Settings.psd1

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
<#
BSD 3-Clause License
 
Copyright (c) 2018, FB Pro GmbH
All rights reserved.
 
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions are met:
 
* Redistributions of source code must retain the above copyright notice, this
  list of conditions and the following disclaimer.
 
* Redistributions in binary form must reproduce the above copyright notice,
  this list of conditions and the following disclaimer in the documentation
  and/or other materials provided with the distribution.
 
* Neither the name of the copyright holder nor the names of its
  contributors may be used to endorse or promote products derived from
  this software without specific prior written permission.
 
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE
FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER
CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,
OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
#>


<#
    Author(s): Benedikt Böhme, Dennis Esly
    Date: 07/20/2018
    Version: 1.0
    Last Change: 07/20/2018
#>


@{
    PackageLink = "https://github.com/fbprogmbh/Audit-Test-Automation"
    SolutionsLink = "https://www.fb-pro.com/enforce-suite"

    Logo = "data:image/jpeg;base64,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"

    LogoSvg = "<svg width=`"169`" height=`"23`" viewBox=`"0 0 169 23`" version=`"1.1`" xmlns=`"http://www.w3.org/2000/svg`" xmlns:xlink=`"http://www.w3.org/1999/xlink`" xml:space=`"preserve`" xmlns:serif=`"http://www.serif.com/`" style=`"fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:1.41421;`"><rect id=`"Artboard1`" x=`"-8.32`" y=`"-4.677`" width=`"186.148`" height=`"32.667`" style=`"fill:none;`"/><g><path d=`"M12.652,1.882c0,0.349 -0.014,0.642 -0.043,0.88c-0.03,0.238 -0.076,0.427 -0.14,0.567c-0.064,0.139 -0.136,0.244 -0.218,0.313c-0.081,0.07 -0.174,0.105 -0.279,0.105l-7.371,0l0,6.064l6.918,0c0.105,0 0.198,0.03 0.279,0.088c0.082,0.058 0.154,0.156 0.218,0.296c0.064,0.139 0.11,0.325 0.139,0.558c0.029,0.232 0.044,0.522 0.044,0.871c0,0.348 -0.015,0.639 -0.044,0.871c-0.029,0.233 -0.075,0.424 -0.139,0.575c-0.064,0.151 -0.136,0.259 -0.218,0.323c-0.081,0.064 -0.174,0.096 -0.279,0.096l-6.918,0l0,8.399c0,0.128 -0.035,0.239 -0.105,0.332c-0.07,0.093 -0.194,0.171 -0.374,0.235c-0.181,0.064 -0.416,0.113 -0.706,0.148c-0.291,0.035 -0.663,0.052 -1.116,0.052c-0.441,0 -0.81,-0.017 -1.106,-0.052c-0.297,-0.035 -0.532,-0.084 -0.706,-0.148c-0.174,-0.064 -0.299,-0.142 -0.375,-0.235c-0.075,-0.093 -0.113,-0.204 -0.113,-0.332l0,-20.442c0,-0.511 0.131,-0.88 0.392,-1.106c0.262,-0.227 0.584,-0.34 