p3YknKyofH3/ORn5CN5Vun82+VoDL5RvW53EEYr9R&#xA;lc/Zp2hY/ZP7J+E/s1IKHn/5ffmrrPlJhaMv13R3bk9o5IaOvVoW/ZPiDsfbrkozpkJU+ivKHnfR&#xA;9ftk1HQ7w+rFQvGDwnhY9nWtR8+h7HLwQWwEF635Z/MCOcpaauRHNsEu+iN/r/yn36fLK5Y+5hKH&#xA;czYEEVG4PQ5UwbxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvEtR1rUtQuXnubh2LEkJyPFR4KOgGZIAD&#xA;eAx7zF5r0PQoVudbv0tVkJEZkLM7kbniqhnansMSQFJpJD+bP5di3M/6bh4Dtxl5/wDIvhz/AAwc&#xA;YRxBjmrf85B+UbYMun211qEg+y3EQxn/AGTkv/wmROQMeNhGs/8AOQXm275Jptvb6bGfsvT15R/s&#xA;n+D/AITInIUGZYJrPmvzJrRJ1TUri7UmvpSSH0wfaMUQfQMgTbElD6Voms6vOYNKsbi/mUAtHbRP&#xA;KVBNKtwBoPc4gWh6L5f/AOcdfPeosr6kbfR4OQ5es4mm4kV5LHDyX6GdctjhkWXCXpXl/wD5xw8k&#xA;2AV9VluNYnAIdXY28BPZlSI+oPpkOWx046p4Xp/l/wApWFhEbbQNJito2I5raQqgYgUq5QCp92y3&#xA;0x8mWwZZY+R9Smo1062ydx9t/uG345XLOByQZMm03yxpNhR1i9aYf7tl+I19h0GY8ssiwMk2ytDs&#xA;VdirH9Vt7WEz2l9At1oupK0dzayKHj+MUdSpqCGHbKyeE+TMbh8nfnd/zi/qegvc+ZPI8Tal5aYG&#xA;ebT0Je4tF6twqS00Q8R8SjrWhbLGDwnR9a1TRr+O/wBMuXtbuL7MiHt3VgdmU9wdsQVfQv5c/nDp&#xA;vmT09O1ThY63sEFaQ3B/4rJ+y3+Qfor2vjO22Mre3eV/Ot3pRW2uuVxp/QL1eP8A1K9v8nGULWUb&#xA;em2d7a3tulzayCWFxVXX/PY5SRTUQr4FdirsVdirsVdirsVdirsVdirsVeOebNJbTNbuIQtIZCZY&#xA;D24Oa0H+qajMiJsN0TYfOX/OR1lcjUdGvtzavDLAOtFkRgx+lg34ZXk5sJvG8rYOxVln5a+VfLXm&#xA;jzHFpOu6+nl9Jiot55YuccrE0MRl5BYWP7LMCv4AkUr6x8uf84neRtI4SSRJqU6kkTXzNOCD2MQE&#xA;cJ9qplgMB0ZbPQ7D8tLKyto7aCdLe2iHGK3t4VjjRR2VQaAfRk/HrkE8SZQ+RtHShkeWU9wWAH/C&#xA;gH8cBzyRxJjbeXtFt947OOo6FxzP/D8srOSR6ospgqqoAUAAdAOmQQkHn7znpvkvyhqfmXUQXt9P&#xA;i5rCpo0krEJFGp8XdgK9uuKvmTQPKv8AzkD+dU8XmTVdak0HytNIGt4I5pbZGhDb/VoIg3Kg2Ekv&#xA;XxOKszP+PPyq8+aRoR1mTW9J8wmSPQ3u5CBJNAB/oNzGS0cRfmqxTwqvxEc1ZaqFXvei6tZ6xpNn&#xA;qtmWNrexJNEHHFwHFeLr+yy9GHY4qjcVQ9/Zpd2rwN1YVVvBh0OCQsJBpjFhqdzpszQuC0YYiSI9&#xA;iNiRlEZGLYRbx/8AO3/nGrSvNsM/mnyGkdprprJeaUKRw3TdSUGwimP/AALexqxvBtrIp8hXlnfa&#xA;fey2l5DJa3trIY54JVMckciGhVlNCrAjCh7B+WX51tH6OjeaZeUeyW2qud17BZz3H+X/AMF45bCf&#xA;ezjJ9C+XvMl7pE4ntXElvJQyQk1R18RTofAjLJRBZkW9X0XXLDWLQXFo+4oJYj9tCezD+OY8o01E&#xA;UmGBDsVdirsVdirsVdirsVdirsVSDzl5eGr6YTEv+m29XgPdv5k/2Xb3ycJUWUTT5/8AzE8or5n8&#xA;sXWl0C3i/vrJ224zx149enIVQ+xy2QsNkhYfJ08E0E0kEyGOaJikkbCjKymhUg9CDmO0qeKuxV9L&#xA;f843/wDOR8+mT2vkzznd8tIakOk6tMd7U9Egmc9YT0Vj9jofh+yq+vQQRUbg4q3irsVdirxz/nLL&#xA;TtQvfyav2swWW0uba5u0UVJgV+J+hWdWPsMVS789/wA65Pyu0jy9o3lexR2vIUa3nYfuIrK34IEi&#xA;2Kl2WgGxCjehqMVeYeQbrz/+dn5waT5y1mD6n5Y8sTpdxlQyWsAt3EqQxu395K8iKZG8PAcVxV9P&#xA;/l7R/KlvcovCC/nvL+1UilLe9vJrmDban7qVcVZJirsVY55lsOLreIPhf4Zf9bsfpynJHq2QKUWl&#xA;5cWkolhbi3cdiPAjKwaZkWxH83fyU8t/mpYNf2Rj0vzlbx0hvDUJMFHwx3AUEsnYOByX3GxyIytq&#xA;MafE/mXyzrvlnWrnRdcs5LHUbVuMsEgpt2ZT0ZG6qw2I6ZJizf8ALD83bvy68WlawzXGhEhY33aS&#xA;2r3Wm7J4r2/Z8DOE6ZRlT6T0HX5ITBqmk3KvHKoeKVDyjkRt96bMDlxAIbeb1zy15ostbt/hpFeR&#xA;is1uTUjtyU91/VlEo01SjSdZFi7FXYq7FXYq7FXYq7FXYq7FXm/5heXfqtz+lbZaQXDUuFHRZT+1&#xA;8n/X88uxy6NkC+Wvz48hCGT/ABXp8dI5SseqIvQOdkmp/lfZb3p4nBkj1RMdXjGVMEZo8FlPq9jB&#xA;fu0djLcRJdSR0DrEzgOy1DCoWtNsVZP+aP5Xa/8Al7r76bqI9W0dm+o3yiiSotD0/ZYBhUfdtkjG&#xA;k0+hf+cWfz5bUI7fyB5nuK3sS8NBv5WNZkUf7yyMT9tR/dnuPh6gVih9OYq7FWmZUUsxCqoqWOwA&#xA;xVjWsX8erxyaRHEs1neK0FwsihlkjkBV1Kn9kqd8pM7NBsEa5sQ1H8pdQGkw+X2isPNPlixdZtGs&#xA;dYlmtLyweM1jjivoI7oyRL9lQ8XLj8LMw2y5rZIfLfmTW7dbHzAbLTNBACzaHpTSTCdB/uqa6kjt&#xA;j6J/ajSFeQ2LcSVKrMFVVUKoCqooqjYADsMVU7q7tbS3e5u5kt7eIcpJpWCIo8WZiAMIBPJIFvPd&#xA;d/5yA/LPSWaNL99SmQ0ZLGMyD6JHMcR+h8yYaPIelNscEixHUv8AnKLyxPHJBDol5JC4IDyPFG3X&#xA;Y8QZB79ct/k6RG5DYNMe9IYP+cgNBZv3+mXUa+MZjc/cSmUnsqfQhs8Esk0T84PJN7Mnp6ibG4qO&#xA;AulMVD/r7xj6WzHnocsd6v3MDiKb/mF+XflL82/Ly2140dtrsKE6TrcIVyO/EkEepEx+0lfcUOVx&#xA;l0PNx5Rp8Red/JHmLyV5iuNB163MF5Aao4qY5oyTxliag5I1Nj9BoQRk2Cd/lr+aGoeUrkWtxyut&#xA;Dmas1tWrREneSGvfxXofxyUZUyjKn