• Home
  • Line#
  • Scopes#
  • Navigate#
  • Raw
  • Download
1<?xml version="1.0" standalone="no"?>
2
3<svg
4     version="1.1"
5     baseProfile="full"
6     xmlns="http://www.w3.org/2000/svg"
7     xmlns:xlink="http://www.w3.org/1999/xlink"
8     xmlns:ev="http://www.w3.org/2001/xml-events"
9     x="0px"
10     y="0px"
11     width="337px"
12     height="327px"
13     viewBox="0 0 337 327"
14     >
15<title></title>
16<desc>Creator: FreeHEP Graphics2D Driver Producer: geogebra.export.SVGExtensions Revision: 12753  Source:  Date: Friday, December 22, 2017 4:14:25 PM EST</desc>
17<g stroke-linejoin="miter" stroke-dashoffset="0" stroke-dasharray="none" stroke-width="1" stroke-miterlimit="10" stroke-linecap="square">
18<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
19<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#ffffff">
20  <path d="M 0 0 L 265 0 L 265 257 L 0 257 L 0 0 z"/>
21</g> <!-- drawing style -->
22</g> <!-- transform -->
23<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
24<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
25  <path d="M 69.171875 149.359375 Q 68.421875 149.359375 68.03125 150.109375 Q 67.65625 150.859375 67.65625 152.359375 Q 67.65625 153.859375 68.03125 154.609375 Q 68.421875 155.359375 69.171875 155.359375 Q 69.953125 155.359375 70.328125 154.609375 Q 70.71875 153.859375 70.71875 152.359375 Q 70.71875 150.859375 70.328125 150.109375 Q 69.953125 149.359375 69.171875 149.359375 z M 69.171875 148.578125 Q 70.40625 148.578125 71.046875 149.546875 Q 71.703125 150.515625 71.703125 152.359375 Q 71.703125 154.203125 71.046875 155.171875 Q 70.40625 156.140625 69.171875 156.140625 Q 67.953125 156.140625 67.296875 155.171875 Q 66.65625 154.203125 66.65625 152.359375 Q 66.65625 150.515625 67.296875 149.546875 Q 67.953125 148.578125 69.171875 148.578125 z"/>
26</g> <!-- drawing style -->
27</g> <!-- transform -->
28<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
29<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
30  <path d="M 60.78662485303139 142.82509847769097 L 60.78662485303139 146.82509847769097"/>
31</g> <!-- drawing style -->
32</g> <!-- transform -->
33<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
34<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
35  <path d="M 148.234375 155.171875 L 149.859375 155.171875 L 149.859375 149.609375 L 148.09375 149.953125 L 148.09375 149.0625 L 149.84375 148.703125 L 150.828125 148.703125 L 150.828125 155.171875 L 152.4375 155.171875 L 152.4375 156 L 148.234375 156 L 148.234375 155.171875 z"/>
36</g> <!-- drawing style -->
37</g> <!-- transform -->
38<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
39<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
40  <path d="M 149.83505704565925 142.82509847769097 L 149.83505704565925 146.82509847769097"/>
41</g> <!-- drawing style -->
42</g> <!-- transform -->
43<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
44<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
45  <path d="M 237.921875 155.171875 L 241.359375 155.171875 L 241.359375 156 L 236.734375 156 L 236.734375 155.171875 Q 237.296875 154.59375 238.265625 153.609375 Q 239.234375 152.625 239.484375 152.34375 Q 239.953125 151.8125 240.140625 151.453125 Q 240.328125 151.078125 240.328125 150.71875 Q 240.328125 150.140625 239.921875 149.78125 Q 239.515625 149.40625 238.859375 149.40625 Q 238.390625 149.40625 237.875 149.578125 Q 237.375 149.734375 236.78125 150.0625 L 236.78125 149.0625 Q 237.375 148.828125 237.890625 148.703125 Q 238.40625 148.578125 238.84375 148.578125 Q 239.96875 148.578125 240.640625 149.140625 Q 241.328125 149.703125 241.328125 150.65625 Q 241.328125 151.109375 241.15625 151.515625 Q 240.984375 151.90625 240.546875 152.453125 Q 240.421875 152.59375 239.765625 153.28125 Q 239.109375 153.953125 237.921875 155.171875 z"/>
46</g> <!-- drawing style -->
47</g> <!-- transform -->
48<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
49<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
50  <path d="M 238.88348923828713 142.82509847769097 L 238.88348923828713 146.82509847769097"/>
51</g> <!-- drawing style -->
52</g> <!-- transform -->
53<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
