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<meta content="MSHTML 11.00.10570.1001" name="GENERATOR"><title>Window "Incoming invoice management": automatically split differences</title></head>
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<h3>Window "Incoming invoice management": automatically split differences</h3>
<div>From version 29.25 on, your procedures in incoming invoice management will be optimised. According to certain criteria, there will be an automatic distribution of differences in incoming invoice management. </div><div>This is correct because of small differences in the incoming invoice or in freight/expense invoices.</div><div><br></div><div> <strong><u> Parameter settings </u></strong> </div><div><br></div><div>In the package MM -&gt; Master data -&gt; Settings -&gt; MM parameters -&gt; Master data management -&gt; "Standard customer / supplier flag", you can define the fallback for the suppliers in the following settings.</div><ul><li> <strong>Max. net value deviation:</strong> The maximum net value deviation can be stored here, up to which an automatic distribution of the value difference should take place. The amount is always in the company currency.</li><li> <strong>Value deviation in %:</strong> The maximum value deviation can be stored here in percent up to which an automatic distribution should take place.</li></ul><div> <strong>Note:</strong> If you store a value in both parameters, the absolute value will be checked, but only up to the maximum percentage deviation is automatically distributed!</div><div><br></div><div>Package MM -&gt; Master data -&gt; Settings -&gt; MM parameters -&gt; MM incoming invoice management -&gt; General -&gt; "Autom. distribution of differences for <strong>incoming invoices</strong> </div><ul><li> <strong>0 - No (default)</strong> </li><li> <strong>1 - Yes:</strong> Definition of whether the differences (within the defined deviations) should be automatically distributed for an incoming invoice.</li></ul><div>Package MM -&gt; Master data -&gt; Settings -&gt; MM parameters -&gt; MM incoming invoice management -&gt; General -&gt; "Autom. distribution of differences for <strong>freight invoices</strong> </div><ul><li> <strong>0 - No (default)</strong> </li><li> <strong>1 - Yes:</strong> Definition of whether the differences should automatically be distributed for a freight invoice.</li></ul><div>Package MM -&gt; Master data -&gt; Settings -&gt; MM parameters -&gt; MM incoming invoice management -&gt; General -&gt; "Autom. distribution of differences for <strong>expense invoices</strong> </div><ul><li><font color="#000000" face="arial" style="background-color: transparent;"> <strong>0 - No (default)</strong> </font></li><li> <strong>1 - Yes:</strong> Defines whether the differences should automatically be distributed in the case of an expense invoice.</li></ul><div> <strong>Note:</strong> In order for the differences to be automatically distributed, the FIAC parameter under FIAC -&gt; Master data -&gt; FIAC parameters -&gt; Incoming invoice management -&gt; MM -&gt; "Automatic pre-allocation to account" must also be set to "1 - autom. pre-allocation to account if amount is equal".</div><div><br></div><div> <strong><u> Master data </u></strong> </div><div><br></div><div>The maximum net value deviation and the value deviation can be stored in percent on the <strong>supplier</strong> or on the <strong>supplier groups </strong>.</div><ul><li> <strong>Max. net value deviation:</strong> The maximum net value deviation can be stored here, up to which an automatic distribution of the value difference should take place. By reaching the lodged difference, there is no automatic distribution of the difference. The amount is always in the company currency.<br></li><li> <strong>Value deviation in %:</strong> The maximum value deviation can be stored here in percent up to which an automatic distribution should take place. By reaching the stored percentage deviation, there is no automatic distribution of the difference.</li></ul><div>The maximum net value deviation as well as the value deviation in percent can also be stored for the <strong>article </strong>.</div><ul><li> <strong>Max. net value deviation:</strong> The maximum net value deviation can be stored here, up to which the value difference should be automatically distributed. When reaching the specified deviation, there is no automatic difference distribution. The amount is always in the company currency.</li><li> <strong>Value deviation in %:</strong> The maximum value deviation can be stored here in percent up to which an automatic distribution should take place. By reaching the stored percentage deviation, there is no automatic distribution of the difference.</li><li> <strong>Expense distribution:</strong> Expenses are only distributed according to value. If this field is set to "No expense distribution", this is also taken into account in the automatic expense distribution. There are also fallbacks on the main goods group and the sub-group.</li></ul><div>The maximum net value deviation as well as the value deviation in percent can also be stored for the <strong>supplier article </strong>.</div><ul><li> <strong>Max. net value deviation:</strong> The maximum net value deviation can be stored here, up to which the value difference should be automatically distributed. When reaching the specified difference, there is no automatic difference distribution. The amount is always in the company currency.</li><li> <strong>Value deviation in %:</strong> The maximum value deviation can be stored here in percent up to which an automatic distribution should take place. By reaching the stored percentage deviation, there is no automatic distribution of the difference.</li></ul><div><font color="#000000" face="arial" style="background-color: transparent;"> <strong><u> Incoming invoice management </u></strong> </font></div><div> <strong> <u> <br> </u> </strong> </div><div><font color="#000000" face="arial" style="background-color: transparent;">If an incoming invoice is recorded and the automatic assignment of the goods receipts (parameter setting under Merchandise management -&gt; Master data -&gt; Settings -&gt; MM parameters -&gt; MM incoming invoice management -&gt; "Automatic assignment of goods receipts") is activated, the program checks when saving whether there are differences and whether they are within the defined deviations.</font> </div><div>&nbsp;</div><div>Checking in the following sequence:</div><ul><li> <strong>Step 1: Parameter check</strong> <br>Checking whether automatic distribution of differences is activated. <br>If the function is deactivated, the automatic distribution of the difference is not carried out. </li><li> <strong>Step 2: check of item assignments</strong> <br>If items have been entered in the FIAC tab "Invoice line items", at least one goods receipt item must be assigned to each invoice line item. <br>If there is no assignment, the automatic distribution of the difference is cancelled. </li><li> <strong>Step 3: check for manual expenses</strong> <br>Checks whether there are already manually recorded expenses for the incoming invoice. <br>In this case, there is no automatic difference distribution. </li><li> <strong>Step 4: determine the maximum variance</strong> <br>The maximum variance is determined for the items involved. In addition, a check is made as to whether there are items without a maximum variance. </li><li> <strong>Step 5: Calculation of expense distribution</strong> <br>The expenses are distributed over the items. Thereafter, a check is made as to whether the calculated distribution keeps the maximum deviations allowed. <br>The automatic difference distribution is only applied if all checks are successfully completed.<br></li></ul><div> <strong>Note:</strong> For freight and expense invoices, all differences are distributed without consideration of the limits if they have been defined according to the parameters specified above.</div><div><br></div><div><font color="#000000" face="arial" style="background-color: transparent;"> <strong><u> Example: </u></strong> </font> The supplier has 0,5 % deviation stored. For article dru006, 1 % deviation is allowed.</div><div>The incoming invoices are 3 assigned to items. </div><div><br></div><div>If necessary, unhide in the window "WE-Check" via the hamburger menu -&gt; Extras &gt; <strong>automatic expense distribution </strong>.</div><div>In this window you can see whether and on what basis the differences have been automatically distributed or not.</div><div><br></div><div>In the first case, there is no automatic distribution of differences. </div><div>Both for the article dru006 (1 %) and for the supplier (0,5 %), the max. value deviation in % has been exceeded. </div><div><br></div><div>This can be seen by the call symbol <img alt="EMBEDDEDIMAGE" class="imageborder" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAUCAIAAADkwkEeAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAABJ0AAASdAHeZh94AAAA90lEQVQ4EWP88OEDPz8/AymAiSTV5OthwRT6f+/Kt6WdDAyMQPa/3395EioZlXSQFTCi+eenMwfD75/oxrCys+/9gd1tP+2Z4BpY9v8BogtfwJzfP0FSmHpANvz/j9MT//+DFCDrAfoBi5PQwO+fIGVwPWBPEwaX3YKQ3cZIjJ6/P/4g68HtEyTw5xdIDzR+/v3+hyZ9xhRb1P3+i7AHGHFo0ian/wARssjFy1KmZ3ci9IBimpWdoNsgCQLhAGBMgyIOFkVobgNaYvb+KVQnwbQDVA0k4RoYMNMo0DZgxF1yC/r78/ffn3/+//4H9AOBNEoMoFeeAwCEZnFtZKj9qAAAAABJRU5ErkJggg=="> both in the item line as well as in the supplier line (sums). </div><div><br></div><div><img alt="EMBEDDEDIMAGE" class="imageborder" src="data:image/png;base64,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"></div><div><br></div><div>In the second case the automatic difference distribution takes place because <strong>all</strong> assigned items are in permitted range:</div><div><br></div><div><img alt="EMBEDDEDIMAGE" class="imageborder" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAE/CAIAAABZ2+VJAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAABJ0AAASdAHeZh94AAAgAElEQVR4AWL8//8/wygYBaNgFIyCUTAK6AtYsIp++vL985cfDAyMjDCRv//+CvBz8XJz0s1lo2AUjIJRMApGwTAG2CvggyevPX71kp+PA9I9ZmZmevHq/a/vf+KDXSREBenqwFEwCkbBKBgFo2A4AuwV8N+//03MRJWVBX///gfksrOyXL/BsXrduc0HD3hYWstKi9HXkaNgFIyCUTAKRsFwA9grYEZGxn///gOrYSACcv+x/v/x84+kmMjtB4/Pn1tanR8rLS5CX3eOglEwCkbBKBgFWMDdu3c3btz46dMnNHEWFhZ1dfXQ0FCa2n7r1q3Tp09HR0ejiX/8+HHVqlXx8fFsbGy49DIRY8GfP/8kJHhlZfmM9VT/Mn8/d/kWVmX/X5xZvmbuvgd/iXc6lcDvF2c3Te1cdf07AWVPTu/dvPTwcyJN/X5pZmdZbm5uae3Ge//+UexICsCTvdUV5a0LTuJW8ffd1e3T2pZf//v3+dm9W5YdIdaPo2AUjIJRMMTBjh07ent7X2OA8+fP19TU0Nr2X79+TZ8xc+q0aciCX798KSouOXT4MP5lzth7wKyMbDxsLMxMTL8Z/jEyMP7+/U9IiNPDXY2HgfPtx3f//2E18dOlo5s7ilbY1ajopdnj6CB/u7Zp8+WPck6xlqLE+Q0veLijexerV7CDNh8LOxefIDMrI371P+8d3LB0Hb9YtK0kQbP/3N5Qt+Dwp78qksL/P506csVdQY+DqNYKtcH/3zeWV1Rt+eKabsr+8uKuvfu+m+f5KzOjqWJkZgOGwB82RogfBcSibAj7cRSMglEwCoY++P37t7e399SpU9HEHzx4EBERQWvbdXR0Jk2cWFJaCqxrc7KzgSLfvn3LLyz8z/B/8qRJ7OzsePRir1POfNtTvaf+6btX/By87KzsjIygWeFvP35/Zfj569cfRkZsFd3baycf/7R09RF6d/TEM1zW/X5wcMeOLZe/kuZBXOD1sblrTj38wczAIqLjEpvmrcKBXz0jKyc3rwAPUSu5nx6bfuKXTk53Q0NDY1+OnSjrgNS+DKDpgMenj7/IamrJCjb4cPfk9oUHX6DXvkDAxK9qH5Ppq8z0j5GNm4efC4uSUTAKRsEoGI6AiYnpx48fmOLv37+njwOMjAy7u7vWrVs/c+bMXz9/FhQWAfu9vd3dAgIC+DWiVCu7bu1xmul1+tGZj0zPt9/e9ebLh4pN7WUbmv/9/w/0IX6DXl3/+OohS3R9NN+nH+9OPQKK/P97ZUF6w9oLH4Hs52c2zKiesHLdkvmrd+482BuWOfnUc2A74UhjuLe9vb1LSMKqm0BVPy+tmTe7oa+vvcTF3qFs5eUbe6ZHedo7uAS0734BlP796PCEDGdnZxeXzMnHXt3dU9O96tm5ORVRUfOOPL28ZXLWpIvAZsDpzSW+To4O9rkzDrwEddT/b6wOB1kRlrntJSs7Gwcv45PNvZUe9g5hnZsefgO5/Of9jUU+QGO9Uis3IUZuhbXM+M7vW7rt2S8gR1JBkvHZ+c2zClpnzW3zs7f3KJ1x7g1Y2ftDrdG+QM2hSfPvMzB8vnWqKRRke2L7qrtAjT9P96cEA2X9ImbeYPjz9PyWeWlVLe0F9vYO/lXzLoHTxqUlmcGuQD8Fpi2+Bux339o+v69iyU2Qy59vrWubv2HtpKzJm1++mlDqWzp16rTa+XserMkOKVl4/jsDw71FFQlAw5092o9+/v7x6b7Jqf1n/rCwsgDbR6xcDN8OtLXNWHwGFPrfzsxKad399PPzqzvnpVa1dxUCHeBbNuPMa6gXGkM97d3dc/qmT8qcdOIjkUluFIyCUTAKRgEUGBsZ9ff1bt+x087OjoeXp6e7S1CQ8I4hlGr1zZc3h+4czj7a8k7sW5xfQN+9dSsub7/x/A4LEwsjA/7h3Xc3H1x/zWVrK2dkIfTn2f0zwD4wI8Oba3tP3Hn9Eyj99eWN41tv8Zq7eDiYmhr45aV6qghcm5NUfkMytLaxMdmIcUlR+5n/zL+fHehsX3xL1LOuwOZYV0TaFqak0vpMw//zW5de+M/AKq7llVRWWBiteXvfxkW3pCIinWU0XaNyCxw1fr+7c+bgjS9Pb6zas++OdkJDS0eGp64Aw7/1NdHLvpmX1DXWFaYa8jOwsr3bf+z4fU6n6mK7h4tWrDj75CfD+WmZS5hccwqzA1RYjsw5+AHqIR6jkkkzfF/OCrEyqtvy4j8D079PF+dPnLXpiXp5Y6rqpU2z5x189//J4uwZL5SDCgsz3BSuLlp7dO++9QckwuuaOwpCbSRY7i3NmnxbwCm7sCBM4+rsvfd/vDg9Y8G6S4L+jVVeP7ZvnLP1CrCOVnZIyiosSgxUfNE/8/D3P58eXTt75Dq4av569+iJK3c4zVNDbCUsPULzYj3c3SKcjeVsEvNi7RU/bK3uO/pKNaGwMM/2yaKd154/e3Bp//mX/xiZQBHFxMLw58npU5euvwSF/p+Xl/ecevjlz58P5+csXHOSy6exxu//3q2zNl35y/B4YVblTamwqsoyrXvL+neceP6LnMQ3CkbBKBjhYOLEieY4QFtb20C7jh5AT1eXiYn55KlTKsrKxNS+DMhzwL///rZTsi0Jbtj/ab8QJxsPm8zvzy9UDAzrtZN+/vrFxop9thgK3ty7dfXoG2Xny0+fccv92bH5iPx170hNTnZuXg7wxCwzGwcnG6+YtJqAqvxFdn0nIxWhDxuPnld0XOnvYiDIoMry/EHFpWclegyCJrb+8fHOlqwyXl1HnqqauTgZ/pJ7un3znttv/+twvru4c/mkPXc+3L5p6BYtrWOpKijBZOZopij05BkbBxcHI7eg5I/7L65zfU8JUZHmZH+xfdNaJseVCb56QmBXfnv0jV1d2zUm2dWWXTliUumr6y8+K90/dO749Q8vT7P9+vSbz1QbWPdBBg2Y+ZV1M3tn2B2e09ga2cG/Iuwfv7qem19GkLU4o8T9PRMfnX/2mPP05VNbr96/dJDlx08GBRE3d6aXX65/fMEXZSHPzfnjyNkLZ7b+uHHlNOefr194xAL/KfCq6ziGRTk68Ok8Wnj++NX7Hxg0BB5fmDZ9+YvXrz994/rExMjLysXFBezEgqKGk5uLk11YzVRamVdM0tRRT5mFx0RTbu8Hazt9BYYrqy+f3nr5x9V7u5i+vP7k5cKkwMrNxw2PpP8MjCwc3Fwc4JFzZjYeXi42pv9//