0.967,-0.34l10.613,0c0.105,0 0.198,0.032 0.279,0.096c0.082,0.064 0.154,0.168 0.218,0.314c0.064,0.145 0.11,0.339 0.14,0.583c0.029,0.244 0.043,0.541 0.043,0.889Z`" style=`"fill-rule:nonzero;`"/><path d=`"M32.711,15.789c0,0.802 -0.111,1.528 -0.331,2.178c-0.221,0.651 -0.526,1.226 -0.915,1.726c-0.39,0.499 -0.854,0.929 -1.394,1.289c-0.541,0.36 -1.136,0.657 -1.787,0.889c-0.65,0.232 -1.345,0.404 -2.082,0.514c-0.738,0.111 -1.56,0.166 -2.466,0.166l-5.995,0c-0.384,0 -0.706,-0.114 -0.967,-0.34c-0.262,-0.227 -0.392,-0.596 -0.392,-1.107l0,-19.658c0,-0.511 0.13,-0.88 0.392,-1.106c0.261,-0.227 0.583,-0.34 0.967,-0.34l5.664,0c1.382,0 2.553,0.116 3.511,0.349c0.959,0.232 1.766,0.583 2.423,1.054c0.656,0.47 1.158,1.066 1.507,1.786c0.349,0.72 0.523,1.569 0.523,2.545c0,0.546 -0.07,1.06 -0.209,1.542c-0.14,0.482 -0.343,0.921 -0.61,1.316c-0.267,0.395 -0.596,0.743 -0.985,1.045c-0.389,0.302 -0.833,0.546 -1.333,0.732c0.639,0.116 1.229,0.32 1.769,0.61c0.54,0.291 1.011,0.665 1.411,1.124c0.401,0.459 0.718,0.996 0.95,1.612c0.233,0.616 0.349,1.307 0.349,2.074Zm-5.925,-9.498c0,-0.453 -0.07,-0.86 -0.21,-1.22c-0.139,-0.36 -0.348,-0.659 -0.627,-0.897c-0.279,-0.238 -0.63,-0.421 -1.054,-0.549c-0.424,-0.128 -0.991,-0.192 -1.699,-0.192l-2.318,0l0,5.856l2.562,0c0.662,0 1.19,-0.079 1.585,-0.236c0.395,-0.156 0.724,-0.371 0.985,-0.644c0.261,-0.273 0.456,-0.593 0.584,-0.959c0.128,-0.366 0.192,-0.752 0.192,-1.159Zm1.167,9.655c0,-0.523 -0.087,-0.991 -0.261,-1.403c-0.175,-0.412 -0.43,-0.758 -0.767,-1.037c-0.337,-0.279 -0.767,-0.494 -1.29,-0.645c-0.522,-0.151 -1.202,-0.226 -2.039,-0.226l-2.718,0l0,6.413l3.311,0c0.639,0 1.176,-0.067 1.612,-0.201c0.436,-0.133 0.813,-0.331 1.133,-0.592c0.319,-0.261 0.569,-0.587 0.749,-0.976c0.18,-0.389 0.27,-0.834 0.27,-1.333Z`" style=`"fill-rule:nonzero;`"/><path d=`"M59.897,6.849c0,1.266 -0.197,2.387 -0.592,3.363c-0.395,0.976 -0.971,1.798 -1.726,2.466c-0.755,0.668 -1.681,1.177 -2.779,1.525c-1.098,0.349 -2.391,0.523 -3.878,0.523l-1.882,0l0,7.197c0,0.117 -0.038,0.221 -0.113,0.314c-0.076,0.093 -0.201,0.168 -0.375,0.227c-0.174,0.058 -0.407,0.104 -0.697,0.139c-0.291,0.035 -0.662,0.052 -1.115,0.052c-0.442,0 -0.811,-0.017 -1.107,-0.052c-0.296,-0.035 -0.532,-0.081 -0.706,-0.139c-0.174,-0.059 -0.296,-0.134 -0.366,-0.227c-0.07,-0.093 -0.104,-0.197 -0.104,-0.314l0,-20.285c0,-0.546 0.142,-0.955 0.427,-1.228c0.284,-0.273 0.659,-0.41 1.124,-0.41l5.315,0c0.534,0 1.043,0.02 1.525,0.061c0.482,0.041 1.06,0.128 1.734,0.261c0.674,0.134 1.356,0.381 2.047,0.741c0.692,0.36 1.281,0.816 1.769,1.368c0.488,0.552 0.86,1.197 1.116,1.934c0.255,0.738 0.383,1.566 0.383,2.484Zm-4.792,0.331c0,-0.79 -0.14,-1.441 -0.419,-1.952c-0.278,-0.511 -0.621,-0.889 -1.028,-1.133c-0.406,-0.244 -0.833,-0.398 -1.281,-0.461c-0.447,-0.064 -0.909,-0.096 -1.385,-0.096l-1.952,0l0,7.65l2.056,0c0.732,0 1.345,-0.099 1.839,-0.296c0.494,-0.198 0.897,-0.473 1.211,-0.828c0.314,-0.354 0.552,-0.778 0.715,-1.272c0.162,-0.494 0.244,-1.031 0.244,-1.612Z`" style=`"fill:#a91a1b;fill-rule:nonzero;`"/><path d=`"M73.177,7.86c0,0.418 -0.012,0.761 -0.035,1.028c-0.024,0.267 -0.058,0.476 -0.105,0.627c-0.046,0.151 -0.107,0.256 -0.183,0.314c-0.075,0.058 -0.171,0.087 -0.287,0.087c-0.093,0 -0.198,-0.02 -0.314,-0.061c-0.116,-0.041 -0.247,-0.084 -0.392,-0.131c-0.145,-0.046 -0.305,-0.09 -0.479,-0.13c-0.175,-0.041 -0.366,-0.061 -0.576,-0.061c-0.244,0 -0.487,0.049 -0.731,0.148c-0.244,0.099 -0.497,0.252 -0.759,0.462c-0.261,0.209 -0.534,0.488 -0.819,0.836c-0.284,0.349 -0.589,0.779 -0.915,1.29l0,9.689c0,0.116 -0.034,0.218 -0.104,0.305c-0.07,0.087 -0.189,0.16 -0.357,0.218c-0.169,0.058 -0.392,0.102 -0.671,0.131c-0.279,0.029 -0.633,0.043 -1.063,0.043c-0.43,0 -0.785,-0.014 -1.063,-0.043c-0.279,-0.029 -0.503,-0.073 -0.671,-0.131c-0.169,-0.058 -0.288,-0.131 -0.358,-0.218c-0.069,-0.087 -0.104,-0.189 -0.104,-0.305l0,-15.545c0,-0.116 0.029,-0.218 0.087,-0.305c0.058,-0.087 0.163,-0.16 0.314,-0.218c0.151,-0.058 0.345,-0.101 0.583,-0.13c0.239,-0.029 0.538,-0.044 0.898,-0.044c0.372,0 0.68,0.015 0.924,0.044c0.244,0.029 0.432,0.072 0.566,0.13c0.134,0.058 0.229,0.131 0.288,0.218c0.058,0.087 0.087,0.189 0.087,0.305l0,1.935c0.406,-0.581 0.79,-1.061 1.15,-1.438c0.36,-0.378 0.703,-0.677 1.028,-0.898c0.325,-0.22 0.651,-0.374 0.976,-0.461c0.325,-0.088 0.651,-0.131 0.976,-0.131c0.151,0 0.314,0.009 0.488,0.026c0.174,0.017 0.354,0.046 0.54,0.087c0.186,0.041 0.349,0.087 0.488,0.14c0.139,0.052 0.241,0.107 0.305,0.165c0.064,0.058 0.11,0.122 0.139,0.192c0.029,0.069 0.056,0.165 0.079,0.287c0.023,0.122 0.041,0.305 0.052,0.549c0.012,0.244 0.018,0.575 0.018,0.994Z`" style=`"fill:#a91a1b;fill-rule:nonzero;`"/><path d=`"M91.161,14.029c0,1.324 -0.174,2.533 -0.522,3.625c-0.349,1.092 -0.878,2.033 -1.586,2.823c-0.709,0.79 -1.598,1.4 -2.667,1.83c-1.069,0.43 -2.317,0.645 -3.747,0.645c-1.382,0 -2.585,-0.192 -3.607,-0.576c-1.022,-0.383 -1.87,-0.941 -2.544,-1.673c-0.674,-0.731 -1.174,-1.632 -1.499,-2.701c-0.325,-1.069 -0.488,-2.289 -0.488,-3.659c0,-1.325 0.177,-2.536 0.532,-3.634c0.354,-1.098 0.885,-2.039 1.594,-2.823c0.709,-0.784 1.595,-1.391 2.658,-1.821c1.063,-0.43 2.309,-0.645 3.738,-0.645c1.394,0 2.602,0.189 3.625,0.566c1.022,0.378 1.867,0.933 2.535,1.665c0.668,0.731 1.165,1.632 1.49,2.701c0.326,1.069 0.488,2.294 0.488,3.677Zm-4.513,0.174c0,-0.767 -0.061,-1.472 -0.183,-2.117c-0.122,-0.645 -0.328,-1.206 -0.619,-1.682c-0.29,-0.476 -0.677,-0.848 -1.159,-1.115c-0.482,-0.268 -1.089,-0.401 -1.821,-0.401c-0.651,0 -1.22,0.119 -1.708,0.357c-0.488,0.238 -0.889,0.587 -1.202,1.046c-0.314,0.459 -0.549,1.011 -0.706,1.655c-0.157,0.645 -0.235,1.38 -0.235,2.205c0,0.767 0.064,1.472 0.191,2.117c0.128,0.645 0.334,1.206 0.619,1.682c0.285,0.476 0.671,0.845 1.159,1.107c0.488,0.261 1.092,0.392 1.812,0.392c0.663,0 1.238,-0.119 1.726,-0.358c0.488,-0.238 0.888,-0.583 1.202,-1.036c0.314,-0.454 0.546,-1.003 0.697,-1.647c0.151,-0.645 0.227,-1.38 0.227,-2.205Z`" style=`"fill:#a91a1b;fill-rule:nonzero;`"/><path d=`"M114.685,7.232c0,0.173 -0.009,0.326 -0.027,0.459c-0.019,0.132 -0.046,0.242 -0.083,0.329c-0.036,0.086 -0.082,0.148 -0.137,0.185c-0.055,0.036 -0.114,0.054 -0.178,0.054c-0.109,0 -0.292,-0.086 -0.548,-0.26c-0.256,-0.173 -0.598,-0.365 -1.028,-0.575c-0.429,-0.21 -0.943,-0.402 -1.541,-0.576c-0.598,-0.173 -1.309,-0.26 -2.131,-0.26c-0.977,0 -1.854,0.178 -2.631,0.534c-0.776,0.356 -1.434,0.85 -1.973,1.48c-0.539,0.63 -0.952,1.379 -1.24,2.247c-0.287,0.868 -0.431,1.809 -0.431,2.823c0,1.132 0.157,2.137 0.472,3.014c0.316,0.877 0.752,1.617 1.309,2.22c0.557,0.603 1.222,1.06 1.994,1.37c0.771,0.311 1.619,0.466 2.541,0.466c0.548,0 1.103,-0.066 1.665,-0.199c0.562,-0.132 1.085,-0.331 1.569,-0.596l0,-5.165l-4.111,0c-0.155,0 -0.271,-0.078 -0.349,-0.233c-0.078,-0.156 -0.116,-0.398 -0.116,-0.727c0,-0.173 0.009,-0.322 0.027,-0.445c0.018,-0.123 0.048,-0.224 0.089,-0.301c0.041,-0.078 0.089,-0.135 0.144,-0.172c0.055,-0.036 0.123,-0.054 0.205,-0.054l5.632,0c0.1,0 0.201,0.018 0.301,0.054c0.101,0.037 0.192,0.092 0.274,0.165c0.083,0.073 0.147,0.173 0.192,0.301c0.046,0.128 0.069,0.274 0.069,0.439l0,6.755c0,0.237 -0.041,0.443 -0.124,0.617c-0.082,0.173 -0.255,0.326 -0.52,0.459c-0.265,0.132 -0.608,0.276 -1.028,0.431c-0.42,0.155 -0.854,0.288 -1.302,0.398c-0.447,0.109 -0.899,0.191 -1.356,0.246c-0.457,0.055 -0.909,0.082 -1.357,0.082c-1.37,0 -2.594,-0.212 -3.672,-0.637c-1.078,-0.425 -1.989,-1.03 -2.733,-1.815c-0.745,-0.786 -1.313,-1.727 -1.706,-2.823c-0.393,-1.096 -0.589,-2.32 -0.589,-3.672c0,-1.407 0.212,-2.681 0.637,-3.823c0.425,-1.142 1.023,-2.115 1.795,-2.919c0.772,-0.803 1.699,-1.427 2.781,-1.87c1.083,-0.443 2.282,-0.664 3.597,-0.664c0.676,0 1.311,0.059 1.905,0.178c0.593,0.118 1.121,0.258 1.582,0.418c0.462,0.159 0.85,0.333 1.165,0.52c0.315,0.188 0.532,0.341 0.651,0.459c0.119,0.119 0.201,0.256 0.246,0.411c0.046,0.156 0.069,0.379 0.069,0.672Z`" style=`"fill-rule:nonzero;`"/><path d=`"M137.102,22.208c0,0.073 -0.019,0.135 -0.055,0.185c-0.037,0.05 -0.096,0.094 -0.178,0.13c-0.083,0.037 -0.197,0.064 -0.343,0.083c-0.146,0.018 -0.329,0.027 -0.548,0.027c-0.228,0 -0.416,-0.009 -0.562,-0.027c-0.146,-0.019 -0.262,-0.046 -0.349,-0.083c-0.087,-0.036 -0.149,-0.08 -0.185,-0.13c-0.037,-0.05 -0.055,-0.112 -0.055,-0.185l0,-7.495c0,-0.521 -0.046,-0.996 -0.137,-1.425c-0.091,-0.429 -0.238,-0.799 -0.439,-1.11c-0.2,-0.31 -0.456,-0.548 -0.767,-0.712c-0.31,-0.165 -0.676,-0.247 -1.096,-0.247c-0.521,0 -1.044,0.201 -1.569,0.603c-0.525,0.402 -1.103,0.991 -1.733,1.768l0,8.618c0,0.073 -0.018,0.135 -0.055,0.185c-0.037,0.05 -0.098,0.094 -0.185,0.13c-0.087,0.037 -0.203,0.064 -0.349,0.083c-0.147,0.018 -0.329,0.027 -0.548,0.027c-0.211,0 -0.391,-0.009 -0.542,-0.027c-0.15,-0.019 -0.269,-0.046 -0.356,-0.083c-0.087,-0.036 -0.146,-0.08 -0.178,-0.13c-0.032,-0.05 -0.048,-0.112 -0.048,-0.185l0,-7.495c0,-0.521 -0.05,-0.996 -0.151,-1.425c-0.1,-0.429 -0.251,-0.799 -0.452,-1.11c-0.201,-0.31 -0.454,-0.548 -0.76,-0.712c-0.306,-0.165 -0.67,-0.247 -1.09,-0.247c-0.52,0 -1.046,0.201 -1.575,0.603c-0.53,0.402 -1.106,0.991 -1.727,1.768l0,8.618c0,0.073 -0.018,0.135 -0.055,0.185c-0.036,0.05 -0.096,0.094 -0.178,0.13c-0.082,0.037 -0.196,0.064 -0.342,0.083c-0.147,0.018 -0.334,0.027 -0.562,0.027c-0.219,0 -0.402,-0.009 -0.548,-0.027c-0.146,-0.019 -0.263,-0.046 -0.35,-0.083c-0.086,-0.036 -0.146,-0.08 -0.178,-0.13c-0.032,-0.05 -0.048,-0.112 -0.048,-0.185l0,-12.332c0,-0.073 0.014,-0.134 0.041,-0.185c0.028,-0.05 0.083,-0.096 0.165,-0.137c0.082,-0.041 0.187,-0.068 0.315,-0.082c0.128,-0.014 0.297,-0.02 0.507,-0.02c0.201,0 0.368,0.006 0.5,0.02c0.132,0.014 0.235,0.041 0.308,0.082c0.073,0.041 0.126,0.087 0.158,0.137c0.032,0.051 0.048,0.112 0.048,0.185l0,1.631c0.694,-0.777 1.368,-1.345 2.021,-1.706c0.653,-0.361 1.313,-0.541 1.98,-0.541c0.511,0 0.97,0.059 1.377,0.178c0.406,0.119 0.765,0.285 1.076,0.5c0.31,0.215 0.575,0.47 0.794,0.767c0.219,0.297 0.402,0.628 0.548,0.994c0.411,-0.448 0.802,-0.827 1.172,-1.138c0.37,-0.31 0.726,-0.561 1.069,-0.753c0.342,-0.192 0.676,-0.331 1,-0.418c0.324,-0.087 0.651,-0.13 0.98,-0.13c0.794,0 1.461,0.139 2,0.418c0.539,0.278 0.975,0.65 1.309,1.116c0.333,0.466 0.571,1.012 0.712,1.638c0.142,0.625 0.213,1.285 0.213,1.98l0,7.796Z`" style=`"fill-rule:nonzero;`"/><path d=`"M152.571,15.878c0,1.069 -0.116,2.03 -0.349,2.884c-0.233,0.854 -0.576,1.583 -1.028,2.186c-0.452,0.602 -1.007,1.064 -1.665,1.383c-0.657,0.32 -1.411,0.48 -2.261,0.48c-0.392,0 -0.755,-0.039 -1.089,-0.116c-0.333,-0.078 -0.66,-0.204 -0.98,-0.377c-0.319,-0.174 -0.639,-0.393 -0.959,-0.658c-0.319,-0.265 -0.657,-0.585 -1.014,-0.959l0,1.507c0,0.073 -0.018,0.137 -0.054,0.192c-0.037,0.055 -0.096,0.098 -0.179,0.13c-0.082,0.032 -0.185,0.057 -0.308,0.076c-0.123,0.018 -0.281,0.027 -0.473,0.027c-0.182,0 -0.338,-0.009 -0.465,-0.027c-0.128,-0.019 -0.233,-0.044 -0.316,-0.076c-0.082,-0.032 -0.137,-0.075 -0.164,-0.13c-0.027,-0.055 -0.041,-0.119 -0.041,-0.192l0,-18.306c0,-0.073 0.016,-0.137 0.048,-0.192c0.032,-0.054 0.091,-0.1 0.178,-0.137c0.087,-0.036 0.203,-0.064 0.349,-0.082c0.147,-0.018 0.329,-0.027 0.548,-0.027c0.229,0 0.416,0.009 0.562,0.027c0.146,0.018 0.261,0.046 0.343,0.082c0.082,0.037 0.141,0.083 0.178,0.137c0.036,0.055 0.055,0.119 0.055,0.192l0,7.386c0.365,-0.375 0.719,-0.69 1.062,-0.946c0.342,-0.256 0.678,-0.463 1.007,-0.623c0.329,-0.16 0.657,-0.277 0.986,-0.35c0.329,-0.073 0.676,-0.109 1.042,-0.109c0.895,0 1.66,0.178 2.295,0.534c0.635,0.356 1.151,0.834 1.548,1.432c0.397,0.598 0.687,1.299 0.87,2.103c0.183,0.804 0.274,1.654 0.274,2.549Zm-2.343,0.26c0,-0.63 -0.048,-1.242 -0.145,-1.836c-0.096,-0.594 -0.264,-1.119 -0.503,-1.576c-0.239,-0.456 -0.556,-0.824 -0.951,-1.103c-0.395,-0.278 -0.887,-0.418 -1.475,-0.418c-0.294,0 -0.584,0.041 -0.869,0.124c-0.285,0.082 -0.574,0.219 -0.868,0.411c-0.294,0.192 -0.6,0.438 -0.917,0.74c-0.317,0.301 -0.655,0.68 -1.013,1.137l0,4.919c0.625,0.758 1.222,1.336 1.792,1.733c0.57,0.398 1.163,0.596 1.778,0.596c0.57,0 1.057,-0.137 1.462,-0.411c0.404,-0.274 0.733,-0.637 0.985,-1.089c0.253,-0.452 0.437,-0.959 0.552,-1.521c0.115,-0.562 0.172,-1.13 0.172,-1.706Z`" style=`"fill-rule:nonzero;`"/><path d=`"M169,22.194c0,0.074 -0.018,0.137 -0.055,0.192c-0.036,0.055 -0.1,0.098 -0.192,0.13c-0.091,0.032 -0.212,0.06 -0.363,0.083c-0.15,0.023 -0.335,0.034 -0.555,0.034c-0.237,0 -0.429,-0.011 -0.575,-0.034c-0.146,-0.023 -0.265,-0.051 -0.356,-0.083c-0.092,-0.032 -0.156,-0.075 -0.192,-0.13c-0.037,-0.055 -0.055,-0.118 -0.055,-0.192l0,-7.865l-8.071,0l0,7.865c0,0.074 -0.018,0.137 -0.054,0.192c-0.037,0.055 -0.101,0.098 -0.192,0.13c-0.092,0.032 -0.213,0.06 -0.363,0.083c-0.151,0.023 -0.341,0.034 -0.569,0.034c-0.219,0 -0.406,-0.011 -0.562,-0.034c-0.155,-0.023 -0.278,-0.051 -0.37,-0.083c-0.091,-0.032 -0.155,-0.075 -0.192,-0.13c-0.036,-0.055 -0.054,-0.118 -0.054,-0.192l0,-17.018c0,-0.073 0.018,-0.137 0.054,-0.191c0.037,-0.055 0.101,-0.099 0.192,-0.131c0.092,-0.032 0.215,-0.059 0.37,-0.082c0.156,-0.023 0.343,-0.034 0.562,-0.034c0.228,0 0.418,0.011 0.569,0.034c0.15,0.023 0.271,0.05 0.363,0.082c0.091,0.032 0.155,0.076 0.192,0.131c0.036,0.054 0.054,0.118 0.054,0.191l0,7.098l8.071,0l0,-7.098c0,-0.073 0.018,-0.137 0.055,-0.191c0.036,-0.055 0.1,-0.099 0.192,-0.131c0.091,-0.032 0.21,-0.059 0.356,-0.082c0.146,-0.023 0.338,-0.034 0.575,-0.034c0.22,0 0.405,0.011 0.555,0.034c0.151,0.023 0.272,0.05 0.363,0.082c0.092,0.032 0.156,0.076 0.192,0.131c0.037,0.054 0.055,0.118 0.055,0.191l0,17.018Z`" style=`"fill-rule:nonzero;`"/></g></svg>"
}