54<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
55  <path d="M 0 142.82509847769097 L 263 142.82509847769097"/>
56</g> <!-- drawing style -->
57</g> <!-- transform -->
58<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
59<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
60  <path d="M 264 143.32509847769097 L 261 139.82509847769097"/>
61</g> <!-- drawing style -->
62</g> <!-- transform -->
63<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
64<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
65  <path d="M 264 142.32509847769097 L 261 145.82509847769097"/>
66</g> <!-- drawing style -->
67</g> <!-- transform -->
68<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
69<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
70  <path d="M 44.484375 231.859375 L 47.125 231.859375 L 47.125 232.65625 L 44.484375 232.65625 L 44.484375 231.859375 z M 48.8427734375 234.171875 L 50.4677734375 234.171875 L 50.4677734375 228.609375 L 48.7021484375 228.953125 L 48.7021484375 228.0625 L 50.4521484375 227.703125 L 51.4365234375 227.703125 L 51.4365234375 234.171875 L 53.0458984375 234.171875 L 53.0458984375 235 L 48.8427734375 235 L 48.8427734375 234.171875 z"/>
71</g> <!-- drawing style -->
72</g> <!-- transform -->
73<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
74<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
75  <path d="M 56.78662485303139 231.87353067031938 L 60.78662485303139 231.87353067031938"/>
76</g> <!-- drawing style -->
77</g> <!-- transform -->
78<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
79<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
80  <path d="M 51.171875 133.359375 Q 50.421875 133.359375 50.03125 134.109375 Q 49.65625 134.859375 49.65625 136.359375 Q 49.65625 137.859375 50.03125 138.609375 Q 50.421875 139.359375 51.171875 139.359375 Q 51.953125 139.359375 52.328125 138.609375 Q 52.71875 137.859375 52.71875 136.359375 Q 52.71875 134.859375 52.328125 134.109375 Q 51.953125 133.359375 51.171875 133.359375 z M 51.171875 132.578125 Q 52.40625 132.578125 53.046875 133.546875 Q 53.703125 134.515625 53.703125 136.359375 Q 53.703125 138.203125 53.046875 139.171875 Q 52.40625 140.140625 51.171875 140.140625 Q 49.953125 140.140625 49.296875 139.171875 Q 48.65625 138.203125 48.65625 136.359375 Q 48.65625 134.515625 49.296875 133.546875 Q 49.953125 132.578125 51.171875 132.578125 z"/>
81</g> <!-- drawing style -->
82</g> <!-- transform -->
83<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
84<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
85  <path d="M 56.78662485303139 142.82509847769097 L 60.78662485303139 142.82509847769097"/>
86</g> <!-- drawing style -->
87</g> <!-- transform -->
88<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
89<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
90  <path d="M 49.234375 56.171875 L 50.859375 56.171875 L 50.859375 50.609375 L 49.09375 50.953125 L 49.09375 50.0625 L 50.84375 49.703125 L 51.828125 49.703125 L 51.828125 56.171875 L 53.4375 56.171875 L 53.4375 57 L 49.234375 57 L 49.234375 56.171875 z"/>
91</g> <!-- drawing style -->
92</g> <!-- transform -->
93<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
94<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
95  <path d="M 56.78662485303139 53.776666285062575 L 60.78662485303139 53.776666285062575"/>
96</g> <!-- drawing style -->
97</g> <!-- transform -->
98<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
99<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
100  <path d="M 60.78662485303139 2 L 60.78662485303139 257"/>
101</g> <!-- drawing style -->
102</g> <!-- transform -->
103<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
104<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
105  <path d="M 61.28662485303139 1 L 57.78662485303139 4"/>
106</g> <!-- drawing style -->
107</g> <!-- transform -->
108<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
109<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000">
110  <path d="M 60.28662485303139 1 L 63.78662485303139 4"/>
111</g> <!-- drawing style -->
112</g> <!-- transform -->
113<g id="misc">
114</g><!-- misc -->
115<g id="layer0">
