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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</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>
|