03oWuwXMNtq+j3QkicCS3uIj/n8iD8jl+xDbzeueVPN9vrM&#xA;Yt5qRaii1dOiuB1ZP4jKZQpqlGmR5Bi7FXYq7FXYq7FXYq7FXYqoX1lb31nLaXC8oZlKuPn3HuOo&#xA;wg0oLxDzJ5fSKS90XUYxNC6tFKpHwyRuKV/2SnMgbhv5h8geefKdz5W8x3OlS1aFT6lnMf8AdkDE&#xA;8G+fY+4OY8hRaSKSDAh97apoOkfmf+Tmi6nqMYna906CW6dac0l9MCSRG3o8UvKh8K122y3GQfSW&#xA;Q7nxV5t8r615K8zvp9wzR3Fq6z2N5HVOaBqxTRnsajt0YU7ZCUTE0UEPtn/nHj85ofzE8sfVtQdU&#xA;80aSqpqUWw9ZOiXSDwfo4HRvYrkUPWSQoJJoBuSfDFWK6zrDXbmGE0tlP/Bkdz7ZjznbbGNK3li2&#xA;53MlwRtEOK/Nv7MliG6JlkuXNbsVea/mn+dejeS1bT7NV1HzAy1FqD+7gBHwtOw+8INz7VBzK0+l&#xA;OTc7RbsWEy36Plnzn+Y3mXzNeGbWr6S8cEmK1U8YIq9kjX4V+dK+ObOIhj2iHLAjHYJT5c0LzN5q&#xA;1u30fSLeSW5uGAIRW4xoWCtLIwB4ovL4mOV5MxAs7MZTLO/Mf5iWfke9byv5CtrT0tNb0dS1+6to&#xA;rm5vrlNpWrKJAkIcUVV+YO+YwiZbyagL3KD822mk+bfJh8/aDZx6XqenSx2nmzSrQFIA020F5Cg2&#xA;RJW+Fl/m+ljKEjE1fuSCQaYHZTXr05DlH/M2x+jxzMxykW+BLKPLfnHzF5cuRNpN48K8gzwE8onp&#xA;/Mh2+kb+Bw5cEMg9QZSiDze1x6t5H/Pbyz/hfzIi6Z5ot1L6bdihdZabvATTkpoPUiPUe4DDU59L&#xA;LH5xcLLhMdxyfJ3n7yD5j8jeY59B16D0riL4oZlqYp4iSFliYgclanzB2NCMxmhH/lx+Y+oeUNQ4&#xA;tyuNHuGH1yzr07erFXYOB/wXQ9iJRlTKMqfT2ia3ZajZ2+q6TciWCSkkE8ZoQR+Ksp6g7jMgG23m&#xA;9a8oeco9VUWd6RHqCj4T0WUAdR4N4j7spnCmuUaZVlbB2KuxV2KuxV2KuxV2KuxVh/5i6H9asF1K&#xA;Ff39oKS06tET/wAanf78sxy6M4F85/nP5L/xB5Za9tY+WqaUGmhoPieL/dsf3DkPcU75PJGwymHz&#xA;PlDU+3P+cPPMyar+V02iSsGm0K8lh9M7/wCj3P79Cfm7SD6MVS78+Pyqj8wabcWkCAarZcrjSJj1&#xA;ZW3MJJ7PTj/rAHMsjjjfVnzD5X8jec9e8iebbTXtMJivbGQrPbPVVljrSWCUdaMBQ+B36jMRg+99&#xA;P8/6X5t8r6dq+iuxsdShEzctnRgSrwt/lI6lWpttttlWSXRsgOqjlLNlnlyIJpqv3kZm+48f+Ncv&#xA;xjZqnzTTLGLzn86fzPHkrQVhsWVtf1EMlkpo3pIPtzsp/l6KD1bxAOZWlweJLfkG7Dj4jvyfMflP&#xA;ypq3nLWblRcpDHFHJe6tqt259OGIGryyMd2JJ+n5VObbJkEB9zmykIhO20P8lLUm3bzFqt4/QXdr&#xA;YxxQV8eEr+pTKxLL/NA+LEGfcHpP5Rab5Y0C113zD5Y8y299ygS0WHV4G0+OK4kflCss7Fg3Lidk&#xA;65i6mUpERlH5btOUk0CHlPm78tfzEOsTXuqaLNez6rO8/wBbsoxcwyyTuXJR4OajkSSBsfbMqGTE&#xA;RV8m6MoEM4/Kv8p9T0a9v9P8zXFlpcHmfT5dPXSbi4R7x2kHOKWO3UneNkr8TAjMXNkjziCaPwaZ&#xA;yHMdEPb6V/zj1p3lnUYL7UL3VNXtpdpY45bW5YghQkEb1hCVry51PX/Jy0yzmQoABneQnySJvJnk&#xA;DzFp9/N5J1O/TUtOt5LyTSNYjiEk0MIrIYZYPg5KP2Tucs8WcSOMCj1DPjkPqef21zcWtzFc20jR&#xA;XELCSKVDRlZTUEH2OZJAIotr6LsIPLP57fl3+ifMYWDzFp9Uh1GNR6sM/H4ZU6VSQD406NQ9wGGh&#xA;1GLw510PJ1+bFwnbk+QPO/kjzF5K8xXGg69bmC8gNUcVMc0ZJ4yxNQckamx+g0IIylpR/wCXn5h6&#xA;l5P1LmnKfSp2H12yr17epHXYOB9/Q+0oypINPqHRtZstUsLbVNMnEttOokhmQ0IPht0ZTsR2OZAN&#xA;twNvV/JvnJNRVbC/YLfqKRyHYSgf8bfrymcKa5RZdlbB2KuxV2KuxV2KuxV2KrZI0kjaORQyOCrq&#xA;ehBFCMVeKa5prabqtzYtuInIQnuh3U/SpGZMTYbwbfIv5o+Vh5c843lpEnCyuD9asgBQCKUn4R/q&#xA;OGX6MokKLTIUXpX/ADh75v8A0P8AmXNoc0gS18w2rRKpNAbm2rLCf+A9RR7nIofXXnXTPrGnC7Qf&#xA;vbU1bxMbbH7uuX4JUaZRL4v/AOch/IY0vWo/M1jHxsdVbjeKooEugK8v+eqiv+sD4454UbWQRP8A&#xA;zjl+aS6Bqx8ratLx0jVJAbOVukF21FAJ7JLsD4NQ7VY5iZI2sTT6qyhtZnowA0u3p/LX7ycyYcmq&#xA;XNG5Ji+JvzS83S+avO+o6nzLWiyG3sFPRbeElUoN6ct3PuTm/wBPj4IAOzxw4Y0yn8i9EHmSHzX5&#xA;YNz9TGqWEVLkUZ1aGdWFI6ryU1+LfKdXPh4Zdxa80uGi831vS5NJ1m+0uSRJpLC4ltnljrwZonKF&#xA;lrQ0NMyoSsA97cDYt67o/lbSNP8Ayatl843kmh2d/qzai0Kx1vLqGO39OKGGM9OR+LkwoNj0OYUs&#xA;hOX0b0KaDIme2+yRt+eGo6LDFpnkWwh0LRbd+fGUC6uLg9CZ3k5AcqdEpTs2WflBLeZssvBB3luU&#xA;58oeYvy/81+c9I1W7iPlfzZHewTM8FZNPvWEg5JxY8oZJB8I34+NcryQnCBA9Ua+IYzjKMSOYYJ+&#xA;aXlvUdB886xDdWj21vcXdxcWDMPgkt5JWaNkboRxIB8DtmTp5iUA245XEJ1+WlqdA0TW/Pl9+6t7&#xA;e2m07Rlbb6xfXSGOig/aWNCS39hyvOeIiA959zHIbIi85zKbWffkprkunedobYOVh1FHhffo6AyR&#xA;tt3qtB88wO0cfFjvrFryi4vcvzN/LXRfzV8rNp93wtfMdipfStS47q3dWpuY5KUcdvtDpmmhO3Xy&#xA;jT4R8w+X9X8va1d6LrFs1pqVjIYriB+oYdwRsysN1YbEbjJsWQ/lx+Y+oeUNQ4tyuNHuGH1yzr07&#xA;erFXYOB/wXQ9iJRlTKMqfTuk6rZanYW+padMJrW4USQTLUbfrBB6jscyAbbQXqnkzzmL0Jp2ovS8&#xA;G0Mx6SjwP+X+v55TOFbhrlFmOVsHYq7FXYq7FXYq7FXYq8+/