116<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
117<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000">
118  <path d="M 221.07380279976155 142.82509847769097 C 221.07380279976155 182.16917135475506 189.17912992272312 214.0638442317937 149.83505704565925 214.0638442317937 C 110.49098416859538 214.0638442317937 78.59631129155696 182.16917135475506 78.59631129155696 142.82509847769097 C 78.59631129155696 103.48102560062685 110.49098416859538 71.58635272358825 149.83505704565925 71.58635272358825 C 189.17912992272312 71.58635272358825 221.07380279976155 103.48102560062685 221.07380279976155 142.82509847769097 z"/>
119</g> <!-- drawing style -->
120</g> <!-- transform -->
121<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
122<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000">
123  <path d="M 33 22 L 133 22"/>
124</g> <!-- drawing style -->
125</g> <!-- transform -->
126<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
127<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
128  <path d="M 52 22 C 52 23.65685424949238 50.65685424949238 25 49 25 C 47.34314575050762 25 46 23.65685424949238 46 22 C 46 20.34314575050762 47.34314575050762 19 49 19 C 50.65685424949238 19 52 20.34314575050762 52 22 z"/>
129</g> <!-- drawing style -->
130</g> <!-- transform -->
131<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
132<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000">
133  <path d="M 52 22 C 52 23.65685424949238 50.65685424949238 25 49 25 C 47.34314575050762 25 46 23.65685424949238 46 22 C 46 20.34314575050762 47.34314575050762 19 49 19 C 50.65685424949238 19 52 20.34314575050762 52 22 z"/>
134</g> <!-- drawing style -->
135</g> <!-- transform -->
136<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
137<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
138  <path d="M 11.9375 33.4375 Q 11.75 33.34375 11.53125 33.296875 Q 11.328125 33.234375 11.0625 33.234375 Q 10.15625 33.234375 9.65625 33.828125 Q 9.171875 34.421875 9.171875 35.546875 L 9.171875 39 L 8.09375 39 L 8.09375 32.4375 L 9.171875 32.4375 L 9.171875 33.453125 Q 9.515625 32.859375 10.0625 32.578125 Q 10.609375 32.28125 11.390625 32.28125 Q 11.5 32.28125 11.625 32.296875 Q 11.765625 32.3125 11.921875 32.34375 L 11.9375 33.4375 z"/>
139</g> <!-- drawing style -->
140</g> <!-- transform -->
141<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
142<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
143  <path d="M 13.16796875 43.171875 L 14.79296875 43.171875 L 14.79296875 37.609375 L 13.02734375 37.953125 L 13.02734375 37.0625 L 14.77734375 36.703125 L 15.76171875 36.703125 L 15.76171875 43.171875 L 17.37109375 43.171875 L 17.37109375 44 L 13.16796875 44 L 13.16796875 43.171875 z"/>
144</g> <!-- drawing style -->
145</g> <!-- transform -->
146<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
147<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000">
148  <path d="M 23.3759765625 33.546875 L 30.8916015625 33.546875 L 30.8916015625 34.53125 L 23.3759765625 34.53125 L 23.3759765625 33.546875 z M 23.3759765625 35.9375 L 30.8916015625 35.9375 L 30.8916015625 36.9375 L 23.3759765625 36.9375 L 23.3759765625 35.9375 z M 39.7919921875 31.03125 Q 38.8857421875 31.03125 38.4169921875 31.9375 Q 37.9638671875 32.828125 37.9638671875 34.640625 Q 37.9638671875 36.4375 38.4169921875 37.34375 Q 38.8857421875 38.234375 39.7919921875 38.234375 Q 40.7138671875 38.234375 41.1669921875 37.34375 Q 41.6357421875 36.4375 41.6357421875 34.640625 Q 41.6357421875 32.828125 41.1669921875 31.9375 Q 40.7138671875 31.03125 39.7919921875 31.03125 z M 39.7919921875 30.09375 Q 41.2607421875 30.09375 42.0419921875 31.265625 Q 42.8232421875 32.421875 42.8232421875 34.640625 Q 42.8232421875 36.84375 42.0419921875 38.015625 Q 41.2607421875 39.171875 39.7919921875 39.171875 Q 38.3232421875 39.171875 37.5419921875 38.015625 Q 36.7763671875 36.84375 36.7763671875 34.640625 Q 36.7763671875 32.421875 37.5419921875 31.265625 Q 38.3232421875 30.09375 39.7919921875 30.09375 z M 44.8955078125 37.515625 L 46.1298828125 37.515625 L 46.1298828125 39 L 44.8955078125 39 L 44.8955078125 37.515625 z M 51.2412109375 34.84375 Q 50.3974609375 34.84375 