<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Tutorial 2 - Tuesday by </title>
      <link>https://padlet.com/donya_hajializadeh/Tutorial_2</link>
      <description>Load Case B.1 UC value of 3</description>
      <language>en-us</language>
      <pubDate>2017-02-14 10:25:08 UTC</pubDate>
      <lastBuildDate>2026-01-30 18:44:01 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>group6 </title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153705012</link>
         <description><![CDATA[<div><br><br>N1-3 =8.660254038<br><br>N1-2 = -17.32050808<br><br>N2-3 = 0<br><br>N2-4 = -8.660254038<br><br>N3-4 = 11.54700538<br><br>N3-5 = 8.660254038<br><br>N4-5 = -17.32050808<br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 13:59:23 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153705012</guid>
      </item>
      <item>
         <title>Group 12</title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153705017</link>
         <description><![CDATA[<div><br><br>N1-3	8.660254038
<br>N1-2	-17.32050808
<br>N2-3	0
<br>N2-4	-8.660254038
<br>N3-4	11.54700538
<br>N3-5	8.660254038
<br>N4-5	-17.32050808
<br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/172683183/587f5278d8b11b5b4e37e76ff96b5b8e/Group_12___Truss.xlsx" />
         <pubDate>2017-02-14 13:59:23 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153705017</guid>
      </item>
      <item>
         <title>group 10</title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153706294</link>
         <description><![CDATA[<div>N1-3=&nbsp;&nbsp; 7.5<br>N1-2=&nbsp;&nbsp; -17.32<br>N2-3=&nbsp;&nbsp; 0<br>N2-4=&nbsp;&nbsp; -8.66<br>N3-4=&nbsp;&nbsp; 0<br>N3-5=&nbsp;&nbsp; 7.5<br>N4-5=&nbsp;&nbsp; -17.32</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 14:02:28 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153706294</guid>
      </item>
      <item>
         <title>Group 3</title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153706316</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/172665408/df623a05de8075e4d344a7c6bfa7a61e/Untitled.jpg" />
         <pubDate>2017-02-14 14:02:31 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153706316</guid>
      </item>
      <item>
         <title>Group 8 </title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153706582</link>
         <description><![CDATA[<div>Axial Force	
<br>N1-3	7.5
<br>N1-2	-17.32050808
<br>N2-3	0
<br>N2-4	-8.660254038
<br>N3-4	0
<br>N3-5	7.5
<br>N4-5	-17.32050808
<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 14:03:04 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153706582</guid>
      </item>
      <item>
         <title>Group 9 </title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153707121</link>
         <description><![CDATA[<div>Axial Force	
<br>N1-3	7.5
<br>N1-2	-17.32050808
<br>N2-3	0
<br>N2-4	-8.660254038
<br>N3-4	0
<br>N3-5	7.5
<br>N4-5	-17.32050808
<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 14:04:04 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153707121</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153707480</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/172685587/283d53d34791348220f40858f0b799b2/Group_5_stuff.xlsx" />
         <pubDate>2017-02-14 14:04:45 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153707480</guid>
      </item>
      <item>
         <title>GROUP 2  Load Case B.1															Axial Force				N1-3	8.660254038			N1-2	-17.32050808			N2-3	0			N2-4	-8.660254038			N3-4	0			N3-5	8.660254038			N4-5	-17.32050808</title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153708345</link>
         <description><![CDATA[<div><br><br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 14:06:17 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153708345</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153708596</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/172685587/3b3572648672a3470500d0bf3c54b387/Group_5_stuff.xlsx" />
         <pubDate>2017-02-14 14:06:48 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153708596</guid>
      </item>
      <item>
         <title>group-13</title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153709469</link>
         <description><![CDATA[<div><strong>Load Case B.1</strong> |&nbsp; <br><figure class="attachment attachment-preview" data-trix-attachment='{"contentType":"image","height":212,"url":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASQAAADUCAYAAAA1HF5BAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAILLSURBVHhe7V0HfFVF1j/3vvtqeg+E3rtiQVGxiwKKuhZUVFx713XXXctKDOva1t67IkRF/SwoCCiKoiBNBcXQeyDtJS/t1Vu+/5mXQKipL/Xe/bEScs/M3DMz/zl9lKysLDKfhnEgc8RiGwVtV4I6hmT9naxfji5pWEtthyo3fWpsAlGsz69Eq/zd/CiKrihU5vT7S12eSQVt52vCI8U82kl18jxGkU95OytnSGlb+4b2Ml6lvXxIi3xHueogl/NeMqgb+YKzMIZ2BUhe+zNOX0xCN11XDrfIdIwkS4c5NSXNbxgpkoXiHDbJznw3DI30kFEZUKxFgdT3NpNGOaqk/a6r+k8KKTlJnomhFpmfuna6TXVSBt2PeUwnKv8CZCYg1ZV3TfyeCUiNYWgJlrCTAmRIPogJemOaak207vip/SH1nCFLKecDiEZa7ZLTapNJ14iCfq0M35tHkrExFDTKxLglssiSlCrJlKrYpJMVm3yypkoUCuh+0Cxwp06b7Q/K8zM8E/9sTd+5eywJmEcD86hLflLxN/NpMQ6YgNRY1ovla+D/rW16IS+Oz7b1kvWT7Rb5CotsOSMqVkkL+HQKBbVtkH5WBELGjyGVVsm6ku8kfzE5qGylvx+AmGgMbZJ3khqvKo54nzfYWfZTfwvJRwOoTrXZpbPsUbazpBK1sCg5ewYw7e20oom/NJbtTU4vjhPMo6q06Xlscr40c4MmIDWG4XyyEoUgMcjkDLZJXrrjM61E/cYOUKRrZIvlHEeMhXzlalF5iTodithsWdW/fe72TQVZU7L226gjq3jnoZHkImLbEf9Zhz8L8OdVSFppmkYnBP36OIsinxsdbbnVW6leU5I6fYZeKb2aVDnx58awvwlpDYAnq5UyRVvb5Dw2IS9atCmT+Y1if4lGUnQFDlYbhaxRjWqqBYg9iVNPtdj63QWwGGezy+Sv0Nb5ytQ3AjrNhBSztnpIWVMaNrgkz6R8UP4f/wE4DakwjIlQ7a6IjlOu8snqX4od0181KrRnkwKTchvWQxNRJUBR8xkV0D2t+Fubm8cm4kKraMYEpMZMwyYQD5Z02FNYUJIb01Rz0gIc+loU5XbZar3eHmWxAYh+r/Cqb5KuzEjyTMiLxFgATn+g3Xvd8dmvlXpCV9sU+eboROvdlXLogkIt+9G++rq3PZ4sOO5a4OF57Ix5ZDmpDc1jC3Aq4l2agNRYFotF3Daexe5se5++dI3dpvzdFaP08laoBWVl6lPB/PJ3M6QbdzXHV8Djthn9PJCfnP2pVha6Q7FKlzui5Nc2lvc9WY2aen9a5aQtzTGO/fqonkfFNGq3CP+rOjUBqSm43wbMoPnwnA1MsU62RcmXaUGdyj3qVD2kPpHCkksLQCobtjMzM6+69fkBH9sN/aHYZNtlvtLQkYXWaQ+keK74qCmmxWyj7XHABKTGzNn5x6u0Zmu5sD2QM7oxTUWKduDATPmHXX0uczhtmdGxlj7lJaG1mk7/eu6WdTMRFNuiUCr6L6Yv3PapqwzduN/mlK9DrNMHbiV7kLO88HFX4E7hxYv4003RKGiUQzaykbV1zmPEedBKOjABqTETsWkdNrQzCHcxZAzV1pimIkHrjp+RtKigX5YrRr4FG53KSkLvBCvpP2mVEze1pgB9GLW3/pGYeVNafr9ldrv0cHSc5cEKSu7rc079B2xPEbFp7cXvXv10WrMd86jLFGp98xiJtdFa2zQBqbEzIwGMwnJGi0ob+35GflT2ETYbPR0dr5zor9TzggEta04OvTkxqXVGTQ/JyUKIEr2Oca+DtPRSfJJtYmlxqHe+fepNaYFJvzV2mmqlb6XzWOu429kLJiA1fkLDFhhdazWA5EmedoXTqjziirNkeMu0H3xe+Z9pnkuXTExq/MdGugVIb9+7rVPPqyy1PR2baBvntcof5Xun3pjmmTQ/wn23unmM8Pe2yuZNQGrMtJw1R6fPzguQgrVsJZHX1ZIPR1v3k+k+u8Pyb4tFspQVqa8a5aEHIWFEXu1pwg+HmrbeHf/KFR419hGobzfIki27UJ52c0rxFZ80YTd7muq3S6ccpI5ArUXAfYvPY0S+sY002ioAafLkya1Guth33qZMmXJQHxSil/XMw34pJwuHr1RlvrfQxOcaU+P7WixPRsdZrw749fKAV7snqXjiSy00nEZ3m+S5sQQxS7dVlqolzijLPXaHMjU/cVp8WvEVbzW68X0ayJoyRAvPI0LJApZwBQPzaREOtApAapEvb6pODalK1G85G1IuAh1j7NYnoxKs51SWqZsBSLekFE/8qqk+saXa4SoB8BLe/2NhvyKHQ3402mV9tZCyXfi2F5p8TFL1PLYe1bvJv7ENNGgCUhuYpEMNEUbgw6NsyhvRCcqR5Z7Qcr8/xPaWFW38s3YPPycnS4fp60l38tQyhC48b3fJz+VTtpJWPPGZ9vKN5nfs4YAJSI1dDdUJI3Lzhxci2PEEp8P6litW6VvqDn2FQEcGo22N/aTWSJ9UNOl1d3J20G63vBgdJT+dr0+14lv/1+RjlVn/Np+W4oAJSI3lvI6aQBaw0SI3a2AkwGisy2V9zRGlZFSUhKZ6Q+rdGZ5JhY39nNZMn1Q0cWphzDTVGWd9NSrW+ni+Mk1LK7riqSYZs1E9j1qzzmOTjL0dNWICUj0nM3PgHxaUOOWYmfAjG8GwbKTv5mVmfLaVOnWzZeWMqqxn83V6vTBx2kUuu/V1m9MS5/Woz+zYWnjfEFczRTXXaYSReyml/IpstyVbskfJr0c5LE+CF3543+ptvN9vHg0jJOZRo5rzaMM8WiM1j5HjUttt2QSkesxd5hHL0kmzPJY59LflWb8f/nwVIlWJ+LLwFIbrbA9+AaEAnTN7Lrwqa/Ooonp0UeurhfHTLodk9LKkSNHe0tB/dFX6D8CodZeIrfWr6vcCjN3TYdy2umIsLztd0lP4ewUM3e/WtRWAUSeyhx7PHLri56zfj3xR0FUbtS2759FOwUEvQfJNzuy5DPPY/uul15V/kXzPBKT6cTeOZPlCclguyBz428KsnMN/Ix3pBuEnXMLWZzubEu3XUXlwDaoqNmk4gzv+/UnOaOtLhmy4vJ7Qv5CE+nj9ht9+3k7xTHzbTdNiHTHWZxxO6aXCxKllKcWTPqvTFypqvJhHm+VcHDI/4HKG3xmS9prHoHM8xduvprLgH+RwNuk81mmMHfQlE5DqM/G+L9eT7dwXKcZ5NwW894J0AhZ2qQiokzUpM36xQhb8jivahtT/QdR316f5Q71bGJ99PXLSnjVIdwQqQncjS/+Jpmq7rbaT5LniWbc8LdoVZ33IpllfhV2tCIbuH2v9HlVZR3LwZUqK+hvlh3geL8Mf2ALDOptQuWnw3cQRAAH1iaycwzy1tmm+0CQcMAGpHmzMggsa4v7TVOI7l5zKxZlH/PYOhbjgPRayrimUYbuA4uzHUqn3R1Lt79ej6UO+6kmcdrUzSnkOFcSs/srQbZAEmj4Op6kG28ztnJC24ZGfCvumxiRYb0c64SsApQsASrurXR5oOGwDhGT0JLkD55DLdqmYR13eJeZR5nkccBGko6Op2P89udNnNPMndejuTECq5/RjMe+CDekhcsjvkqFloVrkIqoM4tYKqT9Z5RPIj6KHmv4Y3muS0hkw2l4FMHoRQpfN6zVuTzPBaK8Z4zgln33q/ZBlOsclWS80NOllVMS8BOknh7wfDmpaLmxID5PL8Rb59SmYyyViHjV5EMzaJ5EvhDlVH8vKy/DXc4mYrzeCAyYgNYR5230fUjfjEoqyjsV9bN1Qh1mH8fMScimpVB74hJzqnIY0uy+NOzH7ctiMXjAMw+73qncibcKUjA7A2IzApAq3c+pt5cVSWkyicorHrT+Tm/7MtRl5d3oPOQ+F3vdJkidgHs8kn94DKpoGFfxSSL+pVBH4CJdHzmuKeTTbqDsHTECqO692v5nlGRnI7LTsvxSQRpHTmkaVkIocllTYG8rIankia+nIRteGLozJPs/hlF+RDCMqUK7/HQbs5xow1A5DwnWTIBldX1kqfRIbb720zJ3EJXn/figGZOWN8mcm8DzKxwOEasyj5iGr/mTW7zXCOzoMJ1v2Q01AaiD/s3KOXpQ57NfXkeN/V9gYiidkZGetGr64gU3uJkPw3zhnjPK6xSpFVVSE7gcYNU3wX2MH1srpAUpr3FHZNwQk7WNEr9/lNrJzESJwSN5hHhdiHt/EgXKHmEeeSlWfnrXq6CWt/HPb5fBMQGrMtCrqk+SlcZRg70+lgZ2kqM82pjmmLUzMPt1pV95R7FJyeVnokRdu3fBIa6ru2NjvizQ97npb6LZPu9UmK9NtUdIjCA3YAW/ch4fsF7XFySuNoXhbP/IEt5Phr4oxi/Rozfb35YAJSI1YEzCM7oRh9CmcqK+SbryTtfLoQ3p3ausKHqLjHHbrOzaXnFxWrD6Wn77hgZaue13bmFvj75OKr/gIzoCMqBjr01YHPQ+pKRdA9dPBxgopaQfm8RlSjZfI0N/O+n0kX3ZpPi3AAROQGst01f4hlYbYw/ZOY5pC7Z9jnS7rdEe0JaPcrb74fPpD92Xl5ISDLc2n3hxAOskzRUZ219hk5S6dtJdRhfIcqHRbD9qQ6p1BJVJfipKn1rszk6DJOGACUiNZCfe+J/OSxfdmfTASReIb9kAyGuawK9Od0UpPFOJ/w28t/KcJRg3jZU2qgL3wgUpPcg+Uwv1Lma49C8/b5fC8VRyoZQSxFiPt5144JAKN79lsoaEcMAGpoZyrQdcYMIJk1NNmtUyNirf2xhVF7+wqU+8cEqjFXd0EY+4ITbDbPz9qxt/LLaFeUbG2c42SlH/ju+852LebYNTyq8IEpBacA699RieLTUJxNevhZcXBmb6t2h1DXJMiUiGgBT+zRbtOq5ywJd+afbssaZ/ANvfP/OC0NWnlV7zTooMyOz8oB0xAaqHFkZs+NdapKi/GJVpPLS9RFxhl2k0ZrkllLTScdt1tmmfiwnya+o/oaOtbUIufcuvZm2Hk/r5df3Qb/TgTkFpg4haPyLb1Xa88EZ2knF/mCf3mDSjXZwQu29kCQ+kwXSK/bWqJPK2/K9F2L26set6tZp+bFJi4eV8GuI0ZCc4EivWRGq86kCqtKhUh1V96QqdNhZym0mEY1kIfagJSIxnvtT8TpcZ06h8itTsyM1MRVReHRBIfipLskknfSaovh2/QqO5mcmamdMfz/R6MSlSu85Zrm4MV6l8zKieub+QwTPI6cMBr0x/WS0ID4pJt55fpoadyE56ZyHYmHTf8ltiCIw2dzpTIMtSrG4koHJNsCRjWoBTySLKleFFh321qYvb3sq7O5Wua6tCd+UoDOGACUi1MywSAHCgWCNdUDyVbcCypSWMkSR2CqhXRJOl2GVfpcPEcGbfFSxbZqyvRmz0p2V9oIZr1XKd1y93P9rkF1/rcG6jUikIh7eq0yma4lbUBC6M9kmTkTaooi5p6V0VpqKcz2nKeVpGa5U5+fxXSc+6UDHmQzS45FKuFLJY99dqQYZusQy7SQ/oIw69faEhKnjsl+yNce/UsosA3tkc+teQ3mYBUC/evf7RTAq4QLK5+Ldc+NdkWo9ykyNL1iqJ0kWy4W9BuIbtDJkVBpX+kHnA5JFUzbGpAswV82nDdoOGaqt18e2G/nyx2OlVT9V1Bv3EjUkIWtOTkd8S+Yysnbcl3Tr3W8NEsu03+hxrQMX8yIYmZkK5DriiFFKtMXOufs0h0TKamGhT0aVRZHiJvuZquqvptqqSf5UnOfjS+aGKT3xPXEeel+ptNQKpl9pWYmE7VgFSWnH2E06I8a5GlExQsWFecjWITrIRC+zhVsYA5FQr/x4CEDH0E/Rrk92pU7glSuRzCSaufK6OYm79ceyfFc/nMjrzwWvbblShk9nPNGHJEK5SU7qDYRCvuaghfHYNpC58qeCwkkw132boAVrFJdvIhkbo43w9gCvUNBfTX3Ynv9UKNqodQccAsU9IEk2oCUi1MlGVKwyurcQXPaVisr1mtci+7zULJnR0UHQ/xiNcuK2kChMJAxI8AJ1yxjdsx8IcXs0ZFuT6AE2rJK9L5aG8ZbtGY1gRzaDZRDw6UJU87wy6hlpUkp6OoG6V2jSK7E9Y+VIfkP/s/mF3+ZzZnY04ZmJzR0VRS4KeinX4Z0u79DtkS/UevzL8Pycnac/lDPcZkvrqHAyYg1QZIQT0GwYsDAExTIcpzfhSldXOR1QZbEY7SKvzZrxXx7wKnwovchZM4o080Fe7wUanb3wVqwEvuxGle5F39n7kgm4cDKE/SF0brF212gBEOk1TMI9uLWCWr04PXGLT4sElMcwgVvWCHF2XVjTvSCnttQBtmvao6MfLgL5mAVAsDDYt0MlDnVhg7M2ISbJSORSxB7dr3NMX5itc0iPsaFiwL+hb8t7r+f3ghs7rGYKZAciou9EcbqvQkwG4DjKMrGzmPJnktHPCmT42jkOUZHCR9xaHSHfMIZDmwVLR/Y7qhonQ60AtikpCEMZ/xyZCQAU752yrJ8Fn+W5g69c+UgknfmpPRcA60OCBlDlzWfXLDxx9xSoDP1Vh8sU6XQmldw2DEklHNR9WR/oRV6rTG408SqtiWkjdUhOq2OI9lGCCqHqbj05XVvWBIpwo92N3v157CZjnPlTepPOIf04E78KnyVZBwx9rsCtQ0F8AFYLTPPB6MPQxGDiUORR2COHA4ZTFc/0oDKCFPDvc9aFRS6I/1e43JCHhdBG+eaU9q4FprMUDKPG6hi0rjriCb7W7pp4lEJf4KrJCXSFafQlmP/AZ+z15k3vQZiZXB4NEQTeKtOiXoFuoEJT/BUKRO0KQScEKmGpLhgnnAAaSJMuC2x0p1WuB1cbCrt0yFJ59icSGjWMQWSDb7nqgMRnGOLjQk9RLqEnu0WLhBrZJ2VfxKv+16lzz+raTIjj2gxFiG9Zya4RQLWQ3pp/qCdKGL6O2m+Gazjf054I2fmk6Gcg0K3kHVspMNHtG6qmk8v05rIh2VcSOtzJtOZf7tOGSqbIfCtoSFlGonhBKwJ+4kh6pcjH+t8x1x5nztzYEWASQUyT+N/NF3k9M4EyKDH7c7vE1q8PGs349e05QT5MqbUIyNPnffNgcOzJR//JEs/s4JVoTlxqukxJKipQVIjwUOpUleilcBVtDCroRElJaQYocnzbIfGIU0H27S6Udn9PovJbn6im5Cuo+ibKmU4OxJ6VHDaP7myVRQsRqVbTGS3ZISQgXgWo5Pxl2Efo03x20IzpspeyY02bVJTcnHtt5WUFHOhq1oqMOpEKvdWh1Nz0L9xscf1fka6pc0hn7dNXW3TXD3XAKUFNgT2QOnBjWCxHsFgmU/cgU6xk3CTb02mhWQoJ71weV8d0IK+Suun3FRZcCPolivQhZ+Dx8mZw5ddjT/t0k+UsWOJyUX5UG27dsepwAkJQFuAghvC6DmIxGnbewFhvnJ2b0U3bjcCQ9ZPABp3ysfWYy3wXt8bJfbBBjlV6yi5TvfpLLAdkp09qYjO19Lya7+NCLjZvp64734RD8+ew+7WV1gL0+p20KIVTq8RFFPTCL6tEm+3WxkNwcmT86Ubn+h3xiOE2P1iqVcVrVqe9hbquJwGZx6EQ1Nu1So4fiXA5OhufBcwtHh1Yb7nCl9XQFaVVsf5u/350CzAFLm5IEyzZx+PVlsU1BMPUVcFVQOXVyGLmOjO8hlvQMFzppufthQA9c8uX0vo9GbG9KwQvq5FpvcKQpuXg583NfeoMGe0D1hFPWIH4ULKvJo/qZMKqzMEeJ8QcWfUNW20bh+z1P3+BOoc8wRtKXkewTb7WE3G0ZZSoqJtyJWSZVCfmMUxmkCUkMm6xA09zzXq4tkMY5ijxi77DnQsS5PCGp3t/iRdFy3v4nXw7ajAz+8NuC5wwW3CvkqtCRV147CmyYg1YXR+7zTLIBEdLFBgfO3QkVbAwNLCnZtOK5D0/PJkH8T4kcIqYyw+TbgG/Yn4ZtkVZbL9T8b0l78iMWKe6N0vIjgRdAjN7e3lB82BNktsbSr/DfaWPI1TGCbyWGNw79a8EkqFVWuoU0l39CwtMsoJWoQbS5ZIMT9cPzvnscRZYXID1EtoB3ttU+NdwUmeRoyZpPmwBwIysoQSDupdgdSQgBKdbncPKR5oXL3oFHd70Hdfxuxal4Xwd2FaG8OgtV88rEgMCO4G7AomwWQsqZk8Q7+KnPgwh8Qnz8RBuQ7KEoZRJUhYIb6A3m9rzbltdPMh4PloNWFRxvXFSbAQdbNAuC0YSHvf6hKsAk5aYN7Dq0r+lL83io7q5rGD1Xu/spg2DZvs0Th//c/matPVpaUvIbay+d0dIGobwJSXSapju9oMiXjNLFx3BhiyWrFIw2qtR0mxRN73AdQ6kULtz5G/ZPOpjhnt0P3iOlltZBDO+CHzRj4R6YlZ4gZKFnHadr9WrMAUnVvAB