MzSXE1vqiCsbL6E1OzCpU/SKj6Mu&#xA;xno2QL5r/wCchPLkl3odlrkC1bTXMVzQf7pnIAY/6rqB/sscg6rMPEfL2uXug69p2t2J43mm3MV1&#xA;BWtC8LhwDTsaUPtlLW/THQ9Y03zH5estWsz6un6rbR3EVe8cyBuLU7gGhHjiCryH8wfJtvrOlar5&#xA;avNlmUpFKRUo4+KGUD2PFvwzPPri2cw+KNZ0fUNG1W60vUIjDe2khimjPiOhB7qw3U9xvmCRTW+r&#xA;fyA/NUea9DGiapNy8xaVGAzuatc24+FZqncuuyyfQ3c0x8ka3bIyfROgSB9LiHdCyn/gif45Zj5M&#xA;Zc1DzleyWPlDXL6IlZLXT7qZCOoaOFmFOnhl2IXIDzWA9QfCWdE7REadf31hfQXlhM9veQOHgmiJ&#xA;Dq4OxBGCQBFFSLfRcmg6dOU80TaNaXH5qHT1vJPLMkyiNpAaC8NsACZioDGPl/w2+avjP03+7vn+&#xA;hw+I8r9Pe89/NLVtZ1T8vfI9/rEskup3k2syXrSji3qR3SRheO3AIo4hQABmTp4gTkBy2bcYAkQP&#xA;J7R+VPl3yLJ+VFhBwttR064X6xqclyilTdnaXmJB8JiPwKfAAjxzB1E5+IehcfLKXG+cbmz02D80&#xA;TaaHMp09NYWPT5UJZRH9ZATixJLBegNd+ubQEnHZ505gJ4d+57FdvLqWreb4fPKRr+XNve3C2l/d&#xA;lkngugxWmnsoZ3LMDyUAj8VOCNhHg+uvxbj8gOH6vxzeefnc+qxarp9hHFFB5Qt7cHyuto3O2kt2&#xA;A5S8/wBqVj9uu/zryOTpaon+Lq24arz6vK7m/iiqq/HJ4DoPnl08oDOU6ZH+Vr3E3nPRnr8ZvE7b&#xA;cRu34VyjNK8MiWN3Evq+GaSGVZYzxdDVTnNg04rCfz//ACdtvzJ8s/p/RIlTzhpUZCRjY3UK1ZrZ&#xA;j/N1aI+PwnrUZMZWGkinxA6PG7RyKUdCVdGFCCNiCDkkM2/LH8ybzylqIguGabQ7lv8ASrcfEYyd&#xA;vVjH8w7juPoyUZUyjKn03YX9re2sF9YzLNbTKJIJ4zUEHcEHMgG216j5K84/X1XTtQcC9UUhlP8A&#xA;u0Dsf8sfjlM4Vu1yizDK2DsVdirsVdirsVdiqD1bTYdS06eym+zMpAb+VuqsPkd8INFINPDNb0aO&#xA;eG90fUYuUciyW1zGfAgq1D+o5k8w3c3yB5p8vXfl7X7zSLrd7V6JJSgeM/Ejj/WUg5jEU0kU+sv+&#xA;cNfzA/SflW98mXclbzRHNzYAndrOdqsoHX91MTX/AF1GBD2Pzto3rQDUYV/eQjjOB3Ts3+x/V8sy&#xA;ME62ZRL5t/Pj8tDr2mf4i0uLlq+nRn6xEg+K4t13O3d49yPEVG+2TzY73CZB87aDruq6Dq9rq+k3&#xA;DW2oWbiSCZex6EEHZlYEhlOxGxzEYPvX8ifzR0nz35ee4tisN/Dx/SFhX4oZiKGldzG9Ko3hUdQc&#xA;hEVsyJtnPm6xk1DyprVhEC0l3YXMCKOpaWFkA/HLsZqQPmsDRD4QzonaM+/Ky0sLBNZ87ajCtzb+&#xA;WIo3s7V/sy39y5S2qO6owLGm42OY2oJNQH8X3NWQ3Ue9iV35i1u6119emvZf0vJL9YN6rFZBIDsV&#xA;ZacePRadBsMuEABw1s2CIqnsmqax5c88/lt5dvPO15JYakLq7srfW4IuUMc/wOfrMKdRKgUkrShF&#xA;dhXMGMZY8hENxts44iYyPCwy7/LL8z7KL9FaR62r6Fqrq0c+lTtNp9xxNVeTiQi8SOsoFMyBnxnc&#xA;7Ed/Ns8SPM82TeQ/y/8AKegecdHs/MV+uq+aZLmMwaJYMHhtXQ+oXvJhsTGFJ9Ne43qpynNmlKJM&#xA;RUe/9TCcyQa5MD/MvztrPmnzNey3t00tjbXEyadbjaKKEOQvFRtVlA5N1OZODEIRFNuOAiE18rXM&#xA;nmX8vPMflC8YNJo9nLrmhTtXlC1sQ1zCp68ZkY0HStTlOoHDISHXYteUUbHueO5Bi9g/IXQHuPM6&#xA;3rL+60uFpGbt6swMar9zMfoyvXz4MXD1LPJtGn0NmicZG6VqDWV0H6xN8Mq+3j9GSjKiiQt86/8A&#xA;OWf5OR2FyfzE0CEfo++dRrkMY+GOeQ0S5FNgspoH/wAuh/azJaXzRir0T8qPzPn8sXi6bqTtJoNw&#xA;246m3dj/AHif5P8AOv0jfrOEqZRlT6TtrlJEiubaUOjhZIZo2qCDurKw+8EZe2vUPJnnAakgsb5g&#xA;t+g/dudvVA/42HfKZwprlGmW5WwdirsVdirsVdirsVef/mToXF49YhXZqRXQHiNkf/jX7stxy6Nk&#xA;D0fNn59eTP0hpEfmKzjrd6aOF4FG72xP2j/xjY1+RPhhyR6rMPKvyt8+XfkXzzpfmODk8NtJwvoF&#xA;6y2snwzR77V4mq1/aAOUtb9HtPv7DVNNt7+zkW5sL2JZreVd1kilUMpHsVOKvP8AzHoraXfFUBNr&#xA;LVoG9u6n3XM7FPiDYDb5U/PT8rDol6/mXR4aaPdv/pkCDa2mY9QB0jkPTsG27qMozY63HJjIPP8A&#xA;yR538xeSvMVvr2g3BgvIDR0NTHNGSOUUq1HJGpuPpFCAcoYvvz8pfza8u/mR5dXUdOYQahAFTVNL&#xA;dgZLeQj6OUbUPB6b+xBAVfMn5teUJfK3nnUbH0+FlcSG609qfCYJiWUD/UNUPyzfafJxwBdlinxR&#xA;t3kLzRoNhY6x5e8yRTPoOvJCJ7i14me3mtnLwyorbEVajDw8emObGSRKPMLOJNEcwy6H8rfylk8p&#xA;S64PPZ4RzBTP9WoUViFETWVfrBkrX4gaU3pTfKDqMvFXD+Pe1+JO64U10Kb8sV/LbWrCyhvPNMHl&#xA;65i1iS2uybFZHlH1YtEYucnpovxOrZCYyeICfTxbd6JcXEOlsNl/PHznA0UWgraeX9NgNY9OsLaI&#xA;RHt+89RXZyR1PfMj8pD+Lctngx67s1/Ljzr5cvjq/nDWPLVrp135ctTJJrWlloC0t0DbpGLYn0jL&#xA;Lyb4yevzzHz4pCoiV8XQteSB2APNKLfyj+QV55SutTj8yX1lcrKOEd36TXkdSFCG1jH70HryQ7dy&#xA;KEZM5MwlVBPHkuqYrqvnbyP5W0LU9I8lR3t7q2tWzWWoa3fhIljtJSPUit4ULbyAULNuO2RyCciO&#xA;KtuiJ2Tu850fTZ7u5iWONpJJHCQRKKs7saKAO++XY4/xHkGcI9X1d+XflBPK/l2O0ehv5z6184oR&#xA;6hFOAP8AKg2+8980er1Hizvp0ackrLJ8xWDsVSXzJ+a/5aeX7C60LznqFvJZ3UbRT6bQ3EpSQbq8&#xA;MYdgrdiQMuxktc6fEPnSDyjD5huv8JXVxdaC7lrM3cfpTop/YfchuPZu/cDLWCR4q9S