nKraNoFRDo7CBs+X3buwLW7bz8Jnv5lH5kZ6a7B8Yrt6onDl0bHrkfBKBgFZIDw8HBnZ2esUkTWRkMafAGvupKVlT596lRDcwszM3Naair26VokgKhW99zel7Aiw8rIxF5bhf+Cjo+R+T6xjRxMDwvWVakIKcyJ7vn7D9fy5r/Pbh9bOevIA9mE2Gn/mf7/fPZI4Ebwg5+aLKzMXxhYuUHW/Pr2kfH/P4Zf3779/IO5oPg/EyMjOyvD/79/WQUFhQVYQUI8nKIS3Mw/GBh+MbLys7Nx/3y+b86cVXedl2zsPN9YdoqN/RvDp+8//3EhXPHjI5N4QN0qr5s7aooNu7VbZ6UIcrIyMTHBgwBoPrOAgKAgaFL8Pyc7M+u/f79+/mfjscub2h6tKsTMwsbBDlsv/uPrd3ZuTiE5ff/G1NOudcfPBhj8ZWXn4OMHmfbmNcuPbyzAXua/f3pxLbU5DsrsLKzsnBxsDE5HPY711lg4cGfNb7BgZ1IPLyst9tfmBJrMwXhv+1kuDl4B0ET1PzZ2Vi4m5r+v9uaXXXWbNM+T7fz0yg2Mf/8xMnz7zwypR/9+/fPrB8P/339+/Pr35+f3rwwMfN+/fvsFjYRfP77KuCXGN+TY87OxsrOzfby+9BdqyDIxffnHzMIBDpkP/0HLuP//Z+Lh5BXkBDuAg5Xj/78/IHWMTASGN0bBKBgFo4AAkACDAbH6////rKysmOLA3gx9HPDp8+eSktJfv371dHXy8fO3NjcXFhYCa9/UlBT8dTCiAuZi41YVUebh4P/5589/YHfw38e/jH9//2OQF5KVF5PmYGX9y8DEycDGwsKMtqz6//fHx3fuex8760SbI/s/hv+MzOd6Y/oP77nh4GZi+3T+rq36//gubTtw6pvmfwYmXj7G92dO7zlj4aOtam14f++CjUoBCm+OrbjwJb5Z6u/9b98+f/oKGjVl+A1kffkBqiD+/fnx5cuP/z9/fvv/4eb/z/funDlx7tELfiYmBk4erlcXj+86ruAiCayrvv4C1kov39y6+5bP2sTsCcPnTzz2/kEvpk6aKxluws/Np2qgwfDnB8z8P98+f/n26x+7rKqJ0u0ti/frhaszM3OJKKqrioKXcj0+vuHce2ZRUbG/37deY3RLkufkuPb62clNq46zyF1bd4BROsxWSVbQRPvlwtV7zYR+CLKxC0rLSzC8vPbkv6Gx/dXn318xi1iafOrduPuoPKMkBwu3nCLLn59fIX5i+/PjK7Au/cfw8fsDns+8D25e+Hjm4p1fxr/YJNVYubhPblh/4APf6c1X7kh5MTID68/PX3/+BVWunJycvz+dO3TgooiBtKkVw56Du3abi2rxMbJKKkv8+f3jy3eg2X9//fj29fsPBjYNi29rL+zdsIdJ8sHWvS/e6jEy/gc64CMkUP/+BDrg/6//fMrmDDtmTVViCVZ8sHHz2f+yIdRNmKNgFIyCUUBjAKyAb926deDAATTxGzdufP78mda2v337try84s/fv1MmT+Th4QWK6OvrTZjQn1dQ8Pv374z0dGBvGJde5oaGBghLQVDOT9v75Mube5+dFVP5/4jxzpmX9248fVtkkGDAbnrv8YtHT98+f/3+5JnbCpLSGspycCP+fXp94+Y5Fc8Me0VeNhBglRH6eeQVm76Gnb0O76p5s7YeO/9czDRGUUXVw0xH5PvlE1s2XmI1tvLxDVe/umTmwi27bvzgzZtar8f579OLZ9855AwctAQZfry8+Ybf2ExPRYjh57vnD/4phXhbSDO82zx30ZE3fAoqDh7mmkpaEmzH1mzcdY5Tz0uV6+NHfhMH2SsrO5tmrD/1SMovPs5TS0rVweDD0vmztu44euWxgpOv/M/nnxgl9Zx1hRl+vrr1mkfH2EhL18ZO7MyCWct27N5z4uZ3eQs7ZT6Qr4Q5H66YO2vRmt2HTvz1apwVa/z50dUL2x585r28YfkRbufwnDRnURZ+AxeVR5uXLd60bc+RS+/45CTurSzrXXbsDqdNYEKIqaq2o+bbfWsWrd+8Z//J+6K6bnJsHz7zarubSLD8eXf/BYuctoGLk8bL9WsWbzn2UcHdTkHDwkZTWf3vy4vL5q/Z/4nTUETb1clSWZn93fWP0k7W6qLs/Pxcb+5uXLPnlaC+Z0iUBeOVnQtXrN2z58BZVlVPTf4vr1jVvM343z77zCiu7Wygpaxw+cDG9et2HObWCBZTNfG1lvj/4e07Ti0PMynWP+8ePGeUVtc31bM0FNi+ev6Wgyf+KFvK3WHQT/ZQJrCYfBSMglEwCgYR+P79+5EjR/bt23cAFVy9etXMzMzb25umtl8EgQuTJgFrXx64oLi4uIG+/rq1az09PbH2ziGAEXmb8MwTczIWp3o4xclICn768oyXR23rgRWM3xkLpBsZQcu1QEr//Pnj72ajraZIUy8NPvDnzu4pXTWPo4/02uMMzKENrsyKS1yoO+NoqfFAu2QUjIJRMApGAkBZWmUgpZ/lUlBsm9tzYNKqI+vvVt/Q+yf159+fIruogXLf4AF/f33//O7jt58MDMOrAr66Zd7Ws4+//3h/cvsV7Yr8gZnDGQWjYBSMgpEHUCpgczlTIAIyvLTdFUTk+LkF82yyBshhgw0wiWo6RpcbqeM81HOogl9fPr598+YbI4tl4uS8CGP+gXbPKBgFo2AUjBDAiP+kylEwCkbBKBgFo2AU0AIM1AGLo2AUjIJRMApGwYgGoxXwKBgFo2AUjIJRMABgtAIeBaNgFIyCUTAKBgCMVsCjYBSMglEwCkbBAIDRCngUjIJRMApGwSgYADBaAY+CUTAKRsEoGAUDAEYr4FEwCkbBKBgFo2AAwGgFPApGwSgYBaNgFAwAGK2AR8EoGAWjYBSMggEAoxXwKBgFo2AUjIJRMABgtAIeBaNgFIyCUTAKBgCMVsCjYBSMglEwCkbBAIDRCngUjIJRMApGwSgYADBaAY+CUTAKRsEoGAUDAEYr4FEwCkbBKBgFo2AAwGgFPApGwSgYBaNgFAwAGK2AR8EoGAWjYBSMggEAoxXwKBgFo2AUjIJRMABgtAIeBaNgFIyCUTAKBgCwDLQDRsEoGAWjYBQMeXD06NELFy6gCUpKSgYFBQ2Ie/CD27dv792798WLF6ysrCoqKo6OjmJiYuQZ9e7duy9fvsjJyeFR8/Pnz8ePHwMtQhNn/P//P3m2joJRMApGwSgYigBYGdy6dcva2pqDg4NaZmZmZs6YMQNNUFdX99KlS5QY++/fv+3bt/Pz89vY2FBiDhw8e/Zs3rx5379/Z2Rk/PPnDwsLC5Dx9OlToFNzc3OBXFINvHfvXldXl5+fn5eXF1YFwGq+ubnZ2dkZsy2CxbL58+fv3r2bVEfo6+uXl5eTqmsUjIJRMApGAVawbNmyPXv2ALtWOTk5IiIiQJEJEyYAS3k1NTWSzLlx48akSZPi4+PNzc2B3K1bt/b19d29e9fS0jIjI8Pe3p4qrmViAk1opqamGhgYAPt1Hz9+rK6u5uHhIdvAv3//rl69euPGjQcPHuTl5QV2UoF1cExMDCWOPHDgwJQpUzQ0NCIiIoBdXmC9y83NLS0tvW/fvhUrViQkJDQ2NiorK5NkJh8fH7A/nZSUNG3aNMwqFtjWiY2NPXPmTEhICKZeLBUw0Hpg64AkFwAB/g74KBgFo2AUjAIiwZo1a+bOnXv58mUtLa2jR48Cq0wfH5+qqipghQSsPEitgIE1BNCoqKio9evX6+nptba2Hj9+HCj+8OFDYCVHrQq4qKjI29sb3gsEViLAChjYfyXDKGAnFdhiuHjx4qlTp969ewcUef78ObDLDqwjV65cCexKAmtKAQEBUo198uRJZ2enqakp0KnAJgiwY33//n0ODg5gILu5uXV0dAD7kDNnzqytrQXW98QbC/QjJyfn58+fv337hikLbJcAe8BAA7EONmOpgO3AgHjrRwz49fb26T1XfumZqHO/vnLkuYCjnYkk25Mje86/+Sdp7mkqycJIM6v//3x9dd/+20wSmhZ2Gvw0s2YUjIJRMOAA2PEF1gRWVlZLly7V0dF59erVtm3bZsyYsXPnTmAlJCQkRKqBUlJSq1atioyMDAwMnDx5MrBvCpe6d+/e27dvhYWFyXDno0ePgBUhsF4B1uJALhcXF7A3Caw4+/v7NTU1P336RIaZQNDU1ARsZ1y5cgVTCujyLVu2AMNh8eLFwGoyICCAJJOBYQh0WEpKSnx8PNAcYO+/ra0NWH0CA7y0tBToYGDtm5mZeejQIWBLgnhjf/78qaioqKCgAAyH3Nzcq1evwqV4eHiAjgwPDwe2dX78+IGpd7Avwvr78+fJLZsf/PjFxMz04/s3dU1tCwtz2lV0+MGfr28fP/kurynH+P7Fw+f/f/5lZPj7+dmDe4//Musy0tZRf76/fXj7LtM/CWOaWjMKRsEoGFDw588fYC/NxcUFWJNB+mHA2lFeXv7MmTPA/h+QS8YkJQN4MRSw7xgcHAyse4D9v9mzZwM7f0BxYPWJtWIgBnz58mX//v2Y4sAaHdgXhFTzv3//JtVYWVlZYG+SkRHn+iSgmcAOfVVVlZOTE7BzT6SxwP40sCdaUFAwceLETZs2tba2AivgRYsWARsN06dPB4YwsAcMbPQkJiYCg9rc3Bwy5k8MAFbhwDgC1rVr1qwB1utosteuXQOGOdBTWPUO6m1I/z7e2L1m6e0X71XsvDzcHfUUOU/ffHHj1Z+/v3/9+PH718/v375+/f7jx6+/CC0/v30FJouv3779Qox8/P35Ayz65cu3H7/+QMT//f0OEfn+4w9Y4P/f30CTgG2ZH9+/fPv2/ecftLj//+/Pfx5Fm4RoD0NleUVz31R/M3Gu////MLKysbOzsfz9/vkr0DE/f8P1/f/7B2bFz79QI/7//v799+9/wIT15ydQ6R+gH8AeAWr9+uPnL4Sd///9ALv467fvv0GCjIxMLGzsHKwsjL9+fPn69dtPoCFgO4Au/vHr98/vQLHvv37//vvv768vX4Fmwgd+/v3+9Q3sjO8/IUEC9Agw9H4Bbf4O9ily6I2CUTAKBhbMmzcPWIHV19fDR0HXrl1rb29/+vRpITAgrwIGAnFx8c2bNysrK/f19QHrHmCVAxFnJLfzAJn0dXBweAADwNpLWlpaUFAwPz8/Li4OyAZ2DUk1NjY29uTJk8CqHdgNFRMTY2Njg1sHrOeAnfgjR44AGxPAOp6kpgMwAIGOkZOTO3r0KJALrMInTJhQXFw8f/58YN8d2DMG1uvAGtTExOTGjRu3bt0i3mQZGRltbe329nZg1xxT9u7du8AABzZ3nJ2dMWWxxOWzZ88gw+4kAWD9D+yDk6oLP/j86Pb912//iZpKCHBwcwsYOXgL3nvN8OvV9SNHjl78J6HK8ufH52ev/vKrWoU5aXEwMjy9fAUo80uA98+XDzwqNvZWOmKsf97dOLzx9FMWNmbGX99+cEgY2fsYivy9vO/AxYcPGLg5gDWitGmAo47I94fHNmy5xyYmzMf/4emDz4yS+m4O5nICrNC0+f/nm8t7lx+8o2Rs4mFr9fT86VtHrzFZB5uqsrGyMDF9/3Tr6JZTLz69/MWnb+HkpCvO8Ov3pT37Lj19wsjJ+vvnbzkzfzttke+vnp5YvpJBxUxAguXhmRviVjp/nt29f5dFUuXvx9cf3/3iVDf3cNIRZfr799bRE2euXfvHy/X762dRAy9nIzlgJmFmYf7z8dn5g7dfPPj0S1DdydlOjfnOju3HHv4SVOH//ebNh//8/Mpain9PXnr8i1fJxslcR/zfjx+nN2+//fkDIyvDn7+sqnZBFopMzy/v3XHgnaACLyvzh+dPv3Gp2PjY6ghxDOqm2CgYBSMEzJgxw8vLC147AoGHh4elpSUrKyuk6iW+z4cJgFUjsM8XFhbW29sLrHuAFQOwDuPk5KTEwcCSH+7a5ubmvLw8Dg6O9PR0YFceyAC6+dWrVyTt8AFqEQcDYIXCzs4ObDR0dXUBOy3AijkhIYEBvN4IWJuSun77zp07QNOA1eHTp0+B3FWrVgFJCQmJlpYWoBSwGmYA91aBAfL69ev3798TbzKwcP716xeeSvPDhw+fPn2CtFfQPYsptGTJEmCbi3jrIcDCwgLYtSdVF37AxCnIw8b45PGpZbOvK6qbOpnJCYlJ8PF8P3Px+59PL5nFIi112favXP3k+tHTKora/+7v3HaUx8YtzEbx68Xtm/Zv283G5yn6eNOhK9/49H1DHET+vX58885/1l/3Tx05cO6ZXlSogzznrR1Ldx9Zx8IZbsD47/eXF4wSCnqW9mIsW3YdP3JNUUZcQAEWycAO7Y8vnz8B+6R/Gf7/BvZPP35i+/33PzDw//9hZ/ouqheqp3tj49JtN64IK8nb/Ltw6OClN8ax4TbSzNe3Lt1zaAMLX6Q+6wtgZfzz2e2X3/n+sonwsjO++vb179fvXIqRZjp3Vy3ff+/ScS1Nr/8XT+4+fF05IMBdW/TJwRXbTqzfyx5tJ8TC+v8rAzu7uombIu/O9btOXVeQU1Bm/P39y9fP/8Wc/NUe7ll39DEzj6Cli/GL1Vsu3VNWUuZ7tmfrqSdM9ikx+rwfz6xYemzfFi5PT9F/f/58fPyXy9veQuLcrk3nz+2/piZnKS/ATN3IGwWjYBSQDri5ub98+QKsb+AdU24woIrh9+7dA/YCKyoqGhsb+/v7gfUZsOZgZmZ++PAhcpVPEkCuV4Add2DfFOh+uAiwcwlsT6xevZpUY4HVZGFhoZ2dXUBAALDXC2x/fPz48dSpU3PmzAHWx0AuUA3Q5SSZ+e/fP6BrIQELZAPrY2AnWE9PLyYmBrLxB9gWAZoMFCfJZGCFvXTpUiCDn58fGLzXr1//+fMnREpfX//79+/A/vTx48cPHDjg6uqKphdLBVwGBiR5jEaAV8XG6vX3y0/ffvnw6t6lPfcu/RfRMPN1M+RgYfrOJC4kyf+Lg09flvPl1V/3b1wT+HviNRcn678vt+/e5fj+/R/jn7sPnrzj/f7j17dPzy+fOa+gJ8UsIKPN++fhkbtnPgsqf3z38vaf398Z/337/uXew6cGCv//MPJy80mICvD+5eYR/M/6/TcTsIJlgA3PMDIyAWMFktoYgRSQDYnI/0w/WcQFJLmYvskYSzPv+/L90cXz/x5f+Sqk9P7N8zs/fv5g+v/165d7j57qq/xnBlbX3BIGjl56ogwMvx7svfDvG7OkhCyfANBpzKwvGLk+v3j57vbxjwLSX76+uX333d9/f379/nHnwWMr/t+//3H855QUF+b5xssrysj84zfL37//gM5g5VeTFuL794yBkZWPjUeFj+0rMwvj999/X1079/DV/R+COq+fPLrH9vEPK9P79+8ePX0hycr4g1GIR1REhJ9XkoPz1v9fP34zjm4GHwWjYDCAkpKSlJSUy5cvA8tuZHFgTXn06FFNTU1gp41sw5OSkvz9/YEVho+Pz6ZNmyZPngzsX7a2tj548ABYcZJn5osXL/bu3QtkaGlpAXu9wNrXwMAAWBUBRb5+/XrmzBny5piBdRiwuXDu3DlgbxBYbwH7/bt27bp9+zZoNu3792PHjgH7lJDFX0QCNTW1x48fS0tLy8rKAhkM4L67hobGhg0b4EPHhoaG8P438SazsbGZm5sDK++IiIjQ0ND29vbu7m5gH9rNzQ1oMjC0s1hBAu0AACAASURBVLKygA0RrCvdBvUirO/v3ilbuioDGY/P7Tt79+3zew9ffLz/5C03CxMjwz+G////gtpfwIoRVB/++v6bkYHl37O7998z/mNkE1M1kZOQltAVNvzK+vrtp2+3d6zc/YZbwcRcU5KJ4T/z36+/7l2/DvQ9k7imrrKovAAjwwuwnf//A6tUYMeW6du3b79BE8bYWkKMGJPn/0DaGJiYQfp//vjJBKwa/3z5eff6Veb/jEwSOga84tICDP8/AqtMDg526JAPfLb4P7A1BrQSmJy+ff7458/fv8z/vv95eOvmc4b/jAJK2hL8MqIsTA//w5wHUsv48/uPn79+g9sA/0EmwNcr/AfNDgNbCIy/f/0Emsv85/3Xm1evMDIwsikaGwopSnD/fQ01CRSCIOa3r1//jlbAo2AUDAYArCB7enrKy8vnzZsnJSUFEQRmVKAgsGTfuHEjJRWwqalpb2/v9OnTr1y5smjRIsjpEDo6Orm5uWSYBqn/gL1SFxcXIANYnUMWLgFN1tXVBTKA9TqwR0jeHDOwJwqswx49egSsce/cucMADoSXL19KSkouW7YM2ON8+/btrFmzqquriTQfWItPnDgR2LGOjY0F1t8Q9wO5wFYCRAEHB4evry+wvoeseiPeqYKCgkBnAFshqqqqQG5lZeW+ffv27NkDDAcgV0RIIC4uzszMDGulPqgr4Ofnz3/gFVMw1hWSNfIWV9k1p/8xCwsHN88fUL3BxMrOIcbw9eK7n8BaTU5Riv+l8Kcb73U0zbz0Ian2x1tgZfb6vaKBozkXA8OXu6uWrLj16eNfZlluPp5PbxjV7YDdUNA4BsP/T68+M/9/gbbmDi1a///78/vXn39MQAcwMP1nYf7y/z8vkloeRgYBph/X3/7m4GKQVZZ99eHy53dM2g4+mkLgmvrfx5ff2P99hNZ8uA4fA1at3Py8zAJ8Hx//VTBztpSH7GH/8uojE+PHh6BRKRT34Qu6f3//CYiKMrGyfPvJZeLpJ8MOFv394fUPxm+v0Hbmkb0IYxSMglFAfdDY2JidnR0UFJScnOzk5ATs9q1evRrYYS0rK4OcpEE2qKioePXqVWpqan5+/s2bN4ODg58/f37//n1gR5AM04DVLdCd8OLMxMQEsncIfowEGedJwAGwFkxJSQFWtEB3wgU1NTVLS0uBNT2w9gVy58yZU1VVRWT5JQsGQC0tLS1Ad06dOvXDhw83btyArAYXEhLq6OgANm7a2tqANSipe70+fvy4Zs2aq9euzZk5XUtH7+1b0Hzwr1+/gGRhft6JM+enTJky9CpgIRWVw2u2XXz6VEGA/du7d49/i1k4GqqJc96+8p+R+dOdUwe+sL69cu+rkLa9rqIwq4id49tTj09tXP9GQwDYyf348DGXsSn7jRPPTsuIC7L/+faHhVdBUVdTVem3MJPFh4Nnd65+Ji3J/v/Pz/cvvso52PH++fn9+89foL4gaJX1t2/sv5H6hYxsfFLKGuL3n925s5vx76dHTz7++c38+x9o8fSvn58+fT63fz/Hxwe3vono2RioKcnwMbp8+HLwxI7VDyXF2P///v7u5Q81V3uhv7+/f/vzE2YuUC9oKfLPv6Aq+e8vYGr99vU3O7+8oYvth8M39q95KyfPzfj/7/tHr8Ts3KT+/vzxgwG8OBu0jPnbt79AY/79/wU04B9oXfU/kPN/AM3+B2IBu+/fGYX09Kxc/h44sHfzBmlhfuY/Xz9++sataavxD+gKyHLw/39AS8m//0Jf8j0KRsEoGDAArHSB3d/ly5e3trb29/cDC3dg/6mvry8yMpLsJdAQAKzVgL3AmTNnbt68+datW8CaeMmSJUVFRQkJCfPnzyf1RA5gjQKsV5BFJk2axACeCoVwyTgrAw64uLhqa2uBfev169evXLkSWEQCvQ9slACbIEpKSkAHf/r0CVhZYl3ZhAsA+77Avn5eXh6wrtXT0zt9+jTQwcCOb2ZmJtBkLS2tiIgIYOBbWlqS6lpgwAKDoqy8PCU5Ze6ChS0tzcDev5SkZGlh/pkLlxcvXgzpHGMCLHutBtVRlO8f3n/67v1vBkZgx5FfSk5JQoSB4e3pbdsOX/wsa6Qlw8/Fwc0toawtyQVW/efH/auXXn77B1LOyMQnqSrH+fnx0xcfv/8DCrDwiSsoK4mAV1X9ef/y1t17H/+A9poxsHFLyKtIsr67fec9u6i0opzAt+cPHz19yyalqiDJz4ZoXf39/Oz2rWdff//5zcnKzsnMyCqhLC347/n9J++/s//6+Q5YG3OLSisoyPCCR61/v3t+8+6Dz38hVvBIKqlKsn96fv3xP35xQXkZAVaQeU/uPX77hV1WR4Gf8fOjq/e/sPFKKKiIcjL8//L+1s2b736BlngxMHMIy6rI83y9d+c1A6+EkrLIn7dPHtx7wSSpoijI+OzJo4//RdSUxf6/u3fr+S9eMVlp/t/P7j74wiWpICfNz8bw7fmD24+fffvHBHQGI5egvKI8788Xdx58FVBQkBNlf3v//rP3X3nlNeWFR5dBj4JRMLjA4cOHjx07JiUlFRYWxs7OTkWTjx49GhISsm/fPmCf8sWLFzk5OcD+K7B/TKGxMTExwD4rsGMN6e29e/duxYoVfn5+GzdupMTYAwcOMID3OyGLfP782dfXl1SjgH1fYJsGqBdYhQMbHO/fvwe2adjY2LZt2wZ0JLAOBvbpyb6V4efPn2VlZefPnzcyMgLW63fv3Xvz5s3MGTPwnFyGpQI+dOgQ1lNI8AM5OTkfHx+SnYwXHDx48OPnzxzQfWCMwF7ely/fDLREvj1/tuPob/u0EDMJLuraOApGwSgYBcMevH79esGCBcB6F7IHCdjJBtZJMjIyFBobHh4O2d6DDDw8PLZv306hyVQEX79+Bfaqz549++vXr1evXjGAu/Ly8vLa2tq4blMgHvz48WPLlk3Llix7+vx5aKBfSEQ0/t25g/o2pMePH3///h15kOHv33/iwn/vnT2z5+Qf6/gAS3nB0X7bKBgFo2AUkAqA1Q/8jAtqgevXrwP702iCIiIikDVZgwpADpcGNkQYGRklJCSAfVYK90Mjg8+fPn35+lVSUpKgykFdAeMA/799ev/lOwO3ID832+jm1VEwCkbBKBgFQxIMxQp4FIyCUTAKRsEoGPJgdAR3FIyCUTAKRsEoGAAwWgGPglEwCkbBKBgFAwBGK+BRMApGwSgYBaNgAMBoBTwKRsEoGAWjYBQMABitgEfBKBgFo2AUjIIBAKMV8CgYBaNgFIyCUTAAgOX/31+/Hx5g+P+XwOn+o2AUjIJRMApGwSigHmBh+Pfr1+MjDP9+MzCO9oZHwSgYBaNgFIwCOgEW0G10rFyjFfAoGAWjYBSMglFALcDIyMAMO0f5P+jWdyyHXg3q6whHwSgYBaNgFIyCoQWYGP+zsLD8+cf46evXf/9BV/mxsTJzc3Ey/Pvz5++//wyI2d7RCngUjIJRMApGAc3BicsP0YX+o/HwnIvMiJeHewET3qVNaJKM4IVQ8NVQyMui0Kww1sR5cxQT6A5Z9hdvP269wT5rwZr/Pz4yMDJLKmoVxjkbS/zk5uL+++cXvA6mcgUMNJeNjYWNhfH3z9+ga96H4bqu/4xMLOzsLMz///78+ef30PTiwEYT2HZWNqZ/QzcARwExAJbMmP6Bl3gy/v/z/dffv1hj/D8DKwcrGzMTkPXn5++ffwf1AfWMTMycHMyM//5+//H3HxnamVm42Jj+/v794w/53gQZwg4shP79+PmbDDcA44ODk5X5HygPUuAKEsF/BrQqF4/N+B3FiFZzo/JRKktMg2hZ4jAD+75snKvP/emcvv3nt48dTZWGPHf/cogvP/a+oHGWioZufYqjkeT/7z9+/wO7g/Hfry/fTk+GzAEDswY7OysrK9Jk8H+Gn9+ITyeMTAy/X7/88PTTf1EpQQleViZso96DAvz/D6xF2dmA7v317ec/fO0uYELnYEHE2f//396+vffs82cWbgVJXgF2pn/4dA9OMKDRxMgILHtevXr37Be7giS/ABsDPPyANAsrKwc7M8Pfvz++//rPwsrJAWogAovtn3/+EZltGJmYODnZGP//+/3j109iNTEwgewC3awFLM9+/GMEmfDv788fv37/J3ZvADsXOwsTTC2wXPv+6/e//+DEw4pYXPHr19df/8C5jI2VFab4zx94QwTYtuPiYoEGxq/fX8Ee+M8A9BErMzNY/d8/37//AVZn7BxsrCxQE/7/+v0dRzMKZBcHKysLE8O/vz9+/AbpZGJkA2ZyoCXAsvv7zz9Eb35gZQe2mpiAXvj2i7gUD4roX69ef3z26TcPF8Pv3ww/WfnUJLiB/kPX//8/GxfH+wevbr/+8OXPfwkFWWVBFibq3RIDNImFjQ2Urn7/xtIC+P+fkYUVkcf/gUMYd7sQGF5/fny99+jzH3YeBXleLpg7YdHE8Pf7L2CJycjCwsXJAoyvn9///EHV/vfLp+svv3MLCysIsCBXD8CmPScHLKLBDvvz4+fPv1jcwMTw/+fnT9dffGPjZFOUE+EgMf8C+3l///x9cu/VZ1YOWVlBfhZsYQ2qodmB1cnfn7++A71Divm4wIlLD4msgLGJM+LkYOMTcDAjGg3XxoimH8EgogcMzKysHDwrT37pnr+rOCPcT/MHF/NvJkZGYCny9/fPzyyyTUsvXr52qy/fVU/i96+fP4GpDKkHzAjk/Hp0++mtV99//fr15ccfJnZOQR5WU1MFzj8M/4nJdEwsnP9fr5+zvGD7n4L22AYvSdbPv/8Q1jYAgImF+dX9R9eff2WTkDSQ5mZnwu4/UEp9/2rPvQ/A9srXrz9+/WPgl5YRf3OponbXAT7DJRP8ozVZvn7HlkUGMxjYaGJm5fz+cvm0BZX3lVe0h4Yr///6Exz0wOT3/++Hp0/OPvrCycejo63A+fbVkTuvXn79paQjqyrKz/SHcLeIiYnp17fv18/ffsHMraYkIcvD+JeIdAuM5e+vnh198Onnf2ZpFTkl9l9nzt1+x8mnpSQhyvaXsK2grMl48+SNK2+/Apu1zGxs4uL8hjryPMCC9+enS9df3Hv9E1jvcvBwyKoqGIiwMf3/8/rB3TMPv335+ouJk01IWspEnp+H6e9fYMj8/nhs/6P7n//8Y2SVVJSxUOZh/M/Mw/br9uV7555++fWXgU1Iwl5fVIjx95NbD84++PztLxM3J5uyuqy6OC/TL2BZjTYwBwzSn/evP7n99gcDl6C5shAPF9O/37+e3r579eV/Dj5uLRUpAWaiGpDAgH12+8HNV9+5pKX1JTiJqh6B3vn2fNnsVVU7XlnrMFy/y/BOwflEt4O5KPNX1D4bEwvL51cvO6uXLXj3T0WGPzQpWEmIDVhPUasGZmZhef/0+fVHH/+JiBnI8XEzIzI70BvsXJxMn1+fPvfs3gdgz5uBS1zGR0cI2Cb9g7VfycjIyvz/4/1zMSl73irZr13havL732+gQ4FB/ffb1QuvHn9mkFOTVhZg