0uPvYabElfk67cgoCc6yjG9l+qUC6AofsJ2r764yzPRKBU45/GFMe3Kr6ogGrEsYufT9Xq6Ot9RxX+dwkS1N7qpgH7Ep+s6VGHCZJSf654b1/xj6k5JonTTtBJnNVRHtP4Lzdb2JsDaprFqsjsYQtfeX5wlY3tgjxPI7rcRF3jRgojdk7hJzQw+dwDzN7+fJaxmzi2CU/yj536KbAJ1tF8bs5ZNQeaFZD2ANPRm/H3f+B+9c+p0nY3uSznkEN6j3oMvixT++3BrN8PX9GSUxQifyxKTiTzacdG0IM9HPgIONrr1xwgGcIpOyTlIuqRcDL51BLaWfGLCJasjl/ZTSCEKc6BQyuK5NKDdhOQmnjiDUOO4URZ8Wc/1XtPZzxv7HgYlj5RqNnbS3+mpTteElMmS9Y6jYrnkqUwPC5n50IZDhPzqScHWgSQdgPTL7ikb+DCX0iNuRB6zd3UJfpsyq3QMgf+cQG8Yy12uiAMQLZgJUP0rhc7WWIK6ZXUJ/EMYQxlwFqR+yYVe9dBYtoTILlXo1UHN5+tmg4Fw3yalANQvUv0UDhj/1BxkEG1EgfISTSy6x3wt+wUqlpQK4MzmFMZ6/aIMiUijJt88LTpUL/Np54caFFA4rFWqXFTocZ9h6NoAllpO53zkU5ThtTzU5rudUWlciwrNxZYvKbpOPVqxwk2WAe0cuoJz9vJPf4t7BAcSPdHwQzh7q8S5ffGItbUsEvQBW+YkK6IEATzaUIOYO6KtJChI6A1bEFigXefcyYAj1pyVH86EUZsNmjPWXc35ZYtIwW1YvyqR6QEMRG7/jkUIBzouv9hpSH6nu2C+J87r9N6NcnThB/SQZpqcUDaLS3lHM3xQv8TPy89vEXZ7ySl0iuFyqpLiOwucnTQUaFejlZBGbFHAowyRfrInwWf0M87XhC5bUqN9JF9m+CYGF7EkkGlqMRjpo809czrqGUlIVMnqDsYV9jcVxNKOBI7ypZMJ3T7ByLuu9LO8uXCw5YSNUB4RXnuHEgJkmETHJo6gXaULYXEy3m0YVV794MJDCIwElUn+d+3mZn/DZvIVgNIDRt+ZKhKHM4yeyBUKApz+XXElxzaOsmpIqlw7Z/SczLF2DvRxuJ5tGg7X2jrr+F923+svKDh7ic+WWGKykX95l2R+aIO3Gq5ulqKshT4fVo3FFYTxdiqEYmN2OwdHdnldmHE5qdzzFHiz4EeVudW5b9HP217EtPFW2dv+6IXqUZCNZSlJR2Y4436dBOQDsC+jLzx3qKEactDIX20D/lmMQlVa+8AJiUGowRHLwFGic4+tAFgxEGSnFxrk11CBeBgyZpR2tVd8gHLBdyQz8YdrHR5JuQ1ajZN4v048Nw9m7bd9ny/5ahb1K0SgMG5bNpuYxIKtEG1LvFvoSUwYOsGalUJkAkDDZRpkRw9JOVisltjoIK/R1s9P0ACggpew5nBzo8QDq4A0oDUoF6sG9JycyoaxgETkA7CN8miLFD9+j+8pSGbiuRJds3vi0cMRiwRndTzfkhIQ4S9YVf5r5QRc6RIKwmXqjDI7V1L5YGdVZ62cIfCAw11jU9VzmfDmz80bApNqkNxgMM/3JT9pRbUzy9zByROH5Hh8GTVir1n7AX9defbQrXeNy5D00OwBUZTn4TRZFWc9MuuN8kbLBYJ1HspfphLDojkgwWetqXdKtR1pj27YevSBKSD8M1fHvzZFWVZjDyzk8qLQ5SYjpO1RiEvDacpB86dhAC6LrEjRCsOJR7Rvf/ar8Uftj5Kv+e9L4Ipq1c9u4jLS4JUWYGSFjrtkHTbNw2bQpOqNg4k6MpnHlW9GRLMURUlIYpPRYLtbikpHOR6oEeTQ3D+4u6GKmmI/x6UOZRuz9HENinYp7j8iFDvEaj/XsAsZ1vblBz09yYgHYQ1qJFc7o7JfgWn3kmeogDFoOYy50OFvSjwvGHl9YSb2G6JoTykj4RDJNnQWdMjF3bpeIPuvf49fBGAgUWM+gIAOUOSpiV7Jmxt8CyahIfkAKoolBiJ2a9BnTqqON9HnDBthy1pT5LtgWPN2E7EdqYlO16Exw01rFj9rhGTJMoU42DhNvmwQt2sb5yV2ifmdDScAyYgHYJ3zvLCL3xRyd8EA+rp+du8lNErSgS+6bh0jXWuPws+pdUFHwFcDn1/oIjIrqqJxIuYbQ4FuV7yo2C8GjTWojAzIvDMJ5IccKbFTPfml52FIv1/ydtaSV1RTpjn4VBF2vhw4bnd6JkvdDyWpHYfOJhHVuOLCwKorx1gx0Qh6dZMV+By8yr0RkykCUiHYB5q2lSWx7zxL0V1fhwKaj09RUHi2kgSXLzV5SlYWtrP+LBPmyxNhav+h09Ub4UKMGLvGpXIBt0T75m0oxFzaJLWgQOunPE+n33GXbY0Y4Cu6oPytnpRTtgJe1K4wP+hHuvusI2wJMVCsISTqdQdoFJIzwAmb8CvP5DimbCoDkMxXzkEB0xAqmV5pBVd+0vCSTOnueKtkzesLBX2ghRUewQmQVSqO/uq0wr4RK3EzSM9BsVQwbbAm4EV535mrtDm4UBSYMLWrsPn5paVBAdtzikTRuj07lEigVqo4gcN5a4CoirplqOxi3f5KH+7j7r0dXHZka1bK4qmkwlHjZ7Iuu+oRnfVNhuIv2SxLcpvO7qyXF0LySYVKlYC2wuSOjnCMS0QkEQA5QEOWRE3x3lqeE1F+oJ7V4DcsDfAq6alVjiKU7o6elZYsu2epRNNp0wzLI/UMXPGo1rkYH+Fdi/m7QK/Tz1qx/oKioMXle/XEzfJ8DzuO5fVkQAALKwDcS+bryKEw0krKy1WF8f1tg/pZe10FGI2vm+Gz2jXXZiAVMv02kpLTwxJ+nFWXbkwWGkkWBT9+bKSQJoPalcsbp3g63SsyCQXN53WsI2KdQ1VgE9hXCpIpYVBwgZg42dFUDWm6D59vWbTZjiSEi7Cq9Pb9SprBR/HNa5kybgN3rW1gV/Oe1RJzv4ct9Y+ENT1v6iqZi9z831ruLkWRdyqy4jwsBmgADzk8+rkwzzC6xoOZlWN1ZB6H/LHWWfh77MNPXQLXjcBqZFzbQJSrQzUr4HtJ+fGUX/7dsp3Obrbnr3d0LW/Q8o5Xw1pFg88ZU4XrtLGrSRs5BRGbyxi9p7x4uVC/qEQ/kDVwzMfuXHPdPJc8WXxj0TpY76aa8j6XenjZn6SN2u8mcdW61w0/AVHSvkogMvxyJm+hFuJLZqY43Zn/5V6qzNDsnJtwBc4NuBTo8qKw3Mo6hrhjwj1wISySsdzaBjSeqhs/0eq+nKSZ9I2KgJonTnnQ7jfJiefOa9/0dzRaxs+SpPSBKRDrIH0M2f30yUJN9ZK/5kyJUcgCu5Q+xl3qV1Oin4u4lomyLJ+DKSlzhY5IFnEnfDhoDsVC5lTQgBSBSFV/1OyyO/7S5WPMwITiqu7hPr3GG44mY/I3gvwb+YttpHcj4Z2E9Dkt2Bc/O5LH5KSoCp76INc+9SvHDE0UgtJowJefSQqxaQgxMMFiRcVGCQVQZUegNQfuJtvASKyl2IN7FV/3a8EP7IZyj2KovKNI/+J5Ge097ZNQDrkDMsXwTGMql2hj2u+hgXJNp8PsZBnOpyhXrpsP9nQpO44ShN0HXkFMCmpuuTBebrdVyH9QDH6hoy8K8r27apo/tif0sd+NQun8b8Hjls4M2fWqNL2vuBa4vuST5s3ApHwY2E3usPzwcj97HWIOStF7aI5GNsc3KsW5/CTE3lvduLKtU7SJHL41mp/lo50Zx2wyr9n1vi81LFfzQDgXWk/buHzgUWjPC3xne2hTxOQDjKLAy+fGlXsTrmCJMuHebPGHjDpFQvZj4XMdbsPXbv7EJEpimR5RDPUBSVS+eVo58X2sKha2zdY7NpfoXhtofKYGbWNDZc88qGw52Cogq9w6u3BH9xqO10i9a9xMeXnFJjSbm1sPujvTUA6CGtK3Gnjcaqmkt/6foO5WwfCHbNGL08d89XHsmHckX7ajPfz5u9R6epAbr5SCwegdvdFKPwEXZYfLFg0qiJSDLvhqJ9+fXnpsT/iZtGrBk4emJ1TpeJHqr/22q4JSAeY2T8G/mFJl3Rcpyv9cv3x3y+dMv/UiM6/rBtPGwpdJDnirkVHj0e0sw7WuGGRbsTBUiFT6KNIfrqo4a7OeQuliKcWLnkWAtXonyLZX3tt2wSkA8zsyZ03HYbSXCegjO2NU8I3pkT0yZs7dmXamNnvwPR0e8/T5r2zef5oSP3m01gOpI+b1wmT9xdEY7y9a9b4iNeaSkrLn1dSnLLZKquTMHYTkBowgSYgHYBpFodyJQyg+d6gst813A3gcZ1IEOf0XEjWL61U9OtA8N86EZkvHZoDuj4JIfWxiLqY2hysypk+qTJ9zOxs1I38R/xp8/7rmT/aTJiuJ+NNQNqHYfbT5qXC5vAXOO/fxoIqqSc/G/z6DsSvwOOWjTICt6dfOO/dvI9Hb29wYyYh2cfNjCPDei089+8VzR2zqblYosjKhyFD/ZtDUTne6bHm6re99GMC0j4zmaCof0FckEPWqVaPTFMvAlUznkY48QTJp9+Etu9r6vY7Untxunwxwi4QhqG82pzfDSfFlvSxs78yZOOS9MsXvpg3PXKG9Ob8rubqywSkGpxGeoHdUOTLEJb7A+w6DbqGuzETVzR37CbEs7wGj9v1sH+8kjdrNF98YD715ACkI6ekW29ChP18RE7/UU/yRr+uaMqbqqzOld2V7A2Z2egGO1ADJiDVmGxHQvmxqH9zBKq0c+R0izyIZ3kNqSnXIWfhLgzgzhYZRBvvNEFVRhsWo6+kEeeXNfuzcknh0kEjE3/WJY29piYg1WMGTECqwSxJMa4zdGm1XB5cWA8eNumrLBV1HjPnGV0x/oXcqJfN3Kj6sZeTaAFGd+BGl++/2dZtaUvc7odI/pCF5ryLq+Ce6XLevOE7Phv9a/2+ouO+bQJS1dwjvaCPrutnWGTpsZ2LWjbRFUF8bxiafr1kUW/D8G7tuMuz/l/uSCk51dDlY1F07bIhLXj7sTdK/sLuDU0OhgjxbGQCUh2n0gSkKkYpin4Bomw1r9/a7MbsfecKUlJh53FzXoGn79+Qkt6AlPRbHeezQ7+WmZkpvTxmxDXIJVwZTCiZ1ZLM8Hw8uiT1zC/fk2TjqvQLF/4v7+NR+S05nrbStwlImCl4Q6KNIv0K5Op/Dld/bmuYPC8F33Cw21pS/4bxcKCd+dTCgVeXH38k0prHIYbsNs8HE0MtzTCZXB+gCM2tVF55PsaCA8Z8auOACUjgkF5YeQaqq3U3NPv1tTGsuX6PDHI3guyeQEmepyAlPQMpyRT7a2O+od2MdJ9NCSnR/9cabty84ZgFOa+sGPk1Kopehcqjbx+o0kBtn9TRft/hAWkyxPxXzjr2amz8Jd2KnUtbw0KuXoT+KOVDe6X6N4tFvW/y5MyLmyONpa1ugPQzv+2HsZ+Ng+WRnOmj9iv10hLflTVliiGdaUxF8bYPHKUlJ2IMX7fEONpSnx0ekN768fjDZVk9DnaHfyxdOvKA9W5aakLZDgGP26Ma6S+/tOT4EzCOFvP+tRQP6tqvIfuvQ4R9ENcUfVBXmuZ4z19SMt+RmLAWEfhXmIBUO8c7PCCF7KEJYFNJIGj9rHZ2Nf8bemnUB1J8xW0Wi3anCUgH5j9KAKeToUyUDemVnbNGRzyJtj6rgC9wSB8z7y2UAvgPgl17w2GxsT70He3dDg1I6afNS0Sd5UtJl95tzry1+iyyvEWj/FjQT0uS9lbnc+acvvOLs8wrt/dhINJDruJ7G2Xd1iovS/DL9LlDk/6lk8ZS0oP1mf+O9m6HBiSy0fkIoHPhxuS9StS2ukUgOz8ho/xmQ6N/xl+S/X1r8CC1Fh7Fj5uZBOnoGhTh/2TH3FObLYm2Pt/vmTV6Jy50mI1bTy6GNPcMLnTw1Ie+I73bYQGJI3rhX8OJJf+YN+usla150vNmjfIKW5JsfKiUJJyCsc5rzeNtzrE5VOU8FLdLwTVUzzdnv/XuS7e/CTvXlZJhGwPaiFYhrffYWhFBhwUkRPQei3iVI8iQOZK21T/eOPdX9tKEpbj5+f74EZCSzMslCdKGy9CV2ySdvrphxJKcrKyxrXYeE4655dfi5U99D+P21ShxO8MscXvgqeqwgAS70STcErGRLMH5rXYV1xgYq2ldxnz5sCrJnztSksbjVxEtydoWeEK67RxIub1UBEKKErKt+GEA6jzGMk3TtNdKljx7DErcLm7Fw22xoXVIQIo/bWZ3kqznIDL7iZ1t6ILGq49eNve1Zcd+i4oEdyDQbmZHDrSLv8RtlcqMa3Hx46Jbjl38Y2uWjqp3d5zsn11iKDt0RRi3TUA6AOx1SEBy2GwXY1PrQdnSuo3Z+0wYB0amnzPnCVKNr1zlpefBMtrieXctdZS6Spadqst0Au7lnNDapaNqHuXMGl+WOmZOtkzGjagK+ohZFXT/1dPhAEnkrbmNS3ET6dx8VPdrqQ3V0H4Thi/+rnjZiC9Vw7gPlxJ+iUsJD3HrW0N7af10uoVuNCRjmTemmC94bDOPrOvvGTLdafHp52HQrdsQ3wJc7XCApO8qP0m2Gv0M1XpHC/C70V3mTMnScdfY42ShbxPiyi9Aqsu7jW60jTWA3L4RuKHlNINkTqINtqXhoxLpZoQAzNJ0/Rocjq+jxK2/LY0/0mPtcIAkWQm3ekhLu5UULmlNeWv1mWgs6p9xbdJXyNv6B67g/gxXcLeK3K36fENj3rXI2k0IhNwhUfDTxrTTYrSKNI00+gsVlp+JMXzeYuNohR13KEBKPnP2MEmWRiHn6b6lS9vWybrv2tGCymMWm/ZdqVTJpUk6jOjfZdx3fUK6MV426IGds8e3SSDulh/3/ZakktUkS1cOnJz5BUu9rRAbWmRIHQqQZItxMQq/l5MU/X8twu0m7LRo/uilaWPmfgjR/zYUtZ8W6CDRv6rhvxmSYaXX1bYcEjWnnpO4UYDvVVQofbZk1fED8bvVTbg02nRTHQaQ4NVI1L3SBOSufZg/e1RRm561qsHjZo1nyBK4KE63/RVX3T7dHr7pUN+A5NRuCGa9FFUYX0ElhDZ9uy8K8M2yk+UBCulX4Zvvbu9zV9fv6zCAJFeq4wxJStU0y3t1ZU5rfy9v7qkrcQfYOxaJ7ko/buZ7eYvGt+syqbquXiZJpEikvtXa56a28aEAXyEuBv2YdONi5OM9gZ/b9dzVxo/q33cIQBo4cKBcLH11NTwzCxZs++n3ITS6rvxp/e9p9CzicS4zYmx85U67vYI7/sKZSbLPeoOhGzPyZo9vF7f6qgHLNMWhXm9TFUSc0xutf7FFfoQdApBKuj17LDKtD0fe03VDcrK0yLO1+XqAx219p3FfTcdNqRxs9xaC7VpVPaCm4oSjXLkI3xgr6crLTdVmS7cDO+AfaWNnfw+75pWo4jDVrOJAKLzRAR5DUSfqmrQrKdn5VVt19R9qmkJW4xlrSLpEq9Rvx3v3trcpHYhg1pIS6Ua4+ufkfTW6XRmAoYK+jj8fOUpSjsO8fd/e5q6+39PuAQmG0M5gyvmGIT2LWsvtMqq56LOxmzqNm/2yRMYt8ePmvYT6O+1CpalezKXu8rORs9ZfM2wtchNtfTdV/d5Xv0NeZY6h4LZiE5Dav4Qkk3qRjpBeXQ22eVf/oRa6j5Q37JJ2vV0Tl0v+s36bovW+Hbb/zb5BkvR5RbNP/an1jrRhI0OxNm/6uDnZkm7cgzi5fkVzx65rWEvtg6pdS0jpt8106RuUyw3Svy6aP35D+5iyA38FS0VI3Hxekox/QSp8C7Wb17SH7y3p8exZEknHkmS5sD18z4G/Ifi+TpZ/yrJ0EX7fbh0TdZm/dg1I6gbbiQrpAy2kdIg4j6AcfNVBynW6FmJbEu4oa9sPrn6SXllx7E2SQSsCMYXt9gohSEm70s/66iMUdJqE8I3nEb7RJiPQm2K1tWtAQsDK1bAd/eZ1xy1qCma19jb4csnUMbNfwkn7AO4pewFxSn+29jEfanxvLTn+aFLUkwFI17e1JNp6891imU6adpUex0XnKLve9O2EoN0CEjLC+6M8xemSYdzrWTqyTWWEN2ZtBWX1Lb6Cm6TgPWjnysa01dK0IVm7XTKkLZQU+rKlxxLp/hM2dV5e0mP7z7B2XjFw4B8f5OQMaVfhKXXlX7sFJBmufojApQFZ7VDZ1Cwl4UKAJzTJeC75NFzBPX/0L3VdDK3pPdjBBuDyzrN1Q7o3f/r48tY0tkiMhQGoc59tbyI85fXCbjuPpJwhSyPRT2tvs10CUvyF8xJkH12AMiMzsUHbY+jRIdeVXhqcIcda/ybZtL/jxTZxicF+H2SoN2D+PHJQblNVPRuz4ZEaM8swlJ2yrHEFBxOQGsPM1kTr8ulnaIbUDXlr77SmcTXXWNgomj5u9mMos/IKJI1R8Li1qSu4MebukI4uR1b/s3nzRxc2F99auh8Yt8tTz5zzriTrt4EH/8W87WzpMTV3/+1OQsqEZ+bV5SOvQVzH9ynH/LSqaG47ylurx+roFlPy/rbyhNsQ8vD3zMxMFMFv3bdy7PVpOt+XRyG/S367Hp/cLl6VSf9QJ+kOifRL8EFPtYuPqsdHtDtAehGeGUPWjpUM+SYUvuqQhkGe/6Uo7Qpb0pO6pL/z4s/HnFA0l9qElAR1O9WoNK6DdPQxSozk1mMtt4tXq3IT5yGY99L02xa+kvf8KG+7+LA6fkS7AyRZwhUzhpFP5dGz6siDdvuaXhr1qZRQfosi02Tc1DsG3ka1tX+sK6BP0CWKo4Cl3STR1pfnhmq8Kck0W99UzrcUd6h13K4ACXVl0smwnoMibG/nLxpVWt+F0N7ez1s0yp86bvajiHT+xJZUega+76vW/I18E62mW/+KAmwzYTvKac1jjeTY/AklixyexOUWQ+b8NhOQIsnsSLbtIuU8TTdiEEhn3p1exeikI7t95Vm+fZFhGH9HfMu81hzfouvKBcjo76/ISjtMoq37ykcQaCB9zJzpmLOH08+bNzjvs/ZV4eBQnGg3EtKIS7Jt28sS/opcrjl5c8Z16ATFmhOeM2WIlnrGjkckRf+kpMe28xHf0ird6CNGLFa2SdKNRMa8a4786eesWR3TGbF77uSo/yOj4j4K6Jfj39pdSZmDgVK7AaQtpUknoghbf1wAObnuZ1HHeLPg67Pmpp01+zuU8L276nLJVncX2A6hUhqH65o8IQs39HaMmTn4V+bNGlWE8sQzULxtAlTZJxES0C7qwNc2r+0GkFCeAsZsaaM3NmFBbR/dEX+vGfSkBdJjXFzleFTH/7A18WDg5IFyyfLZtxkSrQgmuOe2prG16FgkdRoZlutUVTkX43izRcfSTJ23C0BKPvPbXrAbnS3rxgOeD0YGmol3baqbW45ZsuDVZcd+gdy+e9KPWzgbBu+K1vIBhT89e5TFbpyIetlXm2Vc98wKpKLf08Z89Z1FNq4ZOPmPd1j9bi1zFqlxtAtAUpTgZfCsVeox6sxIMaqtt8tqkHrat4/LtsACiqu8FN/zemv5JsWm3UGGvEmSQ63aC9gS/MLFpu/CuD2tdMm2k4iGfNsSY2jOPts8IKVfPjPGKFEuliVp1q6Px+9oTua1tb6K5p+KyyXnfAHD/62Qkt5vDVJST3iRvAEaB1f/PZw60dZ4GvHxJkTNIXfFFk0mjl43ASniDG9kB0qpMjpkSN2NgJ1jNsynFg5IsvyYoavfSgmVV+PV51qaYf6gweMoIafSquxaLc2X6v7zpo/yIwTgTZL0B5Df1hv5bRtby9giMY42LSFxRcFXl4+YBGP2soSdqcs7XFp/A1YEFvQvWOAzoAbcaT9t3vTA/NHFDWimSUjSz/u2px7QrkTs0XO4vqnFxtEkHxPJRmT5UyL9H6SrXLlhSiS7aum22zQgvbbipKFk+E/GbRs3t+aAv5ae5H37V3X5eYtFuzTJoV+BdPJnW2p8ejAwSZaQRCsp77TUGNpCvzhEtqaOmfWVJMkXIQTgWai27TYLoU0DEsDor1hQu/yyahpD67GzUAEBFxR+9Y6m63digX+ABd7s1zjHnzYvFR4/2EXkTzyz29e1TfWYijq/KsvWNwxDvVTXbWeCqN2qt20WkHC1cppRqYwnWZ7BVRLrPLPmi4IDmmR5SqbQJbjNF4XQml8NcNhUePqMRMzfC+aU1M6BhE13LPP0emqRbuhXI27r45wpOXrtVG3vjTYLSK5K2ziNjGSN5Gltj+0tP+KiWaO3pI/FFdxkXBc/buFrnlmjms0Ex0m0hm6BE0L6LL+dXNcU6RnNycnR03sY7yJy++XCJc8eSTR6WaT7bIn22yQgIUnUUkzq1SRLc4pmjemwWeGNXTCKZrwQkulSu17OyawPNLa9OtPryoUwZPdQZULumvnUlQPOKGWWr1LdZZG1q0BjAlJdGRfp98q7FZwA28NQQ6VHI91Xe25/x9yxmzqPmf0ywn9vTx43702WmiL9vemXL3SQW7qBZOProlljf4x0f+2p/c0fjy5JHzP7A8SRXdXztHkPb57f/grYtUkJKSQHroJnbbOkxLb7QLFIbygd1yZJunKjRVP5YsmIX8Etl1SeBAA8QlJpfKS/rV22L9M0ZB7fGrDp5+H7Xmxv39jmAAkneQ/SjbN0XXq84KuOVd4zEosPHrYd6WfOfpFkgsft29fzZp26PhL9cJsDByKJ1ph1l0TyEn9JyfeR6qc9t5s3a+z6tDGzZuuyfnX8iOw3PEsntqvczTYHSAqpuN4IFZcV5f/a88Jrzm/zxygv2Su1awwtcBf6vSlSfZf0evI4w5CPQwXLa7GROszlnU3NTyNoZJNNmuFISjgNbc9u6vZbsr02BUj2cTOdhmG5CiLrFwWzRm9rSca1p75RTB+2iTkv4abfyV3OnPfMjrmj10bk+3TYjiRpS0Jp/pfN5tKLyIe0bKPBlNJv7GWJ65FQzjcTm4DUlNORa5/qiIlReoZISdD1YIKMGiJEittKqnvbgk2bhwzZc3NInK6MhduzC4qwTW3KMZhtgQNy1DtklF8blLV/4KeD5gXiSiXp5hd79VZUJRH2pyTMhQXz5SGVinf5CjcPCdzpOxA/u4z79rCQJp2Ha5n+kbNoUqXJ84ZzgEu04AB5gyTtYeS3DUQk90E9zW771AxyUrpuUxJkXXdYSa4MqeTBnG1L8kxodfF7LSYhlSVnH+Ej/WyXbDklpBndDCMUQzrF6YaMOl2GJ2SxlHU+td96tz5trlqiz07TJm1QFPkSTTXWXH/U4p+mzGrXKT0NX60NpBQVCsfNeQI5bs/hkslXYKtYUbOpsqipfQJ2OuuOl/ueKelSP03WY6F+xesaA5JRJluoNCMudbtbz14Aulm7Fqz7peZhEtL916GURl7AFdMqS+g2kG0tRybLn4Hv95ChcX7bv2sOxB0/IwGHxSgU5DtPlqxHG4aeQCEjDpGU9iDpXskilcsWNa84efoi1KD/NFip/5wRmNQqqog2OyC547OHSVbjJkmSLrZLcqLVLpPVZiGADaR5sBic1XUjTVeNtGBA7auG5LFSovzPEjl7RkJp3I74zq5np0yZ0uFLnEZiJyQkRH1Q7K74GxwGbEsSV3DzCWuJUZCRb7lOkaSuVptEVruC+YIlCIlomDL4GChJU/WkUFDrFQoaJxm69LfOJ/f7zK1mP5Pkmfhrlwvn9VC9EpeIecHz8ahWdypHgpeRbhNS0a60cXM46fbS9NPmPYVbWkRyMvbX+bLNuFs25KMVq6RY7RayWK1ksYTnCmpenKYZcZirLmpQP0pW6Rol2vKN2znjcUhMiyI97trab1ZAcidOu0G2yvcoFksPi1WimDgrueJsZHNA7gfDsGDFeAFIBEmI/D6VKktDVFmuZoB5d2380/Nz4Ff3rE61fZX5+wZxIGf6qIrO4+b8D6fms7AljViyYJctKs76tGShoxSrTFExNsLP5HBikQOQZAASr3KeLxwgFPBrPFdU6QnFqqp2pSoZpxRGTX0otSK5O8qe+O0kt5qicA1iUCsjsqryVNViXK249LP+sD8zMyM25UmZaBIOeLvNYaGYeOyvGCsBmLC/8Bs+8CEmaZpOoaBO3jKVKkpDUTj4z9VC6kh36rTnKCg/gUOkxTx3zQJI2e5s61n96X4w5T6rVba6Yq2UmO4gp0sJS0WQd6Aq7J5uCxY6bwC7y0KxiXYwLkTFeX7yVqrHQrL6yO3M/mdSwURzcUdgg3SJcb+3y5d8SWVF6G1ntCXaolA3R5SVkjo5KArzJs4Mnq/w/4mHDxOWcG0Aqph4G/mR0MPzVV4S6KrE2V6SLVLQZpX+s/mz0bsiMOQO2yScD792PmfOXFXTb+2akHoR5uM8Kw73+GQHJaTaxKHBKCS2VtX+wuGCf7dACLCI+YxLtlNxvpirVClED2mK0cWbPvWfrrxJLVIsr1kAaWx/+X7ZYmQqNhkL2wlm2cNAxCfrQVIEqwGK34vGqeyMVmA19VNxYSBeU7Vn3clTpaSiSa912NUYoQ/nK7itIz77yWaRplixaOOS7JSS4RSnrI6bAuoyX04cJJ17RlFxlIUCPs0C6cm5fk1ZxsMDM+WsnKx2mRQaoemotVlV16fqqv6FIwoBMSGdOveKgiRrFZIQz9fuU6NGS7sPf+wtG0wm6d1d5AJ9/g4v1HDjRl9QspbYp97aEnaliAOSJzl7IkD6PgV2ovRuTorFAochVIj5dXkY2KHzCntFShcnSUB9nL5OtPEw9OU1EC9/qEs75jt140BZevZRoY1QAyDxpILfSZ2d4nBlFbouz+75wkmSBCkYKgFt31BJ/vLQdbeqvX5HG6/WpR3zndo5wB7PO1P6jmZph6Webv1iyIHDoK5zxRKujgnjQz8+BRKVlWjnlkqAmXRNVJS8jgL0eO2jaNo3IgpIAIzh+NbHbDbZyqdsLMRDtjXU0M7wd500IxQ2uOGPDJlSlvYflpCm8