/KX82E8vj&#xA;9C67K36FNWtrjizm3bdivFQzFGPh0P05ZCdM4yp7hovnbyvqcqHStXt5rgENGiShZQR0IQlX/DLR&#xA;IFnYL0qx/M3UYlRLu1juAoALoTGxp3NeYr9GQOMMTBkmmefdAvWWOSRrSU7cZgAtf9cVX76ZAwIY&#xA;mBZGrBgGUgqRUEdCMgxbxV2KuxV2KqN5aQXlrLazryhmUo49j4e47YQVDxTXdGayvLnTLxBIm6MG&#xA;FVkjYdaHsynpmQDYbwbfIv5jeTJvKnmWayAJsJqzafKamsLH7JP8yH4T9/fKJRotJFPov/nD782l&#xA;uLV/y81ab/SLcPcaDI53eL7c1sK903kUeHLsoyKH0pqumQalZvbTbV3R+6sOhGShIxNpBp5Zreip&#xA;S50rU4FlhlVop4XFUkjYU79QRmcCJBs5vkf82PyxvPJererAGm0G8c/Ubk78GNT6Eh/nUdD+0N/E&#xA;DDyY+E+TWRTHvJvnPzF5O16DXNAu2tL6A0NN45Y6gtFKnR0am4/jlaH1pB5l8p/85A+ShFaGPTPP&#xA;ekoZlsJG3qdnCMaepBLQfF1RqV/ysjTZ/Dl5NuLJwnyeD6npmoaXfzafqNu9re27cJoJQVZT8j49&#xA;Qe+buMgRYdgDaGySWdfk7540jyf5plvdXt5LjT721eyn9OjcFkdGLNGdpF+ChX/azH1OIzjQ5tWW&#xA;BkNky86/lT5pvPN9zceWtIF7oeqzNcaTdacFazEEjVUFxRIuPQhqAdtshi1ERH1Hcc7RDKK3O6H8&#xA;+XeneWvLNr+X+l3Ed3cxzfXvMt9CQyPeceKW6MOqwDY/5XgajDhBnLjPwTAEniPwebTzCJK05Odk&#xA;QdScyJSpsJpS03RL7Ub1Ikiee5nakdvGCzsfkMo4K9UmsR6l9Fflj+VsXl5E1TVAsmsMtI4hRkt1&#xA;PZT3emxYfIeJ1Gs1viemP0/e1ZMl7Dk9GAJIAFSegGa9qTG10DUJ6Ep6KHvJsfu65MYyWJkEl89f&#xA;l5q2rWS2tt5uPlyydaXUkFupuZDXcJO0q+mKfyry9+2WwxfFiZEvD9Y/5xY8lAObTzZfzXTEs0r2&#xA;scikmtS1XiY7965kjBIo4S8K89+T9O8saiLOz1601o1IcW4YPGRt+8A9SMH2EhPtlco11QQxjIod&#xA;irsVZl5T/Nbzf5dmRVumvrAEc7G6YuvHwRzVo/am3iDkhIhIkQ+k/LPmKw8xaJbavYE+hcA/A32k&#xA;dTxZGp3UjLwbDcDbOvJ3mq5028itJ5C+nTMEZWNfTLHZl8BXqMjONsZRt6rlDU7FXYq7FXYqxbz5&#xA;5e/SOn/XYFreWgJoOrxdWX6Oo+nxyyEqZxNPAPzL8kQ+bPLslsgVdStazafKe0lN0J/lkAofoPbL&#xA;JxsM5C3zBY3uq6HrEN5avJZapps4kicfDJFNC1Rse6sOmY7S/QT8lPzc0v8AMjypHfIUh1uzCxax&#xA;YA7xy02kQHf05KVU/MdRirLfMOgxarbbUS7jH7mQ/wDEW9j+GWY8nCfJINPLPMflyy1KyutF1q1E&#xA;tvKPTngk+8EEdCOqsPmMzCBINnN8j/mV+WmreStUKOGuNHnY/Ub+mzdT6clNlkAHTv1HthTgYlrI&#xA;pjOja1q2iapbarpN1JZajaOJLe5hbi6sP1g9CDsRscgh9Q+S/wAx/IH50Wlv5f8AO8cejeekURWO&#xA;rw8Y1uiPshSfh5k9Ym2P7BFaC/DqJY+XJsx5TFLvNv8Azj35+0OR5LCAa3Yg/BNaf3tO3KAnnX/U&#xA;5fPNnj1kJc9i5kM8T5POr7TNS0+Yw39pNaTDYxTxtEwP+q4BzKEgeTaDara67rdnaSWdpqFzb2kv&#xA;97bxTSJG1f5kUhTgMATZC0ERo/lHzRrLhdK0m7vfFoYXZBXuzgcR9JwSyRjzKDIDm9O8qf8AOMnm&#xA;y/kjm8wXEOkWp+3EpE9yR1oAh9Na+PM08Mw8muiPp3aZaiI5bvRvLnkjy55YR4tKt6SGqyXcnxzO&#xA;Af2n7DbotB7Zpc+onkPqLVKZPNmGn6Bc3IEk37mE9Kj4j8hkI4yWsypMri60LQk+MgTEbKPjlb+n&#xA;4DMjHhvkw3LG9S876hPVLRRaxfzfaf7zsPuzLjgA5shF4x59/PvyvoTyxQznXdXBIaGF6xo3/Fk5&#xA;5KKHstT4gYyyxjsFMqeBecvzb86eag8N5d/VdOev+4+1rHER4Oal5P8AZEj2zGlkMubAlhmQQ7FX&#xA;Yq7FXYq+o/yd0G80byNaRXimO4u3e7aJhQostOAI8eKgkZfjFBtiNmcwQyTTRwxiskrBEHizGgyb&#xA;J7xmK0OxV2KuxV2KuxV5b568tfo29+u2yUsblug6RyHcr8j1GXwlbbE2+a/zz/LosH816XFuAP0r&#xA;Cg7DYTgD7n+/xyOSPVE49Xm35e+f/MHkTzNba/okvGaI8bi2Yn0riEn44ZQOqt+BoRuMqa36A/ln&#xA;+Zvlr8wvLsesaNLxlWi3+nuR61tLTdHA6g/st0YfSAqm3mDy9BqsPJaR3iD93L2I/lb2/VluPJw+&#xA;5INPMPMXly0vrS60XW7NZraZeE9vKNiOoIIoQQd1ZTUHcHMvaQbOb5W/ND8ntW8nTSX1pzvvLrMO&#xA;F5QGSHkaKlwFAA32DgcT7E0zDyYzH3NZFPPASDUbEdDlaH0j+Sf/ADlffaOINA8/SSX2lCiW+uby&#xA;XMA6ATgVaZP8r7Y/yuyr63sL/S9Y02G9sZ4b/TrtA8M8TLLFIh7gioIxVcmm6dG4dLWFHU1VljUE&#xA;H2IGHiKbKJwIUrqb0baSQblVPEeJ7D6TgJoJCVaXokNqn1m84mRRyoxHFAN6mu1chDGylJJ9d86M&#xA;S1vphoOjXJ6n/UB/XmdjwdSoi8p89fmb5Z8pRGTVrozahKOcVjEfUuJK/tEE/Cp/mYj6ctnkEUk0&#xA;+cfPf5zebPNZktlk/RukNUCwt2ILr4TSbNJ8tl9sxJ5TJgTbAcrQrWtndXUnp28TSv3CjYV2qT0A&#xA;+eGMSTQSATyTGTSLSxQNqdwfWIqtpBQybjbkx+FevgfbLZYhH6jv3MzDh5pfdTxSvWGBYIh9lFJY&#xA;/wCyZqknKi1qGBWaeUfym83eZOE6QfUdOah+u3QKBl8Y0+2/saU98kIEshEl7F5W/JDyloskV1d8&#xA;9VvoiHWSf4YlYdCsK7f8GWy0YwGYgHo0MM00ixQxtLI2yogLMfkBk2TO/JPk28t71dR1KL0vSFba&#xA;FqFix25MB0p2r3yqc+gYSkz3Kmt2KuxV2KuxV2Koe/sba/s5bS5XnDKvFh39iPcdRhBpQXjnmHQJ&#xA;tLvJbG6USQuD6bkVWSNtuh+4jMiJsNwNvlz82vyxl8tXrappsZfQbl9gAT9Wdv8Adbf5BP2D9B96&#xA;ZxprlGmMeSfPPmbyVr0Wt+XrtrW8j+GResU0ZILRTJ0dDTp9IoaHIMX3Z+TH53+X/wAy9Kb0gLHz&#xA;BaKDqOlM1SBsPWhP7cRbbxU7HsSqznV9EstUh4TrxlUfu5l+0v8AUe2ThMxSDTzzXPL1zZB7e9hW&#xA;a0mDRlivKKRGFCrA7bjqpzMjMSDYDbwj8w/+ceLC+Euo+UitleGrvpbmlvIev7pj/dHrsfh/1RlU&#xA;8HcxMXz/AKlpmoaZfTWGoW8lreQNxlglUqynr0PYjcHvmMRTBmn5WfnT5z/Lm/D6VP8AWdJkflea&#xA;NcEm3lrsWXvHJQfbX6ajbAr7d/Kr83/Kn5kaO15o8hgv7cKNQ0qYj14GPQ7bOjU+F1696GoCrOcV&#xA;WyGNULyEBE+Is2wAG9T8sVeeebPNiXKygSi30uAFpJXIQMF3LuTSij3zMx4xEWWwCnzX+ZH/ADkL&#xA;xaXS/JxBIqkusOKivf6uh/4m30Dochkz9AgyeE3V1dXdzJc3Urz3EzF5ZpGLuzHqWY1JOYzB1vbT&#xA;3MoigjMkjdFUV+k+AwgEmgkC2RWXlSCCM3GqSgKnxNGpooG32n/Db78zoaMAcWQ0HIjgoXI0o6h5&#xA;kjiiNppKCGEVBmAoT2qo7f6x3+WV5NTQ4cY4R9rGWXpHYMfZmZizEszGrMdyScxGhOvK3k7zB5nv&#xA;fquk2xk4ketcN8MMQPd37fLqewwgEpAt775J/Jny35eCXV6o1XVBQ+tMo9KMjf8AdxGor/lNU+FM&#xA;ujjAbBF6JDDLNKsUKNJK5oiKCWJ9gMmyZnof5b3EwWbVpDAh3FvHQyH/AFm3C/jlcsncwM2c6dpO&#xA;m6bF6dlbpCvRiB8Tf6zH4j9OVEksCbRmBDsVdirsVdirsVdirsVS3X9CtNZsWtpxxdfigmHVHp1+&#xA;XiMlGVJBp43r+gPA1xpWq26yRyKUlicco5I22qK9VOXgghu5vm38y/yevfLxm1XRg11oY+ORPtS2&#xA;w/yv5kH83bv45TKFNUo0wXy75i1vy5rNtrWiXb2Op2bc4LiOlQehBBqrKw2ZWFCNjkGL7u/Iv89N&#xA;I/MjSPq9xwsvNNkgOoaeDRZFG31i3ruYyeo6odj2JVeoyxRSxtHKgeNtmRhUH6DiCrEtc8lgBrjT&#xA;B03a2Jr/AMAT+o5k48/QsxJ5N5//AC20DzjZG31GIwahCCtrfotJoj/Ka05JXqh+ih3y6eMSSRb5&#xA;S85eS9c8pau+m6rFRvtW9wlTFMn88bED6R1GYUomJosCFPyf5w8weUPMFtr2g3Jtb+1Ox6pIh+1F&#xA;Kv7SN3H8cih+hP5V/mXo35h+U4Nd0791OP3Wo2Jbk9vcKAWQnaqmtUam496jFUr/ADY/MHR/LmmS&#xA;m/uhb2kIBuWG7yOd0hjUbsx8P4A5kYgIjiLId74t/Mn83Nc85XD20Zax0JG/c2Ctu9Ds85H2m706&#xA;D8cryZDJBNsCytCb6P5dub/jNLWG0r9s/aYf5AP6/wBeZODTSyeQbceIy9zI5rjSdCteCKFZhVYl&#xA;3kkI7sT29z9HhmdKWPAKH1OSZRxjbmxPU9XvNQk5TNSMfYhX7K/1Pvmsy5ZTNlxJzMjugcrYPT/y&#xA;6/JfUNdEWp65zsdIajxQ0pPOvalfsIf5jue3jk4wtlGNvftJ0jTNIsY7DTbZLW0iHwRRigr3J8Se&#xA;5O5y8Cm0Bk/l7ylqWsuHQehZg/FcuNvkg/aORlMBBlT0zRPLml6PFxtY6ykUkuH3kb6ew9hlMpEt&#xA;RNppkUOxV2KuxV2KuxV2KuxV2KuxV2KpdrehWGsWnoXS/Eu8Uy/bQ+IP6xhjKkg08o8w+XLvSLk2&#xA;10okgkB9KUD4JF77Hv4jMiMrbQbfNf5tflK2kNLr2gxFtKYl7u0QVNuT1dB/vr/iPy6VThTCUXm2&#xA;ha7q+gava6xo909lqVk4kt7iM0ZWH4EEbEHYjY7ZWwfeP5F/nppH5kaR9XuOFl5pskB1DTwaLIo2&#xA;+sW9dzGT1HVDsexKr1TFUh8xeWYdRRri3AjvVHXoJKdm9/A5djy8Ox5MhJ5H538laZ5n0i40XV4S&#xA;hqTFLQerBMvR0r0I7+I2zKlESDMi3yD5x8oat5T12bSNSSkifHBMB8E0JJCyp7Gn0Go6jMGUSDRa&#xA;yGSfkv8Am1qX5beaxqcStc6Vdr6Oq2CkfvY+qutSB6kbbqfmKiuRQk35g/mFr/njXZdU1WQiPkxt&#xA;LNTWOFGNSBsOTH9pj19hQCUpWkljGRQyXy/5cEgW8vl+A/FDAf2vBnHh4Dv8uudpdJxeqXJycOG9&#xA;zyTDW/MMNipt7ekl10p+zHt38T7ff736jViHphz+5sy5uHaLDpp5Z5WlmcvI5qzHqc1ZN7lwibdB&#xA;BPcTxwQRtLPKwSOJAWZmJoAANyTgV71+Wf5LW+miLV/Msa3GobPBp5o0cJ61k7O/t0Hv2ujDvbIx&#xA;73riqzMFUEsTQAbkk5YzZ15X/L8sEvNZUgdY7PofYyU6f6v3+GVSydzCU+5n0caRoqRqERRRVUUA&#xA;A7ADKmtdirsVdirsVdirsVdirsVdirsVdirsVdiqE1TS7PU7N7S7TnG/Q/tK3ZlPYjCDSQaeReY/&#xA;Ll1pF01tcqJLeQH0pafBIncEePiMyIyttBt80/m7+VH6FaTXtDjJ0l2rd2iiv1dm/aX/AIqJ/wCB&#xA;+XSqcKYSjTzjQtd1fQNXtdY0e6ey1KycSW9xGaMrD8CCNiDsRsdsrYPvf8j/AM7dG/MnQwrFLTzN&#xA;ZRr+lNOrSvQevBXdomP0qdj2JVenYqkXmXy4mpRGeABb5BsegcD9lvfwOXYsvDseTIF4R+bn5fL5&#xA;u8tTWqR8dasOU2muwAb1B9uElqUEoXj1FG4k9Mvyw4hsyIt8gujo7I6lXUlWVhQgjYgg5hNa3FU+&#xA;8saMLqX63cLW3iNEU9Hcb7jwX/PvmXpNPxmz9Ib8GLiNnkmXmHzD9W5Wlo1bk7Syj9j2H+V+r59M&#xA;jVaqvTFtzZugYgSSanrmscNE6Zpl/ql/Dp+nwtcXdw3CKJOpP8AOpJ6Yq+kvy1/KvTvKkC3t3xu9&#xA;dkX95cdUhBG6Q1H0Fup9htl8IU2xjT0O0tLm8uEt7aNpZpDREUVJyZLJ6f5W8l2ukqtzdUn1Aj7X&#xA;VI/ZPf8AysolO2qUrZNkGLsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQeq6XZ6nZSWl0nKN/&#xA;st+0rdmU+Iwg0kGnkHmLy7c6VcvZ3iCWCUEI5FUlQ7HY/iMyAbbQbfMv5t/lW2gTNrOjRM2iytWe&#xA;Eb/VnJ2Hj6bdj26eGUzhTXKNMG8readd8ra7a65od01pqNo3KORehH7SOvRkYbMp65Bi/QL8n/zZ&#xA;0T8yfLC6lZ8bfU7bjHq2m8qtBKQaEdzHJxJRvo6g4qzzFWL+bvLv1hG1C1X/AEhBWdB+2o/aH+UM&#xA;yMOStiyiXxF/zkD5RXRPOn6St04WWuK1yKUAFwpAuAO+5ZXPu2QzRqSyDzOKJ5ZUijHKSRgqL4km&#xA;gGVMWX6vqEejadFY2285TijdOK9Gkp4sa0982ebJ4UBCPNy8k+CPCObDiSSSTUnqc1jiI7RNE1PW&#xA;9Th03TYTPdzmiqOgHdmPZR3OEC1AfTf5eflzpnk+wIUi51WcD63ekUr39OOv2UB+/qe1L4xpujGm&#xA;daXpV7qd2traRl5G3Y/sqvdmPYDCTSSaeseXPLNjolvxjHqXTj99cEbn2HgvtlEpW1GVpxkWLsVd&#xA;irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQOsaRZ6rYvaXS1Vt0cfaRuzL74QaSDTx/zD5e&#xA;n06eWwv4llglUqCwrHLGdjsdunUZkAghtBt8vfmv+V83li6Op6arS6FcPsNy1s7HaNz/ACH9hvoO&#xA;/Wmcaa5RpIvy4/MLXvIPmm21/R3q8fwXdqxIjuIGI5wyddjTY9jQ9sgxfof5I856J5y8s2XmHRZf&#xA;UsrxK8Gp6kUg2eKQCtHRtj94qKHFU9xV84f85deSIz5G/TluqrHY3cUrbbr6xMLIvgGaRW/2OWyn&#xA;cd+YTez5BsJkhvreZyQkcqOxG5orAnIQlUgViaILd9eS3l3JcyfakNQPAdAv0DGcjI2VlKzavomi&#xA;anrepw6bpsJnu5zRVHQDuzHso7nABaAH0/8Al9+X2meUNM9OOk+pzgG9vSN2PXgleiDsO/U5fGNN&#xA;0Y0zrRtFvtWvFtrVK/78kP2EXxY4SaSTT1rQ9CsdHsxb2y1dqGaY/adh3Pt4DMeUraSbTLAh2Kux&#xA;V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kpdrmh2WsWTW1yKEbxSj7SN4j+IwxlSQae&#xA;OeY/LrW73Gk6rAssMqlHRhWOWNtqjxBzIBBDaDb5X/M/8t7nyjqXrW4aXRLpj9UnO5Rupik9x2Pc&#xA;fTlEo01yjTOf+cUvzQn8seeY/Ld5LTQ/MTiEqxosV5SkMor05/3beNV/lyLF9x4q8g/5yvvrW2/J&#xA;LWIZivqXs9nBbV6+oLqOY8ff04m+jFXwViqK0zTL/VL+HT9Pha4u7huEUSdSf4AdST0xV9Qflz+X&#xA;lh5P0wqCJ9VuQDe3dNttxHHXoi/j1PYDIjGm6MaZ/omiXusXq21stAN5ZT9lF8T/AAGGUqSTT1zR&#xA;tGstIsltbVaAbySH7Tt3ZjmOTbSTaPwIdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirs&#xA;VdirsVdiqVeYvL9prVkYZfhnSpt5u6Mf+NT3GSjKkg08V80+V4biC80LW7cSRSDhNGe46q6MPvUj&#xA;L9iG3mHyf588k6j5Q1trKeslrJWSwu6UEkYP4OvRh/AjKJRpqIp7F+Wf/OYHmHy/pkWk+bLFtft7&#xA;deFvqCSCO7CqKKspYFZfDkaN4lsihhn55fntqf5nX1rDHanTdA08l7WxLiR3mYUM0rAKOXHZVH2R&#xA;XxOKvL7e3nubiO3t42lnmYRxRIKszMaKoA7k4q+mfys/La38p6d9au1WTXbtB9ZlG4iQ0PoofYj4&#xA;j3PsBl8I02xjT0nSNIvNVvktLVas27ufsovdm9skTTImnruh6HZaPZC2thVjvNMftO3if4DMeUra&#xA;SbTHAh2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpF5r8sw61Z/DR&#xA;L6EE28vj/kN7H8MlGVMoyp4L5/8AJFv5i0e60a/T0byIk20rD4oZ12B+XZvEZdIWGwiw+TtX0jUd&#xA;H1GbTtRha3u7duMkbfgQehBG4I65jkNKDxV73+R35dmxth5m1WGl5cLTTI3G8cTDeWnZpK7f5Pzy&#xA;7HHq2Qj1ez6fp91qF5HaWqc5pTQDsB3JPYDLCaZkvXfL3l+10WxEEXxzPRriY9Xb+g7DMeUraSbT&#xA;XIodirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirEvPPlYahbn&#xA;ULRP9OgX94o6yoP+Nl7fd4ZZCVbM4yeMeZPJ3lvzJAsWsWSXJQUim3SVO/wyKQwHtWmWmILMi0i0&#xA;b8nPIWlXi3cdi1zNG3KL6zI0qqe1E2U07cgciMYQIBnEUUksqRRKXkkIVEG5LE0AGTZPW/KflmHR&#xA;bOr0e+mA9eUdu/BfYfjlEpW1SlafZBi7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq&#xA;7FXYq7FXYq7FXYq7FXYq7FXnfm/yPcrcSX+lR+rDIS0tsn2kY9Sg7g+A6ZdCfe2RkxCLTtQlm9GO&#xA;2leXp6aoxb7qZZbO3ofkzyYdOI1DUADekfuoeoiB6kkdWP4ZTOd8muUmYZWwdirsVdirsVdirsVd&#xA;irsVdirsVdirsVf/2Q==</xapGImg:image>
    </rdf:li>
   </rdf:Alt>
  </xap:Thumbnails>
 </rdf:Description>

 <rdf:Description rdf:about='uuid:324eb2c0-1160-11d9-a4e0-0050e466842e'
  xmlns:xapMM='http://ns.adobe.com/xap/1.0/mm/'>
  <xapMM:DocumentID>uuid:5b2fe784-0f30-11d9-85f1-0050e466842e</xapMM:DocumentID>
 </rdf:Description>

 <rdf:Description rdf:about='uuid:324eb2c0-1160-11d9-a4e0-0050e466842e'
  xmlns:dc='http://purl.org/dc/elements/1.1/'>
  <dc:format>image/svg+xml</dc:format>
 </rdf:Description>

</rdf:RDF>
</x:xmpmeta>
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                <?xpacket end='w'?>
			</metadata>
		<g id="Layer_1">
			<g>
				<path fill="#AC9BB2" d="M116.146,53.311c0,0-28.893-31.216-49.47-43.77c0,0-7.116-6.189-8.165-9.541
					c0,0-43.711,14.932-54.197,16.231c0,0-9.104-1.825-0.859,10.207c0,0,9.117,13.099,10.15,18.856c0,0,11.223,24.509,23.251,32.915