+fnh1YmT7//xCmiqigrBAxmojInh04Ujbm0XrJJT14aKA9tqCKm/X69eeP3486/v337+ZGQREuTR1FKWYfnxE80ljEzsjL8fnNhn1XhWXld+3YJs3R+/f5ESWMyszN/ff65JnLFHUmPW7Ohg4X9oQw7AHPHvz5/rZ+8+/MkqqyitJshMTD6iFqCKTf/xd3RxSGMRJmAQikJuDsYtFz/0Lz3eWBgdoM/069N7YBkAbsv9Z2JkEvj7aFKeXdl0pqrZx2dkGcgKMf0A9jIQBjCycDC83rF0Y87Wp+xiEmZKgl/vXj/3hrFqQkGDmdjv/8D6mJWDix2q+MeP7z+AJSKwv8HIxccJbScwMjN8Y4K0FFjZ2fn5uRmYf7F//wFsyDOzsnFwAxuH/xn+M4OGvYHV/7dfv5nYeHjYQC34j99ApQ8vG8Of3z+//mYGdnzY/jP8Bq0hYwB2y0EmAHUysXMAXYB0AfA3oPgfYHuei4sVGkbAdt3XX39Y2dg54f76/+/L9++//wFrXE5eTqD5f37+Y+FkZeDguDJ1YdiSm+IxKeeL9ThZ//z69APYZGVi/svw7eeXX+CODyi3MH67fjqw5PCX/wyaBqpynIwi6j8izeRDw0yUudU1hDgYONi52f8w/GZmAHZogFkJ6CRg4cLEwsPFxgAfSPj//+/n778YmDn52BGO//HrO7A1DlTJw84AtBRqwt//335iN+HLt+9/QX0XNk5YCIDC8A8LNwczME8DJVnYmZn//Pj0i4GNlYN7cEXTN4z+GailyYTapmRk4vj/4/aB3T6TbkgZ6W6cHP9q7eaoudeYZYX7OmPVZcS4uECzKyCVf/7++grsIDNzcrEzozrgDzP7l6fP+8rmL+NVnz4hLUOJheHdd2Dlx83LwQDpWPz79+fLd5QSjZGRmZn51ekDYc0X3zMwOVeXrND62FQ4f5ey/tKOhBClvwxMzCCTGVmBnv3z5TewX8DM+o/h+88vP/9BgxPY1WNknNV18Ajvf14exm8PH1/8yVNdFZlnJ/PmwLH4rgN3OcWMFTjvHnvI4ei/ocFS7s29tualU68zmJop/L714Bqv6pSa4AR9bs5Pz+ev3l8995GyoSg3E4+JO7+ZpgDfr68XjhwvaDvzQkRQUYiNW9nQxEhK4PWjmROWzH4nay749eyVp+IWplPKPS2EOTHKURaO/y83zF9Xvu8lA5fcxtnhvvqSX55+XtA0r/E6g7iO6qLJ2W58fxmA6ecrKPY5+YHpn4Hh6zegL1FS2p/fwGbF6dVbotc/0knPOZ0lxsz0+8f7bwzsGCmNgZGHjwuUXr//ZODmYvjLwgyOY3552URz6U+CyhIcTEAncvNzQZPinz/AqGQTEjwwbeX8G8/cGspWxKgyvH317S/QMdywdA4apAK2fTl5gCHPDE3qTH///PjPwoN0n/z3n99+/P7PzMoNFGT8y/AHnKH+/v337QcDL++DVRtj+09894m4WGctwvvn97tv4BrrPysnx6fnn7etWF++/gG3vJyaEPPNp+c+l/lFmUmBfAbyEAsDMBiADXBgLLMDO+9//v0ANRiBOZOJmZmbh5vt/z+2v7///fzP9PHezO7l024w5vVkdzoKvL9xOqrw8C91i6VTg9y4f/1AbaUDEwxaH42RiZnj27OpnStn3four6Eg8/P10Sf/onMiO4JURBj/MHEAu/AwzwId8AtaLQDzNXgwj4UVLvsdNK4BdDczsBTkQiregR3Zb7+A+RfoZAZOVvYfvzhAoyGMwGBgYWMDmoBQ+fU70Df/f/5a0T6v9alAfnfJBE8ehs+/QVJszP+//Pj2+z8XPwfQ/f++fv8NtIaDCVRiAJMOMFCA4crKDGykMPz5BUxGoD49sFBl+QcsBL78IqpipWI9T14djCb5HzLcTUQdzAxMHFxSE2b3uljY8f++/+ElMy8f/68fvyHTysAWDCc/74VjO8Ls9Q7s37ti57/iWBumX5/R5oAZWdhYgZSxr8eaHIuPK7oMO+/19+6MWhSpJcT98cGrFTvP3vnyh5mLQ8fC0EtTkOP/b2BE71l88MT7z8BYYeMWtrMSYmYHFnXMr66d6XhxkekXm5qFkZ8iy8uHNzed+MTJy/r7z8unHzgk1FUDjKSE3j6Yvf7xNyZWHz99vtcv1q9++FFU3N1U+uPZSwcesMqJfrrz7Pt/Zi4tSwMPBS5Wxt+Pr15ccfr1x8+/2Hg4eNmZtIw1rdUleF/fnbby7ov3v/4xMXOKSXg6qog8ubH+1PM3P/7+Y2UT4GV38bLQ4+f48PLDxtXHP0pK26vxPDj38Cc/95HnH4GZ4uOF03UT70uK8Pi6a747ePzUBx5dY1U7Ofbf8GF3ZmY2YF7mE27oSAuTYWEASnx5f4pRk/PZ1z+f7mzZ8Pn+W05JkeeXHzDwigpZWepYiLMz/fl87MC5Azc/fv3xF1io8bAzWzsZKDN82Lz0+uVvv0Hu5GTXM1V30pFl//B4y66H9z7zSok8u/SAkU9M2MZSx1SMnfnPp8P7zx2++QFYLHIBTeBgtrA3MRVjfnPr8vwjzz5/+8PAyiairBRoIfJmx4Vjr35oWBlJPT934p2wd4A616OXK3aco3I0bXj8jREzmi4eeMAmK/rp3rPv/3BHk7axhrmiMPu/v6i1HiMDehEEAsDOEJAU42N6cPRw3/prDIrSEzujo7SkmT482bTt+rkX3/4ws8oqS/i7GIj+enP+yMXDD1hlRT/ff/HtLyOnhqVRgNzfu1euXALG67e3G5ZtebGXUc9aL8hQ4NDmUwfAHVxRGSE/DxMF5l/f0aoqJmZubob3fzg/nnv2So+Vk5OBmw1I/n544tLWGx/FDPUN/z08cpvZ0Ebm94njh56zK+qreylz/YYY8p/h779/TvGehY4yCmIMdzZs1K88NnXebi/dgKMHrl18z1dYHt4XIjApdFLJ/gML/JTD312afemfsY/r9mnu9/sW+E+4MG2vnqOW+duFu5IXPPYqS12Xq8727w/D+0+//rM/OX48tXn3Oz3/NRPcDSWZGd5//v/17613jL8kDZc2hHlIPOqoWFa56/RUIzXVcGMRxm8YpRwjZErp37dHB559cdVh+P7sybrrIAluTg6eXx/PHLh6+NF3PTNVCxXuYxvOnv34R8PKxFWe9e3ty/NgKU1UTdVT+s+Jp5+A5rw8dazy13UxEe7IWAe+R69XLjpzG5bSvLWE2X5+37ns8C0mNlNzdcZbF178ZPwCnkRQUVOz11H8cP/1x//i0mx8exbtPfzm218WVkkV+SBnffbzF1cff/mZgQUY6VUvL0VFWKmzs2yeveP0x1//2djktFT8LZRF2H6d3nnx1KsPqpZGCq8vnHwvYKTDcmnx7Rvf/vwFt1aNrHXsVMSY3z5au+XJi1+8ooJPrjxiEZAUd7bV1f92/8itZ9+A9enNS+2T30jxMvsEW6hzsf//z8j+58vKRaszVj1U8fNeVmKtI8Z0ZPG2Oec+WHG83XnrExfQ3HfPH//i0DeXFXn95ditN/+lFNMdJNlZGZmZ2Bh/fNm9btOGJyzc4hKOVprGXEzAmgwY4Gzgph5onpgBWLexMDNgAEZQg5gJS5nOxApSLpJZFpPw+6Re+q6Nq7b6OheFK3G8OHd//dFrT77/Y+PmNHW09FJgYwXrB2Iufu4vlx6s3Hvx/tc/rNycBjYmHiq8nIx//zy73b//6fsP3xnY2fi4WeWUpWyN1SV/Plu38e71Z18/ffxxgfEfCwsLO8f/13durj/48DEwJFlY+LnZrV1MLCS4nly9ePQT0IafxzfvbLjEqqkiwMPNcev+Z2NrDWNZ9oOrT1/8zmhsqSP96caG6z+E+Fn/vH796h+7qZ0i282Xx5994ZBVSbeTYPj19cTO4yffc2kYqjkrcOCouRCA6r1sMupgqBiaFBF1MDsn69o9177z6Qaa8E1ff2bZ/+/Tyn3Y2Vh+/gb2gv/z8HNfv/MktfdIVvCPlBC7eTvuelu90JLnx74IC9gyYmEBNjeZgc2e3zysTNzsn5+/72rfsPLeL3tvyVc7T8zb8/BpSXCqsdC+qRsL5x9gsjT3VGY5ffTZuy8/lLnYGRne3Hzwjuv15zUb7zAYf5dus2S5diG/7yyrjHKcK/+FbReO/bv+pSkyjel2WdfuDwwsagE6Kk9vNvftvqluuFNL5OaGXUX7vhg6a5txf16z6S7r8R+bG60lHp/P7tq67x17eID24/VH9zz7GVIuaSLwfcLkTXWnWaLdZJjfP71w8t4vNXHjw9c2HfsmYSbCfedq25FXpjfeLmnyZnv1oLNv82UxKU9Njt0H71v726qw/wUm9n+/fr7/+I2Lm+PXx9fLJ22e+pw3tDbdRY3z9xdEk5URsqML2M0Cov/sjB+fz5u1Ztb572VlBjfW3tl09593mBbfw0fLT76ziWJdl6V8f+/+9L4jn+Xk3A2FT0w5f+kve6uuJu+/h0uX3GDzkhf+/PzwkRsTdl2b1BQaJvJmzsR1Gz9w+0VocN19uOL0B8d4ttWpCjd37U2bcPynkoKrrsDRSReu/ufq1NCRe3Ezv2///l8SAVYiP66eX37jm4KW0f1F24uufTG9+OLr4dM3Bey2WEucaN+4+C5Vo4n5dnnn7vdYomlP0b7Phk7aFjyfV+GOpqASMX0VCa7/JAxivb5zv2Pu01ucSlXFISFqkkzvHi2dvb108TOtIDXJd49nLzxy6St/szfb0U17i/Z81LXXshX6tmb97f+Hv4k2WjL8BbfV///99vX7W2CV8eft9lWnClsv87mp6XC8Wzj30fHnbE2xuurc4B4SCPxj+PH3////wN4as7Cs/teLB17pgDrnjMwcXD/PbT+Us/6RouVz6cfnDj9RmbnM482izdUXGEyycwI0eX6DZx8go7G+vtL/GFgZ/vz8/Okj0FwhWRXJnx8fvX3PwKakKMTP8J2BWwxYQH+6fffji6+vfzFwi0rJCf7+/YCLTZCB4eGrb5/v3O7c9oCFgfXzlRPJJaclhYTNHYyDVd+s2Hnt3HsG1R8P29uXS3GxihsalVoI8UlLJsaI6Er8Zvj6GzIq8OEzM7BfBJpQwpgPAa9PYZOTZD9w68dr/a9vLux/xMfO8OknIzML3893K9Zsaz3yJaUmzNxQdvPUTV2v/iQLa+l+ulPYt3/PT/Ega1FgSlt565ugnzwjA6hN+vfnz3cfv3EKcr9/8WFm+4Zlt3/Y+ki93nVy3u4HT8tCE9S/L+9dv/A3k5Ob/s1d5wXUTeyMQSUM+6u7zT3HTl//PkFb8c6as40zT8tEqIo8u7Ng+emzn7iyFL4y/v8MjKonzz+9FuX48fvv0om7Otfd0o5TZbtwbe6qSxcLwxv9RQ8t3Vl2+ZWh48u/J09d5TDoqpXYrVM+DgAAIABJREFUv/IOl7usEDB5HLz79+Dt6c3BLgxPJ3auPfxXMCxG+c+VO+su/ArK457mw/zv7w9g++//718fPn1j/88CaaawsrO9unxl55Fr33nVg710dKRYgSnBJilE7fzTx8fW5Pdd51KQTTHm27fn6uS9wqEmCo9O3tx05yzrxMQwXjY2xr+fvjy58Vjqw4lbay/+9sqLXBDEyQ4asWLkBDZtBLgFuUHz7H9InDsFN0qBdTcTy38moHYutv+Skpyvrj+sadl46C+ng7XA7TX7Fx9/8b3ER4cRVLOzc3G8vf9qXuuG9W8Y7V1EH28+suDAk9rSoFD+p7VdayedeBcYa8Fy+uLqc2+1fTw3mikcXbs7edJFRWdtY/4/f4Apn4GZg+PX5fM3Vm18IeokLfDk5tS9j6TOPJlb7yvK8OUXKMgYfnz7/vbL/9/vn63YdH3JsY/5YvxGakJrJ66f8ompvEvJ5e6xopl3pbSVQ1WYN+y4NeuIeKCm1IWDl/d/uCQ2KzNA8PP6GZt7HnC4l2V4qnExEKxiiV4ETS2AZiFKnfsfZSaZ8PwXB+fuPXuNZLUsrA14+YUz+/bmdm2aWubPyszEzsUOrH2TW7abmpkHOunwiSnMWLb78RMRXRUR9AqYEbww+vqefcnPbvy++8Qm1Dva20zz95eNK9d0H38a3Zg7r1L995xFZoV761ep6X1iqltw4Kma8ebWCBd5ltfXP719cXvHlt//GP6oWDr0B/1jOzN76tmbp9+bWbOx8zEwCatqllXYXPv1MXDpvRP334WrcYjwMnxh5GQFjeew8gOLLR42FkZGNi5gW+mXoYPLJM8fzCdmzz1/9/RTdaY1u7bcZgsrDJ7XpLXz+9szyx5zsXM+O3e8accTVnm90KxYf/GPzy89fAps1zs7zA8XlzMSZnh6/6/vpHnbzh/MdHBj+SQETG7//7LLaLaXmJrYaX3Z/nYzw2sRa7up+TrcHP9/PHkeluOr/IlHV5fr1w+UWRcWNsY/nz/3NC1czcmoaqxW6S7Kzw1s3X7nZGPj5mIHFpruYQFxDGfvh6y/d/XJuXtMG5Yev/Jbqj8/osCbtevU/bs3uJn+MvNLqdVP0jdylWVg+Lq9bkngnNNrTz5z9eXk5+Vg+iTgFRkU/v3EnYhNt68+vXD377IlJ2/8lZ5aEJHlwth6/F77PSHOvz9OHjiy+soHQ2+r3OpwvS/XLt34zsv/9y4HBwfDl68M7MEZwZpiAk+Xr2k/9jSSetF0/P67CHVQNH3GHk0/DeydJ3j/ZMQZTQ/Z2TgZSWzaPn3y6SkDg2eSRaKTIseXjzeOHKhZfO21ns/8ZjfZJxcTY+fOWHTYw8BZkA8YC9/0bB37gv+znZ495eyNMz8dY031rLnP3OSVSkgPS7Lk/rx7vdfEYzflbI7VBFryPK+72tO84pCNicSrp2cnH3sDyl+8cikxpsrszP//MPLziRqYf1h3+p00E3hBxX9GNg52YWBM//pr4u0bISRmI8L3Pc6X0xXYA+b/9QspkTAy/v7x59PtcxVLL1+5dE/E3Kktx57n96XP334zMP77/fcvw3/m/8Dg/sv06N3nD7+/gRoIf//8Ae/NB+r+9uXnk0vnbvz9/pv9l6I0i8DzJ9NXHtnwglk9VOD+24dAayQE/qkL/9g0/fClXU8Ue2KDldlE+Vl/M7G9v/nq+JW3QBNUpP7y8TD++4Y1OIE2s1npSh++9PiYPevbk/9cDKXWHrwPOhmAkYmLCxiGX7hZmRn+MXLycrK/+sX3//vJfcdWXfmg72WZUx2h/+X6pRtfeOSEhc8Izj31RdnJaXamBiPDp609i9uPPomsz5lfrfF77mLzgj11Ky46FImICLOzvPr/i0M4tzhcV4TxxMnnIBcwMfPxAstfYII4Nnne+a/OwRcnuTLcOluWMKV71i7HhUERJhJr7t4x8HabHq/6bMu60nXHxMOT10yxYTi6PzFxwdSFx92NrUQEGYFGfP3HEpwQUCAlpqvM5zLRSs9ZiuH3xyX58xPWXdlw/rW5KYcALwv7H5HghFDbu7svp++5ePbO81RvLwPZuTtefTcy76m0kOL98/vtt19//wG7oe8//3n1Ghi+HLw834/P3jrv6gcmDlYzR1Nj0IQHq4KmXkmGqtjLOzVH/vCkG+aK/jzbe2XJxbcupsBY/cPKJxqVlmBmvv1LwaY9uy4fM9LjBc28fF4zY9WtdazfXz9/wcAgTOL5voygcxs+LZm8av/X58/YeIK83W2ZXs2cs2Lu3b9NU1NrY6RedP00aDhbtlFjmRpoxJfl+4ftS1b3nXuf05szIUfx02RG44qjlWtUeUROA2tfRU+P1d1uj5ZuvHjuIC+f6NtLJ9qXX/4gpdFfE2nP+zB+w50t//58/8qkZWI+xVRIw1aC4dMr2djp1UcvbLvnVG5i5CW559hTPo+owE4vYYaHl88fuQl0IRewj/6fiYuXk+07MycLZMSUXc3ErDaC59e9O9PP/ZXNM7dmfHNuyeMF5956egmEZvlKvQX2gHlR8suwBP//s3Jw8/15yPD1mZbEv+nFrpk9u7K7Ns5oDr975xmw9tU3Mu9K1udi+sb08RoP42dGFlbQ9AG6IaAeAYOglCTn8ysbbn7XFHvjaMjz6+n985eu/2HhOrxqle8ett8fXt35xfDl7acLhy/c5mQS1dc15/7+48V/fgk2USnhPeuAPRA+GUGWP2w/QIMwLF8+fAI2Jv79Y2AR5hLg4vvx7z8rDwPjx2+/f/3GNgoJdQW/rCDzb7b/nIyMrOxfn7/+zfTqK4OokpqKKsOLj+9Bc13/gCUIt7ayL8+Z9Q8vpSb3zZDjVFJWSArX1BB5uHjpujVN734xsT9894uDQ+r7N+b//5lA7T1hseAwj0jN3wy/mDZ++vcb1KL/8fbDV3a2v3+5+O18nO2Y/zJ8/QGdA4YBoNOZWFlVNeRN+RnFZEWY//xDLnqZGSSkhf58e88swMDwgOn7w6ffP3/6y6ikoigoyvDy4RfQUpJ/f/+xSory/b57KDhsxU9mtncPXzMysP37w/371x+QCYzi0kK/vz5jAZrwjPH7/affv3z5x6SiqiggxPAKbML/f3852GX1VDUYXpzfuiPo+QMdURYjK4t0VV7QIg4GBg0rq6ZYFYZnV1o2Xv1F1Wj6BIymX7iiCWgzvwyBaGIgtfYFAjVZXkEe5suH71/weOmuxfv03rN3LAzsyny8H3//+supIMvw7+7Hc/c+qoESL5+0AMsf9l8gLzB/+fDx7y/uX6A5un9/v3z+yvCJ+c7tpy9+MTDICwj8BAY1u6wKA8PzT0dufXbXlLL6Ap5l5BAW5wQtZQdWhix8HAoKykzLL1xmAh8RB/OkuK5+RbqpGMe33x9+Mzs6G7OB57R+/EMJFkYGFl5BSxNlGT6GVRceb9t9lk+TCzz+imhWAzurXGwsTKjdIqBjWdmYv/78A5pHZONIy/M0fnTm5YF7K09eXamkyQpOa87+FrV+QpJnruacvtV16JmvgiwrKyvbu0fLNx7Z++SXrImpl54y/9+fv8EF+H+0NbEgzj9OTVm7bbf3bPx85696uPabtQcZsK7a+Q9sGXCyy+iqaDE8u7htZ/DzhzpiLIaW5unKzN/BA+5/fvx4//knz5snZ65cAxYIR9es9t0HSmm3gSnt3ecvPwQZQdU9l6W7U7m7AMOrW1cPwbvkoO7h9dMnHnEwsd454ht4/v+vb7eAld/f34+ffxACr7gCGv761Ydzp46/YWb8e2a3v9eRv98/X/4EdP73159+sDCBsrCqhUVzjAIzKJ9+uXz7cGDwg18sHK/vvGBm4P7zi/PP72+gPZgs4pJCv77dBWeof98/f/zLCVoADhruevfhq8Tfv/AlS0yQZa7/Gbn/fRZX/fN7/dmFt/6e51GdIvmfgYmNV0Ra4C+wdfSbgUmWj53/D7DWBjY5f/76BxrOYeFhFxHi+P2PjUNSkOHXh59vP39jApnFIq0kY6nC8enut6NnX+Hd2Iot/EEOY5ZWlXeSkGRbc/Ta1eftS9+9evSEgZlv9bRFJxex/Hzz9BVQxeuPv5X+Aqu+Ty9enGV/8ZeNZ8eCZT4bWH+/ff74D8PPVx9vf3/Fzcelqa/P/O7ru6+//4JWojG8fPzqxdd/Qvb6UoysP95+/Q5O3b//c8sr/Nm7aVdF7/PfrBzPbn1gYRD59YP11/cfoPGd//++f/3G8J4d2AjFviEAGN0MnILCEty/X30FVrE8UryMnL9+/PnLyPD92zcGdnEzT2czYLwBC1X0tWRDBmAdfmYENdDBc/AMsBzHCGxrf3/No/ePTfrn+1va4gxTi13Kph32TZv+8QeLsZlVW7w2J8PXn7/+/hLQ//hfEJjyGbDuAwaGk5SOdr2PlkD60umHTyYtM93lwi4EWtrArmqom2LI/eMvcx4XG4eQEMOR+39/vmP4+JX9PxMTC7BRz8AA2nvBCF4N9e/fX2DkAN327cv3/5B0/vcfsN0P2oQALOi//vgDzNGg4oUJNLrLjD4lAuw3QE34++/b1x//+UFpm5GPDTQOzARdT/OPX0FywuTkgp//bh47UrTowo5T79iE+C7c3VW8icEz1ipR5/uSm7cfvP8LOQ4M6AgOFkZmYLX7/ttfVs7/4N0QwBKLhRk08whsoH3/9h3Yuvv3Dz2l/f3zn5mHMyDcKUiWmQEYaA8voo7z/f0N6suAUuKv399//GIC1TlsADFxgpzKCF5pxMz659vRVZvS5tz6rGzaFyt+Ze2Rqw+AtTrcIoQJP3//+Ak0AehgNmBbnBloAjiG///5z6Bprb16hvbbv++2Ld/btfPtxgccBgam3Gwgz/Gx/v/08SvXDwYublpEEySksEfTH0LRRAbgU5aLNhWe3H0sd8G5dRWOarLiHKzPP//6+x8cnr+BUcDGIsDNBi6t/iF74TOw+IXsC2EEjeMxMP6XFBcGrQoCNgWAOkGbzkBSnPwCamZqaqbQwGf4+e8GMECA5TMjp4SEpDX/psaXDJLwzSBA97AxfP36/S+o6GVg+vGd+SewQfQPLZH8Z2TilldNMdD9fvHihW2z5yxjMCtzEBHgZvj7nxHoEhYmSKdaQoBblIOPgeEVI2iWBxSeoGTJySYvKcQMOpf936ePwK6ZkJIcw/+nIMcKgdYifQAti/0sIK/MxnDm27O3n4GlKdufD5tXb2/d/fSPhl5Ntq+XAhewxARNLQKTCnpwgkLpv4Cyt+nV8vXn/rn6afK8h0tBuuBAfSzMkN1S0JS2aobWm7/vt60AprQ3G++x6euLcjGDSgagFczMjGwcbPzglKZioJtiBE5pnGzA+kiV7zWwFGZhYuBk/vfrwze2b3/+MSI7g4GPj4eJ4RenrHK0tzQwObGxs3Fx82ppMR9Y/w+iAhjBfHy8wAQqoKKW4Cz2C9jZ4mTn4OXTU/iz6gfIMD5WYEL+LfDjze4163KWPmMztGyL5D86/8XVp4gM9f8/JEOBDPwJWkfIyAnigZdVApMl839G8Ir6P3/+iYtxqigx7L776cU7bqUQ+9A9NzbefsbFBkm5wFj+8+c/pCUGTmRgbzAzMcJaZn/Bg5T/QXU7I2ihODjlcVi4WuU7C7zf/33h6ts/SW18gkzgtPO2K9H6yXdm38b9x9exGNnyMTOw8Bha6Aepcvz8Z1bMxS4gwsdz7SUoH7Cx8XMC7ebSNtWL0+b8+Y+lkIuNXYDv4cpjwNJVkB2UDaF5FtgwYWECNwGBvQlmpl/gwW5gB/bTi1UrVhWt/qTmaZPvxrKt/+H1t38hSQHSzwD6CzT1BqxdkJIKWtoHD+dAmf9ga8yZwY3B39++gzsQ6PllqANgCP2FLL8EFhzgaPv79WtocFD5rBPrN+8PdlYFNtx0JRg70i3L53LpS/G2xGpyMX77/vs/Dy9Hec9cVR1TbS1VYOcG7fxnYEiBKpcvn7+xiunUZRmLsjIcmLlhzn0mfVNNAYZvX36waNsYhTtqu4t+PfvoM5+2jiUv88sThyef//r9358D+58sX//wBwcovYKX3PwHFvDAYhN0FNe/f7+A1Qx4ex0wMoAlyx9gFSDMr8nB/OeHwN27P148e/cQlCXAZSrIDZDtH8CcBNrtzs3Dbawvx/Dq7dXLj7+8+fTo4/evwE4pI8ODAxdmPGXTMdCK8LOOVAIVV2yfXx068uIjp5ixvX6AsQQ307/vf0BGARPBb1D19vcPOHkA05akBAs3M8P1R29ev//69fe/X+9fzGro009Z0XXmCyfyIl5gGgI2Kn/8evHi3bun7968+/qXgRESSsBM+QfoQUhCBZv/7edvSUkxXQ0+hquP7t19+eXl5/s/fv9mZv7/+8fF0+evvf4vY6kXYqesKcz6ieEPqMwH5t4/f0FNDZgJ33/+lpYW11Ll+Xfl0b17r768/Pjg55/fwGLjy5fDOy9t+Ctqb2eWEmBgycvAzM3Fzcr4+zfQAQw///wHVkQsArxGJhr8/2keTX9JiSYsi1BwA3CLjOHNL0ZrS5VgU67b23f0bb3IqK1tKcDx5+jdYx+/3Hv688h1BlklPms1XmDjAMULwI7JfwZOLkYZCQaGt19uPnv35eM3fhU5M1lehgv3jrz8+OTdr0PHGYREud11+f9++f710zcQ+vwL1FH//+/Xb9ACW0FBAXNrWWBM/ARHCtCPoOD9DSp8mIA15I/Pq/v69OPnF+1/x8kO9RmoRrpzNnrBxXOPPn1+/PzsqUuHfzLIyvPo6AjLiQgy/Hl84vrLh+9+37n7+/9/Fgs9QUl5CVGGz3euPjz38teTx7+eMzCYqHDJWaq68XMyfft16NKvh4+ZTt5h4JXks3LUMZIT52dgOHLt570nDKfOAksxNl9jBY5fn7Yv2Rg359p3Oe2OAv9gxf8fvwDrOoaJxQvME2bPuv4HWPbBWj/AwhEUTb9/sSprSLFyMXnoSXGB68Jfv/785uaSFeAEsu+9YH125+29bz9+AQPi09cjOy+t/yNib2uaGmBgzcfAxMPJxcIoIcnKxshw5eGbV+8+f2Nj0zfRgBQIWjaGoJQm9hXo/Zff/zP+BfbE/0KXp0FtB0bS31+gbhiDqpGmESfbv6efefS0gpz1/NXZ371+eeYNsB8ACudfwPqahUXLREuT6d+vlz9ETPRCnXV9lRgePn9z5QNolxo4qf8Dtq3+fP969sTNO+9ZlawN/K0VlfhYvjH8BmVtYPsDmCMgWes/aIgL0soXFWMSYGd49uTd83dfvnz7Cakt/vz6yaeq7uviKPP70ewt1w9d/P3p+58foG4NOB3+g/gClLRA6QA0RALKEb/BI1K/QbPhwDT//drNX6eeM+iZiVso8335BsoxwLbaj4/f3n/9+QPsI1L6faDSAGjCm1cfHj35evsFAwM/v7uDpq2OEuuvD1+YeM3sDcPs1a343h96+O3zT1CTglWA18RIne/vpy9/OQzsjcIcNBwFP5168k1BXYPt798Lp+99efvl2atPL0FG/1VTVpCVYHly5u7zp+/fvfhwF9i++M/0/dO7k8cePv3Np2ln4G8BbOoy/gQVTQzAPomcNCPDl+/XHr/58uXHDzZWOQEOYGK/+4zl+d0394AdjT+gTAHOsH+hIf8H1LIHjSWBxhgY/gEb+5/fLWjt009c0nD8E0qhOtQAZjuq99zHTy+upsROtM7evOs9EyszI7AL52gkIsf6ZM8tpl+skixM/4EJTUOccV6hWX2UOhfTjx+//3GwMrxiUNt//qmv9l85cS5gGLKgWsPEwc0lyMcpxMX89xeThLNT56U7RdveTJm7a1Jz8E6BQ80zd/vGHOMENvV+fGOz8fRPtlw4Rb6icFF/+5ylXIxfvgsGhGor83IL8rHwADMrsN8owCP+i5EbNFXALsbHI8TDwviXgZ2bQ4yPU4CDmU1KozZW+8rCrx11O0WEPojwcf7iZ2dlZOTgBprAwMMKNkGQRxyom0/QLcS349XayatX25/jY33yjQM8evT366+tc1dtXsTOyvDvC5tCUbx7pavwvi/fT2++OL1+5lJpbs5/HLKiPMDGOxMzqxAfpxg/BzszqPL4/eunnn9w6qEfk68diy46KykvXp9r8entu7vPuN5+/8eE1CxhZGWXluB+9ePvhPo5s5kZhbX0OsLVxASBLvzFDd7DI87Hwc4IOq8DGG7AbgKjuFJeitu1D3t6+hbOVuL9/+4vG7CpxMvrFOHld/rg6bUrDY9x83z9Ic/HL8gBaknyC/CI/eBgB41Es4JM4GRilFAuTXW59elAR8/CaQrc/z7+BXbcGZlYvj57OWXurHWTWf///vldx2xmmp2N1MfLHJzifD/4gS4AFk//OS2Cwrbwn+ycTdVoktasjdW5vOALPJp+Ex1N7MBOKNEnKoAO4uDgACU/NiZmWflQD519N89sW7RJUTy8s8Wboe5AYc4M9t9/GLXU+8oDDHg/XODgFORjQ3jhx3+u/795ZWXDYr2PdR7aOGPJ0YXMoSlOdW3Bv0u2ddTMncLE8ENcqrUhylecAW3DDjM7h5gQ5zceZgZeLnVjHVu+V8/5gImK4R83lxgoO4AmvkDdq3//QInk6X/Nr38R/XtGRuY/vx7uP5y45zCw5/f98xchXdW2cj9TMR5VT6OQW2cOrdzps+3P53eMdvGhURoiolKG1b5PW47ejI279v/jVyF7h1xHDUl+5tIq59tNh5Z0zNnE9Oe1lFJuspuHFD9DhH3+o28zt+0NPXz402tG16TIVkehFzfvLFh17xcrB++nlwsnL1oKrHG0LWeaf1106dZ9U09PeWAX9P9v6Og/ExcPOK2y/JOz9z2g7yLAy3Z3HxsopfGw/mQXD/Yy3nHr76EN5wMu/ef7xy4twibIwfL17qvJ82avmwJaU/Zdy2xGqp2dOMdfv6iUPUvmnjsQnHNcRlG0ozl4h+Dh1lm7/WApjcPWy0OHT0CYV/wbFzcLeDiVEbRRR5DvCw8XsFT5Lcj3Q1zLYuk0g5mtq3NzJwuwMjH++flFXK1FW46HFxTOghxMwGaElLHjuqkKEyasTky9wwtM+b+/f1cynmgoxsvPLcb3lZ+d6f+fXyyikp4RUfvubD6/aLHRXi6et39k+fgF2IG9eBYBIR6x/6C4Y2ZhA2b5b3zswOazjItDyr6fHWfPZZdf4+fjaOiIsePnAtZJ338xOEV7zmX9XbXkWGreBaZv33mFeRPs+XjvAZMWD7AYBGZLHj4eQQGgj5jYODhF+TiFgYmBhU1KXPDp509pMRP/ff7JZmHZkOikznOfGZQjGME5goGZlV0UnFPYiJ6DAQYXnyCvIB/TuknLd7P8/vBR1DHCrdxRnv1/3Abe3V0rN7rs2cnO+P/vj+9yPkHOYpxA33HxibrHhJpz7W5ZuM3z+AEOxv//fnzldwmKCfVc9vlr6po9djk8bH9/soEOXPrJqGpTEXLpzvwbKZVPuKS5GPi4xHmYhZRkgkMtDk+/vmXCnONreHjeM8nw8XAz/mPl4fWMCw84t+XEmrV2O1hsfE1yoqyP3z92eMWpgFN/eZg4pcR4gR0AVlAe5AaWEgxMLPz8nIJfOThYgJUItxg/pxAnaNfWhzfAQpXt9be/ZI+HDU7w9juw2//z2dN39wXEvoI34AN7Lf8/vynNjivo39G7XrrAR4brz6sfP3+Jcv4ENUr+M3BzsT/7J5/btkZPT9fdRvf398/gYWukk7CASQXY1fv2+x8LGxsXOwtofOzX9w/fgX2h/3zA9Mjw+/2Hb59/gbscjMycXBz8XGzsLIyf33/+9AvYdPvPxALa1cr67w+wIcjBycbB+v/HF9B6Jg4udrb/fz5//8vMysoNrNq///r66y8zOzs3OwsLsOf55e+PX38ZWBlBXTIW0LFT/34C3QDUxcbB8v/7F9B5RpzcnCz//v/8+oOFh4Pp68Pe9rXNh78n1iR3eEr+//D5C3hAlYWdXZCXg4uV8ee331++gY76+sPMzAUaPGHi5GJjBY0QAG1l5uIEZglQlQB07e8v37/8/Pn99z9GZmZBAc7/P35+/8vEzsEGNAReaQAbwJ+/A1t4/4E9BmDbl4mVTZCH/f/vX0BdwLT27/e/338ZuXjYWEDLbn/9YWLm4uH8//3X39+/mbjYfz+7kFG4acML8Z6FiVmanD/eff3y+8/P/4xsrCygAoIdaBHD92/AlhMzNy8ryz+oC7mBzYZvv/7+/c3MyfbzyfmUgs1b30hNWJiQKM/48eOPn6AhTWY2Tg5hHtCRDl+BHvgL2s7IBT4XiZmFhRmY6D98HTzRlFCT1O2nwPf7529IkLKwcX953No0t+ae6tKe8Cj4QRzgkb4/v399/vGXiYUZtLrtDzB+fv/4/RfoGiEuJmB39iPoSB5GTm4OQR5OYP8FGMfff6N4gZ2TnYuNieHf/y+fv30H9sP+/efi5RLhZf368duHb6BhR6AfBfmAfkM/1OPf799fgP0iZlZeLtDBid++/PrNzMINjJ6f0EDgYmMG1cHAZPDjB7AwYWUHVfyIlsW/P5+/ANMdMKMAu2fANMbKx8MJ7AsyMvz9BkyNoGH8f8xsLMDaiBfc/vv76+eHb8Ce4m9GFmYOTk5+DlCVycT07/Onn19//gJ6Ehi/fNzAZtk/YDvz1/efH4GJBNhYZmMFmsAH9OxPkHWgU++AfbLfoNE9Fk6u07OmZO//0j6rKF6O9xe0jweqgn/8AKbV/2zAVM0BjClGoE+//wQHMtCdXBwcwEbst19ffvz7zcgA2vfLCFp3xvL318evQINBg+dsnJyglPYPlG6ARcWXX79+gHfVi4jwc/z7/QG5QODm4GMH5r5fwN4POycHqNX47++Pn79BOYWNGZiF/vz5x8XDxcPO9O3j53fg6ADmTVY2NgEe1v8/fwNDjwUUzsDOO2i775dqnNAjAAAgAElEQVQPnz58B3efGYE1H7sANwswQQIzIisHBycrI2hc9D/D10/ABALsFjOxszKzgFpvbJws/799/f2HAVjxszL9/fMVVJaBDiNjZ2X68+3nF7AJQGuBlTQHE7hiBNWUzMBk9/Hjd9D+exZmdhYmfl5gBv/z6ftfYDHIw8YADMAff4BlCCvz39/ffoI24wNbM9+///n1j/En6MAM0FZXfi52xr+/gCH58y8ojQH9DvQtaAkeMwswMbDC62BGRlYmhrcHNik1nbdJz9gULoE4iAO03/QfMNUCTfj9GxjboEXawAjiB/YtmFmYfv989+HbV8jwHRMzDzcnN/NfYH8dGIn8/Fysf34BZb/8hsoCCxAedhZgL5yFm5357/vtyzZGz71rGhq2sMxS9efHV59/gtY3A4MFtJeZBVh2AYuCL19+gvILsKhkAZWYbKA8BRpe/fbx27c/f4AlDDsXsMBh/fEVmFSAyhghSQW04//f788//wGdys36/9t3UFHGBdqKCDoujZmDg4cF2Pj5ASxUgckPWFsfv/gQ/6Q4vqY66hA2wZOwcMrg1Qg9CxrDTkYMB2irSnMw/QMmsL+glYxssHPt/nOwsR16wF7Suy7AxzVA+5earBCwIAN2495/+HL3I0/Hiov/f33py7GX5vr0EzQmxIjWAwZ2a7h4wCMwoNrm338mdi4xTpDEH2A0MDLxCfMJwBWD1ADb3gzcgjy8MEFgXf2PkY2HBzS7CMyy3PzcfIzgmUZGdlFOUHnx+w/o2DkuHmBD7t8fYOJjZhMRgk5R/AedFgtM+f8YwW6AmMDDz83PyMDKxnjyyLN1a64HpGr/uHlr760PQkpmntoCoEYWC78QzPWgkS5gucTGIsTJxwg3EzSyDczsLIJCoCITNGUIjuZ/f/6w8XCI8nJA9ILcyMvDCxp6/Yt8CA6wXyciiHSABtCFQGexcfEygYZfGTmByfT/n9//gGUSP7Dj9v8/KzfzsuV3Hrz+6Oiv+PLQtYMfmeTsDRyl2ZiB3hIEBgwD5MRxRvAYL9AiPn5uqAnMUBcCTVi06Nbzz1/sfOSfH7h2+AuzopOBvQywJAQWJRz/Yc4ABg8ohPlAIQx3819gIcfIOKiiyVtbiJ8J6bxZYLJiYpWUk9FjERZiQzmVENQDBvZEuUCd5j+gEohNADS4AA6ovww8ArwQX4G2DIGkmTi5IbHw9+8/hBdAdSAjo4AQryDMp79/MXDx8vDwMcAiGsuRWsAqVoSLAzzdAOw0svKDIwLkR0QgQNdZcPLw8DBB4g7JFGZWISF2YXgOBbn/D6RaAjatePlgwkDHgKfTgbWuOBc8Mv5D5iCAaYhXgJufgRuemEHuBBb4nJwSoFX3MBP+/mdhZREVZUMqJkCzzNs+SXmFG3qL8/xD8h+oBwwOJXAY/oEcB4EcyH8YmLh5uUAuhGUWcAhySfHA3AdNaaC0xc7LycXICRYDFQi/sRQIDMCUwAyJCHAPmIubFRRHwJIEfPQEaMrm1z92Xl4ZPgaE+cCgAtYosFD9/+/vL6AL+Pl4EEaD4oKVhwsc8qCkDrQLaBy/EK8ARobiF2QDDQCAalM2YKQwgs0HSrBwsotwQ7eighpEsBYK0KnAfrOgCJ8QzDZQccHGLgbJCH8ZuHkhSevff1YOLm6Q4J9/zAKC7OBalQspQQL7yqBcAPY7sGpjE4bbjpTSgEHHzCdkpi2rIcyKfhUBqLfNClpFwcCFkmD+gZo8QqL8wnCVQJ8ysIhxcoAi4tef3yD388PdD+w4vXz5tbf5mHuCBvf3l3tOPmIWUPWykJVj/vmLiU1QiF2IAZGRgc4DtjsFhEDb4RBpAOwFoLN5hKD55h944Rl6UgGVGBxiwP4ypCjjYwMVZcAcxMrFzQN1PBe2QnUYAGD7G5gRBQVR6hRgevr565ed/L/e0tDGvgXzFnzKy0rR47rzj0Ns/fmfB3YutLMyrkh3kuV8++M3dGkXSg94QH2ED7Bzsj258qi7f8tFEI+RmU8uI8U2VIf79zdyDkOnKeDg4Ti9/lTvxlOg7RfA6ltOryvb2FCA5fdvYvfBAk04vvp4/9azL8EmsCka9GQZ6/IxEW/CQAHiownUzQEWx1hvyBwFZAFGcJD+peeZgaOAPAA+Yg+8MokmxjOzMAO7v1MbV+34Bj60i0XINcS+1F2CAbwcegDBiUtDsgfMiM0BJrhvQ2IEnd4EJJj23ePomTz75w/Q7kAVde2KNF9V7tfAxhRyHh0aFTCoJc/MyMbOygRZ4QrqMgJbfoOx9AYd7cbKzMbKzPgf2i7/9esvSVUn+HA4YDeefBMGDBAdTZCT+IifHh4FBAE4SIk6sn0UDDBgBB+D9Z+WkcXIwM7Oygy1jRHYQf85NEqQ4QOYwOd+s4AOY4VsVfr3GzSuwIhW5g2R+4DBBy3//PEbxh+8JTcjeAwK6Zoykp0KMuH33x9/yDdhwADR0TRa9VIdjAbpkAE0rXqhVjD8+vkbcZ4xqfuRRwHFALRs6C/D739/4LEAzp/o8QBerfj722DvAYPBEEpDlDt1CHkWDQxdl4+CUTBswGg2HAyAYCww/v/76/ery+ADTYbXOvFRMApGwSgYBaNgEAP0IelRMApGwSgYBaNgFNABDPZh51EwCkbBKBgFo2BYgtEKeBSMglEwCkbBKBgAMFoBj4JRMApGwSgYBQMARivgUTAKRsEoGAWjYADAaAU8CkbBKBgFo2AUDAAYrYBHwSgYBaNgFIyCAQCjFfAoGAWjYBSMglEwAGC0Ah4Fo2AUjIJRMAoGAIxWwKNgFIyCUTAKRsEAABaGf38Y3t8EHUXJOHoU5SgYBaNgFIyCUUAnwMLw/w/Dh9sM//6OVsCjYBSMglEwCkYB3QAL6A4GZjYGxtEKeBSMglEwCkbBKKAfGJ0DHgWjYBSMglEwCqgEWJgZ2FgZmIjq0I5WwKNgFIyCUTAKRgHl4D8DM+uXT9/fvXr39y8TAyPh6pWgCkYGdk4Gbg4G1qFcVTOzMHBzMnCwDNVbqtk4QO5nQ4uC/wwsbCBxdpbRq5xHwSgYBaNggAEr85VH3z0z+lUc0jqXnvz9j4mBmUDRzPj/zw+Gx3vBi7CAPGYGDnakupaR4dvn9w/vP/zEwisuoSzCzvBvCNZgjAx/vr6//eADA7eQkqIA+xDzAjBW/n168eje+3/swhKaknwMXGyghevffzL8Z/rx/vn9F19/cotoSfOxMTMM1ebFKBgFo2AUDAMgLJCd1T5t6TYI7+6B2Upq8gw/fuLRwYJgAmvf35/v3bh2/+3Pn9++f/v5+z8rh5Kqwpn2/Iw9zMZl3WcKNRm+/6Gp+6kPGJkYWP68u7zVJ3Ito1nCls2hGt9+DaWKiomJ4d/v3f15Iav/SaW3PCpQvH7i/ktWAW01eQkxntsLJ9k1XPpgmXxvZoCiIBPD738D7dxRMApGwSgYqeDPbzkFBQYmYB/pl5yCMicnF2h/L16AVAGzsDN8uDK7u7tj3xshBXlDRUk2ZkbPuGRdJ+8MGU5NU1EGZg4GIaAdwOqLGaTvx3eG78DKDDJGzYow58cPhq+/GXi5EUOm//4xfPrC8JeRgZOTgQtYT/xnYGIGmgEyAVgdMjAxsHOgmPD9B8O3HwwsHAy8HNAxcqA3Pn9jYGRl4GVn+PmD4Q8jAxcrw5dvDL/+MQjyQqe7//5l+AK25f9/8IAzG0gQWAH//8rMCFrhzczCwsPHz8Dxk+HXL4av3xn+sTLwcTKw/GX4xczAxghy5NcvDL+ZGLi5GNgZQAq+/2cQ4GZgYQQZC1LMBrLiHwsD0KW/gSb8YPjLwMDKzsDDjhjI//2H4fMXkDt5OBEDCd++MfxhBmn/95fhL1j73z8g84H1JRPYDZBhir//QHr/AgOHBTHgDHT/t//KVj5pnAyKHgp/n1xsiu1aLWO7anFLqDa7tK51dozkWz0NYaD7gbEuxAa18SfQed+AjmPg5WJg/cfwi4mBlRHUQf76FRRi//4zcLEzcHHAnPeV4ccfUOTyI7nwz2+QC/8wjA5uj4JRMApGAVHg85eshFAWVrZ7d25FRUVJSogy/MLX/WVAqYAZQMU9KxuoEPdPT5iT48v05zOwTvrxyOU510uhH2+unr93/MQ3IZG/bz88f/+dW8HEKkhfElhLMjw4O2XH9ffvfzJycPLzsCloabhYKTzatGnL9VdfgXUMO6e0lLBXkLsky8fHZ05uO/9bTPT363cvP/7gUjK3CdAVZ2b7z3DvzOSdNz4ATeDi5OdmU9TRcLAw4vl6a8OaU9cef/7zn4lFQMzBw0r396Mt+2//Uzd0lvl5+sgDYWsLKz3xC/PWbn/w+hcTi4iCkp+XkyzbBwZ+gVcHzm46eeHZN2BtwyKqY+DExcjOyPX708sNC6Z9esgmpqrtZ6sjxvT44PJL198JyUjcv3T7P4+YhJWzg4nguwu79x29+1/P0sRWn+Xiqr3HX3/XdnA0ZHuyef6TfzzcLEx3777kElfX9bPSEOVjYnh3d+Wqs3effP3NyMonwCkqLuLo7izN8ub89t27L7768esfIweXto2Nq8SnnQsffOPg42a7df0pJ7+0sru9npo4B8Of18eWHzt05/1PBhZxRamgQBcxln8M/z9f27t369kX33/+ZWTnUrew9rHycGd5wvjq8fZbF68Ao+fjw2XTZ1xdK+pip2bvKfTm2e8PTIx8n++smXXy+rufDBycWia6/o7GLJ/uH1978fxLPnmJJ1fu/uYQEDFxtLeWZGQQ4Pt64ebqnUcefv3Dystj6urpqsnz7+nVtYsefWPn5+G4deMpp6iyuretvjT3L4ahNuQxCkbBKBgFAwP+MfBwMBlqyksJsChI8DEw/gf1BvF2Ypgb6moYPt0HqWNmZfj+4sDekwfvfDZ2c/a30GBg+gnsM93fPMuhdMWZJ1zCHOezGlYfffFXnO/rhlnrZhz7qG+tr/DlUnHFlIbFD8VMBF4dP9Sz9MBNVsXQALG1Vav2vvj9h4/hzcmdLfMOveQycLXnODNvbmTn+mOv/ovxfFo7Y/3sk1+NbPVkPpzLrZjSsvSppCn/i8P7e5YdvMutEm7Mv3HyxISp17mlBH7/eHvmwKHbCuamL/fGlCxZd+35tWO76+cd5rHz5Dl5oKhg1SNlYba3d5fM3HyOQcza2vjHuQsl+R0Tzr0XFRf+//3L5u3vDfT+HNxy4yX7f0kRxoubtvatu8ymamwt+7Qtvbtl04lPwgLfb5ztmL3j2n9lH0Omdf3dhbPP/Fc193f9Ny+6tWjdMQZjd7Nvh8Lz5iw5+0pMjvXshs0TNlzjUjeyE3+3oHtKfNfxf/LCLG+uT5uxfdsDxkB/k6db5ibX7r7LxMPDz/jg8NZtv9UcOa+n586cc/SJgCbfg937eucfeymp7m3Id2Lu7MSyXU+lBDi/3JjTu+UOl5q9Hv/NLUuSa7Zd+s3NL8zy+Oi2zZ/krL4fdS6ct/UUs47533MH779l4ZaVEOZi4VVgvl3UMH3GunfGXiKH+udXTLvGZcL/6tiBaavPMiibmsq+nlzYXbvq6AsePobHV3pmbDn5QdTTy4jpwf3qgokLLn0QU2W7sGr1omMvZXQNpN4cikmfMefwIwFFzhs7tveuPPdXRsdST4wD2CceBaNgFIyCUUAQcHMu23AiuqBrxcY9526/8bfX4+ThAI2t4gYsaHxIZb13yYqQ4wc5WNQLq+yEeHiABgvwsHOwc/IwsKiYunf26i298yBl98XjD98I3Vg0+fAL9bD6FVPtn86edPbUOk4ugd/f+N2LsvON1ZmleRnO7b5tXLFx8Z6ilFhOLi4WBlY1c8/uLg2NG/ezDlw48fAN1/lFM4++0YtpXDrF+tHUvlNnN/HwS36/fqBr6blvf1Q90vJT7YCGnDzDyvvnOJsQA8Pb3z9FjXz6vcVMmc5WNkw9aZz4cUEO95crMwMTM+avsdCVFFnbveTun6wp+VOTTRh+fr2++xrD1/0///9gF1HPacj8I/rraO2BE1cf/rTj4efjZmTg84jPyeI68Mii7/LxCy9TPXlB/v3Lw87M8I+Jk4+HneE7DxsTEws7HwMTs7J+YWPqZ96vti1HT91+ee3/8cYll/9pxi+akiDzdMfzDdeuCCiyvrq+fNm2S68Fs7xCuvIdue/uO/OUne/FE04GZnEFjbTyJj3z6R8SZ2/ednY994XlU3bfUQnb0J+tzXyj7kJ689y1Tuohz9duO/2cIz7bp73aV+DB/nMPmIRv3OJmYBOSlTKzkr7OtfemlGZWZVmABTvDweXtbJwMDGyn186dteqBfFjVyqm+f7Yu8Aif2jRrp7eqqYgQ0C+MDmGptWpX32xr2nfyyq2XNp+n9Uy+8LF+6eSGcPWf2n/VM7flLjE/5McmyMAiIq+eUV3Cr9B1vGjnyUv3PoZp8jP+HEpT5qNgFIyCUTBQgJNz187tXz++ATIP7Nv9+nWQoJgKaF4SN0CvgCGFrZisjIWpFjeTqBAbE9LK57//GLgkBfhYOH8y/WflYvj25v2ve49fsvHyaJvJMXz5+PbLz7/gRcd/mSS11e+21VeffPDt12/GFwx/Obn/fvnCwMgIMkFKgJeZ8xfzPxZOhnev3/269+QlKx+vlokMw7cPb77+ArYW/v/5xaSl6SnDf+HK7aKE/FVaInJScunF4cyMoFlXTnmttMxkE7U/99szb3///e/1/nD3i///fX96A1hVsJ49tEv87gMGGVcHNRGGz68Yvv7TdJF/t5vpDwMbP5eUoOD3J//YBBgYPn/79vUbHyMT0LWKsiK/v35n4QN6j/Hju4+MTNj3WwGbMWwCQN/zf3vzjx1owpcfP24+eMPByqBgqyzy88fXd19Bg/1/fvyVkTbT0eQ9fXV6Y9OZLcuU+DkCk+Lk2Jj+MbDwcUkJcfxi4OSWEmL48f77pbP3XgOjRlVM4NtPBiYuBQ1gpL0+/JYxxlBXaP/phZ3tV/atVxVk846Oc2NjYwQ74dfPnz+BsfH39+ePHxnecIEmdEHz33/vXL/zg5+HR4mf4e3Pf+y8ypIMex+9uP7oAysLUFZGTvTfTxZGXqBn2b89vHz7/rUrDKxCa3ubT89l+/fq7tN/DH9evfv1+9d/BjZedhlh4W+f/wErY4YvP79++crMwAUaVxkFo2AUjIJRQAB8/RIVHbPvwrMnD+/GxMZJSUmDVgvhBegVMAToOdiW5Pkx/PvA8ObdvT/IBfD/P3///v3//x9ozPrHl6/ACoSZifGvEAc7AwszM3gxFBMr54+rO0rbpvScl6qvctdnvdV7iOH2f1DF9g9uwj/Q4rD/DN8/f/vDyMD8n5ERagL4OEygCmZRkfJJ5b7v2N5d35lfu3sPA/d7PbMJ3KC6kYeV6e/P7wxvfjBxCbACKxUJzYhgXV4OZjb2SB4RcZGPFyeeAk2Gs37/xcDMB1pj9f03sNpnZPj/79+fP3/+A939H7TE6sfP3+ClWQy/fwMFwe759fvLl28M/8Hr1piYmBhZmFAPMwGb8A9qwpfvP/9ygjbgCrOzM7OwACtCRrDLf7Gy+eZGHfDi/vjhXE/NkhUv/x3g1jvo9Z+Vgekb+MYLxv//f/xiYJLg0ddQO7n/CsPPX/+ZmRiYGH6DKnBGXgEeB/fgvZbR779cmda4eMWDn9sYtI44/GUDtwuAdoPGMxgZmZmZGViAnmcEN46YFGRlGS5//Ausj1mBTv7/8zcwmNj5ONlAExAMf0Ae/Pv/H+P/378///zHyc/NzMDMb2hnH6zLzfjXs5ybg0NSQvTdvl/ABtb/P39+Qz347cf3H78YGbjJSYejYBSMglEw4sD3X+7W6jvmVr5/+1ZPT4+HG9gb/YV/Dhj9bIe/f0D95fdv3j1++OzLo7c/fwIrnL/gQvzf339/fwIZf/8DDQQq+wE0mIXF1MQMWIWcOXz5y6v3z16+f83AwM7K+urO+d2HXjEo6Dp52voaSv5n+PfjF7ASZPgHrHkZ/vxBMoGJhRVowv9vP84dvQI04emr98DeOxsb27uDR6ec+yKiqe8dFp5pz8TAwyfOwwrUDfTNj99/gRUKw9+/sqamFmK8THdfsmib+Ps4eJqIMLy6dZVd0c5Ui/HjuRk7Ltx9/ufLu4/T2k/c/Pj9L7DbCKw8QfXw31+gpdz/QdUlUAjUrQfVrb9BS5v//ubjlREGdv9+3X3248X1F3c/A/u1//6BKl2g1b9/QUz4CzLh568/enoGYkIsFw9fePX0zetnbx8DGyMc7L9vXF+848ZjUXXHgLCCUFUhNkZxHk4WcLsCFIBv7xw8dG77CwZLfSEnX2sjKQGGY5cOPX/7+uX3fYcZxJVEnQU+Ldl44aaAqqN/SH64liQ7WDvD3x//fv34ycTNKygjzcDw4v2Nxy+/fPn56/efX7+ADmfQtDQ3+Pvvzd6L175/vXH1+6mnDIbG4rqKvF+AfWtgSIGqYWDbgOH791/cEpJm5kYcv19/YRCwcnf28zBzEHx99O7HDz+A0fzn12+kIPo7ugR6FIyCUTAKiAbMjM/e/Jy8ZG9t/5LtJ+4COz0ED6RE7gED60UWXj5+IYFvp1au8t22mYmZNbqoxJ9DQEhAQJifg4uDW0JAQJALWB0wcvHziQvw8nByqHskrn76MmnZQrtIIc5fn9kZmH59+y7n6ZPteqPpwt7MyBM8kjwMAnzSItxsjIxMXDwiAvwCCBM+8XBxaTsnrXn6On31PLv7QpzfP3MAO8QM/xn/Mp5YOm/pnJWcrEw/f0jGlBV3eEq+3sYmLMDLzs/BBuz4/fnDJGs9c5m6aV1zbWpRFwczw9+fX/kVcsoL0ts7fvya2rFhUcDBdazAak/aboIpr7iA4F8Bdua/DKyc3GICvHw87MxMzHyC/CIC3ByMDIzMbIICvOL87H85pD0DvZPPL9i+ZpLHFVGhn5zSgux87MCQ4BAVEGTlB5vABTJBiIOBx9h/Ydktn6693nFnOMVYQRuqgN15Zo4nR/a3zD3ayM36/+tb7ZiCOWlGog8eM7P8enZzS4jXgd/vPsq7BTXGe0tI/W/oTH2fv6IurbKL8f9PWbW+CVUePPe65h+bNftkJw8bw7f38iEZM7Mt5W/eFxTg5+ViFlXXik0NONp8aHFr45Z+9cxQEX45UaGvvArmfismsaeV7QxzO8nw6Zuot3d3Wbgk2xUWXmBs8nCBtmGx8gvxigty/GcVsMmr2y24vGnmdKcdi1iBIfntk2RYfrA5N9CDDIIcQA+ycHCJCvAy8HGwMI5O/46CUTAKRgFxgI9vUsf0mQtWAJmnrlRa7pgkpyTF8APfKDTySVhMwG7Sj+8/vwM7u7+BncO//xkZufkEeJh/f/r+h4WFlY3l3/cff1nZObg5mX59+fHtz19gZcbJyvzjwxcWbo6ff1/smjYtbMpF29SK5c0e4h9eA3uP34H9ZVY2LmbQwDQ3NxvDr5+ff/5lA5vw88t3oEUgE1iYf3wEm/D72dYpUyNnXHHJqllUbsP9/vW3H3+BPTJmNg4BYL3L+u/v959fv//6z8LGzckOqhuADga66eP7t59/AntuQC4zG7sALzc7FxvDl68fPn/5Du6ts3Pz8HMwfPv2m4GZjYeX9f+Pn19+/GZk4+BhZwIa9+MfMw8vB8v/P1+//PjDxMzFxcPG/OfXt6+fv/3+ycDMxQIaFGfj5GJn/P0FaAILGw8P6z+gM36CTeDi+Pn+CxMb0y/mn/f3LPXO2frPLHz9oiTdP28+fwUNVjMBncoPbKf8e39ilX3wik86gfMX+Wv+ZeDm5uLlYgdNK7P8+/nhy4evv4C9TQ5uLiEBPobfP75/+fr5O7i7zszKzcfHx8XE8OP7h69/gFxefg6mP7+/fPr2/dfv3/9YeHnZgN1VYFOEh5+LlfnP57efgZ5gYGHm4ePh5eYEGfX15w9gW4cH2GT59w1oKCMTBxc3BycrUOrzu09ffoHHIpiAIQDy1tevv/4xsfHysf7/CQyY3wys7NwcbMyjdfAoGAWjYBQQAwT5Kqqmd04HVcBcPLzXiaiA0XvAHHzsHIhe83/wQCSrIDf4nIp/jOw8jKDDKP78Z+PjZQMqY/r//tGHzvLNvvlmjB/v7Th8nU3Y1NdOVYLxJ7DU5+fh5WcATycygoY1GX7/ZeDiFuSFmsDOB+xYguZ/39x731O1xa/AguHdzZ1HbnKKmPvYKEsCax0mUT6IQ8ADzkAtzOwcfNzcoLYCZFoaaObPX8DKB6YOLAJ08I+fDBzsAtycAhBBoPp/DHxcXCAv/P7HwMHFz8MEPlLjP6cgPyewggFWf0xsPCKcYO1/gI0FNl5gjx98oAcDeBgWaOZ/Dj4RqAlMXFz8vEwgNuP/vuodWh5y4rLMJ3acfsIpH+thpMf/n+O3EKcAzEnAlsG/f//+/P70/9f3P+yScuISwDry7x+wRQwMvxnZBQTEBRmh3gTN2DNzCghyCsG0/wV7lo1LgAschr/+MTCz8oiCFjeDFkf9BYct039Q2ALrYzERXqil/8BGsXDys3NCZP+zcIsIgqwA2vvrFwMTULEoLzyege75x8gLCQGgFexcfNxMiHAeBaNgFIyCUUAQfP6Uk5705O3Pq1cuFhYUyMpIk3gQB8N/aMWAAv4ywKtwCANUJ4GVsbJwcTDyM9ys6rgE5DHx2Dd3hRV7yDB8xlHnA6uTv2gmsPJw/Of5d72yHWyCgFNbSVi+qxTDZ2zu/geuHtAApoMZIRahbmCFaGQE18e/YFLwBeL/4SYz4giE/wgTIIYDaz5WFkWh59OWnATNszMqppcG9Wfoc/z4jbJvB7zQi01A2sXK5JeqJAewNQS0/f9/hLHoi9Sx2f7vLyLksQYCWBGqOJpHgO7/jaT2H8butP/Yg2gUjIJRMApGATHgD4OMwO8lPakwLoHalwF1CJqsJVU3DE4AACAASURBVDdAXZxs0CoHUq2SWnajmQCskH4PndKfgw0aboygdWUMv/5g3zXLxMIAWkr1B3To4ygYBaNgFIyC4QpAQ8jgAUsipu+wb0MiAQA7c99/oXDpb8IAgp9I3UrIeDtW8O8Pw7e/o9cVjYJRMApGwTAHoJMziC3qwRUwsHoAIvJ6wKNgFIyCUTAKRsEoIB2wMDAy/+dXGe2cjYJRMApGwSgYBfQEjP///f336/PomQujYBSMglEwCkYBPQFsCJqmgJGJCbwT6R+V53dB50VSZizQZUygaed//wZgBAAULEzgmWOg7UzggzH/g87LGh2MGAWjYBSMghEAiFqExcjAyMjEDK7qkPauMDKDay/oXl2Gf79x1hz//vz69w90gDGhc7nQABMzK8jkvzi2o/7/8wskw8SC4/4EIgDoxBFg5cfMhM9ljEwsoNrx3x/SanpQ5c4M3gPNAK1Zwec4gz31l+Hf3/////75++Pnnz+MzJyczH9//v4FdAorMzsriaE0CkbBKBgFo2AoAuaG+nrQTiTcAFj3Amugbz+/gs9ZZPkPr4T+/fj849PXHx8/fHv/5ef3f4wc7MwYNQewkmb+/fr+3NRFXUd+yjqqKrGR0tf8DjT/5y9GFlZMg5mY2RifrUxbXTXjubC/kionC9N/EvvBTMBq9dP+xuWlE27+stDUE2ZhxmHC/98/3r35+uk3IzsHM/E1PbDe/fUF6P7vHz5+//Dpx/f/TOwcbGyMf358+vby7c8/bBwiX+/OLllXNfnMjgcMiqx3J+Ru7l139xajoLW+MDupfhkFo2AUjIJRMOQAth4wI2wbE6T2ZeW8+eDYlINzNGWMQ62ShVlAXTpQN+7J4rSNc298Z5fjZmXiVvW1aUhWF2VgYIV2if/9ZPgD7bn++fX2wetH/77/5WThZWD8xgTqD/9lYGRjYmFlgIy7/vv1789vBkYWJhYOWI/6NwMT29IFKcteiTUWd9rxsAFrYwZm0I1J4A7lXxD558Pjd/fvc/1gZeNmYGdg+v393x/w7Uws7EACpABoyJ/f/xhZmVhYQLubQOO9/xj+/vz3F3bmxt8vL989vM/5/td/RgZWbqb/f8CyDAgTgBb9/nr/2uT2a2/MzRqztKUhjgNfYvGH4fcvUJ+YiQ1kPuTgi38//4HODgM2PDgYX26t3dS/6/V/FX6eX79/cYlEzAhOFPn/aPuBhnW/nOu8819eOX34tUp9cpMP/5WGSSe+SGXMDQuVYQaGADsTO8R2sBVAp7CyAbv7DKCjvf/+B3oI4TyIAhYmVlaYq8Ae/MfExMqOiNB/P/8DQ4aJnZEFEt2QQGAEqQGdNAmJ7l//f/8erfZHwSgYBaOAbgCjAgZNTDKDZVhA1weycNy7t71jXcaeZ+83vvzHLuuXrCb2D3LUxt8vr75++KPYvCIkmIvl799/zAy/vrx6c/XBt99///1j51FSFxLnYgVVp4yM7NxsjN8/XT18h4ebSVhNRJqXk5Ph97v7T+68+PaDgYVHnE9BSUSY4feXNy/O3f/y68+/Pxy8qtKsnx9/fvDiy5eztw7zCatoSkoyfr556fWLP/+ZWTmkdCUU2VjYOFg4WP4+u3znIC+nAC+vtCw/L8P/nx/e3rzx/i2wgufiktcTE2X88eTGh/d//v9j+vH1L5uohKC0KDfrv7+QYyaZWVnYOVhBXfdvb05d//Cbj1dFVYTz3ZsLt96/B9ZY3NzyuqLCyupxOaJf+HmZvry78eDbD8a/Pxl//f7HKaMiLMrBzs7w8+X1J/c//PzNyCooL6goyc/+D9TwYGT49/09MDyEMzaGx4l8Wp+9YFLU0vfdsVkuFpXyvzlYXi69/OwCA4/tm4+Prr44+uLPv/9sf559fKkgpvTtw9Urb14B2w3sHDJ6YpLM/9/ef/nqL6uIFOfvp9/ZVUQEvr6/cuXt6/9ABZyy+mISTL+f33r59hfDf6bvX/6yCosJKoizvLj5+M6b3yzsbJwczKx/WcW0hcVYfj66+PDR979AfaKqIopCHN+evLjx/u9/pp9fGBg52LjlVIV4Rjveo2AUjIJRQDeAWgGDpjp/vb5/9v7LB7/EzU3l5Z8/2tu0Nmvv83dM/C5ZjnlxquLgEw0hZz+xsDOz/P90ZfdVdkFeEW1Z0/fXpjQeWP6W20qe/SOXTFyBmRQ3G0QlM7D+ffZ858xtG668+edn11xhZ/nh6rTS4xc5ufiYvtx7zOE1LyyX+dHcpr2zH3JYKbN/4pKL9+K89PD3yz9M37Yfnv1AJjDfVubAnomL3vLqcL08/YI1yrkxTZydjYnx19tjyw8cevbi5i+VwrnhmazP1/XsXXb6l4gK86OTH+Sa/ausvy+IXLfqn6CxJ8vzsy/fq1k0tbr78zN+g/uZjYn934djbevi532wq/GqEPlzq2v7kot/RZWY7p/8qNwRUG70aWHsliPmRvnpzCv9jtwxkTEy/n5+1yepzKD+WC2xW6c7Cy+9UuJhevn2KYtU3MSAWEkWSO3OxMLMysbKwcEuJCgXkme2LuzCkYMXLdSet0Xe40oQF/348dO330e3Hnpy5P/b63++fr+zaDXvW0E9y31Hp27+JKTJ/vTka4E874ZQ0QuNiztu81p7cz7c+ctlRqjWju3Tt3wBKnhy4rVwsU9DAMvG5NWzX3Ma+HJ+uPHyqahJZ5cB2/aTfce/Sf97f/H88+uSVgs2OxtePtlWc/uXDu+PWy/fqelWtZv+n7GxZOor4UBxcY53Zy9wB86JrtHiZ/sPbZuMglEwCkbBKKAtQJ3UZGRl/Pv2wIHO6GXZwSuaJuzpbt6Qtf/FB0Z+lxzv2jJzfdbfv5FXYTEx/v/57uTas8s33zz+9PXZzSembPqibq/lG+cxqdc5QJYbsuwINBT8/R+/tl7D0sTeFKlnMy/uOX5t06xjax4xKLtreriIs15+sLLh4MY9pyau+qBgreET697X6xTobFtvwq3Dz2RanrxsYqDbm/NTJlx9rqvs4axqIvvnQN2xzdfe/GBnYuQU8C6OnBqo8PneywMHH93dd2rG2if/rdW9XZTUWD+sLzp2+Mn3P0yMHDLyqZWRbQ4Ct44+OnbhPTsjE9wPzP9+Xtt+aPLa374NEZOzdNm2HJi08TmzjYa3i4Iq4/u1xceOvvjxl4UJslP6z4+/orYWHeV+8Sr/D2x4+ODh3U0dR3f94zX00HKx5n+/6fL86ddfMrIyIwLpP7A/DDrkRFxA5sef30+/vGJk+P3tp7iTaYSrsjwDq3VJ2MIlIUlKLDzSKmW9Pimvr0yYdfuLqZqXs4qe0Pft5Ud33/38j5f538fP9x4wqQUo8xw7OWXe3a9mQAXKOoLftpUCFXz6zcYI7CBHVUT1uYvdP31v4wk2/4KYgytjGv3EOCTE7QpNLb4+Xtpw/IyYhL2Lhr0h++0ZZ5buf/CZn5XxH6tRUtCsRAPpX+/Xr3ryE3SK2ugKsFEwCkbBKKALQO0B///7n4lPU9vV6vGtg592Tz6wn+k/UMAp17u2yFSH8ecP1NXI//4AJVVyFoWFMAArqE83PulGWB9YWbVwh7SyV5pTRbqulgg74mKlP3++M7CKC/FIvXv7+eGTcy9+ffnG8Pjsgz9szHppltKqMkr64pHOr5a2LI2aJe+U4lSXZSzDwvwDNNX79zfD13ePX9/9xMzw8vmxE9yMGprJGiLGQiy3fv1nZOIR4AM65D8TKwvnn6+vXr5//IVR/sGTI1842J2NM7glFDgZr/1jZmXn5uf98wV0tROwX4q4Yo+Rhenfxx/Hlx9/qaaXZyEjy/D+/KOPT78yst9/fPgjG5e7cSafpBwHw4X/oMEB8Nw4Jw83ByfH71//GBnYmVjevrzx4t+PL19uHrv/nJnfudBK0YgfvKsIBQD1sfz89YGF8S8XCw+ozmdk+Pvvz19Q6+Tv7z8/f//9DT7E8t+nTy8fvXnwmVHg6dMjJzgZTXXTrcQ1+Zif/vzDyMNpX5rSqPr55OwVve+ZhJ88O/KPg9FcP81GTIOX5ehfJlZWHkHev7//MrCwMrOwABsAP+5u3RZXf/tzWsiKABmpyzcuvGL4yfT+/Kl/bCxSISVaFjJcf678Y2DiEeJnZPgJZADDj4mJgZ2PgeE306/Po93gUTAKRsEooDXAqIAZeXUsM+tYWFs29279+JZV2DPPu6bQVJfp53fM5csgAWBfkokZdE0Sj4qNQ88CObfN98/sOj2ndt9SR7kGUUk28PVHoBVQ7GwCDH++vHp3V4rXXVlY5PDvn3+4rAojy+WgnVGgOvMF0o6r7545eG5O075FjgoBzAyf//9n5+LgY2DjE2Bjef2V3Ui/ssJEAWr93Z5vf/5A9gGDqi+G/1ys7BzMDG+/S3o5dIfIg6/sY/jx+ez2X3//grb6Yjnt6//ffwxcHIbBps92XJ7Xtc90prUYL/P/d99l/Jx7/aS5wGq+vju18Te8QgLaBTQK1q4Q4OT+9vMvJ79fc1QkdNXT3w//gBUmCzs0hJi5hLj4GL7uXnH5pphwYKCqzMMTKJXbf9jh10AGJwsrFyvz2+9CthbNaZqiUOEns78DQ5mHn/3nT2AgsQMVfBVysGgBtkHACv79u3L8x5+/nLD90P8ZWHiZP98719124Yut8+wKI1UGhs98HFwfvjMaSie0+9pDLX6zdtVvROgBmyLMfz/durhm+1tOCw0/MxH2/39H7yIcBaNgFIwCGgKMRVj///z7w6psklj7j8fl9bMv8r7xejrMv35g2Tz07/ePnx+e3piat2QzG6+KvaqTwNsNG14yiDA/e8qgH2/kqibIwQAuxEH34f58ev5SR+bD1wdeioa6uZvryrH8e/Bk8/yM2efUebiY2aUt1bykP25c/fyvCMvLx381IwxdZYX1GGQk/j480Lk47YCkQ5BFWdHb6es2Rt27q8fz84uAQnQK/9+/f758+vUbWCP++vXx47d33zg1XB3KIt7M71sacEBZme3PX3nV+MA/v7//+vIFdKfvnx8/GT6x/vjzH35/8O8v3z/94NEKcItl+JDfs7ejkys53K02bMXMrsUBuxUVWf/8U1KL8/71+9uvL19///7z/+uXHwygcQDGn19/MPz69YNfMarK7nHbnpaohTvkmf8xcWu6GyW5SLKD1xX/+f7r24f7SypXnmb8cv34D/vi0FwDsVfXfnz69ePb739/fv368vHHd6DrwRuWPn8GIg45C5uy1Dcz564OOa+uyfnru7hyfLz4v7+/gLLff//9wcCh4GhTmvx27uxVIWfVNTh+fZdQTohh+/Pr95c/oNr078+ff36wMt+7u+/A/oV3PsrKPFpYvnIpI7d9ml5yrfm/uYfzYj6biv35xirukSTPxvzv64efP4DNgb+/v3z5+f3Pz48XLrQWXZdqFvI0F+f4P3SupBoFo2AUjIKhCMBHUf54jyHMDD2kiZUZWM9gHkDBCJT9evfIkzvvv3/88uvHfzZxTUlt7s+nj7/5ysrExM6t5aCmL8LBBKzNGRj/ff989+yj2+9+fwFWO0x8Ojby2tK8XAx/39y8c+zSm9c///9lZBNRldQX+nrm6JvPLIyMrFzq9mpGwlycf96dO/H01rOP3zl59FyMjLjeXdhz6/LbP3/+/f/DJWzhIMp+89WtjxzajhKCz5/tv/lTSF3eUYH3x4enpw49uPMZNBDMKCJhb8n76eTL51xCxpYCf64/PPycRU1fRl+U9Rdo/vvXs3MPrr1lUbRWUPj77tyehx/4hGRcNHU/PDpy8OHdL6CuIZOYpJ0594fjr94ICqgqMz48+JZBR9ZMmfHuqUfX/glaGUspc/6/f/bGiTufPv3+/4eRQ1pPwV5HgOX/fybGH4/PPLnx/MuHb79//Gbkk5O0tFWS/f/t1dPn505+4bOQlv7z/sa1r/zGStqi/5+euHfnN7eqobwyP9v/7y/P7Lt74wOoa/qPT8zGXoz19pMbH9iULOQVuJnYGFn/fX11dv/dGx/BCvjFbGwFf194+fA/n6GtMOvdx/ufMKtJcnD+eH3uHSPbh59fgJ1jZm4ddx1ToT/3jlw//fj797//f7PwatlKyX/+cOn6H1kHOdV/746c+/BHRsKM/+vZ81/Y1aRNVHhZMAbSR8EoGAWjYBRQE+CogBnAY8uMDEz/0O9tRwAmdiY2DugdSv//MPz5wcDExQA9quI3w89voO22YFkmZg4GNsiQLCNob+4vsBQTGxM7JwNkNRSwt/XnOwMTJwMzM0z79/9//zKycjOwskH21zL8/MnAwgnlgrbwfmP4y8jAysHw79v/38AqnI+B8Q/Dr8///jEzsXKB9lBBBpz/fGP4x8LAxsrw5+u/P4xM7LwM/3+AHADpBDOygtzw/ydoaTcLUBfQ2F//f/5mZAd6BG7CV4b/rCADgR1QBnbQkMGvL//+c4A0/vnM8Pv3P9C2XU5YOIB9B7mOCho+kAABdjO/M/z6CdrUy8bNwPSX4fcvBmagf/8y/Pj+j4GViYMDZD5EASsnAwsrzJtfGf4wMgDN+Q8KAfAoOqoCoPP+MYOC5e830Jw8MBwYfjD8/csADDoG2HbnfyCT/zOyM7LDYgG8SxsUnoy/GH7+YGDhZWBmZPj9hYEZ6Lb/DL++DsjRnKNgFIyCUTCiAO4KGFnR6MrYUTAKRsEoGAWjgAhA/IEKoDlgAoqBnbfR9TiDBzCC4OhZlQMJRqNgRAJGRkbQboXRaB+EAHKVzeDIkqBRStC1B4zEpBWW/wyMX3/hvJIB6K+/f/98+vwNl4JRQE8AjNR///7++/+fhZlltCQYEACKgv//gGA0CkYUAMb7n79/mEAXsDGNxvugAsCo+Qu622awlIr///0XlxAHFhG/f/1mJDR6TKAHDPQVEzOLqKgYVV04CsgEzMzMb9++/f79h7iExN+/o8uUBwAAS+BPnz59+PBRSkoczwKJUTDMADDeHz16LCDAy8fHNxrvgwoAS8U3b978+PFz8JSKbGzs3759I6YtQNx1hKOTwIMDgNrf4ANBgIzRUmBAACMUQBkD7ZxRQCeAHOmj8T6owJAuFcm+SXcUDACAT3IMktmOUTAKRsEoGFgwpEvF0Qp4FIyCUTAKRsEooCEANg7Y2NjY2dHveidqCJrW4D/oZiV28NWF/399//GP7BGe//8ZWTnZwX76//sn6MgrRiQ5BmY2DjbwRuO/P7//+j86joQTAMOKhZODFcQEnXf2h/yNaP//s3ByQiLk58+foLNRUGxh5eQAS/759eP3X+pvd/v/n5mDE5yuGMDJgWE0ygcIAHMmOyc7qLn//9fPn38piQlGdg7IEfN/vn//g55kmNg5wDew/f35Y3jdbk3NzMLKwQEuBv/9+PEL3RaqRRMOgFQg0MiGQQiAlS43N/fNmzd//PhhaGj4+fNn+CwGc319PbBkxKMZqJSZiYmRhZWDnY0FARhBtwkgpQKgHcys7OxsrFjkUNzCwMSGMOn/X2AlyczG/OPJqZVNrfMvvhHQMJLjIvcYCBY2tq939i3s7Zx96J2IsqqcEBvCJEZWNuZP13fNb+xd9eiftIamBPvgP2zi/39WTk5wUDH8Bd0xDJrk+A4sdf784ePjYwI2p1iRIwSiBFn3fzaodgw5VADMkLAIYfjzB3RGChvDswOLJnfO3P9TWlVFWoCZvLACphxW1oe7+9snLNz4XNBGU5oLmDTgBgFt+XN349T+iQvPs+toygtzM1E7RoDp4eXxBf29M5bfYjXUlBfkxOsPRkY2Dg5YiDL+gYQYxoQfkAvML8CMxM/P/+8/EwcHNBIY//39++8/IxMzO0yE4Q8FxSSouYjIcf///mWBxBETOGthKbXgjv//5w/4CDdWYFVEKDNSA/xHpFKmf39xOI6JjfXbpcVdfbNW3BW20JLiZWMkL0ExAZPyt9NLy1tm777CoGSnJozUn2BkYmL+9+b49Ia+5bveyNhpirIyk7Afk6DVjIwfP37kAMY3qBMDDFBYRDP9+/3nPzOsTGP4DwoCdk5IXDD8/vOPYMCDlu8Caz1WaHmINQDBmeXepmn9ExacZdXSVBDhIS+zMDKCJkyvb2hsmrri8GcZe01xZkYGpBCkTjThsZ+ZjfXhngkd/Qs2PBWw1pJBKRCwKQeGN6yAAxZNf8FLntGzJNBL3759g5SK8PSAVKbB8jI6AFb+wPzLASkgf//D0xQAqkSYByyLmWCZEUd6B60L+/37979//yBO5eLievHixYwZM86cOaOuri4hIfHrF7TpgzIEzQiOHwhAFgdWrB9vnW6J9vL1DwoJCfL39S6dc+TlX2DnAq6cCZgw31zaXx8eElY7//wbYJZkwZrngT3dD+cW1qUEA0FI97ZX3xmBpQTQtW+ubuufOXHRlmvfmJnBpoJ1Q5wDObSKESGKJMyAcDETE9CgH49PrOiZNWvSxquvfgNDASHLzMLM+v3hydXTZvavPfLwN8QWRiSjMa1hQgFw7zAyYhNHEWVkRDIH5gtGVONRdKAaAtbODMzUHCdm1caHhFSuvPYLFE6ISAHG/vXVE5J8fAODgkNCAvwCw2Yc/wJM3SzMCCOBJcW5RW3JISFFi859/c/GxsqEpWQE2sPEcmlZXmxwUFBYStWGexxszCC7Gd6e2zJn5syZB+5+YEAKK8IRghoOwCh4dnxez9RZ09ZeBHZXkJwHjBFm5r9PDy6dOnPm4jOvvwMjiAU1ZBiRbcQbIUxoEkjZ4N3FtVMmzZq1+NibH4zMKNajhAawZGdi+HtyVmKQr7e3b1LX8svALMYAqsWAgI0FS8gBJVnYGB5u7isNDQkJyZ9x+uUPNjY2xh9vd/SDBHKalt38w8bOjOkwRiQfIfsO1Ww2NubXFxc0ASM/JKV7zb1vP0/PKIgLC5ly6N1fRjbQVhjUtMbM+uXQ5LyYkJD69Xf/A3uBHGwfb25viw4JKZ96/AULLDMyYjoGa9JkxBBGDXFGJJtBRdiN9dMyQ0Iyph1884udg5WZES2LgBYvAXPm3W2zJ0yfufba1z/ABMUMdQGGrVgcgJSJmZgZ//68vGHSrGn9s488AUYosiyoIP14eWXfxIn9Ox/+Y2QF3e+FN8yx52Tc4kgx///Lsw1NgSExBf0HX7CzsX04v7gOmNNSp9x6+pOd7d+xmfEhEbHFK66BMyT+fA4KwCeHVpeEhMR2rrv3hY2THSMAmcAB+O/Z4RXTZs5cdPrlN2DegfkNJe9hjVg0w4CF4r3dE6dNm9Wz8/Z/8IZVZDnmH/e2zUKJJtQsiTcAEQkEX5Z8fnx+N7hA+PaXiYWVGYt2WCAz/Xq/qy/Uz8fLJzBn7rZ7wMoYlDNAWRKUyHABcNnJenlFYRywTAtNrlh3G1SmMaCkKyCDhY3j/7dPS0tDQhLzFpz9xsnOgusqVmDfjeXDjZUdwAgOSWhZcv3r3ysLqxJCQnp3P//FyA4qtuAlPjYTgPELrH2nTp16//59COPevXucnJxQb2K4HgTQxqn//v3LLq7o6mPD9Xzn2rVb3wiaO1ioCrGCGgbg24H+Q7z25cntravWrt5y/NEnkC5srU+gaz9c2rxm+tx1QLC2Nn3dtWe/QMkL2J7kEWTgFeBlhxYUzMwwTzGDow8cqpDkABGEqANmQWaIG8A3+/79y2cQNWHfnj3bWzzVuP78/c8MkYbe+MPMysnHwiDExwUeXAWnN3CQwY2GmA2zBmwl2HSwCrCdEGdAzASbwAQ+lQFU94NEwTcSQRtpYN1ITgeHLsxKRnAegpoD40CEwe6CuujBsS2L1q7deO75r78MSE1V0P0Wovp24XbCJ7etW7v2lqSLn5kKDyvkWE+YG4Dp4fHpXUvWrl136hF4rA5LhICuRmS6vrVvwZJ169evnjurt+7ER1aQOcC2J48AA4MQNxvTf6SwAlfYsAgBuxXsW2ZQtmZACp1/YF8xMf//81srbsGhfXv2dfkLsDP8BbVWmUDSkHYvEysXvyDoTinwDZGMYG+DwhMaCfDsxAyNd0g4gmObGaoCookJmgbg2sDg969fsj7tm/bv2TMnUYkf2GdggGuHRyjEDham/1+OT8vuXP2E38CA8WhdS+uyC384OL4e7ctxcyxcd+MDKxsrRlZhYmZ4f2XfhjVr166dtObxy69AE7+/O7GsHiSwZse5V38hkf4fEiMgP7FA+htQjzDB0xJGxIA88vXpye2LgUbNXbr/zvuPz0+sX7x67eF730D7AlmYIaEITTogv/y4c3D1UmDmvPgKNPHCyPT95bWdy9au3XDo/gfwHVn/we0PWGaBep8RmuAYoLkKmsahgmipnRHqAfCYGDMTNJmCEsWLS0dWrF27/MjtT78gd3aCSOg9W/DEz8jGIyDEzMDHzgQ6zAJsAjPcAZAswQSJf2QHwPMg2AHAkglojGczMD0dXJlq8Pv3XyaIN8ApCnS8LDM7nxAfrxAPK/hSUIg3QQmNEZZVGVD8CdGOSBGMsLzMxPj/H1QUS7HKyMz6/9ery9vXArR04cGjj5mYv13eumb6vLVr56w88OzzH2amkysWrV257NLL/5DIgYYGLClD8hMIwgLw/Z0L69euXbL74qtvjJB8zggvthjhnmDh4gNnFhbwdapg/UyQbAFprDIyIRVeTPBQRc6SjGB/WRRs27dvz8EKe2aGf/8hBSwkS4LKQjYeQXg0wUpG5HIRnlIYELHHgIhoRkghx4yU0pCy5H9gltSMnQ8qEHoChNgZQGNGaNoRIfzj2a7e9Al7f0ubKH3YWNLcv/0OsLHydktlvKtP48FnP4DVItYKE+z1G9v7FywGlmlr5s3srjn2gRVaY0NSFjhAgQXuv1/fTgPDffHqkw+/g87nxTFeAkqr31+d3w3MXmsXLt519fWnN+e2AHPmvpsf/8KyMiwq0fWysrJCKt0rV644Ozv7+Pjcvn17ypQpwMqYHXwwNVz3GgAAIABJREFUMLRUAXIeP37c1taWl5eXDwZAFcCqGyILrNg4RCTMg4PsDWQZGGSMnAI8dKQ4Ls4J9HSwsbW1sbay9IntXXPo+J6Ft4Dhf3dTRbiluXn2iqvvWCFDNuzQ3hszO8ufO4fX79r/TiMuK8JYmeXJ0l33vv6EnnXJysD38dqGmlQzEzMT4/juE8//31kc52BjlLn8AfOPN7vbPAxtIjoOf+F4vrs60tjIseL0/a8sDOd6vVwsbWysrS0cg1JW3/3HzfX93N5ZTaXN684+/f3v5sxQNwtzaxtbGytLj4yufd842DgYBF4cn5EdZWpsahLUvvXld6bvR7vMjC08oxY8Zvt/f0dfkLGxf92yh+8fzsvxMzFOKyzzcXG0MLH2atzyBDRR/eXqvKpQU3MroJmWpqbGxiYzTz9hZfl7a02NmYWNnZ2ttZW5Y/bEJQsn5LobudRuevad/fnGQlMrq+CZVzi+PVxb7WxkHDZ1y0M25jcbyuKdLIFus7awtu/a/YaFjfXVuQVxxsZehZPWr5uV6uhXVFWy5O4zFgaGx0vy3exsYuPng0teUFiBKmB1I/cgR1VZbgYGbdfQSCOJH+cXFZlZQtxg5pg3dfumJTvOXwWmqVdrK30cLT1CZ1xhQo4QcLZiYX6xY+7SB3+53YsLHRg+3jqz6fQ76PAHKFI4rq0pDvE2MTKy8Ow5+PXdw8XZxkZeKYuuswNjoTbCyCi8+8wLxq/7m5ytTVxyVzGx/3txam6Kibm1ra2VhVlE7eLr35hF/j2aN7mjPnvuuf+/Xl9fkWtsZG5la2trbe6QMWffY1Y+TmBOPz47zt3OxMjKvXbrS5Z/L/ZMiDE2dquce/4v28fNxdHWxsZVG++8ubEuxdLVxSWvsMQaaLhlTM3WO/+APmG8uSrRz87c2traxtIcqC088ehHNjawH/4xsQgyvFy/qLcpa/KOY/PT3DydHPKKy4AhbmYeWrD66i9WyJIAYPn8/+/j87uufRDySipMDrf4e/fC3ntffp5f0Nq24p+Bram6ODDXsmLpCAObKXzMoJA6ufPi6x+/GT6e27n5M0gCtF+U9/uJ6eW+ZlbA0AA5zdxywcVnn17trzU3MbAMqNr5iu331UnZriY2BWsvv2UFOhnNbGDrhJOHQUhI5PGLJzcffBQUFWZm4GZnZWdleH56QZoxKBSB4RBaNe/ad8ZvR5etvPwB6JlbczMcbVwjIhoW7Nl0CWji032N0Vbm5mmLz7388W53qbuDBTCvWJt7RCQd/8Hy6+aGUi9Ds/Sp599z/D7e6+tgaF6/6+e3jyenhBkZu2fPusDK+v34tBIfcGq3MDUuW3b1Gyv7zxfbioyNnaJKlmzdXOHjlppTuejy6e8MDD/2dIS7mbsEdO26vq7c0tIKXDKYmxqnds15DLqXEzyAzPBlV6+/g7mJsYVv4aZnDA921vgamiT3n3rL8f/0pCBHQ6PKzV++fTk/M8rI2KVw6hl