FIyFrmGk6CkMJAUNLRn3PFTxyZ5JplhLU2wLiCqJ+PKnadh0+vBkpEAI/B9r/nCLGk6fDVIJMRyFioBCoeRRbLtNW98CvPBEw21IJiiU6Ffs1l05b9YEytxiPzcBMPt8E3c/mKfy1Et9Sbmc0Yv50HBiPcX77OwhTb88F5jM7dFhjQFvzYf+tEJNkrF/szf5qWQKt2LuVqCuWrWiPqIARLQW779hf732xyUEZtgh15rCyN3jYOW7RC8mJ2WBMEi2Iew2EMCoA70VNuakqH2BbzYDIYxPGRQ82aqt+Nt4FOVm2w26QS2GaVkuIRdb9/DQzUCFO/oRp2ih1O0LZ2CWiUV+zZQXsWvpOp+UmTHnkXPJzAWegIOoqBXo9LiQBJUuPsGTs48L2eKqbo1Zikhfi/Zblj+ZXXKSgoODnY2HEgywrFANjmq6rDYW8rl36k4XPhgEaCE/ckHkb8Sc+UOxAd8+j/j4zN/8niy+PRplidigHT7i/1OwQePsyhhA3bYxL+HIQxGquajIWkX05GdrxEnLopP0TbPD7R4x/NiM7C0tO/DNgz20CWkw3i6OcSsvAJI/haQfHOzcKyddgJJszsuJbwK3jBKSnMItz6fmrtPVMyHZgRpUMr5NLzTJIBSj92/C2EeN3u+oyU7XqTywM69QSk881gDdqoow+KX6YwfXulzRgqReSFkI9aSLYougTNhsN2pCMP0gUwgmq6S0xpHZ/R+GIdHp732EwsCFcFCmr/x31QW2AZJCXu0yuSUmOqgSjiSgn7ttPVynzMxV7MaMdR6kUYEkAbCeLkwv8+VDqfiiIUYyG79sIFtz8MipFV2UXr0UMEMhwzDqWwnN07d2h5uiw13qA/DqN49FDL4nrGHa6Mzf38IDijyBbAb9XJFW+F9UfZb4Cz99Eg4kU7o/k/Mm5N2lC2lDbhkNtqWRoNSz6d+SWPFfM7fNBmnrm8v9Y03iw3xMOwxxXw5gn71rzh55zfnydue5p4DH5HMCfc+PGopCKaAl3Pf/cXfq+MASXENpM4xRwlNJKCWAnPCajb/sWEeEbxRU2kR886eOt63WlC3+73qlYvjF88d6RnZLFJSRABpxa5BGSSFjrfAMMqxEAd6ZDCIddglO16iH7c9SQOSxtPx3f8OJh5YXdsbzMKuZhYvfRUahULaOEhJT7Zk/ERbXvDgHQwJ0mnh+YItCA6EmtIRS69Wi4sGp1wgwCi3bBnN2/AvnKy5Anh2VfxGo3s/Sj0TTqZuccfRevdsbJK9lxZLvLzIy9xBNpqevJF69UwiilhlgbY8H7WPPXgUDKpD7Q5FuO7Zzrf/A+jBvKVEDxZgtKnkW/pp6xNsAeTMdLH3+PcBrRwCgX1vYQFvxSTayMNzJUnH9TPWZRCN3Fr7uBr/RkQAyScHh4MJPS2I6rU5IR0dkGGIj8D/KoIF5FeLyaeWiK8Jx5PW/rB3gF2dHGthaMYgm2IdCKrfaqc039iXA6qi9FT00JEMRM4Yy152o/C7MH5KVtpa+hMVetfQVs9C8oaKyGVNFmrcjtKfaWfFL9Qz/mRKdPbCGcyncNhsWv2wqs2SMp++kpfSZJKPwu9MQGrIcpRpBHhpZ48aLCLCebDvoxsa2SzRlOzqJ361peQH2PlWkQMqnEzhbS+cEQCj/fYc5oozKDgkwFdOnXFCHYbX2y4gISb0CNkmyS7EDsmIED2QOFnNQFbTrGCcRbbVa2rYHMV2Dgf6gL4bHwIImoBULxbufhkm52E4N1MciBviWLGaQar8EtvyGHj+LPiELX8MT1jsSD3ECavqAYj+LlTDiBbt8c81gajmiNhpwSpheUmQ/AGd5+v9ho2441KxOeTHgn7DOPLajvmqSgg5ACCFKM7eDYA0APPEUpGFUqMHkS9UIuaIJV3+twPHKWHO+XDC3kLYhqwGNdTwpma5pj4iEpJmSKnQqEQ0aN2eusW47NVWOEaA7DhxAfnkLdVjoQKYTwM4UF6ux+C0le2QZqsj5w/UjCzzcgmL+7yQcTUPubCwB6acS53jjhSLfXvZz0KaOhgoIfoboKSQ3WkdkH7yvCO4RVVV6yYWN+Db2g0J2I4MwsCfmwbloypGvIRsZt5fB9s5bKONdWRQrL2zYMHIrrfDGXEleXxb6c/CT2lzyQLh8j+Q46iaZyzRohv2wNVu2G0iRkcEkPAJKYywLMEclGNN8AEilQo7iG1JPQfbx3fq+o1T1avk0SZovyM0AaeaFrc9cVT+VkTpCljY2xu6l4RTpYKxYZQ9okNTL6UByeOgpvWhMv8O+mn7U1RYmQPnxIGlXVbdWQrrPiCWFLt8Rky85XD0CYGMjy/zORQHYN+TQz69xBXlvEcP+R2YNwDKXo7r3eQi5gjw1RX2PP57iX+zsM3G2bvCO9qdMuKOpp+3P0er8t4jycKG7QOwH/+koAPex5KsJzfX7DQ5IP0xMNOSnt8nEeqpMDxH+mGGRcMrFJ9kHy4rUoIVNTE4+DTS/baX9mGD02ITrd1KCzmv8GAKwD5fK+KTVHhIB0Ml6C9+6fFvpZ1lK6oCJjnMY/+zm9eEGjDIvQuBd0F9c7f+8ffiBG6AeNxeuF/377AoGqzQ5CutDO0EOHXiuRL7q2ag2B5IgkrNQa0afbv5QcotX47XNHIpSTQk/RIamDyeRnS5mdzedXBQrIDJxHnAgYTz3tgPJ8fUfaSNe7PJAenDi0i//Xmpku2aBzK2NW64+1AL7yUvcD/t2uKdHm+JmUxOnwlG9WGyw2mUFFTcA23sX+lRroNpWnu1yMZQyL/0e/4MKqpch3CAk6h7/Aki3mXBlofIC0fFvp4bIXtx4CsiWctLQjCWhnKVdaM/r89QzXeJCu2vJNuc0biSkNOvABjVKQ41mMO2IUb5X/PeEWp0mPcylfq3U/GWTeRUEqhH/Cjqn3QO7Sr/LRzFzafFvucOxx6LKAGp2bL/mxyQpkzJMihxWh5KWIRdxxGEBz4c2GAeQioJEgvzpMLxHnPR1p8DoZhp2+F+wHxVHbgHWOTcqoisDy9vbAS4+8t/FR63dcWzaUyfJwUoDU2bINSBgy1yXhe89lGGprT+IzUpEhKcAW/AyNcMYwCqiJC1uvzCvmACJAnqlVXSD4ONIQJWfaoH8WNzBCAlR/WDpzQJHlO3SP3Z9+G9xaVKQFvUXJxvckAKr1e5mCE6FIhsYjfHX6AgmAA+nPAmGDVw1ShOudRQUbMzqEn7etiqm2SRv9qDxp5RPoV5gfOfEt8mWl34MZ0cNZm6xIwQ4QA+hHLA7Lr3iLAmVKwJni/8tdkWeQPZ0irJfH7FTxbdwxpIKKAhOPjAOm84PzQcALlHfWb1CxUYtDLxbXYlRkiy4WDJfREtvH9ZCkNWSbPNVUQAyZD0NZpm4fpFlMRC0sHtpA2edD5lOVEXN3myGu2FyLm6wY11dEKd1mKSKv1eLZp5yqk5NU0T7N5PQHxRl9ijEe1bThsRZKchchvlUcOcw4qtDFav2SqTEP5tf+kYE4UCbnzy4rLDVR2d7Q35fgT/htzJ761nUEcUNapn7C/ZcKS8XYkT9ryQ5hUhNQxFHLnNxu0kV1/RdUUgXwRG7utpC1duxVxhb7GKDWdEs+2tiAAS0vmW6SG1KOTXkpEPIwLiDmh7a8iMVNGwPcLvV5Fvo7PXf3O8qpgLvIH89CuFOfZQyp+oyjkCoCSi64WRourhRaxYHHAd/y1sB9oYotUFHwnpiGNcWGLqFne8eLsExm1WAXaDVfV8YZKQ4iOqgKoho0KSbUsaONwOTwaAWIp1ryP5VdbBUz6cq/eXBhDqFHskHZH+VzEPS3M5v5CLYYQDVdneNzj1YsHDXRUryR/y7JV7WM1cFZoH710cHmV2i9xs13ZHBJC6lfs37oxWlqOS3VkVSNJLdB7Y61JzZVW7Hg9kXDvYCqyAcZRtFXh+lD0TwtY786k3BzLy7qxwJ09foOv6iHJPUBTEqynpM7gUVaxBSshX1D/5bBHTwiCUX/mH+G/vxNHCdsTS05qimUIF4NSgveYXQOZFcm3YJiGthOZhRmnXe6bCBPaAsixkD+0I+rRuXDaYczrDlRnCVuhuMccJex4/HDm/BQnrDE4sGfVNPAsJtwmUX/G7OFRECldV6ejq4bDnuqI0KAq+YV+uUMrVLQ0car3JIgJIAb7BICo7O+TXRyN3SeakSo5JOmhRNlGVJHwic3xLbY5gZlgAJzlH/ELP9RpW7aN6f7lJsDcHVOuHIT10LSJzE31QBXiRV0fYc74a249+RhUGqyWKeiWcQqf0zETKj0ck1LJKEFDLxO93lC0hRdo7N4pjZlj09xQGhF1CUfSPk/MmhQ0Z5lNvDsRWTtjitr83GzmcN5YU+jFX4Sj5sPfTQivzpiMkwE5DUi+gNCSv85+az/bSxfTTtqepPJgnIrZrPlzXXkUwX5kbcxWEkdaiZ7sCzXdtVUQAiT/QX6l+5oxRfobYd1wpFmJS5z11cvadAQVMya/8HUx6ArERm6riYQ7unmPoKkEd4KrT9uMTEjZ9l2OWaKv3wq5JgBsnVpQkZX+sa/r1JXkBcvREWkIN2x9LQpVw53+76QHaggtTu+EEjralilO51L+N1iGhdnsVGO0r5XK1zzK3X6jYqkorAkWV78ZH0PvaKEa0EWIrLmJQg3RuRanaibUQoWbD/sf2IDZaL97+NOLClkFFO4USEAwZzhvNF3Wr1qNKA6tqnDC978OxR5wAHcBcIWznF6dVb9ZrqyIGSKjHW+GOy34GJ+OI4nyf4kDKQHQsShoIkX3vh0PYPb4t5EZMC5/Gh8pr40AtVIukUkhHwYAONc36XI5Zp7lJthEqcr4IL9i5FZ5gWkmBRRT2F6EbVeYkthlxGZKcws8op+hzcsBwyiqCH2Ut2JAhvG9s0avxcPCet1yjIhT9x1rQDQs9kyHdKK7sMZ+GcyDWM3GNO3H6G4amP1CU6xPVIrnsMGshvH/YK7rZs0CkiHDcEQOSX+NIC/weKviBwIj3FkvHXLse3mvDYugvoNh/s4ZnRAyQmNXP3bju4ztf7HcSXIe3cFlMa+/wTSIHqmzHQCRbOPftIEcn/pkXd2WpSjwBuAeM3/1vUtGEvS40bPgUm5RJRRNXuZOnZaqq8ZI7zyezMyIGJUNYdas2mrI9SUbxZV7g7MHhJ7y49583XuBBny5KompYBJpK0/r27vWBp8DkdVNwwGnTnvMHpON1LXRqwXYvdeoRvbs2EodlWCWeFxinEY/EDx8oB6umwTWV+Gqkgq0+8V/YE7N76/J7nqYYaD3aiCggZSFI0h3/SmYoFD0YYvvJOzZViBsOuLgaI3nYHl3zOTAYhfNpIEoWh8KLG1IWxMnp/nL1xXp8q/lqHTiwTt3wZn+l73Bds9yA6HchISEtRwBSTRsgL2zOlzrQIwIfscB9cPFzG8Eg3MdBfSlVaPd7ljZPoa86fGqbfwXSS1F5fPaDhmQcV1IQcHAZ2vTufEMMB7lWS7Z83+HBtzmr5TxXXBJ615YKca8eatYvocrKezyBG7m+bbM+EQUk/pIkz41ulEe9PkTyC7i+aPSO9RWUjBrA8Si7yRKPWOiiWPY+0MRhLJxbxe5iIHZJfoDcbDeCZAS7xbuGWnlXRuDGVnH9b7POWIQ7G4n6yajXfI8eDRVMMW7gk5cdCAlpTtwwLAJU9qu1LYZUNV/CgA1bRkkR5gtqGgyvPH8LKSTdmBSYlBvh4Xe45hEQPAQlfmyoCUaF0Bw4WDKlK2ps49DnR2ytA9Qj43ni/cWBj6ifTQXbfUL74JImqNaxIilwY4vMVcQBKQxKk9aj7OZlZKjPQ/y/NHdjpZB2EnE/G2d/cylOJMZWLaZwZCkH6AWDmrhdswhA5MN/ZYWvsqD/OcrdD7oCd/o63Oprpg+G/c+z2Jl9ez+LvJP8xt3w5ETzycm1m6NQOoSLd/Gpurs6AM8XNgTq5iBQFQXii4LkrQjhZ0jBkvG+M2S9y+WZYLodmnj+3OnZgyyqcT/2DzzZqIPtCQlPZmU5gh9xgMThYg1xRRLPlTDtVe0tgBC79Dmwkt8vKfALYIpJtGLO4Oo3jMs8ye9/Hl906bwmHnKtzTULIIVBaYK7MHHaQlzzeylX8WW3IiMzX8vMZTirFzm/K8Co6lpm3FIhFn64cBh+RfqPCSYY1TqxjX1hpGcii+tTPInTflYD8t2hYPB0ngs+PNiAKuaLJ0acskjfwQLnmBieN5ZiAVA5uiY9uU6naSM9E5pd9G/s97d2+vj4bBucYQ8qDjkjCkXv0ru6KJSmU9FOn7iJNm9rJRXt8om9Fa4syVefy7hYA7Y8hGB4K1ROcBbSLNt1UzL4tlunoPEU+OMRePkfCBHLsG+bNb6v2QAJtiTUT4u6lhmTjAsjGa1LIdYzY1i0x+2bYnGH45EQTQGJCdduC5Rn9Y7VNjDaovuM23LTp36dkYdYJ/OJOAfii6+YB34vsqnyuUZAH68GtGPLy4JdrQrM2