					c0,0,24.128,24.107,27.505,30.087c0,0,5.149,7.889,11.188-1.723c0,0,26.621-32.253,49.518-40.096
					C125.066,66.478,134.444,56.414,116.146,53.311z"/>
				<path d="M110.765,54.776c0,0-26.371-30.238-44.887-41.538c0,0-6.396-5.57-7.34-8.589c0,0-39.308,13.482-48.743,14.657
					c0,0-8.761-2.743-0.802,9.185c0,0,8.174,11.784,9.092,16.965c0,0,10.062,22.061,20.904,29.636c0,0,21.779,21.735,24.833,27.127
					c0,0,5.419,6.784,10.117-1.538c0,0,23.995-29.05,44.623-36.116C118.562,64.565,127.241,57.567,110.765,54.776z"/>
				<path fill="#FFFFFF" d="M18.075,22.304c0,0,33.983-9.696,38.999-13.145c0,0,6.244,8.138,9.441,9.892
					c0,0,22.086,17.06,32.353,33.079c0,0,3.826,4.401,5.722,4.544c0,0-27.273,11.886-33.271,21.382c0,0-3.542-5.772-7.203-8.204
					c0,0-18.891-12.319-27.319-24.809C36.797,45.043,25.205,26.731,18.075,22.304z"/>
				<path fill="#BEAED4" d="M18.075,22.304c0,0,37.578-10.982,38.999-13.145C57.074,9.159,47.479,21.511,18.075,22.304z"/>
				<path fill="#BEAED4" d="M71.319,78.055c0,0,10.4-11.517,34.46-21.2C105.779,56.855,79.29,59.546,71.319,78.055z"/>
				<path fill="#FFFFFF" d="M66.07,80.752c0,0-3.484-5.093-14.62-12.507c0,0-12.939-9.522-20.991-23.583
					c0,0-6.322-11.266-10.88-15.163c0,0,3.696,27.301,20.968,40.195c0,0,21.264,19.888,22.666,25.39c0,0,3.98,4.902,6.232,1.604
					C69.445,96.688,73.675,92.938,66.07,80.752z"/>
				<path fill="#D8CEBF" d="M58.044,12.869c0,0,5.902,7.083,9.47,9.445c0,0,18.516,13.68,27.727,28.171c0,0,2.906,4.375,5.08,5.182
					c0,0-17.84,2.77-25.761,12.57C74.56,68.237,83.6,52.912,58.044,12.869z"/>
				<path fill="#552173" d="M70.556,63.111c10.546-2.578,17.8-11.507,16.097-20.106c-1.727-8.632-12.14-14.307-23.158-12.515
					C52.562,32.427,45.57,41.768,47.776,51.188C49.952,60.572,60.101,65.836,70.556,63.111z"/>
				<path d="M107.532,56.957c0,0-4.73-6.188-14.403,0.764c0,0,7.363-1.158,9.633,1.418L107.532,56.957z"/>
				<path d="M55.228,7.213c0,0,0.008,4.022-1.056,6.188c0,0,5.249-1.347,5.16-4.18l-1.629-1.94L55.228,7.213z"/>
				<path fill="#D8CEBF" d="M42.724,52.248c0,0-8.934-10.593-9.77-12.848c0,0,4.053-7.326,11.985-11.696
					C44.939,27.703,36.779,39.669,42.724,52.248z"/>
				<path fill="#BEAED4" d="M19.579,29.5c0,0,5.854,4.138,11.996,16.503c0,0,9.161,14.194,19.875,22.243
					c0,0,16.916,8.626,19.09,23.054c0,0-9.754-14.077-19.241-19.29c0,0-12.633-7.096-22.314-24.417
					C28.984,47.594,24.558,35.935,19.579,29.5z"/>
				<path fill="#321344" d="M73.323,60.062c0,0,11.553-3.571,11.854-15.559l-6.258,3.991C78.919,48.495,78.691,55.375,73.323,60.062
					z"/>
				<path fill="#321344" d="M55.763,36.297c0,0,8.988-8.089,19.435-2.204l-5.986,3.182C69.211,37.276,62.54,34.09,55.763,36.297z"/>
				<path fill="#552173" d="M75.253,90.35c0,0-2.806-12.836,29.989-25.781C105.242,64.568,80.432,78.269,75.253,90.35z"/>
				<g>
					<g>
						
							<ellipse transform="matrix(0.4969 0.8678 -0.8678 0.4969 73.4716 -34.5971)" fill="none" stroke="#FFFFFF" cx="66.574" cy="46.066" rx="5.16" ry="14.04"/> 
						<path fill="none" stroke="#FFFFFF" d="M66.573,46.066"/>
					</g>
					<g>
						<path fill="none" stroke="#FFFFFF" d="M71.891,45.996c0.156-7.529-2.096-13.601-5.031-13.56
							c-2.936,0.039-5.443,6.173-5.601,13.702c-0.156,7.527,2.097,13.599,5.031,13.56C69.226,59.658,71.734,53.524,71.891,45.996z"
							/>
						<path fill="none" stroke="#FFFFFF" d="M66.573,46.066"/>
					</g>
					<g>
						<path fill="none" stroke="#FFFFFF" d="M69.327,41.517c-6.571-3.674-13.133-4.618-14.652-2.105s2.577,7.528,9.147,11.204
							c6.571,3.675,13.131,4.617,14.652,2.105C79.994,50.208,75.896,45.193,69.327,41.517z"/>