49.9130859375 35.296875 Q 49.4287109375 35.75 49.4287109375 36.53125 Q 49.4287109375 37.328125 49.9130859375 37.78125 Q 50.3974609375 38.234375 51.2412109375 38.234375 Q 52.0849609375 38.234375 52.5693359375 37.78125 Q 53.0537109375 37.328125 53.0537109375 36.53125 Q 53.0537109375 35.75 52.5693359375 35.296875 Q 52.1005859375 34.84375 51.2412109375 34.84375 z M 50.0537109375 34.34375 Q 49.3037109375 34.15625 48.8662109375 33.640625 Q 48.4443359375 33.109375 48.4443359375 32.359375 Q 48.4443359375 31.3125 49.1943359375 30.703125 Q 49.9443359375 30.09375 51.2412109375 30.09375 Q 52.5537109375 30.09375 53.2880859375 30.703125 Q 54.0380859375 31.3125 54.0380859375 32.359375 Q 54.0380859375 33.109375 53.6162109375 33.640625 Q 53.1943359375 34.15625 52.4287109375 34.34375 Q 53.2880859375 34.546875 53.7568359375 35.125 Q 54.2412109375 35.703125 54.2412109375 36.53125 Q 54.2412109375 37.8125 53.4599609375 38.5 Q 52.6943359375 39.171875 51.2412109375 39.171875 Q 49.8037109375 39.171875 49.0224609375 38.5 Q 48.2412109375 37.8125 48.2412109375 36.53125 Q 48.2412109375 35.703125 48.7255859375 35.125 Q 49.2099609375 34.546875 50.0537109375 34.34375 z M 49.6318359375 32.46875 Q 49.6318359375 33.15625 50.0537109375 33.53125 Q 50.4755859375 33.90625 51.2412109375 33.90625 Q 52.0068359375 33.90625 52.4287109375 33.53125 Q 52.8662109375 33.15625 52.8662109375 32.46875 Q 52.8662109375 31.796875 52.4287109375 31.421875 Q 52.0068359375 31.03125 51.2412109375 31.03125 Q 50.4755859375 31.03125 50.0537109375 31.421875 Q 49.6318359375 31.796875 49.6318359375 32.46875 z"/>
149</g> <!-- drawing style -->
150</g> <!-- transform -->
151<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
152<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000">
153  <path d="M 60.78662485303139 142.82509847769097 L -26.259375880414986 0"/>
154</g> <!-- drawing style -->
155</g> <!-- transform -->
156<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
157<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff">
158  <path d="M 153 143 C 153 144.65685424949237 151.65685424949237 146 150 146 C 148.34314575050763 146 147 144.65685424949237 147 143 C 147 141.34314575050763 148.34314575050763 140 150 140 C 151.65685424949237 140 153 141.34314575050763 153 143 z"/>
159</g> <!-- drawing style -->
160</g> <!-- transform -->
161<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
162<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000">
163  <path d="M 153 143 C 153 144.65685424949237 151.65685424949237 146 150 146 C 148.34314575050763 146 147 144.65685424949237 147 143 C 147 141.34314575050763 148.34314575050763 140 150 140 C 151.65685424949237 140 153 141.34314575050763 153 143 z"/>
164</g> <!-- drawing style -->
165</g> <!-- transform -->
166<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
167<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff">
168  <path d="M 161.734375 128.921875 L 161.734375 130.171875 Q 161.125 129.609375 160.453125 129.34375 Q 159.78125 129.0625 159.015625 129.0625 Q 157.515625 129.0625 156.71875 129.984375 Q 155.921875 130.90625 155.921875 132.640625 Q 155.921875 134.359375 156.71875 135.28125 Q 157.515625 136.203125 159.015625 136.203125 Q 159.78125 136.203125 160.453125 135.921875 Q 161.125 135.640625 161.734375 135.09375 L 161.734375 136.328125 Q 161.109375 136.75 160.40625 136.96875 Q 159.71875 137.171875 158.953125 137.171875 Q 156.953125 137.171875 155.8125 135.953125 Q 154.671875 134.734375 154.671875 132.640625 Q 154.671875 130.53125 155.8125 129.3125 Q 156.953125 128.09375 158.953125 128.09375 Q 159.734375 128.09375 160.421875 128.3125 Q 161.125 128.515625 161.734375 128.921875 z"/>
169</g> <!-- drawing style -->
170</g> <!-- transform -->
171<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
172<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff">
173  <path d="M 163.61328125 141.171875 L 165.23828125 141.171875 L 165.23828125 135.609375 L 163.47265625 135.953125 L 163.47265625 135.0625 L 165.22265625 134.703125 L 166.20703125 134.703125 L 166.20703125 141.171875 L 167.81640625 141.171875 L 167.81640625 142 L 163.61328125 142 L 163.61328125 141.171875 z"/>
174</g> <!-- drawing style -->