2tp8n51T6mQPDEOSAgoVnvzFwc70911Tf2N2+/SnL72urWoJMTC2AQWxraRzQvP/hV3YeboZvT1fWOpqbmJj4Zyy6zMj27VxXjpuxccyCcy/+sV3r9wDmOO9Flz7d3d7iauwTHpORngFMESaeVUuuf2RlZ/v/cneXPTCBQZ1vHFvbe48Bpf31789fFgERU+9oEYYvDy6eu/vzw48nb8Dy5+68ePrlx7XH19l4hGSCndUZGL9dWdseDnaglZlp+uT9L/+xsfw62WJvauseNX3roY5I58i46gWntr4AJqZz89L9zC1tazbf3NHq5QIqGmyADjMOL2m58RscgOCD5U/OTfR0NDE2doiZd+XPywsTYoyMQyu2PebguLMiw9fQKG3e/fd/n67LNzKzDq/fxc7299bWnkiIA8xNk3u3P/vNIvbj5oSW9qbylTfY/zw+ND3e2AScJa3MXEtXX3jNxsvFDI4mW1NjI+fQviPfgKX2kvoAYLnYvfnOf7ani2O9LYzNeg69eH56doixh29Abm6+taW5iUNm37FnTMCy5efp2f5OVhbAhGZtCQzAgIySi79g6ZuJReTXwwVTuhvzZm4/Mi3SzNPLKy+/CKjd1CaxZe8DBjZwlgRWywx/ftw5s+PBH+WgzOIEH80Pl86eePrj48EJLRP3Cdrb6coJAOtQ5EFBWG0JKtNe7py39N5PTtfiQkfmL3fPbjj5hokVmMM+HZ1S7GJsnDJ9/4ZJGd7WqX1zazd/ABaDHzZUe5ub+VZMO/aJjY0VVutC1kyBykqwszmBmVFAQPD1h5dXbr0RFBEF5nE+1u+v9pUZGjuE5S3aurXSwzK198hndnbkdVXAavnz58/Xr1+3sbGJjo4ODQ11c3O7devW+/fvmcEXH0A98Pv3b3l5eSsrqzdv3ly9etXV1VVZWRk+Ts0Avi6B4fOX77/+gZbl/Pn78+Hy0PSKjVfFk3oX9M3uSrZkf8slY2pno8nCwKTqmtc2e+7cElcZxqcPH9wD1uT3Hz598/UfIyMr47/rJy8cOfVVzdEjLzNDWoTz9KadHz7+BrqTgYGNkeH1O1Zen4IZKTps15c2ti4/9uYHy9Wzl9afuvPl8/PLB/ZcPnHi9pVnX55fOrbj4jUWXhbue5P8U7oPCKbNXjS3L0vq7MLCnNKD1749ubTv0NFTD96cmpqR2bB+n2RI06z5sxpLfSRffvoJsuXxO17txOwqU8ZHm1rqlpx59PHD03MXz5y+8OQ7E8O3N/fPXbx45tbz77+/P75y5sLFRa/ksutyXL+d3DWrfdaZx/fW9eQW9R8Rtc6ZNr/VlenlxYtPnnz8/WBzg1PWjOfC7nWLVk5oSbSR/f3j159ndy4d2HP+5dfP905tOn/q1LkjNz99eHZm18FLr77yKjPvb8nKm3pRP7tr0cpJfpyXuzM8e099/PXl5bWLFw+vnd7ZN3vjmefM6tbuRnI8DAxKfqUTZ8yor/X5+/cffOoHNPvw5fsf8MUP/z69uLWq0j1v0Xtp/8bFKyfURxkLf/4ib+lhrMgLbDF55PZOm93f6i/76eW9e+AIefDs7VfQKS0s/3/vW3voyfvfEbFJMeHB/159PLPz4B/YNAoDw40vUqHlLZXGby7s7siZevwL0/fnl/YeO/7w3fcnF87sv3Rp55kXLz8+uLj95MkLf2Uln59blBNYf0YkZOLKlW2RWlcn5GZ3br7/+OWpA3sOH7l668qaMrfspS+Z/Krnz5/fEmWryvrswy9gL5nhAoNqTnWO+69Te2c19p96/fPD40sXL566+fjTf6bfr25cOHnx4s2X3359fX3p9P4Dl84o+/Zn2/OcXtEzfcWh1/d35uSWLN7216+uZ1JfBN/FiydOf377B9SrgWbjT49OHtx56Pj5Z2+fXT2x+9DZgxKu3YWeoufXT506e/2df6zsoFwA6huIyGkKsf+4euLgmfN3/0qrmbNfmd018aBKWFGmh/Dnpw8ePnrx5S+2MaY/fxlEbGyV9168cvfFk2uH9kpqKDCADqoE1urfXv2UdI2o7VuxYl6N29cbpwuDey6ya/om6788vWX9kukTp02dMueSrIentZYo6FYPdJNBC9cY/ps7Wry89+rS/RegFj8rx7+XVxfl+dUc5w+YsHJlV5zB7SlFGY0rn6mEBRlIsjMyaIRUTp0xobk5xcciUhfYwlawSW+eNXdujZfAifLArGn7+OInTe6t8fq8dlFOxpSrv7l+vrh8bufJ+x9+Pru869SRy2f3Xf7w4d2lA+su3XksrCZwZXFlavU6bt+qBSsXpWn9WJTnXr3+7ufvn+5evHh06+KpvT2Ljz78IanvaKkrwcAgbJvcNnHu5O5wBSZGTtWotuUrFs2p95R/s7Cpd8qKyz/4eFj///7LcJrTpKG5Kpj7zPaFvY2b7rP/e3v5ws6Tt9/9fHF1z6nDly/tufT+/bsrh1ZdunWfQ03w2qra9LIVLG6lC1YuyTb4u7LQp2LFpRcPrx06vO/k9esnd03MSe88xWeY1wtMUeXuojx/33//B8wVjDdk7DvKg+RvbJ0zdcaq519/P7tx6iIwr378xcD0+f7pk2dOnnn6+c+3N49OXtxx6BmzX2qrh/Cb3X31Cw/fen50ql9y27F72sXzpzUmGby5ePH0zb/fGFAj/v/vfyyCskaRdsJ/7j+/+ujqyzPPHksYWyjL8V2//u77nWufvrByCPgba/6/ta0jLX3qG6PM2StXljnw7ayLKJxz8uWPn08unD+xd938vubpu+584FG0tLNUZmDgNAiu6pk7e0a6kSDTPxGvujnL5i3qSTT5u3bStM5JR75xALv1wOL6wl/VrPrmDPnrR9Z2liy6/I/x842Lu45ffP7t/d1jpw9cvrTz7Ju3H2+eXH/pwnlmJYn7ByZkJE14qp0ya+XKKjfRA01x+dOPPHz84NC+vYfOXr9yfH4BsPL+JRHXCgzAen9tCYZXX/4w/v3NcIbboKYuxeTlwfXTe+bc+vjnzT1guXj23itgSPx4evHMmYvn7r/79fPjs7MX9xy49cQiqjdG68+R2S0zt557c3VFdHr11kNCCRMn99S4/QNmyYs/P/1DDGj9e3/n0N6dB/dfefH26cWzu/dfu6EX3J9iwnJicfu0lXufMoCy5H/wGggJBW0ehneXjh44c/Upo5Kmwa9DXe3zb9mnFkWYs799/ODh09ff/qG1ioHVKQvD7/3rDj989zssJjEuIvj/689ndxz4A+pq//nw8MaZixd3zWuqnbb7+M3v4pYernKMDDySrjl9c+d2ZwXrcv/+/QfsSoafH588enAfUnm9B68LBmbGf0a2Zh9ffDhz8wkbsJoFNof+/npz5+LFY9uWTevpXnTi+cdP3/+iTlCDb4//Z25unpqaCqzMgX3lxMRER0dHiDiiAoZwPDw8gNK1tbUhISFAc3BtamZiZH7/7vGjO+8Ynm06cOEjo4imR1x1iYsSN78osLZg5BVX09XX0VGVeLo1Nyk0MAgIYoumH/3Kxs7w5vSWLYsuM+v4OZmp2/kEK4mzXJjUfuAtAwMLM+PvXwysskr29tpG/gEWBnw/d+46xqzn7CkvwXrn3Il7x58+ljY31r59fsuGa5+/fGH08DZkubhu1pHL72z1tVjZuHmk1TXYnh84uO3MHQE+0Njpu90r5h088kY7tyjR2VDH0Ds0u6rRU+DH1x8MXKpaDo7WtuZychy/Xrz89OMfEycHAxs3F6iJxsTCzsXAwM3BysQI6i0yMFjYe9hae1sZMjD9+/Lm1t3bx7Yf+Sps4hISbKqjpSAhws0gxMrM9OL5nVfvP764tO3YQ3YBHa+0hOT4GFdzXWWmB7duvdh/9Di7t40z8909y68/efiAQd3GUIfh2pI1G55LaGhKCrP+F9Q0UPrw6MKcXScYmUF3GP0R1Yrr2Hrr8Z6m2EC5/9zA6OSWVjcy1lPTkMKx0Q0YU39ePLvz9sv7pxd3nHzGIWwYkJ+a4q0vxc0NGm3nklAzMNHV0hR8vrUrEAiAERJZsfDoUxY2tj/nZ0zfd+MrT3RUoKa2X1QA99uTO+cuvQWsfMH3VjFIGVnZ2RkGh4TKMH29s/rCIyOPIPH/Pz8+PrjzxE1pKR050U87Lxw+dOWvICe/v53Y2RVTNr3+J2SuIfqfQUpRVYTry6ENe2+9+CQsLMjE/PvSkr7Fz/8pBlfmB+no6Ljl1eVHBWswfvz6n0HbwsXWxtfaiJXlz7unH34wsUIiAdQWBlY5XEAOOEKY2Bg4JKXdXN2AnSEDBYa/n75+PX9y15mzz5mcgiOcHaz0VCUYWLg5BcDj2fDEysLJBUyVnKwszGwcAiLibq4+thaWRuoM/9+/f/31N3hq6P+/P/9ZRF3KuyNlLi+sbdzyPzo3z+D7qpmH+DJKExg2JToYO7o5WlkXzr77ATSJghH+zKoGBryHDuw8v2PfKS1PRw1Qjf7/19fvwn65WXEx+hL//7Op6diKCf94ePrqKzHbzLal7ckfty4prV8tFFPRWOCnwM3wG3vM/mf4wWju7vDg3svb954wc7Izfv5wZsmkda//CFhqiv9nkJBXEef7emz93ptfWBREuYEu45XRNDbWVlWVkRKWFgDyuUWVdQx1dJTe7J+3/sSD34FBkRaW9g7hnlYMlw5sPv1VzsPVguXZ40cv9+868MXZyk787emV125eu8Egra3tIP1uw+LZN5llVdWk2P+zqeiq/fj4csbmQ19/MQADlIFf3jF/4dUHJ2eWhaswioBa0KKKukY6muoqWlpB1ZOilIHxxSOupqrL9/PeldvPPn0Hz9cyWNi4ODq5hgY6M3y+cu7AO1Z3dweWl0+fvty/48BHB0sbic8XV1+9fvkag6S6loP8l82LZl1lkFTWkOH4z6Kio/H306sZGw98/s3IwSDC9vbhrmWTDn+W94zPjbMHpqiQpolZ9tpCv78ycHDaOQZZW9mZajIwfHz36tsfNk5OYMbiAk0FMjCzA7M6FzdoqQMLMEVxa2i5uVjZmKuo8Px9+/rjl5N7V1x99VUe2FvRMdXTVBAGJh0OHswo/8fAyCPIp6PF+unzp4N7N164zGickZViK3dh36nrJ47u5eEQCQ3Wf393z6Jpp74JyOkr8v5nUNBUZ//5bs36/S8//uThZWfiFNOL7b9w+9Ka/kRtZllgPmUWlNHU19XRVlKU9qyemqgD7GKwCshqGEj/e3399v23P1mYmYC1g6a5vb29TURwCOefp9c23/1k5+nH+e3dq2cHth16rKttIsnyaOPlM6ev/heTUPEyYj+4aPKRzzzShspAB8irq3H/e79hwz5gQ0RYSJDz5/vji3o3veU1jSzJ8AAGoE9FR16Avey/zz+ZGCxtvW2sPSz1GRi+vX325ScLBwcwALnZQeMATMDQY2dgYWcBjTUDs6SCooeLnY25rpYIw+f3X76dObzxwq337KERMcDur46SGDDcOfmYUeoPVi5ubiZgIcvCzMrAIyfn7uJkbWGoK8Xw68379z/+grPkvz9/mLiV/WvbvZh3Tq6ccFwqvyxF5P68pdc0Sos8H0zxszZ3dbO3catb/eYnE3IdzMjK9vfCrOn7rn7liYwO0tQKiArieXd615zF1xjAvVqQN5i1fKdtOXvnzqxwHTtRpn8MLBwSKoY6ujoqMqB7ZMGj4SwMN9fnJIWD6q6guOKZp75Ahr++M5i62AO7HFev3QMmHQbw5BUHEwMjn4xd7ryrDy/MLXfg//nzN5Jff/78KSMjk56ezsnJCezQAju6wI5vcnKyuro6ZO0zorsMrG6BQs7OzpB1nniOFPn364egYWx55Mn+U7cuTwp2y3/Lrmhcu2Z3OMNfcOfp7++ff0EdZY3w+asDIQULEwsHHyPDqxtnzx6++5/XBtjcPXiI/5fYn3+MP9esX9PlHwtuIDGBD/MEVcesQHd9+8kobeVqyHLg8JrV6+1eCTk6eTKdOL77wF7B9yzqLmp6/98u+Ay05/rq0sTtwALv7z8dYzcLFVHmj3+BZrC8enL3w89/DOrqqpygG+f/MLKy8vAwgyaGQBP/fxmAHgQWB69fArtWQtDCjwmy4APFr5yszH9+/v3PzPTv198HT5//BQ0KSEvKivExMLwA9z7//GNh1wwvalrxZO3HzyuS9bpffpVzy5m1uMvNVnXWtn3bV0i9f6trkqLyf+XWw/u5n34UklL2EPhz4cVHBoYPp2dUpy1mBbqc2dDCw1ARtIQPmMMEhCXU1KSEhUDh/+snKBqATdLv3/+ys/7BsW/7zz9OHr2o0qoVb7f9eLMwWqfl9XcV/4q5c8pZGcDa//3+8e3fPw52taCGfT610EzAzglswJ3as+Xhs+//DXleHzp47OcHAcX/n+5e37rvVLS6EHgqio2V6R8wPbFyM/0Hdib/cEnp2duLzryxadlKNi4uK3ePN4cfXtj18/iPf7yhGpIsz5/fY2D6f31tW+Je5l///v1VMDUz0RDi+Ahsfv778/vpgxsMvCLCcgpCDH9//PgL2i/CxAF2IAcb059ffxmYQeT9ly8ZuMARAp1dR2lRMjEzcjAy/Pj1lwWY/t9/evny9R9mJgZZNXluZoYfn3/9h1RaOAEwlQHzC1A7sOBgePPp2fsPDAziwATL8A/Y6OcUDW056F3zh5mLi/XBzszoWV+cJoRxXWybupozYn2v0s74+ro2e6/ZsSoYI9F/mIwcA692be+690jGq1XlSD/QEUzMDL+/vriyuKBo0qm37KIC/1+8/MzCw/b/128GZhkTJ3O76XPXPte39vE1EGL4/ZMRMt3z/zd4ZwYy+P39n76rx5LZU+8+ec0swPDn54snDxiYvt3a0JF0kOXX339/ZEzMdLWE2X4++wlKMKCk8uMvLwfzrz+QPvXfPz+ByYbl969//9kYmHnZmICd6t/M3LwMDF/e3/0qHGRloj5h1qHlGxlvy2lFaPzduObU4UNfbwsLBAZIsb94/vo3w88767rzD3EAE9lfVWMrKR0xVsY3QBM5eAXUNVREhEDzlX9+/gOtT/335+eP/wyc/348v7BhWn3O/Dsq8gLfXz34zsDJBppkhPiHiwXY1P4DrAVBw26fWWT1LMy0mfoOr1zPdkNKPVjTbtuas8cO/romwu8ZKMv5es+r7wy/HmyeUHRyBsgBciaWZvqSbEwXgQnh++ePzx+/YBBUk5UQY2L49/37f05uDhYOFgZgb4WJkwVY9P1lAtZqn74+efeWkQG6kgG8vgARuKBZThYmln8MP//+A0bY15evP73/8IuXm0lbQx7ovh+//sCUYWS5PwycImKmVsYMi24eOvTiE6ucgYqZ2Ws+llPnFmw8+I3hV7ir5f/v556/fAf0+aHZlXHLGH//+8unZ2ZlJs8FWqn+F9iyVNXQFRUF1U1/f/4F2fT/76+f/0Hl65s7BxY1RnWfVFQU+fPx2Qdgz4QZvloYWAn++c3AxA5sFfz7+/G/kIqJjSXn2vNrV754wSvprOtybuv1U3u5z7GySYWoCP048uI5w3/+4/Nr4leDHMChZWZhrsjLehVYzf368f3Zw/sMPJri0jKcoAD8ywlsrvOwMYBs4mJl/vXzDyMzqBh++OoN6AR0WJYEhyJKAAIz04/f4Cz59t27N79/s7MyaGsosDL8//7zN8EsyczEDs/Rb9+//vQZ2LYDZcm/f34zCamkTjoT/fMvKw/Xv4tLo6I2CAYucfm4vWDJftX8vRn/JkROrOlx9uzxEYaVEUzA8urM3m0Pn3z7r8v75vChY78/8Cv9/3z7xpY9x2K0tRhBBjNIy6sqK4oIsTN8e/kWHMPAYheUK379/s/GwQGeu/r9Uyt8wZogSMXAws3P8+oYaIb49/e/uo5uO5dPvHH3GRMjZAoatOidh09VQ01ECFjI/QNWXRC3wDtLLOBlWn/+/IGlnD/ArvC/f9B1SSgFOqTShfeOEekUtIQDGC78XKABO2Dc8zH9/mvUMP/Y+ctXD8wMkvz14d61fReecLCxMDMDiwgGJtA2M1YOdk4+Xj5+MODl5mL+9fTc0d2nn3JKiX+/uLavrqZu8wtBUQbmb1tbl934DOzggJb6sfEKAZ346ceHzwz8krw83LI6hhJfP17atOjgE3W3AB9L3pdH9mzeyWLsbKYlq6ekxfGX4b9y5KIDp06eOn3mzOkDS2s9dUS/gEqc3wqahqLsTAwX99x7x8wADJV/n5/dePwDuubl/39oogAXC2wsoETHCEx9HGwMv7+hrCsHD/mC1QMrFC4OLm5gun/zCRSNDKy/gQEOyjw/f3wXi9x08vyFa/umZ2kx/bx79sL5O//U9NUFRN7tWrj+BKuGubunkeijHYuWfhBX13c01JCUFwXW4Nz6ZfP3nQA6/fTZc7vnVnpqgUaYQbb/B2XH/6C0y8b8DWjFxz9M/FzMzKzsyJEC6onxc4MbZmwcrBwsLPJJu86ev3B9R3+i8v8fN05fvPHkEw+w3ARq/83Ix8MEbAOxs3PzQwEPJwc7w+fjW7ffeftfXIf5wvSOhsb+BVdZFLi/3zu5adblD5w8oLYZEwcPP9DWj09////1R1ZSnE9YWc+Y58bx7ZuPvOayCYtwkb69bfn5h48kI3ytxMTVlDUY/jJqRvcdBnnqzLkzu1Y3hisKsH7/8ZuJnV1Nx5zh86vXF058ZGDm4GB7//z1q7vv/rMyg4L2PzSQQYtBQAtXQMnyNxM/NwPr3/+gQEbK8f/+w1I3MLQE+YSALYMvrz5xczBwsPz7RnjfCUI77L5kuAywncXJJyjI9evhgvryBQ/dSspS9f9fePCCQ0JZT19bnvPvlwcv3v3Fsl0B2JQzMHfi3nN0Hzuw9wJqPDIwc/L/vrqtMjFr5VWtstWnTx6fHy4nwPD9NwsH5//Xx/rqmnb/lFeRf7ppwoStD/6wsn+8fGjP9u2Hb7//BWpyoBj+59dvTScf9g+/GH6+/8/BxaWsoQsMZNWwroMnTp0CBfKe1S2RKsJ8f/98A5ben/4w8YI3ebIx/QZVNUAh8JyUpqGZICPDn/tvfnIwMHL8ePmEgYGHSV1BRlhWUV7p35HV6/a8E9JwCXDV/rF/8cInPLwavo56wpLSkpwMDFJRnRuOg1Pp+aNrJ8ZZsTGDmomgfARqZoNmqViZfwCDEtgz5gbawfhjd6t/TMcJtfRFp0+emJ3twMnwDWm7LguPIDsb5/c3T4HafomLiAnLKCuqMR5fu27PCz4V50B3/X8HFi14wM2jFuBiICwhI8XL8E8spHkt1AEnNk5LtuFk/v/z328+IVEVDWWG9zcfXb/5l4GJk/P/i9tPXr79Ds4YsIIMkoPZ2FhA0c78l1mAE3QfOErpBl7fBa0igBqEBUW+/vj/+R2wGGDlBLahsO4yYQA1bBg4BaW0bJS/3Lxw9MxVdjk5ERVNOSH2l+d2nmJQAu3vAAAgAElEQVT8w6Our8jALiCiKC/F8JvXqWThMYj7T25ZlOcuxMn4C7Ix5t+f/39/gwPwJyOotf2fnQfURz8/PdqzbBWX34STJ0+tawkWZvj9B+EMFi5+flaGn+8e/WL4+01aXIJfQkVTn+PCro3brv4WcwgNtuE9t3rxjc/fFEI9LYVFFRUUGP5w2eTNgTjg3Onty4u9RTmZgG0LTh5eVW19hi8Pn18+/w0UgMyvHr588/TTf9BKO3ANAM+SoM03oOVXf5j5OUBXiP/9i5wl/0PbBuBC8p+QgMivfwwfXn/hZWDkYfz7FX92RGj/j1FVg+ohRlYuAUFBto8XJ5bV7fgXWV0QLPf13JN30nJq2roackw/Pj58BezKMMB2xDAzfj6xbcet1//EdNguzuxsaOibe4VZkef7w9Mbp5//y8kL7m8y/f/3+zfEsr+g4ufvv++MbOCNRj8fnju8ffuu8w/e/2bl4ueDlZUc8NVev7//Urf34v7B9P/XFyZmWOUJ6quA8sJfYIvoLsiE3a/ffgKFGdQb/9FOqAZyEdUzRnBgXbvM8vX5w4PrZm4+ehdYIhzZtGD69Qvzzop6Odkoc338LcogohQQYajCL2RgYS60//C2mb3iD9Q1jL1s9aT4GP+AesXAlunnS+eXTd/wiNGsYcKmendxsMG3O0y0K8++mD9ll7LVt28Mn64eXTNx+q1rszc9FNGryvJQF+f87RgoUn3m3o+b+ja2ZhK3FDl/b/ryW1NTTkuGlV0iIDfpycyFMwpqOb3UeFk/3Dpy54uenTfLL2CU/GXVKswUZeiuWZpe3pzlLPry9qWnb1WdtH/8Znj3GVSp/fv56QMwk334xcir6RimPH3utR09/Yy8J08+ZmAQ+fwdGJbfPr4DNqB/gMLq1+d/DF9ePGeV1A6IDV1avHNuW/UHP87Dj98zMAix/ftxcVFxyRmDLDfVv0+fs4nxajn7Wcqy8Cu7aAnOvHTrMXegvqW4xh95rrfbXn7Q4GjRFmCQMorMqLjdM29yY81zdw3+Xx+fXth7zaGjVeQnsP337uMXyHzg33//dTxN1eacvbBmSpfAFRVpo+BQM0hRBmxSPT1/8MjK9VfvA1P4ufWTO0493rnxu2uBi/z3B684xAX1PL2NpcSk7C21eA4fXT+zR+KegpSBQ4ipFLAzCo5iVg7W22uWzDt475de5ZzNreYiIHPfX5wfbZ60/cDZtetPivwHlq0P9iydyn/j8/JFTxQswmpCddhFX5va2f/avvWXFIOGrpnpa1nm558v/2ZINFPj4RfSCSxOOjT58PyKXJ4EPWAX58GOFd9dqs1+/fz0+d+PP6q+2bkn3y5eWR8rw+ap9OLA1tdmTirfgZUmw0dQIDP8/vKT4cebNx/YRWxMbFW4JhzYtKBFWvzs5btAd3z9Aezr/fjI8O3dh+9/QY2er8Cg//PmjZxVcLj38pLVk3oa30tx3brP8A95zwM4EIHx/AkUj7++f3z37t2fb8Cy7O+vb8Cu77tP39DOavj/7w8wy394/uHlX92KhvxoXRYONk9r/b3bF02pEd3zRMA400IJWP18RzL9+2eIST8U7FKyUnVt/I3+H50FlPjw/ssvXj4RTh6GH/e2LZ/OqHT/0N1XP/5Kfn19Ym5nfuvOl7bVq3vtTsa6t5eW6Mh1inaER6x8IVyy80KTizTTb/C+/H+/v378zfDn4+ev3+St/dS55939/PHDPy6dgPzM/Q17FlblCNw14GFgeLh7xQfTkuJyiyB7pYUPTq+c1M1pI61g6WAiZ2Mvvm3b3nl9bW91NUxtHDNijzbNmlvZ80/j7dE1V8R9ykOdVBg4vlsZqUlv2/aQwVTRREbvv5rwu3kP33HLpBnJMQhxeibXH3gydV17JfMDK/H/v79cWLtTtXqi819gCHx9D4w1kDOBVYmKja6+OOOW7Qv72z8D+1Pf+QV5Ga7dvrh52uLjV/ee/8Dw/+v33///s3z79P4vw9lVE7uvfDs5/yyTTXpSsi0/y09jE025DTfuMjjJmsjp86iJvnt+6x0bS4KxEoPgO7ekut0Pp27trOB4aicFDO0r67eL5dSKfP/P8O49g4hDeMnDQ3XrJlVx/U7QFby9bgVTUirP12+fPn/7+gcUft9BcfPu/WdheTdzg0k7T66aNoX14pvjz3/8ASY5YN3388tHhs8fv/wCTRh8+Qgak/r2xzCw0HvzhTUz66eJub68cv49sBbBLBBBaQVYrPFLa9oYsPesfcMgaCqsLMks8l1fiGH33VciDAZp5uKM/7nFbGNr/K9POdFfXvHVRxHYOb++biV3Um8C5+9P/37+fw9Mi6A+2V8GGQM1U22uiwfWTO1iN5VXY2fnFWX49/TOngkLH7zZe+wRsEP69ec/YCf1M9CNVzbP7v0idX/uzt86fulFXrIs7D/NzAymnjjBoMOvq2pk8UHq25NjlxgYyszVmPm4LaKqgi9OvjC5ovRXgAobw/9bG1eyRDVr/vz65dNnFnbDkMK4I/Xr59Wk8n20kXy0bc1Xvwip77+//GH4/AvUD/sJzDlf3rz9xCNhYW4hsnjV1qWz2n8x77v9FBi8334BWzbf3gN7yJ9Aza8/3z8Di0u2D5/UkhKC7bf3Le/oVL7N+OnUc2CDAq0J8+f7h3df//34/AOUDT99//gdpP3HF2COZv/yA3UA6P+/v3/+MzO+efTuE7dNU0uhlyLD/w9h5kpXd87o//F363dZK39jKXilBez+3V6/bP7eOz91ymZuarcSBdWQH64sijWN33L43Nptp8wZf34AxfIvcPvsHxsvl4W3Lk/z5XUzW7SfGKlpcx2eWNC47pF7x975ZU7cv3+AB5UYQPvb/v359glY0n749PmrlJ2XlvC0i29/ffoJ7AL8ApbY395/BJVKTKxsDHeXlgU37H29dtOJIF9zYGeX4LHhRB3EAewyf312Z8/mPZ8lzCzMjUQYXv/h0pTh+fvy/vW7j1+ya/rlVbdHG7D+55dWkpfnZ/v7/cPju/f+KFgYKIvxQjaMMzEyfvrw+e0HRoXg4AhXcwluYLv+3/+/giLSfxj5gb13BQ1rdWkWYWmJ3w9vP2GQ1Yooak9x1edh+PVPSFjq239Rc6dAL1ctBQEefjF2EWVvbyczTQUONllL30BD0Te3rl67c/f+/ZdfWaWNAp1NRHk5uSWN7b1C4yN8tFiZv3y8e+fuw4/fBfT8XM2VRVk51eydHQxVBP9+/8srq2br7GGhZ2Sky/mD9euXV+9YpPSddbTMnVysdeXY/jPxK1i4uJvIcDH9Bbrc1sbKxdPe3kJb7tfDx88evfvw/trdp++ZjCIT7OU5Xt26cuPW3ScfGOTc0xrLsiwl/v7l5Bf7z80jr+br52+nIS4iIvWFVdzN1cHV1liQgU/N0s1ZS+T1jcs3gE5//OIDm5Knu7OuGDvDXx59Ryd7Ex1Rtr9//jKIahkrMnPwc399+PDR128Srq7a3759+/37t4CAwNPTuzadeKlsZmlmKvv/7TteWVPB7/du3b779DOLik9Wa3GigfBfTgV9RU4ePu7vjx89fPlR1NBFB5QmwamVmZHxxZNXDLxSTvHRntoSHEx//oDW/vMJSfzik9BRU1aQ01ASE5Lg+vbywb2vknaOOc3TveSZ/oP3Qogw8Kt5evla6chLizBw8sir6/sHuAAjh09Kz9vHlf/D5WvXbgMj5P4nTnVjRy9jOWCjXVnf0T8xKirQTOjdjzdvb929/45NQtPe30pBUJBfxsTFzUyOm+nPx/+yNra2Di5