						<path fill="none" stroke="#FFFFFF" d="M66.573,46.066"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4973 0.8676 -0.8676 0.4973 76.3231 -22.8764)" fill="#FFFFFF" stroke="#FFFFFF" cx="57.903" cy="54.427" rx="0.695" ry="0.723"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M57.904,54.427"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4973 0.8676 -0.8676 0.4973 70.1129 -45.1581)" fill="#FFFFFF" stroke="#FFFFFF" cx="74.023" cy="37.921" rx="0.694" ry="0.723"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M74.023,37.92"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4971 0.8677 -0.8677 0.4971 63.325 -36.4085)" fill="#FFFFFF" stroke="#FFFFFF" cx="63.073" cy="36.427" rx="0.694" ry="0.724"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M63.074,36.428"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4973 0.8676 -0.8676 0.4973 84.1341 -36.889)" fill="#FFFFFF" stroke="#FFFFFF" cx="73.901" cy="54.161" rx="0.695" ry="0.722"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M73.902,54.162"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4971 0.8677 -0.8677 0.4971 64.9622 -26.2987)" fill="#FFFFFF" stroke="#FFFFFF" cx="55.169" cy="42.895" rx="0.694" ry="0.723"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M55.168,42.895"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4972 0.8676 -0.8676 0.4972 81.4217 -26.2138)" fill="#FFFFFF" stroke="#FFFFFF" cx="63.328" cy="57.144" rx="0.695" ry="0.722"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M63.327,57.143"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4963 0.8682 -0.8682 0.4963 72.2595 -34.6006)" fill="#FFFFFF" stroke="#FFFFFF" cx="65.947" cy="44.97" rx="0.695" ry="0.722"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M65.946,44.971"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4971 0.8677 -0.8677 0.4971 72.8806 -33.4321)" fill="#FFFFFF" stroke="#FFFFFF" cx="65.283" cy="46.159" rx="0.694" ry="0.721"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M65.283,46.16"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4973 0.8676 -0.8676 0.4973 73.2933 -34.3089)" fill="#FFFFFF" stroke="#FFFFFF" cx="66.251" cy="46.09" rx="0.694" ry="0.724"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M66.25,46.09"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4967 0.8679 -0.8679 0.4967 73.2137 -35.3296)" fill="#FFFFFF" stroke="#FFFFFF" cx="67.068" cy="45.46" rx="0.695" ry="0.724"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M67.069,45.459"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.497 0.8678 -0.8678 0.497 74.17 -35.0339)" fill="#FFFFFF" stroke="#FFFFFF" cx="67.303" cy="46.458" rx="0.695" ry="0.723"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M67.305,46.458"/>
					</g>
					<g>
						
							<ellipse transform="matrix(0.4965 0.868 -0.868 0.4965 74.2046 -33.5804)" fill="#FFFFFF" stroke="#FFFFFF" cx="66.049" cy="47.176" rx="0.695" ry="0.722"/> 
						<path fill="#FFFFFF" stroke="#FFFFFF" d="M66.05,47.176"/>
					</g>
				</g>
				<g>
					<circle stroke="#000000" stroke-miterlimit="3.8636" cx="47.601" cy="25.252" r="4.619"/> 
					<path fill="#FFFFFF" d="M47.637,29.214c0,0-1.742-0.559-2.267-2.049c0.312-1.549,2.267-2.402,2.267-2.402v1.07
						c0,0,1.951-0.882,2.237-2.437c-0.55-1.481-2.237-1.948-2.237-1.948v0.77c0,0-3.621,0.197-3.798,3.765
						c-0.159,3.228,3.216,3.847,3.216,3.847c2.188,0.232,4.359-1.117,4.986-3.306c0.702-2.452-0.715-5.01-3.167-5.713
						c-0.327-0.094-0.57-0.152-0.897-0.173c0,0,3.395,0.501,3.346,3.732c-0.05,3.573-3.686,3.873-3.686,3.873V29.214z"/>
				</g>
			</g>
		</g>
	</svg>