175</g> <!-- transform -->
176<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
177<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff">
178  <path d="M 45 112 C 45 113.65685424949238 43.65685424949238 115 42 115 C 40.34314575050762 115 39 113.65685424949238 39 112 C 39 110.34314575050762 40.34314575050762 109 42 109 C 43.65685424949238 109 45 110.34314575050762 45 112 z"/>
179</g> <!-- drawing style -->
180</g> <!-- transform -->
181<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
182<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000">
183  <path d="M 45 112 C 45 113.65685424949238 43.65685424949238 115 42 115 C 40.34314575050762 115 39 113.65685424949238 39 112 C 39 110.34314575050762 40.34314575050762 109 42 109 C 43.65685424949238 109 45 110.34314575050762 45 112 z"/>
184</g> <!-- drawing style -->
185</g> <!-- transform -->
186<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
187<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff">
188  <path d="M 48.359375 98.21875 L 48.359375 101.515625 L 49.84375 101.515625 Q 50.671875 101.515625 51.125 101.09375 Q 51.578125 100.65625 51.578125 99.859375 Q 51.578125 99.078125 51.125 98.65625 Q 50.671875 98.21875 49.84375 98.21875 L 48.359375 98.21875 z M 47.171875 97.25 L 49.84375 97.25 Q 51.328125 97.25 52.078125 97.921875 Q 52.828125 98.578125 52.828125 99.859375 Q 52.828125 101.15625 52.078125 101.828125 Q 51.328125 102.484375 49.84375 102.484375 L 48.359375 102.484375 L 48.359375 106 L 47.171875 106 L 47.171875 97.25 z"/>
189</g> <!-- drawing style -->
190</g> <!-- transform -->
191<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
192<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040">
193  <path d="M 64 143 C 64 144.65685424949237 62.65685424949238 146 61 146 C 59.34314575050762 146 58 144.65685424949237 58 143 C 58 141.34314575050763 59.34314575050762 140 61 140 C 62.65685424949238 140 64 141.34314575050763 64 143 z"/>
194</g> <!-- drawing style -->
195</g> <!-- transform -->
196<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
197<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000">
198  <path d="M 64 143 C 64 144.65685424949237 62.65685424949238 146 61 146 C 59.34314575050762 146 58 144.65685424949237 58 143 C 58 141.34314575050763 59.34314575050762 140 61 140 C 62.65685424949238 140 64 141.34314575050763 64 143 z"/>
199</g> <!-- drawing style -->
200</g> <!-- transform -->
201<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
202<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040">
203  <path d="M 72.734375 128.921875 L 72.734375 130.171875 Q 72.125 129.609375 71.453125 129.34375 Q 70.78125 129.0625 70.015625 129.0625 Q 68.515625 129.0625 67.71875 129.984375 Q 66.921875 130.90625 66.921875 132.640625 Q 66.921875 134.359375 67.71875 135.28125 Q 68.515625 136.203125 70.015625 136.203125 Q 70.78125 136.203125 71.453125 135.921875 Q 72.125 135.640625 72.734375 135.09375 L 72.734375 136.328125 Q 72.109375 136.75 71.40625 136.96875 Q 70.71875 137.171875 69.953125 137.171875 Q 67.953125 137.171875 66.8125 135.953125 Q 65.671875 134.734375 65.671875 132.640625 Q 65.671875 130.53125 66.8125 129.3125 Q 67.953125 128.09375 69.953125 128.09375 Q 70.734375 128.09375 71.421875 128.3125 Q 72.125 128.515625 72.734375 128.921875 z"/>
204</g> <!-- drawing style -->
205</g> <!-- transform -->
206<g transform="matrix(1.2733051439510972, 0, 0, 1.2733051439510972, 0, 0)">
207<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040">
208  <path d="M 77.09765625 134.40625 L 77.09765625 135.15625 L 76.23828125 135.15625 Q 75.75390625 135.15625 75.56640625 135.359375 Q 75.37890625 135.546875 75.37890625 136.046875 L 75.37890625 136.53125 L 76.84765625 136.53125 L 76.84765625 137.234375 L 75.37890625 137.234375 L 75.37890625 142 L 74.47265625 142 L 74.47265625 137.234375 L 73.61328125 137.234375 L 73.61328125 136.53125 L 74.47265625 136.53125 L 74.47265625 136.15625 Q 74.47265625 135.234375 74.89453125 134.828125 Q 75.31640625 134.40625 76.23828125 134.40625 L 77.09765625 134.40625 z"/>
209</g> <!-- drawing style -->
210</g> <!-- transform -->
211</g><!-- layer0 -->
212</g> <!-- default stroke -->
213</svg> <!-- bounding box -->
214