wAnPnTFAYL4IkyfG/+3StfV2VE6zXB5Jm0fGfERdswOtsj6ZZBSL+ALIkVIDape8Hykd48Sl7Hy3qqAxMR/WGKFkVqoaOI2H9Q54n3I1Vbj4LSIxR5jUGK7IN84w1oJDOUjNFW9E9zNbE4ONxsgqUrUxZAsj3Dhzi9GYhYhGWg4F409MRyMxXqwsEUww7g8LZjEf4QHAAse7mgWNU9yqMoYMOnT5mRUR+4L4F+B78/mP7gQoL9h04ZDVE0JqHpslZc/IClyIQWRE0e0IsUzqfabGjoyQxv57flR2b1QverfNptFZgBxuKqDWMP7h2+NiUJtdKToCCM1q2EswYoH+04BiFntXE6Ya9KHwzSEJxX/Y1BLBsDt2gRJV9Nuw5X183Bl/U+NHHKdyZsFkGDU7qLoltu5wDuDEEv6fKryf9n4Fo1wlv0eYezGv/J9YHgXFQbFTQg4iW2IAL8+177wq4zAKFNKqvNUN82LSO5k0OE/5tNCHFCcwm7UG4HHlIBrkPYyWleV5OG9xVpGHJJv98kMEaOuNnbvmz3B5WGiEWTJe62sJJAQDNCDkJDPrzqUIv7FzQJIsEZfptikAU5IR4ze1Qysvon2QNUP9v1ypolDCgpHkSJp93Rb1JYzKDDqi4hzyOzA5EAr4oA7Oft8hMFcbkEoDN/gLB3kTrbquDGhddTnEdU5oLrBE+6DOUUL0ekOVboBTTxZn2Ya+m7EAclrn9EJYuTV7EVj6YjVr5p3ftV14ByzxIbUOCA36vYouk+7CerDHC7HUNc2zPdMDrRlDuRiLzkMyoI5wxaP22VZ5TpofmgjPpTbtGOvJaU7KW8bir8Gjbuw177GXot4RY2IA5IvRr0MAdj9nS5IR3GNYyAb5Nj1XA5DHdS20xSHegb4PrsRvG9XpJMnT67ncdiuPp+mTJnSrjPk7NGBv8NLPdQOm1ECbEdhvSsyc8igxLWW+PpzVIDoHDKMKVDdLom0MymigOS2T01Hzf2rFRuK8B/iyt+6slRISTC68S0jcDHbAj7jdtiSvjVtSXXloPleW+WAO/ntM+DXvIE9ZClQ1UT1jPqqY/X4eMY6Dp7kIGZW3dSQdq5NVa5AE6/Xo5l6vxpRQKIoeQKs+IMcTgWG6z22o3qPsgYBIzfnV3ng1gwGtNFKzLbzKEAfNKZNk9bkQGvmAOKBEkhTHrQ65Wg+jKNQryqSYFTNC3FtFeIEk9IdVLDDS0bQuA9jWYDYpIjVsooYIMGzlgI7/7UcS1SdJtIQ29G+C0XcWIsUBp4YRHJLhle7ITf9mZkoMhbO9DQfkwPtjAMIjLndrsjHWRF1zeDQnA+DUhy0m0rEJhmeQI9AKDg5MzPzqqysrANc4N34kUUMkHRFvhSxc0P46mR2Izal8Y09brhLDJHeiLUIaKMcwZRxYIVZpK3x68FsoZk40Ons2a/AHnQUYoUOesUQxzHC42UklCUcxXF7fLiL22o5uJFvScVT04S0lwGtKrfwUJ8jLnSo0cC+5qhwokn4Wu3OvaIQhY+Sxbpx2Rsrju1L0hwE4+xd4gFhBlaE6Kz3ukv/7lnUsFShiACSO31qmhxUrrXhama2HXE8xIFKjjR07pmPbEuK5bgkv2YJaOqNSAj9AjlYZlxSQ5lq0jUrB1DELhdXl8Nvv3/Ni+qBABBUZDL0RhqHgwunwZZjYB8JjAiHzFQhQhVyiByHcDYPPzpsQJzqf0BDP8olcfgN16jdvy0Goqq2qyoRG8iHM3D5A1qTZD8u+4yOteSwslKTadiTUsCrIvnEqTaUmREBJFKVaxQrDa2OO4qEvssVAuKSrEjSDSASVT7RFqWMgy3p/xrKCJPO5EBzcmDnF2f9py79PfNMpvP8O3qNIAcZiqx3s9ps/5NlI51lk+h4mwgsZuMzayAoP4yM/XAUDAIcC9Sgereqy9tQtm2vmsIISkamumR3uawPQ1gYzqYUF+IDY+JsQnhgsYiTo9mbzSldENOgqWlZKDP5gy5bXTk5vhWj+9wYkRy3Jgckb/zUDNItV1scYc8aly+NBCCFPW4WSEnIcwvoiuY1rvfan5ltVgGoyzI332krHLjzziyuavE9DlsqTpr+CiSWVAdCaFIynBSdADCqIQClZPCtwEFRhgRe6BTFYh2RVHz59AN9a2HctDuhAvbjKpOcCxePfDaRRlKltyUDAfnKKm4LuW0Oi2yctKvQ+tIQ16Syrn0ix70mBySfolyhKNSbL7Bj1D1QLZam+hxOLWFbUlkxytn61VMro5LOcAVoZlO1b7ZjcqC1cKAwddqdNovlBhsCFjN6R4sLIvmg36toHoQbTiWxwTOWu6HCAi/0be7E7JVJxRPfrPkd7vRpZ1h0+RHUt3JwwUQ2ffC196KtKkBinOPbZ7gtrmEW9NFZnbpJUzJvzvwbF16MFF+aFJC86YjKDul/tQCR2DLPxrBISEfVzGCws9otAt2DARXR29LNixG9XVU6I1I8M9s1OdCsHPCmT42zhCwXs002ubNLgNGBbLJs90H5YRHBnYRYJTesOb6QNgn0H6K6ZDkPeuDAgfKP+fIEe7Ts4EqgsfuUKN69t9AW98G22tQuLpQzASj5jYtuf67fK3hnTaQY0KSA5NPVyy1WSz/OPo5GHZZISkc1GceJgKWQktRA6LR+Mp2P382IFMPMdk0ONDcHfH7qa8g0gBPMeV/Vdsjz7xloOFYPRREH+/yOdFTXFoD0Tck9iQ7DcjSremzuqDaOH+ybOBeO8095T/vKtc6Qyfq1CUDyxs9IR+1LRGWzZ82xu9h4pCdPSElwh3KYOzxuCoqI3YoTYXb1iRDp/s32TQ5EmgNwl0WzBsWVH2W+B6MOD7/H78P47YJxe/d92w4/OQzZiOOcUjZgC9f/IR7+NTfDbfEV66oG41IEnyaTkCopOEGR5QFCOmqiqOy6frewJfGJgHKcAKTjy4M0FieCKSXVlYHme62aA6j0WIn78ipxa0s8Sz+yMD4fAki4vA/eY+8Z3vI5kfhR/YEIJfLbglTGJWtFWR8c5rWBEu8vldsTN/2weT1yz25Ash8HCSccV4DuE8hPe7x6DIk1A3xQ7HL37x3kNFQ/xSq50nUcZp6YZqvK6N9zpQhXoqu+mTYcFBEOnBBxEwf5ufr98NuHpmePG+f2xKfg3jdVl9SgdLMxYsYSh+IMohq3dOjxcw81v4d/5gARn/f20/8snhJBA17kptVsuT1xIEFRt3gMyxYU8D+8EnfcxSXhVpH9rzfc/clsuy11o6Y5X4Ut0bpQha+wOoRxsH+TZ6Ol72rc3DO0DB65lChUbz1EWyxFsbcN8UVs+C6UFH1jJHmrTJ58zyXzttyXtLVMuQVBT9BSrah2iZIDxPENMsQ1OzQxLgLO0aG4Ow1Xquga/55LXqKAuCQbIS3oiE6wdeVbM60Q6wJBzuJgZvDvrbBzc0nl8K2afHWOhmuZGXAYaLg9YK+4QptvPBXtoxzhQekxBk3bn94A5EfhOlRXjBPtqaNsLuk7xGuELHKMpCMYNjx+VJ/EeMLj51sZ8AUWvhcdP+tV38PfiCzCoNe+8LVvjrwRL5kpKZFcgWbbtXJAzptUaKRmfwQQOZxrZjuiUNcchz9LODUFpeorjbgCK+7V46unsP+kafHSnpghD26VodRp7+MChgugUVi5yFsswge4zvZ+bQHYuI9C9Mm/Bz58ekLKpj9zimodcoNfULaXL33fYbfS6L6PiHvaNxR/Q95gIQ1M/YsAjBLfRnEHePe44wWIFFT+ScW+TdQv6Syy4+bSbZ6FlFv2Kw3tcQXoY2h90Txc2VtAgwW9TMXeDYK+W/zxQvYq9DL9RuqbCHprmH5n+a80vNOVZLfE0Ub0Xx7cVUVv2Z/eB3q02TdxDG5Ojadtpdz/Cjq80yRyoL3Nnvnof6c0rMuFPRjcxPgDO8XVzzyAQm8Orutm+rPwPug9P4F+OQ3vfCU50P+mku9IcnrI7u3/+abhSf68RTkNZq5JaHKgqTjw3E3rHrn5yT4DFac+MXcDSako6u8CmIi7Vase1hQ4mLFgB7xr5RADfPq09Mor97u7MKngipm77FOztBjl37s2VTo0tMVXcYugyBpt+XGDTAHAiGObVL+2cEuO9/6k4qxDyFON/1olp+BTGtX9Hly3mwKwWUO2UBodk3EPwCYam3UR5eyYT+cPegs/x9LveR/Q9uLVNK7/c2TDbaWVAC45+Ced1f1lclmTsNnXUoytE53Y416ASwxtL/1ZXOV73qA3xbXLf+R/SIUAtHH9nhe3nXqDRbg+ew2dO+A1QV/kXY/74tNoVI9/CfoduCueAeJ8QR9Pqws+ooLy1XR2/xfC9CE3+gT9wNcFPQONy5JCx/e6W4x3R+ky+nPHPDpv4JvktCaA/v9oS+FKOmfACxh/FOiLMf7VdGa3lynKlgyg20iWUAKNSP8XyXGODbOmTIko8xs/fWYLbZEDqFslv/brsWOClN815DdUrv5ow3r1BUuFZmDBleTRtiQcrG6hTdhhQHj3L8cHduzaua1ouxYqLvLZKkoDIvA4OtYuzBXs7i8vC1BxYTmXCqG4+JhQWn89Nyr2tSsVPcrmEO3tQnsa2W12NTEYV7F1fUkZ6tQ7yldXUGJKLCQltAUNh+1LPkRqu9GWt9KPPhzUpV/cxoGnG2cGyt9w8vgcSgxVqjDroD0LNI/axl+z/33prYoVcdRJFboe96UyNPVyAUbr3XNoV8VvNDjlfDQeBallBRX61tBRGdcLVSu3bBlULy8d2fkqUix2gM0i2lT8HfVPOVuAwYbiebSz7BcalHoeNns07WJ6SENMb4EaxPRBrYKO6PTXKvrFoJ9P/VLOEfQbi78WksqglPMARkz/CwBydbh/2Yq2l1NAK6cjOofpdwDsNpZ8Q/2Sw/1vgmS1A30MZHpM7i5IXQXeP0B/A04Rm/ieAO42PyrjaoCZU4Ad99kveZwAIx7LjrKlYvwQiMnt37DbM9EWF7055tbJAYDRvzGyEWkxfU/SlJRYixEFcwVsNFibaZa+Yq9p+LkymE8ZsYNw/TWuN4KJwRsqoj49hlH3FNkoyC2jbdt3UN6OUvzOj/0A068OcwdMLElxXSi1VxzZk0psSQlp92IvS9X0XWIPF2Cn6rCshjyUcHhXo6xAo7zcUios2E47d+SLyzckmJKtuHY72hVHA/r0p7g0JM+5SibFOYddZYmCCQcg6VM9lKL0EHuTL0v04+fq8fP3VIjxD8T4o9CfVwgvGehfQf/70ttdMuUX5m7fUlryg9IpZjjtApCw5HIkwCIKEgpLNYu3PQNJ4iWKsXem3/Pfp193TaXLhn0m7gdf554FyWU+jez6N4qzd6X88pWUX/G7AAuWcLaU/EA/bX+Szun/EsXaMyAZzaBfdr5Nlw77VIDB+uKvAGBf03Fd7wR9N9Cvojz8CdOn01aocT9ufQKS0IsU5+gCyeZDWpH7ZhW9q4p+Hh3XBf07QF/xhwDTanpWwxZufVxIUnGOrqD/mJbnvgb6TwRYri+eKwD4OIw/HvQFFatBD7URYMsSXqm+kj5aeQvWzejWuarNUbVlDpyq0fZTXEoSjcx4Qmgabu86cSAemXGdAKRd2E8/bH2YRnX9L4zOA7HfvsB+eJLOG/w8RdvTpK09fqBF69+mRBpBPp8Xmz8PbWykoRnn0LBeZ1FQ2UULNmdJJ3Z+iFKjBmOtz0J7j9NpvZ7Ffk7H/lxAq4s+pVMHZUq2odG0HVrDgj9foWjqif3tpLJALu2sXExnD/8PDe56Bm0qnUvfb35UOq3L0wIPtnh+oNWF/0endMsUmkaxbwP6mEdHC+FFwX76g77bMoVO6DoF/Q/BXgf9lodpfK+nBB5swf5eXfhRFX00Lqspoi8L7lv94PEf7FCYEbmQDIamXyrAaE3RTPL4t9CJPe8VaharXYzYp/TMBNIFxM8l3i00PP2vAow2FX9L28sW07C0ywQYrSn6AvSb6cTu90JNihfvq0aQTumViXaCtMOzBKrRJjoi/SoBRpshZW0rW0RD0y4VYLS26EvYfTYJtc9lSxCSDPd7MugZeTd7FlTRo3+ACYPnttKfQH9JFf0swaBRPe6B5JQo6EO6D/0/yFdwgxnfY/wbIKldJcCoJj2DEYOlZi+k0/s8SO/NXdSWF7459lbIgW1lC8v9lq00OPEKiramAXx+g6Q+nwYkj4cNMwGH8Y+Uh8P9lO4PUqKzNwSFNXC5B+mM3o9hPyZRXtkfWL9b6fTBd1Oa63ChBWwrXUC9E2+lBHtfsRd3wqZ7UvdMSnT0FfRBOIFG936cXEoyDn/Q+7bTkenXUpSSjr5WUl5gMZ038gFKtPejnRVLoRmtptGuKyk96jCYVNbBSeWrok8J01dupSPTrsH404Ugst79NfVPPkeMfxs0J9ZOTkb/SY7+6H8tBULeKvo00K8W+HFk2rWg7yToC7Wf6egu1wSzpgw0lJzCz7FZJ2PzJgtm8AvHdLlF2GwYHBZte4ouGfp/wgazZMeLABC2KU2FWhSDznIoF6rQkZ2vAxikgv4n0K/aTb/OPZt+3PI/SCZMn0hLd7wkjNZ/qaIvArNyy5eDHoMDmG0vXQxJ6Tc6piv3nyCkmIVbHxX9s1q2LPcV2uCeW0UfC5vTWqEK7qH/Wah6x3S9FWpoQhUyPwL6jykK38dSEkt3FwyaJtQ6PplYzaum31H2s1DtRibcTraoWCxnE5Ba4Z5u00Natv016ZxBsMFKCUISYWn9sLSJQhPIh6TOZoRjutwE4SBdrMXZa+/Afnubklx96c/CT8UeunBwtthv5YFdtK5othAGYu1dhMNmfdEcGgF6PtwZGL5ce5uwwSa7+hPv9SXbnwf9dEha6cLZsw577DDQs3BRBHvs2oLZAIcbBX0etI4v1twibLApUQOEsPHz9mewf6ZDUupEFdw/9vjQ1Esp3tlN4AHvz6NhJmFJKg9Y8MWam0D/OugHhfFk+9N0IfYf/74ikCfoj+gyiaIs6VAWF5FybNfbBBjlFH4mRK3DITkI7xXApTJUQKP7PAYxzibUKAahU3plCTGNjc1bSr6lw9KvFMxZUzhTDGA4e7uE92uRECXP7Pu40FuZ3gb6U5keNiqWTFjtOywdJwXAaG3hF0LtCtMnCBsVM2x0n8eFPstgyYbsMH0M6L8H/TegvzxMj4/lCWB6BiMGtzJ/Lp0JehvEUKZXLA6Irf/Zi35Y+sQq+lnC7jUc32+TYikf9i/zMTnQ1Bw4AZI7gxEfpLxnBqWeL8BoM/YT74nDsB4ZjHgts/TE+483L9tXg2oZJI1HxH4L038Ob/j5AoxYc9gMbWWY2A/V9L9i/T8mfs+e6ADsPGf0eVSA0U78nFP0GWyu5wqzBmsOrC0NAziG6X8ThzvT8+/5fT+M2Gf0flSAUZj+U0hG4wUYsRq2CWDK4BgGo5XC7svjj3N0F2YhH5xQPH7+/U60nQOA7Q8bMMCIPL5tgtUKIy9LRaX+7QIZGZwYTJbmvozOHxZqESPz73nvA+neEJIFG5A3eb6jERk3C52QQwFKoOaNqKJnMGBpiunjMRgGu1V52VX07FqfD4P0fDqmM+gxGYysJVDzGNm5f1bzfhb0/wV9DzFxv+16F966NwTYbQYQcnjCMdw/6FnSYjVvRAbGb0sRUs/PO14A/UOg7wmw+oJ+3flOlbeP6b8TRvgwPZ8Ma4Wad3QGn0wpCGP9k+as/TvYY14E3dQbsqO3lwabTrm+jv6Ax/joztdToqsP9t42cRizA4f3E3uOF279n/A2d4o+TBzOP2x5BN7tF8R+2gmtgumPgmbC+5f3LgNYmB77Aev5R9Cf0P1uYhsx76cftvwX9M+L/cTv/l7wQRV9P0HPAHEUxsP7yQ1v94+wOZ3Q7R/UKfYI0C+BDegheMefowRnTwFWvxe8X0XfHwf/DjEm1pQYvNy+9bRwy2N0fLe/U+fYI8V+hE2rir6XAKvf894TNjOW3EJGOSSnp7A0EkmpBo8z+/5PgMGfBZ8IaeKkHvcJMPL4tqLD7cIGI7xXaIwN0kdBzWLmbQI4rNj5ppBEhKSFMAJGy5N73C+Yx8zmDw7TxwmVjsHgyE7XiI9nSWvFztd30zP4cJth+h6C1uPfKiQjBiM2YLOYe2SnqwU9S0rLc1+FJPaYACMGH1YLefwMRswsBrtTe02pol8N+jlV9DgZYIBnVZBPDgYjVumKaTmd3vdBepPmdvT9Y35/E3OgsPIP2hqYBUniUgFGeWzAhsGXbaTVBl8+/Ed1/6cAIx9CU1i6ORWSPe8n3gt/5H8kbKYMRqyVfL/5v7DxThZgxJrIKmz2ajDyhUqENBWm5/20jVblf1BF308IIwsANif3eEDsp62wx67alb2b3g969j6fhv3DYFQa2CGcXENSJ6D//kIY+Q5gc3KPfwswYmFm5a5poAeYxRwhvG9sCmHNJMHZS6ipPL4haRcLMGJhZGXZ84hrPAe7bhkp3AAblNmgy8haGthOA1LGC52PPU9/5n8CsfICWMsHCaDYWvKjENMSwQxunGN/hqReLJjJ9J7Att30rINy7M+gFKYfLCSbLUyPzpNc/aro11fRh5GZwYPFSO6fkXR1/sf4+S+UGs30rCb+UEXfX6h0bt86GoyP48lgZOagTTYQcn8Mfn8I+vOq6BeA/nt8/NmCmUxf5FsL+ouqkH2DkLR6pp5FabZjsBRNQGri/djhm8sp/JL6dT6R0m3DYRIpFNLKoLS/7JZ0eM2yGtMp5nCxFtm73TPhVPEz25TYjtM7cTR1xmavRCiAoEcQclJUWNJhgziHwrBkxHvp151Mf3IV/S8wjcykPolngP5IEUrAktEg7K9k0PPhzQDJoTBMz84t1iy6J5wkfua+WE3slXg6JJ+jw/RQywYiVIjBhfGAbcB9Bf0RAjx/2fU29Yg/sYr+N9B/thc9g2WvmLOoW9SpWBsAJAYTRjZ2zf8OMfDc/q9A0kgGuKzD4GcJJEuLHiqCHlmnHAZvHCMze6++3fQgnY0gR0Z6dq2vArKPH/CKkDQ4yHENmM/tMz0bkPnjh6UzsvcTqD1/0wMiSDJssPtEIOt4BEkyPQMdS0tDABZp0cMEWLEBPdw/6CEizt/4bxrb79kqg92nmLx3EWT5KuhTRTQ4G/GGpF1YRb8BNMvgTbxEvM+T+83G+2ls32cwGWyw+1yEJoTp0xBZYcZEdnj0iAADBqVeSMm2PsJE8OXaW4Tk0iV2BCSbHyApPYZQFVaLesPgm08rYeZg71VG7FEirodNHUNAz650Bqsv1t4MyehB6hp3LCSbhfTD5kewH3g/gR7ZEish6fQHOGQAPCrxM5taBjN99BABNjNhcGbJqmvcSOGpZklrLNSyJOznCsQNrdw1HeA0FvQjRBwRa0YsnPB+9kDSmrnmejqp5wMii4M1rQWbp4j9yPuzEkHPv2E/90scS13iRojsj5r0DJ6fr7kO9PdT9+hRuwvDKQxGDD4c6HQ4DMwMRmFX3hzqlXCK6FxEXMNgNgCSC4NHtcHr8E5XCBsMSyUsWvLPDCb5EEvXF30lkJnpd0AHZZvRQEguPFimZ0Dh97l/Zi5HbR+O9BGmLwD9OtD3EPTDwhHbMLixZMb0LDkxoB0GehZjS3ybxWnB42cwYjGSVa8eQPYw/VKhxg3A5DIY7aaHATDeCXqcJDyBYfo0qtS20KodZnnuCOzHDt9kMjZ7pbZTaBtDYQDmOCNWozgU5rBOWI8wM/B+YkmkM4CIwYhjBPlw5f3IYMSaCAMYazasufDm5iwD3g8Jzh5hehywnWH/YTDiAOWcgs+wH0EPMOL9zkbsoWkT0P9gQc8HPvfPahnvJzZ4d4odLsCIbVpsiqnezyxsbK2iT8N4mJ7bZAcTq2VMz/2zVMVgxONlU1B4P7Jwsn53/2lRQ8lvFNDa/LA2orAKtHDLo3TBkGnCtc5SDkdAsw2G4yA8aJw7Z0mJJSGWkpbvfAM67r8EGLCbj1157EpnMPkd+inbiML0fQQSb2b61It2g9nyna/BYPZPwTxGzUXbnqiiTxXGuvVwZZ4I5EwS9FuF92FwNT3UQLYZhel7CqD5adv/RCgAewdYUmOP20nQaRnpebJZ1eOTJQxmq4TNiA12fBLxqcMGOKZn7wEb8AuNhVDrrgJ7PuvwG8hkQNNyIL9yJW30fki9YyeIw5LVoDkb/kHj+70s1C6O61sOm+rJPf8tzA6sFrGaVm3G8Pi2IGj5WTigbqB02Jj4cJ+74e/QVF6CpN9frPVl2B+8/tMAPuzZWgMPNgsT3B5LNmxAZtd8p+jhYj/MWfc3YTBncOSgyaXYHyfBhsvgwYIGgyObcZie95OghwGb1TIOVfhq3e00FgZzBkcGSnZonQj6dHwf27AYTFnS4/GwPfon0B/V6Vph8GbhYUnxgzQgmvfbZlLyKxE3hLgfzh1jycGveUSiK4MRSyEMGCxZMBhxjAQzkCUJduWxGlYe3AlvFccNxYXpMYDh6ZMEGLGrkqM0eTAsWTF4MKCFkbSKHnrniN30vyOfxy0SZRmMWD9dD3BjsVPQAzx2wcB3WBpLNj0F0rLeG6ZPQNjC70LSYtc/gxG7Jrn/fkljBRjxqcRjCtP3EvSloOe4Kw6i5LAHL0Id+ideTOmOYSYgNe1eNFsDBza4v6XeqedQqp3Vrs0iS2C3t1h4ezeK0BPe/BwX9Cckk+4JJwqbKmsa7N4fymYUSBbV9CPgHa72FrOpg+l581dLJt3jR4n2WFPgQOShMEinRQ0TwgbvGfZus3DB+zlMP2m3mYVtwN2RmB6mXybiEIdCOEiDTYuFjXzs+aNr0BchkJJDhxiMeH8xfbf448R4GE9Y02HhhG1iTM82p8HxV1K36FPAneWwIUFsi7KmQF+dDgPyR3TB4HDQIFu/WW0Lg0dPITayKsdxO2zAZmM423DOH/gWNncPYblnVx4HXYXp14igJwavMH2OAKxqeo4o/WbD/SLoin//B9JDftv5Ll04ZLrwhhUhwnNtDXp27fPgh6WHg8BYjZu34R5BnwhwYcmKDXgXYvwcxMli5VqobYdXiZE8OVxVgOMkOO6DmTN3wz/pvAGvV9nA/g82pLfoItF/gmlDMuEjIhwYmgIHjCNDbP7P19xAZ/V9Uhio2dv8A2w4HATJZgyuePF73gxoJqxWDRAxdaxm8c8J8JYxcLAN5qw+/xOqHQPVgk0PiUR4zkDgGMBVSIZn8GLJhx04rGkIeqHWbaTPc64TcUKs1nE6yHebpoggSgYntlmtgjeNNROWfDgIk51SYXqodTBzfPrn1QiteWS3DYttyucNeEP8nk0gq/LfQ24s26wGiyBIFgiq6RmMPhH0/6WuMQivqao3pzAYsc4ZUCvoOMQNMJiwDYhdj4NhwOLGWQxjAzXHGTEYsUGYk1s5PSNsw9kiJKPjoQbVpGcDWJh+oRAbWUwM0/+CwMvFIs6CmcNiKGfes6uQwYiTatk1yN4DpucgTY5l4kRZBiOW0tg9eSL6F/RQ6zjzn+kZjIQrEQA7CNZ/1mkZPFkH5jgNBqM8eA+3wAgYpu8l6Nlox65SBiOvsY1+2PgSFiTqTpqPyYEm5ECsMwPrK1cclrxe2QbD4FOMA5T3A4MRr0cOpekF7xqDEe9H9nYJ4UCAERxO7i/FfkuFWsXlfVgaORH0DEbs6V6R+4awOTEY8X5ihw0HXfJ+4XfXIj/uuG53CbWRwYsFgFE9/hkO1YGnfTnoe8afJMCI1So+rA+DMMD7kcGwmp4lHQavwoo1woxTHRqwAlkRPZgeYMT7kb+HQx3492zvWuOeif7vhNp4OA7/cqiJU8M2JB4sh6NzxHaya4BAyvWwC/WGa491RAYKliz6oP5RePNuEeDArsGusccKcFgBm9IIqD1hHXIhJKOvqHfCaQL5WQdlAOqTdCYkEdikwGyO0GTrfdfYkSI8fXnu66C/WYiFDD48WTwZ7Jr0ITqUvWvcf7VNiD1yfZPHULfY44TUxTalMP0QAT4ci9SL+8fJwcZ6VtO4/+ogstUwsPVNAn3ccSI0gHXuoxFUKQzwiJkogA2pW9yRtJTMWkhNuBfNpsCBMmz2LYHPxFpl9zurXWxD5Qhr9nax235VfjY8V6OEEZkz83lPVbvu+eBlbYQ9a33g/uf9yInoDBZdxXr+g1bmT6+iP0XkgfKeZoMyG5l5P7Lk0yX2GOyBM8V+/AlBlJzL2g3eMrYJrQJ9V/y9VyLTB0X/YXrsZ+zHMP3RoD9LGLR/3PoYJJ9LhGrH4PVb3ruirZ6Jp4r8VdE/XP9sMwrTZ4uwgX7Yg2WIa8opeQOCRE9wp5gUdrWzGsNgxOHbW0sW7tbxcgEki7c+BdfcfUKHZePaWhioju16h9i8frW0SqetsvYDmdlIHtYRw3ELP4FZbOBKjQ7nsjCYjayiDyAUnkXVsLdgsBicECt306+EwfpxkajL3gHO2/kTOulIICv3z+VI9tDDYAZ7FJdEYTGTwZANdj/CYM2SHL/PQPknjN7h/och6RD0MCJykBn/vgxiLRu5B6fDmxg3BAyaYm4ikwNNyoEf4YA5tvu1lGgbhs0aEocvx/EwGLEBeB32yADE6XFBQzYgf73hXnHY8s8cMb0090Vhc+oCQNKZHu9znB2DEW92PowHIM6OCxKyffRrmDU4A4PBgm1IS5DBwDYn7o+T1cX7MHgzgHAQ41ok1/dLGife5/04bz3TX4+fTwT9cuTCPSc0Je7PwH3cnIzfHwZvfp/xgA3g/QX9KLGf5sEschQisllaYsHiZ1QR4fFwf5zsngP6LvFnULrrGPqcHiaF9Uf+2LCrf674O4thjKSc28Wh4wxGjMxcqTEj7hixeRkZcwAOLBWFkRER0NjwbMCqRmIeANMzGDE9i3occyE2P5jFBi8WKZmebVQMOF3jR+6m53B0RmUW+9hbwK5FdiMyfTmY9QckHXbj88ezWMiu/m7xx4YlM5asYCdKBzCmCfpiIery9zIYlQO8uH82dgt6GBDXFc3C+I6lJBgcdWrw9eRNuoDNxtoXB3g9MxjxeuTYvxh4hjnQsFrzYOMv70GuHcbJ6imQpHg/8eHN0jx7xhiMqunZs8zaDHvPWHPgg5vBSNCX/ij2VzU9Bz0yPYORH/WQ2CPOeaC9Iakx+LEBnfca78dw/9X0R6D/clFmKB3YwGDE4MU2Lk5aZ0mN8UD0L/BgVBX9Qkpxof/oMD3bgNOhooXBrxTf/wEqDiRRRhSqyVY9Ctt5RNYxDNhhNW24AIcfEArAOmp6zDBRHoEz5cfAAMfh5WxDYvc6R0Tzx4WzjmftVvM46/h7BGmdAJtUesxhQopZvuNlpHc8KXRk9rSxEXo3PXTotaDvlRhW89gAzUFarOMyOLLUtDT3JRjwnhDpLCx5sRGcvX/MHNaBhZom6I8UOvKCLf8R9Y74e9gYuGT7izAgPg76HiIalXN52PvHahvrwGE1L6wm+mkHfbrqTrCIPW3mY3Kg6TgwHGV3/LSLfoTrnjcyR2Ez2IS9WceLA5HX47wN/xLeMg4EZhvStxsz6VSUAErDfuS4vWUInWF6XrOsKfwJh1TXhOOFGYWDINlhczi83cN6XiKEhW83TaZTekwG/WHCZrts56tiv7Jpg+l5P/Je4P3M9tS5G0GfdgUNBT0f9vM3/VuklzAgVdNz3wxmDF68H6vp2dM9d+Pdwps9tOcEkWv6zab7UBLlARHbxOC5DLmy/O19MAZ+vkH7RDZS2NougpaAarx5ebOyxZ43N6M1D443ONtgGIwYvFinZEmIB8/gwRHVjKqM/qwmcSxEb+iPLMlwhKYb7/QGPYMRi3GsUzJtmB4GNoh5/DEMRiypsTW+l6AfJui5jz6JTN+tiv57oUMzGLHUxWpgmP5IoUOzN4CZFaYvEh6/PkmjBRixt2ELvo9PGabhiFkOGuOxMH0hJq9EWoHfH03rI3vjS9OtcrOlNsMBDpPJD/0gYoh4Q/J+Wo3SzuzGZzByYz9uhHDAa5u1CZYkOFOe90MKNA0OAOY4P6bnNc77aTUkLZaMGIx4P7NwIfZXFT3bcLkvDoLkuCbOBeW9zWDEBnWW1Djpl2nYwbWB6WFjYjsTgyVrOj2EgZzp3YKeTSwMRiwMsKTFkhHTs02MNSWm5T0Wpl8OfAkHZTL9BuSSMj3b0Bh8dwa/FjGMRKWkLNn+AiotXiMGyMDDEZpsjec4ItZZuXLdmL5PibgkDgvgwMHT4apjazk3zmDEYBWOO2Bw+FQY2BKd4fSS7zc/LFybbJBmqYrFutN7PSQM5OGgq8920zMzGByHdboMcUh9hcq1YPNDkKz+B9WsH+g/EXW1uX929YeDrj4VYMMTJOhRyY6t+ayKscr33ab/iBIorNrx2Jn5Yfreooznn9w/UJqRnysWcCW84RlXUL/uPek704bUZjZ6Wxnot5sy6ZTe/6LYtD7CYM2bmQ9z3sDCVQ7vMNuEeD3z5p69/g5IFvdjcx8jBIFF254Wieq837gUrKBn8MLm59w49i6zTYi9V6wGzkLQ4ond7xMHODuMftr2pEgX4fWuwWDN3vRq4YDBbmXeNBEEyaodG7xnrQU9bLDh9JJFwoB+CtJFWHhhGxQHUvPY+HBnPGCD9gCUpWY1jdW4L9feKryHh6UfJ9JLuIrAyei/Jn3flFOpX5dh9DX2mzIgdbwAo7yKX0QQJAchMhhVhPJgV/kd1ndEaHNuTWgninoX0BD8zGDkCWwWAMM2G2ZOXuVvQFYOYhwrwIjpOQWE6UVuTDU9ctOEty6AzQ9w6Rp/jKDnCFa2YfVLgTcN9JWhfFTDWwX6iwQYVYR2kVfNqxpPL7gmtwgxs2v8CDF5Yfo5wvIvcmlAz/82RND3F/SV+FP9PaUBZE2DvkvcUWJy8ivZhjYb9JCkYPHHYtlzBUNbWe3mOFs9B/onjadYK+eK5YlcNXYmMRixfXM1B0HCu8brmTc3A1B/GKjZ7MGaCueTsomF9wtLFgw+gh5gw8IEH+bd4qCpAIz4sK+mZ7MH0xfAlCLoxc/IdQM9e54ZbNzQFP7MRxAj7DsMRtX07A1nuw9LVmzK4duEGEzC9NnCcx7WNDaKRHj+O4MRCwtsKukHbziPh7+HPXB8m1GYPgyeia5elOIcJgzk/Cg9IUppcLe5jV/pyG4XkZMgeRDiGIqfp6M7ob4Q9aYidTmtKnqXTs54EAXwExE1sJY2eWfR0K5jKJbYAOwht76cjuh2Id5n+u20wv0c6G/Az32oSFsB+ql0UudM3OSWBHrUEPYi8bbrWRRHQxETVYp3mP4v4n224Sx3P0tHpV9PUdSX3NqvtLLobdBPBn0yVUCZ2uD9ogZ9GRWh/+HdLsD7faBo7QT90yjTiUqW1I+Ktd/o16K36OTOD4A+BfQbQI/E264AH2EnKsf4l4L+L6I/Fh1nr/mHnahrq1/gNQc4ZcoUE0Rb+Yyx9BCiQpFeweDD0r2KEstsQ+0BGxIbpFnS+WbDv8XhyWoVmxy+3/wfOqHH3QIcWHLh9JIegv5MIWmxt42N4SxtMXh8jaBlTpdiOxGbPDjoMVwSZLiQXDh9i8GHD3BBjzhBNsOwQZrBgxPPGbwOg1rFYMlBj8d3R30jmDXY+8ahMgw+HD7DklqYfqTwxvnUYvR/n4gjPCzxcqE5sWR4fLe/iVCcanpWS9n1zw/X3BaAhD83FFQgubRCI2dML/GPu0o20Ob85TQqBRsShSU3F/5Gm3b+Rqd2ShS/zy38kwpKt9IRCewaJ9httoFexT1R1fTraXMu6FOzBP3Wgl+r6JOq6FdX0Q8VP+dVbKWK8hC5YvuIn3dy/7nL6Pgq+i0FK6vok8XvdxSupUL0f2RCmL6A+y8LUVRMmH5XCfe/h34H6DfuRE2XTqynor/CdZTvRl3fhLDROh/98xUyUTEMRiRtLVllyymc+z3RteL35mNyoKk4wEGMW/1wdUMqYjBicGCzCUsSDEYMHhxn1CfpDAFYHBrA3jJ2rbPkxLeTcD2iMP2Zwga1GK54vieRwYglJY6Q7g2bEduFmZ7rkwk1CpJRQCsTv+ekXQajMP3zQjNgMKqmZ/sUxw6F69j/IBxIbOMV9JCMGJgYjNgGxbl1/C0MRuyJZ8mJgzLD9JqQlMIlVZi+XAQ9Mz2DkXBIlb+LgGe+OHsXKThVX6tm9ty9bCan0EOfPVpjHk6nKbNqxuUkIXBw7zid/ehnPdEI+lPp4SalH7vP+FOQOXOo8Ztg1FSb0GxnDwfYgJ2UkI7A3rPFP7KDR8FNPLyZefNyiRAuwcxlQvj6Ik6H4sKDHJvHDhn2ZjmRXcEAIehR38uKEs1Mz2rPxpKvRbYDJ8OHcAP1r7nvkhN3sg1FGSD2hofpE0F/blX/TG8X4MH0XBaaCymG6b2I+H4LF6omisoADB5sg3UgG4LtVNX9W1DimsGM44q4kitna3CKCF+uwcUXeTwc68dq5u+gt+NntlOFv/97MnBN2iB835f0nJCQzMfkgMmBZuIAqykZ0UcJyYirVLBNhZ1I4YyHt1AG9mqhVrHaxHE6XJGCPd5cX4iz5jvHHBUOWkQc348IGuagSs7v5BgfzpgYDvrqDAkObWF7LXvowvSfCckkHPSYKwzMDCwcGM3edUGPUAMRUQ0bFNNzEntv9M/jYadQOqQclrwY3PgCDg6d4WqS7F1fATXwcIQ1sPTFNiRBj1SU3gmni4wPdmixlMbgx5IiVxlhm/WQxAm7uf//fAgoLg8vAh8AAAAASUVORK5CYII=","width":292}' data-trix-content-type="image"><img width="292" height="212" src="data:image/png;base64,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"><figcaption class="caption"></figcaption></figure>&nbsp; | &nbsp; |&nbsp; &nbsp;| &nbsp; | &nbsp;<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| &nbsp; | &nbsp;<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| Axial Force<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| N1-3 | 8.660254<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| N1-2 | -17.3205<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| N2-3 | 0<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| N2-4 | -8.66025<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| N3-4 | 0<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| N3-5 | 8.660254<br>&nbsp; | &nbsp; |&nbsp; &nbsp;| N4-5 | -17.3205</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 14:08:30 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153709469</guid>
      </item>
      <item>
         <title>group 4</title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153710726</link>
         <description><![CDATA[<div>N1-3&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 2.887<br>N1-2&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;-5.774<br>N2-3&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 0<br>N2-4&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; -2.887<br>N4-3&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;0<br>N3-5&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;-2.887<br>N4-5&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;5.774</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 14:10:58 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153710726</guid>
      </item>
      <item>
         <title>Group 11</title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153718153</link>
         <description><![CDATA[<div>Load Case B.1				
<br>				
<br>				
<br>			Axial Force	
<br>			N1-3	7.5
<br>			N1-2	-17.32050808
<br>			N2-3	0
<br>			N2-4	-8.660254038
<br>			N3-4	0
<br>			N3-5	7.5
<br>			N4-5	-17.32050808
<br>				
<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-14 14:26:24 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153718153</guid>
      </item>
      <item>
         <title>Group 7 </title>
         <author></author>
         <link>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153731064</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/172707520/abd8c41d51c2fe93e4d309be9b0696ef/Load_Case_B.docx" />
         <pubDate>2017-02-14 14:54:14 UTC</pubDate>
         <guid>https://padlet.com/donya_hajializadeh/Tutorial_2/wish/153731064</guid>
      </item>
   </channel>
</rss>