mOqoqUiwMv988/cisqmlqoq9n5+qmK8Xx/xe/voODnY0S16/fzKzCpvb2Zra2PnZaXMzvb9999OjLl7dnb3wR0PKID9Lm+fsXsh/s76/vTLzy6rYurrpiPJK6VrYODmo8v/8wMQoYOjrbGWoIsaKcaPDvz192YRnniHAXMxlgN4FJQktLlvv3s8uv2GRtkxvL3OVZGf99/wE+iEOAH6j65y8Wbil9B2cHC1vXQF9/XWmmXz9+/uSStbOxdff3MJKT5GH7/fvVvds/Rcz0jc0d7Iz0BF+dfiPn6OcdHuGjIycsDHSfoJKGqqykpJiSjauHlZIAG+N/8MEZf3//YmQSUrZzdjZRUZQW/8vOr6xl7expbmjk628t+OnO1auQQOZQNnTwMlNRMjCRZ2Dj5/xy78HjD7+krQIcDVSUBBiBJcTTO/d+SFr5JSc7iv5+fe/q3RefuCyjC6qqU9X+//nLySfMwsMjLOfo6+esJycjLv75r4CFY5CPu7YoC6eMrp23hea3+xev37wLNPbZXzE7F3dLJf7/X1mU7R0dbcxkuP8BG9j8ijqKwEqX++fzJ/eefRDzLko3/c3Cy/ji1rOv/PKGtjrGVs5ORkqCjH85RFTFfj98+Owdu35AdFFZuRH3379sPIKsvLyCMra+fi768rISYl//8Rnb2/m6W4mxckhp2/pY6f16cPHazTv3Hjx8+kvY1sndUkXgF6uUha1neEy4r4kCy4f3z4BevP9NQN/Kw1lXiEtE1czG0UVTAJii//AaONhZmZtb6skL8gGbYc+e/Zew0NMxsHNwcLCV5/nPyCpv4+Ropi36/8cfbjFFaydXC2vrUEuxz+/f3Hj89PWH90+vPuDQcPYLtJZi/vvuA/wgjv+QkpGZ8ScrL4OwskloiJeDkTI3vxAvE5OomrGDv4uPpjDTP1ZRVQtfJwumZxevXQe68P6DH/wmtu6OOmLMfxgkLeydHO2UBBj+/P7HLa2mKCHBy/nn/asH9x+xOxVmOnBxCzG/uf/4LaOEnrOOroWzi7mWBNNvFj45KdbXTx89/qfs5ltQ3+MgAjqihY9bgJ9d1MDbx9NUVUFS7Bcrl7q+VYC/oxQ3p4iiqa+LFeuLi9dugB3wlc/Q2sVZV5yJQ8TI0iUkPirUWZvr3ZeXL27fu/+JR9nQ2dtUkkdQQtnS2d1AnOX/3y+sqva2NsDOj66yrCgT47eXj7/z6usaGxpb2Lu4qIswM/wTM3V0tDaRYfn5m51XysLR0czaJsRG8e+vdzfvP3765dOLC7f/Spv6RHkos4G7YqCE/fMbi5C6sb2LIzCMJI0cHGws5Nl//WLhFDcDFrw6CnwsKFnyz5+/PFLqnjGhtjoi/378YpM11Bb78+nZ9U+8up5Zdfm2wsAexdevoIM4gL3VF49f/uORdIiL9tKW4mT6DSzTWFj4hCR/8krqqCkpKahKi3JLWjq7mqmKczL8YWDjlNaxkPrMwMny7tbddxyiKpqGKgKCmq7uLrqyAqyIcWCgm//8+s/EJ2fr7GyqriQr/p8DVKa4uuuKs///zKjo4OBoYynHC2yy/P39l4NLUs/b252V+d+HDx+ABcV3vAC00urTp0/4K2BWVlZmVjY2Fmaciv6DDiz8/58JtI0cEXKII9Mg52SxgRewANX+gB1uCB1zBw9AoLYVwEdJgqZz2DjAR6MBu6zffzFBz0dkYPj14zvYaEbw7mwkbX//MjJDzln7/eMXAwdMPbR4hY65/wXqZucEn1kHOqMQdMwQmt9+//rNClmR/vvnz3+s7BA3/H975fwjLnZtJW02hi/bEqyDF141nnB4Va6lFMpQ/p8f30F9KxZOTojtf3/8+M0Mcwr8GExWNEv//f71H7ovBlgq/4IeyAl0GmKUAlj1gq8j/C4jIwM6aABrXECD78ePP8hugLjrxx+4AvA5WWDbYGfCQU5fYsNh6n9gzQLsqDKysHNAtmT8+/X9JwMHNBT//v7x+w9opoKVFS2dAJMAK8RTQP3M7GzIEQLaqgmNhJ9/gQaD1f3+/h3oNDaMCPnDCnHa7+8/QPEKSS1/Hh7a+9nORYeBmeHH3gIFl4nfzSp27Wk1Yf/9GzyyiDiLEhb3f77/+A/zAsEjSYFBwsYJjyZQQDEwQq4j/CAnJ/f3HyM0Qf7/8/MnZPE4IwsHdB8C0J1MnOjpCu4M0KGrv1k4IZsz4OHwB3xgJgPawanA1MAIjcd/wFj4Bz+4FQ7+/ASmODZk236BbUfE5d9fP/+wQJMxxCE/f/wEjfwzs0MdAfTdj38sUDOA9gC7Cf9Bh/BwoG63/PvrNxMb5NhY0HQz5CJ0ZuRk9h9U7KF5++/Pn/9RN2iAswnQs/+ZoIcfglLB978wB4CSG9gBoPSG6oDfwLIELPLrxw8m5OwBGgVkYAJrB8byP6SDZ38zc3KgOenPz9/MkFAEliy/WaFu+Pv18+0zR9nsPZSAnDO9jmYlx8yy5q2eFC3z79fdh4+ADV/EdYTgzMAO25/06/v3vwivAEP3F2Rkm4WNA3UL+b9fv/5DNtuAQ4ABHIBMsFiAuA3Y0EVLlcDw+MOGWpqBz9sE1j5MsON3UVIKJC2B0xE7G0on9P/vf4ys8LwANBQ5jcKS4r+fP38zAnWCIxqYmBhh+QibP5AT25+fd4/s++3gqQFkP10RpRG5XMS3d9vqInUGcIgwgE+5hSiF5QVk7cA08Af/KcHgLAkLK9BpmrDrCH8glYpYyzR4JQPKRaDq4z84u7Ji2vEHfJIpzBXIhoBLPU5ONkhAAjsC0P1VwFILNE/AAq+hrl69+vnzZ8heIzyAqAqYjY0NvykjAwBbC292TGzs6z4nZq/07cHxTVc4wyv7uvIcxdkYcJx2RmUAuw8YVAEPkpsvBxSwc3Ccb3YpPf6dQ1CB98nJTYcYffpntGQ4KTKir2WiGmBiQlTAQ+7us1GAF4DOKvnxeWuBXsN7E3VOpo+XDh74oFcwc0qxuxo/sFP28BFqBTwKMAAjEysL65FSg4rb4pJ8wv/vHN5+VSxu2sy6SCMJ0ImdtLEUuQIeJKUiOzv7zZs3Rytg6gImZua/7++dO3jo4rNvvxlZufilDT09DMVY/v349Zc+Z4qPVsCoABgjX+4eOnjo5pPvv/+xcgpJ69r7WMoBex+0qn5HK+BhDRgZmf7/fXlhy97TLz7+A52yIqNlY2+rJvAT2ANkZn40WgETBKDTuN5f37Hv6MPXv/8ysHGLKxnbuxtK/Prxg3ZBNloBjxQAGnPiQBn8+/f75y86XrIzWgGjgf//mWCD4FCBX9CVE7QCoxXwcAcsqKPaf398/wU5RHi0AiYKgGd9kPj/wPM8NLRwSFfAoKSGf6UWI8btEyMWAIPh3y/0FWvo20Zo6wAUQDd7By1gZPyPHiE0DpfRKBju4O/PnyiFOCP0VOrReCcOMP5DX9WL65YDalk4lKMG1AP++PEjjiOWwCrAi7CINY6BhhefjQLQpgXwNmYWJqbBfpfi8AXgjfL/mZmZCCsdBcMI/P37D3JDzEA7ZBSgAEbwkQD/mFiYQCclDIpykZOV+daNG0T1gIEu//DhA/zmQkwAuSmKSIv//mP4Peiv2R3KANjl+wseeWWh4l2no4AUAI6C///+g85ZGo2CkQMYGf/9BnaHwWcSjcb7oAKMDIz/Wb9/Yv7yjoGmd18TB/7/+yuubQQ6z5IIAB2CxtV5BwpCpj2ItPvJp7933vzGd1vjKKAEAOvdj08Yfn5lENdg+PuHsPpRQHXAxMzw5TUISWiBdr2MghECgPH++hoDjygIjcb7oAJMLL9/f5XfO1X+yjoGcWmGgZ2hB/aLfn1nFJ/5j1WcGOWEK2CSBtZBywjB11ES7+BRQAIA3UfGCG7xMY0G8sAAeMiDGKOLcUYMAF8FCLkDdzTeBxcAVzqMXz8zmpswhEUzfP0ywO75/4dBSJbh3mdi1BLVTSbJ8tFqgZbgPwZjFNAZjEbByASj8T5oAbjSATaMQIewMOK4sYaegAQHUL0CHgWjYBSMglEwCugOwHe6DPziGFIcMOCNhVEwCkbBKBgFo4CqAHwDAQM/BwOBZcgDDBBXJrGxsTIxMf38+WtgHTRcAejYUTY2dg7QEMm/X/9Ap0WjDNYzMrGycXCCZX////nt11/QdWjs7GzQQz5+ff396+/ozNMoGAWjYJgBJmZ20AnOv7/+xFjbhl4q/gMtgGFl5wZdBcj4n+Hn119/cG26YWX68ebrlr5DcrHWZqLMDAT25jAycLAzgO4x+Mfw/SfDT/Cdo8ysDNzg8vfvL4Yvv2GOZWHgYgNd8PT3N+gCToo729AKmJOT4/Tpy2/ffvD3d/70aaAnsYchYOZg+/Xk1KI1k9a8/C+mGlwQHmfE9vbnP2gdzMzK+vvt1aUrOxc//ycg454XnWXF943h5prOlesOvPvHwMojFFg33USSh7TRjVEwCkbBKBjMgJGFU+D/w50rTp5iNMwOVWT+/RvRy2BmY/v9+tKSlV1LXvwXlPXMi86w5Hz/j/XvlfXVPdduvfrC7xvbm6rKwYxlTTqw78vGAqzRdy44Y+5jaSbBCqpZ/4MniKEF6H8oA3RBPBMD+7drm7a0LLr8kUEiLM8v3k2S4fNvhteXmtO3nPjIIKPl3NRuLg6sg9k4GD7cnNyyZceVzwzy5u3ltnqibAy/KeoXQYeggS2Q9+8/Tpu2dM+eY7y83KObzakKGJnZmD8/Orh/yfyfFqnhPir3Di7Zvu0ODw/0eBMmVpYfrx4fmD/1o0FqsJ/B27Mr1q2/I/jvwv6rHyVNQ0NiY9XZri2avuHnr7/Eb8geBaNgFIyCwQyYWFn/fbyztdq2vCBn08ndX4FdYUZkWZZvLx/tXzD9s3FqiJ/+q9PL16+7JiDCdHFx77kP4gZBqRYSF+ZM3vzr1z+0G8AZgIUkqMsM6vNy80OunGOECf6HDk1DNzKA2Zzsr85eWb7hgrh7QKI7x5oVB3ed/sDAxrBlxvqbEoaJYaZSn8/XTb/OwMvN8PFmb83O/T8VErK9Ur2VJTmYGCg+dB4xBA3sBP/8+Wvq1KXA2tfR0fzbt+//Ro/UoApgZGJh/Pr68tFz1+X824I9xLSvHe64eez2Gy8Vzq8MfxmBye7761tbT5wRcV0T7KH46Mm5xtP7Lj/0c/RNLhSSEpUUYtATenyh8vKdn8G64CvBRmNlFIyCUTDUAejqWE4Jw4jqzz+XXbgryoBcsoHKzO+vbmw9dV7UrTrYQ/7hw7ON5w7dfxfw/8TWe1z+Gc7Jlv/23t9Zeupmuqcu8oWCwIqWlWF+5ow5Nx///PXn/TcmO8F/9/fvX7f+6V/lXxs3vw2uchY+dOOnvlVsuCrDvZeTa/ZadHuwHb907rVCc5qL0X+mY177Tl19Zydzf8PO3wYTHEPcWVW/PC3feO9FsfnXHSfOfmAMy/ILNWQGrbz+9ovhL6UXASB6VMA6mIOD4/fvP1OmLAH2g5mA9cJoP5g6gJHh359fX779YxMQ5WP4+OMfJzPbl3e/331lAJ9myAhMiX++vvnNIiDCz/Dpxx92VvYf73+8+C6gICvC/O3djXPXDu9cKxbuKc/J8X+0TTQKRsEoGBYAWJoxsvHJmXroaqpw/2ZHHclFlIpifAyfvv9hZ2H//vHPmzcfvv9mExL6z/CH4QcDJ9evv4/fQFRDABMDx489HRPWM0rUd+fNaY634ZAEVmJ/vzxatOLUFTb9ztkJodZ8784+vPvy+19m5r+//ty9/OL91x9fvv5k5eYU4vzM8JNNiIn1xeu/n999+PaPS1r4B8OPXwxM3MzfGF++uH/+7Lvb129Oq602Ns5Knnrt7V82yncRoQxpAutgdna2r1+/L1y4/v79x2xsxB4BPQrwAUZGpj+/fr3/8pZFioWJ4R8nvwD/T97fr//8hcn++/v73ec3TGBZDh4+vn98f1/+/QM60eXj6Vk9+RELNj6UUJPlYGXCc2T3KBgFo2AUDDHw/9/v719+/vz1jxG1ZAN2/v79AZaKb5mkmJkZ/nLw8PP94//7+u+7j29/8v9m42VkYmAW4BdjfvLv1z9EJxSo9O3tTTsZjNxN3ZzV9NXlRZmAnRZgPctpYGgUH21hoyktK8TBysLCxsrE+B90egc7Nxvr71+f3v97ySrIxviLgUdBhIeN/deX32+/P/4vwAAskYE1s6C8MNMHhtcfrj949t/Kfdq8+s1tLjfm7Fx66fU/FkprYJQKGOig799/CAjwZWdHq6jIj66Ipg74//8fKwu7sITIb07Q4uZvn/99+MzCxgJMLYws7Fw8zMwszKxC4qJ/OX8DZX98/ffhA1CEmR0YN/8ELHKaluzrq0s42jjh5NtvTMyjh3yOglEwCoYzYGQFlYos4FJRBFgq/oGUih9BpaKIgAi7MMsPJtBxk+/eMPxlYGNH0snExPDu48PvzAwcLAz/f32DbTQBVrWc7Ozc7JBB479/IYc1MjIws7Kz/mf4z87CLyQg/ovl5z9mhs/3X31+9JedkU2UT56R8/8vZobfX769u/qO6Q8HJ7A8ZpSS4FVVEJFyD/Xhenrzwtvvv5kp3MmL0A100bdv33l4uIuKEiwtDX/9+o1H2yggBQATABsbDzvTr4evPzOIcv1/8Y/3g7A4Hy/Dn9fXT+049ejzX1YBXra/D159ZBDmYn77j+uNsLzgv6dP3nz7z8cjJS8iIMHB8vvtz8/gRuJoDTwKRsEoGA4A2HdlZucV4ObiZGXh5OZn4GBlBlZJf99cA5WKX4ClIg/bnwevPgHLTKa3/zjfCIjzifDzsD1/8+4vMysDB9Ov2+wKfCLAPglsYPDvPwYpETWObwyfgCbzcH97/vAf6LZ28Oqrf39B03eghVmsbD/+srJwcXL/fXH7/p/ff1k4+Hj//f76+vUPAQbOv+8YmFlE2XiEuHmYXjx8x8bAycH8/+cHLnZ+ZWFtGc7fjz88/8bO8PnZ408MUrIsbBRfyALtQYOO0vz6nY+Pp7Aw3txc//PnrxQG7ShAAFDcc4sZ2dhYtR7vn/5b8M4NNkkFRw3ufwyPt9Z1zuVMWTzVXt/ByW3L2cnT50k+PP9NUD7KUOjZgTlzLnzhV1Lh+37/4CnBsAwDGXbQHPDoIPQoGAWjYM1RUaIAACAASURBVOgDRiaWf99fXlyzeOv23ZevsrLN0Phpb62lKXp3SU37fL70JVPsDBwdXbafnTSdQeLBhR9C8n4aLIyKtnFSa/fPWdypyXz7Ok9QiAgHy3/4whhgv5hHxt3md8uKLZ1vrzE/P3vu7b8gRsa/v35++QTsUIK29DL8kbZw4Ko6uLvj6x2G+0cvvmH79J/PwVXf6cbRxe1rzjDceKCq62UgwybwPzJGaMmKzdPO/3t4hVEx1JT9t4BVhNX2iVd6GleqPt52WkbfV0eKleEPhRUwc11d3efPoGOjgd1fQ0Mte3uzT5++wldfAStmDg4OdnZ2fGYggU8//7/59o+ZjnfUDwnw/+9/dhEFaQXJpzvXnX/Foe+TEumjyvHhyba+2b9c0wMd9AT5RCXVlF/vWHnmBaOqU1JcsDrnf+5PN8/cvHrxyZNn/0SDkkqDpVgYQUdx/PgE2hjOIwKs1wfaWyMSMDIx/PrG8OsrA6/Y6K7sEQSA8f7lNQM7NwMb92i8UwUwMbP8//by2q6lN7+Kiyvzf3v2TUDdSF3qw47OuX88sgLtdAT4xSRVFF/uWHX2JaOac1JssBbr23+ipjZst06evnTxA6dremmQEguo3/vv32+Ba3uFOL8yGDkoWcoxv35y+/6b77omhabqFs6qctxsgpLSpjaK7NysDOxsklqSvx8/vff4nZS7e6qeopG1sqiKrpW88J3Dx+58F0/K9goykWBk41Gws+I5eeLY868S+s49uYac/xl51M1t+f9fv3TlGZdMWXuko6YYw+dvDP8wRyX/MXApv3n/69fP7wQ3jjL++fPn6dOnf//+BdayzMxM37//QF78TMZ1hDdGryPEBoB5lpmVnZMPNObw+/v/H78Y2e9Py6g6Y5/TEOwg++/HLwZmdi5+kOyfnwzfv/z8y8jCycsMXWD/n+Hbh1+/gUYwsTB8eMLw8wuDxOh1hAMEINcRfn7FIKk9ei3dCALAeH9+FdTqGr2OkGoAdDwgOzcLBxuU9+snw/+rUzNqzjkXNATYyvz7/ouBlZ0LXGb++fH/29dfoEnd/8zsfCwc4KM1vn2Eloq/f39VWFOlovh9+Q+xI4cuC/BwsDADy9k/P5n+//z04x8rGwc748/PP8CTwv8ZWNggCv78+PWHlfH35x8///xn4WTj5eZgZvj34+uPr9//gBZoMTFy83NzMDH++/Pz08dfoNL2/392Hg5uDjZgpfr9y7d/jEwNpaE8/NwMf1DTw/8/DMKuN+59/vzpHTMzgZMwEUPQv0GAYXTrEY0AI2gv0s+v72B8Jubf3KYBpbZ6amLMv0Grrxj+IskyAuGfH5///BgQt46CUTAKRgHNAWiv0c8vf3/CBZiYmfnMA8vsDdRFQaUiI6g7glwqgsm/Pz8jaUEG//7z8nCKCnBCuWysHAwMHEKQ6p2BUxh9HJeVE9TB4RRkQxJj5uTh5uRBUcbMyiEowoGml4uXm52NhYni6nL0NqQBAv/+/BYz9ZZl+PHz109Qe2ug3TMKRsEoGAUDC/79+SNmAioVf5BVKn774RNm5eNrQhO3YYL/DAwfvjAAe08UlN6jFfBAAUZgS+7LNwhroN0yCkbBKBgFAw8oKxWBer7+YPhK3xXElJXeoxXwKBgFo2AUjIKhD5iYGFhYGCg+HINS8J+E5gPIrf/BgCpWM4LOvGYa7dPRCkDDlhHMGL2YYSAAShSMroYdMQCU3cCH+I/G+2AD4MKQ8f8/hq+fQadzfPs2oK75z/DvDwP3byIrQVAFzMwMOvYZ6/IroCCwbv5KdKf+x9e/f3/8YRpdBU0jAAzZ3z8Z//3+9+Mzw9/RpZgDAYBR8OsH478//358GV0NO4IAEzPTvz//f/34Pxrvgw0wMf//++O3gOjXcwcZ7kwf4NtqgJb//M5RYM7ILkGMcsZ///59+vQJpzR4dfSjR4+AyohcID3aOKQp+P3r19+//zg40VfljQK6gT9//gAzBScnJ2Glo2AYge/fv7OysrIM+AjnKMAAv3/9/vf3Nwcwav4N/OkI//79VdfVe/Hq9Yf374ndhoTbrH9sbGyGhobUc94ooAg8e/r046dPmpqaA+2QkQvevnnz7PlzXV3dgXbIKKAruHz5spSkpLCIyEA7ZBSgA2Cp+OnLVw11tYF2CAI8ffacGGWj84hDDIwOMAw4GI2CEQtGo35wAlC8DM2TAUcr4FEwCkbBKBgFo2AAwGgFPApGwSgYBaNgFAwAGK2AR8EoGAWjYBSMggEAoxXwKBgFo2AUjILhBr6/PbmgeNLhF4N6z9hoBUw38PvRgcnhdra2tsG1885g7BX/9+bM3DiQrG/xhCOIbWF31iYHOwFFAyrXPQMvMhjdYT0KRsEoGAUEwb8fD4+v2nfrIzGLsz6dX9HgDSxnbROm7L4HqbH/Pd1W6uNoa+sYmbPyEZD//daSplhbCLCzd3R09OrY+fEXpY4c3dNGJ/D53u5lc1ZJJTZnil9ZuGbpbBH+fD9VuOz3F3eXTp7LG9HWrHRnzdpVE5YL1EXqMNxbk5aznS+soEtThJlfQRBc946uwxwFo2AUjAJ84PfPrz9/f/z8m4WPk52F4T94c/D/f7+///jLwsHOAjrQjImJiREo9Pfvf0Zm5pcnd67YcMIkv9mR4Vj/kvkKgnk+JsJru3vemGU3W7Oe27q9tkdiYaGRXWiejB3oTComJoYN1TH7X338TbFLRytg+oCfLy4eP3xNKW+ugwO77OWl7ZdPP/zkpwq7Zvnvh+tb9pyWTJjg4CCo/njz6R1H732J1LqwcNlbectoFyttYR4+7tGTN0bBKBgFo4AA+Pvj/PT4yoW3X/3+/eHTN0EXob/3di9YNPvCfz2GHRuehHam82/a+90iPjVaj+HZ9q7kg7YLyzlPHLjyxqAlxMGQgXPrlJlnb79xVju/fReD7kI/B1M2wXvHdq+8fLfEXlnTVA5y/sKdJR3fnBKjbITYCDiGIBgdgqYP+Pvz8/e/HPwS4CspedlYP73+9Q4h++/X5/c/2fklBUBsLjb2Hx8ZP/66uv/4zyfnlpRHutmYGOcvf0LxaMcoGAWjYBQMb/B5R0P1HhHPaeu2bFxc7cKlzvDvP8PPuxs3HXgmFblgy+wkG9nvV+68eP/jP7BP/Pvzy/svvv789fXLdxY+XiGg7n/MgqxMr1/8/vzu7TdGXinR7wwMPxhZOZm//Hr8HW7Fz+Xd837Zu/hrS1FefY5WwPQBv3++//aCWRo84MDLx/+T+8/rPwjZv7/ef3nOKMMCGmTm4eX/w/v/7f9Xzy6/fKmcPHXnrkPbW70PNrdseQnSMToHPApGwSgYBdjBx+Nb9ggZeXiZKkhJS4rwMLL9///3x09eY3PfuDgbLSkxYU4OJhZWFhZwxcfIzMrJzvLr++cPf1+zSLKCRAQEeT6x//745+3nZ/8k/oOOHWVjF2QX+v/0D2wq+fOh/rkn5H0iXeSpcRbtaAVMH8DCKSop/Yv9OygWv7x98/onxz+kMWUWdlEJ2T8cP0BTCl/fv3n1lfUvJwcbOwOrlCgPPzePtKud059d16/+ZBi9PHgUjIJRMApwgc/vXvxk/M8O6un8/McIm2FlZGFhYYWeyvwHfK0BqBxlZmMH1s//OdgFhCXEv7OCu7gfXn1494/zH7uUmDwDz9/vQFW/vr968Y75NzfErB+XJnSulgqMjDaVoop7Rytg+gAWLkEOlj+3HoOqWKYvjMy/JAQFGBj+v768bc2Bm59+c4jyc/278fAjUJb1BwPjNxE+bhE1E8n/T269B3Z7/z+5f+e7iIIqKAWNLsIaBaNgFIwC7EBcUYPjzZ+3oIXM3B+f3/z3B3KJELCehV3TIMDO9eUPKxsXA8Pv+1du/P75h5VLQOjf72/3XwMlGf++YeJklOLl4RfiZ7314A1QFQcz4++3giJC4NnDlxtm7vlp5hZpKUol944uwqIPYJcwcYnwrt+Q23BR6Pl1DhMLdytOBoabK+vyZwh3W1j46LrGRW1fW9JwV+rV7a8aluHWzAxSfnnOJydPzf9w8NfJud98ukylwElgtAYeBaNgFIwCrIBVzceXtXxWXclNNeYP5268YvjDyPD357fPH77CVixL2vqK521sL76vzg7Yu6N3XrF9/ieo7uridX3qrIKGHQyPnuh6huqrAevnuAKBmZNLGrYxvrzLZJQaJszA8O3uxtr+rVKu0z3UeanlXub6+vqfP3/iUcHExMTOzk4t+0YsYOGWVNNWfX/i+INfEq7hCWnWUkx/HiysX8QYkpftqsbFJqhqqPvl+OE7PwWt/BLzXeSBvV1BVRul3y+uP37GquZQ1ZylyQ4aff70+TMwvkRFqdUCGwUkg2/fvn358kVcXHygHTIK6ApevXrFy8vLxcU10A4ZBejg8+fPv379EgFdVMUpZ2rA8OnRs+cf/ht4ZVmb65hriHBwCMmpahoo8oPn78RUVX6+evTy1UcZj+Q4E311Q3VpSRVVeeEnZy48Z1CLzogLUAcqZJM2tGa5cuzyuz8yptH1MQZ8DAw/X917wa/vFRmgxU+44/rmzRugk4C1J35lBO4DBvbcmZmZgcmOxAAZBUSAu7Mc8y7FVNUnWosSPxPw9OnTT6PXEQ4oAGat56PXEY48cPnyZUlJSZHR6wgHHwCWisA6WENDY6AdggA3btwAOonS+4BHAQ2BkEN1t4exssjoPPwoGAWjYBSMQDBaAQ8cEFRzERxoN4yCUTAKRsEoGCAw2vsaBaNgFIyCUTAKBgCMVsCjYBSMglEwCkbBAIDRCniIAdAh4qOHcQwoGI2CkQkYwUf4D7QrRgEWMHSzJIE5YKCv/v379+HDB/q4ZhQQBF+/fv358+dojAwggOx5GI2CkQaAkQ6M+tE6eBCCQVUq/v//n5eXF3z0xz+CzQIC25CA+n///v3kyROgcdR25yggBwBLgT9//oxuRhxAAMwRwFjg5uYeaIeMAroCYCnPxsbGyso60A4ZBegAmB///v3LyUmN05kpBsAqVU1N7d27d8Q010b3AQ8x8OzZM2B8DaodbyMNALMWMBZ0dHQG2iGjgK7gypUrUlJSQkJCA+2QUYAOgPkRWNupq6sPtEMQANhcA7YJCPaAR7chDTHwHwwG2hUjGgDbrKNRMAIBZFBxoF0xCrCAQVgqEjkEPTqfMQpGwSgYBaNgFAwAGK2AR8EoGAWjYBSMggEAoxXwKBgFo2AUjIJRMABgtAIeBaNgFIyCUTDcwLdXh6Ymte55+megHYIPjFbAdAM/7mxv9zU1NzfzKp565AP6ioG/zw5PDAHJuma2734Dkv3/79PxrjhfM6CYrd2ya+8H1xqDUTAKRsEoGMSA6e/rq3vPPvpCTMH57sS8Ekdg8Wsa3rnp+k+wjl/3Vmc5WZqbWQYkLbj5DyT07++dFTXxFmbmZiZGPbsvfadGiTxaAdMH/P9wc/uSedv1a+bOnRz55czKmauvI0t/fXJj8ZQVSkVz505L536wvn/BVWCaWJZbfJHHt3fevGob1q6E3sM/QCswh+RxL6NgFIyCUUAv8Pvj2+dPnz548vYPNzM7K8PfXz9/fv3+/ev7Z09ffvz+4/vXr99//vkP6uL8+vbx6+9//54c3LZy+w2f7rlzu61PrFyw5cQLhv+/VrRP+uvXOnd2t7fkibrmA/8Zfh/sqlx3Xrh07rxpKVorcntX3npHuVNHK2D6gF+vrp45dUfFzkNHx9xK7+ePOxefIJ3a8vfjrW2HL8taAmVNrAxY/j84/fALA9OfD+8FBHkNtLV9Qv1Ef/z+/3e0DzwKRsEoGAX4wK9PR3pjQ7y9fSISO3Z/v8ct9Pfe7lmVAek1bRW+Pqkzj+yem1syednl7wwM359ub/Ku2Pfy3cNzR2+913N20NFxMFN/8ubSvXdfP+3Zf4Rdy8ZSR9/STF7w86FbTxkY/3/6yMHGqKmrbRIdrMTK/v/HH8pL5NEKmD7g789P339z8UqwA9lMPJwsX978fI+Q/ffr06cf7HwS4NsJuThYf77//IJB0DfF5tDKaa3TVs9bv+d/nJ81F+hu59FKeBSMglEwCnCA91tqmk6rxSzff3j/hlZvLq1/f/8z/X124Oiln9oZGw+vyHZU+ffg+Ydv4B7w3x+f3n769fvX188/mPh5QAes/GMT4GB8++L3l7cfvjDxSIj+YmD4w8TByfL18/3/LHbhnq9vba6tWb1x4bpn3vb28iKUj0eOVsD0Ab9/ffr1lkkaVIUycPPwfOf8++YvQvbv70/fXjNCZLm4eX5x/3vz+//374yKClFWXzbOW7f2siAL69ufo5XvKBgFo2AU4Abvj209ImHo5KAuyMPFzcnGyAyqZn/ympj5REcYygDFWFgYWViYmcFVJyMTCzsb8+8fXz8zvGOWBB1KxcjLx/mB7e/Hvx++vv4n+Z8ZKMbKxsfMz/D875/fH34IyIR5c9xcv2zOIZa/LF/+U2F512gFTB/AwikqIfmT/Suo1v387s2b35z/kc4tZeEQFZf5zfHtJ5D99f2bN9+52cV+XWyrO6qqFj9l5/Yti3Oe9uUuuABsjjEMzTs/RsEoGAWjgPbg25cPvxn+sYBKyb8MTPBju4HF5n/oIWZ//v5hZAJCBgZmdg72////c7ALCIuLfWP5BpL9+OrDe0bu/xzSonIM3L+/AlX9+vbq5Xs2VmnGR0s617/95DR99bKVeyaKbGyYuvnBT4rdO1oB0wewcgtzcvy/9Ahch35kYvsuJSrAwPDvyfElMzZdeP+bU0KYj+nCg48gld+ZmD5JSggyfn3/5fnHP6BeMbOoKP9vVnYOUA94tP4dBaNgFIwC7EBcWZPz2Y8Xv4FMrrePLv79DTkNEumoSmEuvk+/WFi4GBh+XD91/tePP6y8QqL//v28+RIoyfj7FQvvPykBHn4xYY7L998AVXEwM/5+KSotwvLzy5cXb379YQMqExHh/8fByUaFCcHRs6DpA9gkTb3igo8vj8vez//+JZelh68VBwPDlZWtjUtkJvi56+q4JyfvnpeafVrsw+s/el6JVoxsf7NTFQvnFCeclme9dYA9qTvIADSB/G90HHoUjIJRMAqwAha1oAjhnBnFCSflWf8+ePqG5S8jw9+f3758/PobqkLMKVghZXFVwhkFvv93X71l/fyHT83dN+BW7+TY7GUMb18a+8cZq7JyMCZVK03oTMqWZvj4ms8lO4CdQTgoxfrIpN7wjD0yL488tEtrdZfloNi9zPX19T9/4utJMzExsbOzU2zRSAfMnKIq2tr/Hz74xqfmFR4VYSjK9OvW3PoVXJGFGU7KnCx8SvqGTA/vfOZVdAyISrSUYGTglrOwEmf9/usXi6C2fVFZtCJ43uLz58/A+BIVFR1oD41c8O3bty9fvoiLiw+0Q0YBXcGrV694eXlHbwIdhAByRbeIiAgDA7uksakAy7c/f1iFLAKyXG20DZRF+ARltLTUNWV4weOHQqqanH+///vHpu6TnGBroq6tKC4qr6os9/3piz/ChrFJYa4K3IwMrOJa1gKv779i5te0jSzxU2NnYBXVsVQVZ/nx+R+ntFFmeYqZCL4LSYHuocJ9wKPXEdIQ3J7pVHknqbwyylSI+JmAp0+fAuNLU1OThg4bBXjBmzdvnj9/rqurO9AOGQV0BZcvX5aUlASX8qNgcAFgqQisgwfVJa3ANvqfP39GryMcxEDcq6uXXUOKhNp3FIyCUTAKRsGwAaMV8MABPlkTvoF2wygYBaNgFIyCAQKjva9RMApGwSgYBaNgAMBoBTwKRsEoGAWjYBQMABitgIcYYGJiIjixPwpoCpiZmUejYAQCYKQDo36gXTEKsIChWyqC5oDhW5Sxgj9//rx+/Zpe7hkFBMCHDx++ffs2GiMDCD5+/DgaBSMQACP97du3wPJwoB0yCtDBoCoVgfWpgIAAkQ0C0Dak79+/45IGtix+/fr16NEjYrY0jQI6AEYwAEbHQDtk5ILRKBiZAFgY/kc6UWkUDB4wqLIk0BnKysrMzMw/f/4kvA94ND2NglEwCkbBKBgFVARE7gMenQMeBaNgFIyCUTAKBgCMVsCjYBSMglEwCkbBAIDRCngUjIJRMApGwSgYADBaAY+CUTAKRsEoGAUDAEYr4FEwCkbBKBgFo2AAwGgFPApGwSgYBaNgFAwAGK2AR8EoGAWjYBSMggEAoxXwKBgFo2AUjIJRMABgtAIeBaNgFIyCUTAKBgCMVsCjYBSMglEwCkbBAIDRCngUjIJRMApGwSgYADBaAY+CUTAKRsEoGAUDAEYr4FEwCkbBKBgFo2AAwGgFPApGwSgYBaNgFAwAGK2AR8EoGAWjYBSMggEAoxXwKBgFo2AUjIJRQBPAyMjIzMyMLALkwu8JHq2AR8EoGAWjYBSMApqAP3/+fP/+nYWFBcIFMn78+PH7929IHTxaAY+CUTAKRsEoGAXUB+zs7I8fP541axawDmZjY2NlZf379++8efNu3rwJlGIYrYBHwSgYBaNgFIwCWgDI+PPJkydnz5798+fPf//+zZ8/f//+/UxgAFTAMtAuHAWjYBSMglEwCoYhAPZ3eXl5tbS0jhw5AmRwc3Pv2rVLXV1dUFAQKAVUwPj///+BduQoGAWjYBSMglEwfMCXL1/+/PkD7AFzcHC8fPly2rRpt27dAorLycllZ2fLy8t///6dYbQCHgWjYBSMglEwCqgL4BUwkM3JyfnixYuJEyf++PGjoKBAUVHx69evEGWjFfAoGAWjYBSMglFATYBcAQMrWW5u7ps3b/78+dPAwODz58/wbUijFfAoGAWjYBSMglFATYBcATOA62B2dnYgF9gJhgsyjC7CGgWjYBSMglEwCmgKgJXur1+/IAxk8dFtSKNgFIyCUTAKRsEAgNEKeBSMglEwCkbBKBgAABqCJmkaGKj4379/RCoGdrch241HwSgYBaNgFIyCkQC+f//+9+9ftNFmrIAFWKF+/vyZSHOZmZnfvHnz9u1btNOlsQKgycDaV1ZWloWFZXSp1ygYBaNgFIyCkQCIr+9I6wEDVQIr9j9//hCjBVIB/4cBIq0YBaNgFIyCUTAKRgLAuQqag4MD2M0FVpzA3jRy9ckIA8SYTqSyUTAKRsEoGAWjYKgASP34798/yIFWZAPsFTAXF9e1a9devXoFZBsZGbGxsRE/7zsKRsEoGAWjYBQMV8DExHTy5MkfP37w8fEZGBj8+vWL7CFe9AoYaBDQ0MuXL0+fPv3+/fve3t7GxsajHdlRMApGwSgYBaMAsrL4yZMnK1as4OHhSU1NtbOz+/r1K3l1MEoFDDSCl5cXWPvOmDHj6dOnYWFhkZGRQME/f/5QyfGjYBSMglEwCkbBUAWQhVChoaHc3NxLly6dO3cuUMTe3v7Lly9kmIZSAXNycgJ71vPnz3/37l1UVFRgYOC/f/9Ga99RMApGwSgYBaMAAiBLo7y9vbm4uBYuXAisg799++bs7Aw564okgLJJF1ixi4iIiIqKAtnPnj0DVumjg8+jYBSMglEwCkYBMmBiYvrx48fjx4+BlaaAgICEhAR5y6RQKmBgBa6goJCXl6etrb1///5JkyZ9+PCBhWX0vOhRMApGwSgYBaMABIC1L7DenTNnzqZNm4BdVmCNaWBgQN5QMUoFDOzvArvSgoKCmZmZhoaGV69eBdoBFCHm2I1RMApGwSgYBaNgeAPIIqxly5YdP35cRkYmJycH+X5fkk0Ddpw/ffqEJsrGxvb+/fvv378DZYE1PGRDMAP4JKzXr1+/efOG+JOw5OXlR0/CGgWjYBSMglEwPACwDgbWg8BKDVhRAuvH379/k20U9uHlX79+8fPzA7vCQDuApo9Wn6NgFIyCUTAKRgEDuG8pISEBOeeRktqXAc9JWLhGtCGXMRCzOGu02h4Fo2AUjIJRMPwAtTYHgSpg4i8sAqrk4ODg4+MjcggaWE8DVUJaChQ5cxSMglEwCkbBKBhegPHv37/Pnj2DVJZYVYBXfEFraGA1SvxB0DAt/8C6qODWUcAAmn4AxhTDv3+jATpgABj+wFgYjYKRBsD9CMbRrsQgBIO2VGRm/v/3Lz5XgZZH/fz5E2sPFVjR/vv3//v3TwIC35DFgamQFDf8B2shRccowA2+f2f984eJh+fnQDtk5IKfP1l+/GDh4/sx0A4ZBXQF799zcHD8YWMbPZho0IHBWSoCGwQfPnDw8/+AVIJYAQuwgysmJoa1UwsU/PXr7+vXX+Tk0JdJj4IBAv/eveP78oVVTu4D2hayUUAv8P/LF67Xr7lGo2CEgf/377OKin7n4QH2RgZdT2tkA1Cp+PUrq6zsoMqS///9Y757lx1ce+KugBlAFTX2IzzAPWDQAPL//0yjY8iDBABbVeARCKbBlNRGFACNKY1GwcgDoPFn8HAi02gFPNjAoCwVgQUFE7D2/PcPtAgKl6LRU65GwSgYBaNgFNAfMCI1Zf5j6yai1aYQNQR1DSUweNoLo2AUjIJRMApGCICPJUDGX7GOK0Dq2v9gNf9gtS8TTPD/IOvykgNGe8CjYBSMglEwCugJmBj+/Tg/f3ralJv/WVkZ//1jUjWoakryV2WG1ccs/75/WpDfMPkM6CBkZiZQjSvn7NncGK16cWFc9fbrb5lZmBj+sPL5VBY0+YgO3RnS0Qp4FIyCUTAKRgHdAKi2/HHrUGXJjnPMUtN2l8ocWJNStK5LXEW3z1OJ6RtUzd+/D85cvnCRJ2xiS5un4P9/vxg5BKX+nutt2bRs1+OkWXVpeh8aLCZNq1xubZFnxcxI5lnMAw2Gdv99FIyCUTAKRsGQAqBh5683bx74xCbjGBJlqG9ro2nA9u/4ycvXHv3CUiUxMrKyswtLSynLynO+vH/kzisGSedQPwtzcz1rY8a3j87vO/eBmWWo9oFHK+BRMApGwSgYBfQE/58/ef2XbINXkQAADaxJREFU6T8jC/s/hl8///xnZmH4//PXl++/YDPB/xmYmRVMdA30Je/O63M0idd271l+8/O3V5+///jJwMbB9Pcvw98/jGxAlX/ff/zBOGTXpY8OQY+CUTAKRsEooCv4+xd8bNX/f5BzmkCnIX/79enrTwYGNrD8HyZOrqRZvUkMrAx/X+3snhJWub+8VkE4mp+blYHhN3h3LAgwAtlvPn0DnWMxNKvg0R7wKBgFo2AUjAK6Ah5ujr9MTIwsLMAuICMTsCJmYODjEuHnZGDgYGDgZ2BgZmBgB5M/GZgVzdw8nDgYHj/78PX7XzYOZgZGZlZmUI3LyPSfgZ1VTpT/H1D/0NyONNoDHgWjYBSMglFAT8Akriwl+Ov3j2cvvzDw8zNzfvzOwMf3X0JI5NG+fTsv3RK2dbQT/nj4i1igjjwDw4+39y9f+cEgKS5hYCK5k5WT4d3T17/ZGJj4vj3/z/T3h4Qk53/sR0kNATBaAY+CUTAKRsEooBsA1pbM7DrmubZ7Gvbvj874IHrr2mF2sfQ4V1PBJw11fW1HmVu321g82BFc9SDJRZn937uLO0681nSeVuqsqMIc4qa25PStmuTe3XI/t95j0I3zCzfk+f3p338Gwhf0DUIAOmzy0yfsRz0zMjL+/v3vzZsHamovhuois+EGgNHB+/Urq7z8u9HpgwEC/z9+5Hz7lktJ6c1oFIwk8P/ePWFh4W/8/N9Hj6KkGIBO2Ph88+ySXe/fv3v2l41dWF3D29tJ+FKPi+dmjoLa7dVmnE/Pz1pz+fmH3/8ZmNh5hAztLTxMJUCLs95d37Dtye1HL779/ssjLWbu6WIjDSwVeb59Y5WTG1Sl4v/fv5nv3xdSUXk7ehTlKBgFo2AUjIJBAkAVEq+6daY6EwO05/obiLYtffxOyLQ/3oCT8S+DjFFagSVMPbDT/IOB4TuIKaQVEKOHdIrW1yF9GiVRFfBo93cUjAI4GM0OIxaMRj31ALDW/IYq8tMwOW55KqeOLLBy/QNGaDd+QkJ/yFwDCkkt+NMM4Qr4////f//+H015gwP8By3A/w8ih3S7bygDUHYYjYKRB/5DSkJwvI8CWoDfkroqksA89f8XiWE8OEtFaEEBJPEMQYPmgD9//oxL9u/fv8+fP2Nm/oX1wuBRQH8AuQuPhWXILvsb+uDfP9C1dKyso1EwssDv30zMzPgK01EwUGBwlor//zP8+cMEdBWeyhNYAf//9esPHiPAVwKP1r6DCDAy/h+NkYEFo1EwAsFopA9mMDhjh6CrWMCKcKoASjEzD551ZaNgFIyCUTAKRsEwAaBDrEeHl0fBKBgFo2AUjAI6A0gPeKBdMQpGwSgYBaNgFIwwAKqAmZgGsgZmZBztgY+CUTCIwOhC31EwCugDQHPEA+uCv//+P3n969fvf6PHy4yCUTDA4D8DJzuTtCj7aF4cBaOADmDgT8L6/fv/41c/pUXYRvvBo2AUDCz48/f/o1c/JYXZmAd0VGwUjIIRAga+AgZ2wLk5mBQlOQbaIaNgFIx08P8/w8evfwfaFaNgFIwUMCi2GAGz/UAPhI+CUTAKGH7/Gc2Ho2AU0A8Migp4FIyCUTDkwNWrV3ft2oVfzbFjx06cOEEf94yCUTDkAE0q4NWrV9+4cYMWJo+CUTAKBglgZWVtAINv375hyv78+XPmzJmZmZn0d9goGAVDBRCugD98wH5bMC6wc+fOwsLCPXv2PASDx48f03Wh9f9/f379/P7z99/RsbRRMApoCdjY2P7+/dva2rp161ZM2fPnzxcXF3/+/JmdnZ3+bhsFo2BIAAKLsC5evNnbu6C5OVdeXoqgWd+/f9++fXtlZeXTp0/z8/OLioqAguLi4tevX+fh4SHHdf9/f/v6/deff6ClWkws7Jw8nKyEFmf++fTs1rXrXwSNdFRFeQZ+idkoGAXDFQBrX15eXhMTE3l5+Vu3biH3g4F1Mz8/v42Nzdu3b4HKBtCRo2AUDGaAr4q6du1uVdXEZ89elZX1dnUVE6yD3717t2HDBmBWZADt5QcBIOPZs2eMjIy/fv368eMHHx8fCU77+/PTi3tXH38GZmZmxn8MbNyiMirS/MwEdDEz/f/39w+wvmYerX1HwSigIfj69auxsbGkpOSaNWuWLl0KzOlwKWDtGxMT4+Hh8eLFC9yXrY2CUTDSAc5a6urVO+XlvW/ffhAQ4L1370l5eV9ra76ysiwes6SlpTs7O5mYmBYuXGhqaqqgoCAEBtzc3I8fP+7t7W1ubgY2mYl02b9PT64/ePlLQMtSWwwm9ufHp7cffrEICPCz/fn84fM3Jm5hAS4Wht9fXr//9vv3HwZGBl6OvwwsrCx/f3x48fQfJwsjG6+IEBdonfXPT6/eff3zH3TslrCgADsH08f3n378/s/09/d/RlYWLj4hvtGBslEwCkgAgoKCwKx97ty5gwcPIte+QPDx48fly5d7enpKSUkBa+iBcuEoGAWDHDA3NDRgil68eLOycuLr1++4uDiBXHZ21ufP31y4cENfX11YWACPccD61cLC4vbt2/X19aWlpcDK+Pfv39u3bwfmxrlz5wLbwvb29sAeLbKWP3//v/n4W1IY/SCOXx9fPH318TcDM8u/X1++/wT2gNmZv7+8fenMw68CIhIcn+5cvnrjM5u0GMfPp3ev3rz35D8r2/sPnxm+f/3HyvTh9WtW5v8/P7x68PwDp5AEJyvDk9vXH39mYGP49vrx3Xe/2IQ4/92/AdLFwsz45dXjJ29/8YuKcoz2mUfByAZ//zG8+vBbQoiNiYhjcYDdXGBOb2lpAVa3mLLfv3+/fPmyjY1NZGQkDVw6CkbBcABYFmHt23cyN7f11q0Hf/78/fjxMxB9+PD5////p09fyctrP3XqCn4TJSQkJk2apKOj8/fv34yMjJs3bwI7nXp6epMnT3737l1WVtaTJ0+IcRkLr7iCshT316dXLp6/dOny1TtPgJ1fVhZWVhbwKT1MzGDm/4/P79199UNYXlNPS9NAX19SUoLx9++/bAJSajoKMgJs/z+8+vzr65tnD19/ZwEBZlZmxidvv3/89IuNlZWVT1xeU0dahP3/7w+vvo6u2hoFo4AE8P79e2D3F78aYPZ//vw5fdwzCkbBkANYOn2cnBypqaF8fNxoq5cZGZk+fPjEwcGGqQUNyMvLM4DXaAB7wJ8+fQLXfCw/wUBISAjIJsZlzNzCUtwCvBzCn3/9/vXl1f1nj58zSwujnpAHdODXb99Y2dl5REHz06zMDKyCPExP/jBwiDIxsf3785eBkZn5/5/fn57/YwY6n4mRiVNIRl2YjZuH7dubf/8YOIWZ/jGBjp5nZGIePXpvFIwCUsDr16+PHj0KZAQHBzs6OgK7wi9evGAADZix9/b2Xr16dfr06adPn75///7oKPQoGAVYAZa60NJSH4goN5qZmRmYAx89egSsiS9fvgzMk1VVVfX19WhD0PjN4BUV5wXW5R9/PH7y6v+fP39YQAu7GIE1KWiIDNg+YOTn4/v75tWnJ3cZtJR//fjz98MHRtA6rH+Q1gOYZARq+PPrJycbi7y8DNTg7z///v33n/Hvf5Ah/wf8RopRMAqGHJCWlp48efLHjx9tbW0FBAQMDAxCQ0PfvHmzYsWKgICAf//+eXl5cXBwaGpqDrRLR8EoGKSAttOenp6eEMbDhw9FRUWBFTDxte/Xl3cfvPjw8x+wOgXtY+BXVFeS4P7zkVHw5cP71y88+/f1+19mDkZGHkllrV8/rz9+eP7n51+/fovzMDMwMYHrZnAHmQHYz2Xik1bX4vhw587d859eM/z/x8QnpSzECBrIhtS7CGIUjIJRQCzg5ubW0tKqqakBsn19fa2trXl4eIDdYmDtCxQ5c+bM2rVr6+rqBAUFB9qlo2AUDFJAp3VHUlJSlZWVwOYw8VrY+cVlOYSAvVQGUJeXlZOHm42J4T+7nAGv8M+//4BCQMDKzsnEwiSiqGMo9vMPeLshBzsrExOj0B8mLg5GJkk1fSElZnYOVlZGSWkeHj5+0JZEYKXLysnBwaykbSwDZLExsSsaGMkysHGMjkGPglFAGuDk5DQ1Na2oqAD2d/39/YEVMLArDBQ/e/ZsSkpKdHT0aO07CkYBHkCnCpgVDEjSwsLBw4dRXzMyM2MRZmLj4UXpWLNBthQxcXIj2Ym2A4qFhRWqip2bZ3QL0igYBaQDYCc4OTkZWA0Dm9e/f/+eM2cOsI179OjRzMxMoHhubi4T0+hp86NgFOAEoztvRsEoGAUUgaioKBYWlgkTJrx69er////8fHzACjgjI4Nx9IrvUTAK8ALGAV9/9P3nv+sPvxmq8ozm1lEwCgYW/Pr9//L9rwYq3MxMJOfG79+/r1ix4svnTzGR4YKiErRw3igYBcMMjPaAR8EoGAVUAJycnImJiQPtilEwCoYSGJ2hGQWjYBSMglEwCgYADIoKmJGRYXT8eRSMggEHrCyj+XAUjAL6gYEfggZWvV9//Lv1+DvjoGgMjIJRMHLBnz//f/7+Bzq7ZhSMglFAezDwi7D+/fv/4v3vX6BsPwpGwSgYYMDBziQuyDZaA4+CUUAHMPAV8CgYBaNgFIyCUTACweiw7ygYBaNgFIyCUTAAYLQCHgWjYBSMglEwCgYAjFbAo2AUjIJRMApGwQAAALHkop2qs4DEAAAAAElFTkSuQmCC"></div><div><br></div><div>The calculation details are displayed for the fields "Actual deviation value", "Actual deviation in %", "Max. net deviation", "Value deviation in %" and in the sum line with tooltip.</div><div>&nbsp;</div><div>The overall result is displayed in the header area. The following display texts are possible:</div><ul><li><font color="#008000">There are no differences:</font> The current total value of the item is the same as the incoming invoice. An expense distribution is not required.</li><li><font color="#008000">All deviations within the limit:</font> The current total value of the incoming invoice differs, but the differences are within the maximum variance.</li><li><font color="#ff0000">The expenses cannot be distributed because the allocations are not complete:</font> Not all invoice line items/delivery note numbers have an assignment.</li><li><font color="#ff0000">Expenses cannot be split because not all items are covered by limits: </font>You have to define a maximum deviation either for each item or for the total value.</li><li><font color="#ff0000">The expenses cannot be split as expenses have already been recorded:</font> Manual expenses have already been recorded, therefore an automatic expense distribution is not possible.</li><li><font color="#ff0000">The expenses cannot be split because the discrepancy is outside the allowed range:</font> The current total value of the incoming invoice differs and the differences exceed the maximum variance.</li></ul><div>In addition, there is a separate presentation of the audit result for each item:</div><ul><li>Empty: no variance check possible.</li><li><img alt="EMBEDDEDIMAGE" class="imageborder" src="data:image/png;base64,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"> (Hkchen): The value of the item is within the maximum variance.</li><li><img alt="EMBEDDEDIMAGE" class="imageborder" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAUCAIAAADkwkEeAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAABJ0AAASdAHeZh94AAAA90lEQVQ4EWP88OEDPz8/AymAiSTV5OthwRT6f+/Kt6WdDAyMQPa/3395EioZlXSQFTCi+eenMwfD75/oxrCys+/9gd1tP+2Z4BpY9v8BogtfwJzfP0FSmHpANvz/j9MT//+DFCDrAfoBi5PQwO+fIGVwPWBPEwaX3YKQ3cZIjJ6/P/4g68HtEyTw5xdIDzR+/v3+hyZ9xhRb1P3+i7AHGHFo0ian/wARssjFy1KmZ3ci9IBimpWdoNsgCQLhAGBMgyIOFkVobgNaYvb+KVQnwbQDVA0k4RoYMNMo0DZgxF1yC/r78/ffn3/+//4H9AOBNEoMoFeeAwCEZnFtZKj9qAAAAABJRU5ErkJggg=="> (Call sign): value exceeds the maximum variance.</li></ul><div><br></div><div>Column contents:</div><ul><li> <strong>Actual deviation value:</strong> Displays the calculated deviation value in the master currency of the incoming invoice value.</li><li> <strong>Actual deviation in %:</strong> Displays the calculated deviation percentage for the incoming invoice value in the master currency.</li><li> <strong>Max. net variance:</strong> Displays the maximum net variance stored in the master currency.</li><li> <strong>Value variance in %:</strong> Displays the stored maximum variance in percent.</li></ul><div>In addition, the amount in the master and incoming invoice currency is displayed in the value fields in the toolover. The calculation formula is displayed in the field "Actual deviation in %" in the toolover. The origin of the data is displayed in the fields "Max. net deviation" and "Value deviation in %".<br><br>Apply button <strong>expenses</strong> in the menu is only active if all checks are positive. </div><div>This function makes sense if you are not working with the automatic distribution of differences but if tolerance limits are still defined in the master data.<br></div><div><u> <strong><br></strong> </u></div>
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