diff --git a/Documentation/User Manual Source/Release Notes Vecto3.x.pdf b/Documentation/User Manual Source/Release Notes Vecto3.x.pdf index fb100663ccf49ee5240ef6e7ce83e649c1559400..528ad3240fb8f0d4a557874499a155c5b04894fc 100644 Binary files a/Documentation/User Manual Source/Release Notes Vecto3.x.pdf and b/Documentation/User Manual Source/Release Notes Vecto3.x.pdf differ diff --git a/Documentation/User Manual Source/Release Notes Vecto3.x.pptx b/Documentation/User Manual Source/Release Notes Vecto3.x.pptx index e46ad73f7ef3faa29c4fac8eb8a50b15343b740e..5595f7a989137eb83cda22eda925dac5ea342f18 100644 Binary files a/Documentation/User Manual Source/Release Notes Vecto3.x.pptx and b/Documentation/User Manual Source/Release Notes Vecto3.x.pptx differ diff --git a/Documentation/User Manual/help.html b/Documentation/User Manual/help.html index 92bad9001ec6dcf0e2c4e5bc1b5fffefd5ad2b23..8a34af0ba7d5ad96ea9c518d4caac9eb572469e0 100644 --- a/Documentation/User Manual/help.html +++ b/Documentation/User Manual/help.html @@ -182,20 +182,25 @@ code > span.in { color: #60a0b0; font-weight: bold; font-style: italic; } /* Inf <li><a href="#driver-acceleration-limiting">Driver: Acceleration Limiting</a></li> <li><a href="#driver-look-ahead-coasting">Driver: Look-Ahead Coasting</a></li> <li><a href="#driver-overspeed">Driver: Overspeed</a></li> -<li><a href="#advanced-driver-assistant-systems-eco-roll-engine-stopstart">Advanced Driver Assistant Systems, Eco-Roll, Engine Stop/Start</a></li> +<li><a href="#advanced-driver-assistant-systems-engine-stopstart">Advanced Driver Assistant Systems: Engine Stop/Start</a></li> +<li><a href="#advanced-driver-assistant-systems-eco-roll">Advanced Driver Assistant Systems: Eco-Roll</a></li> +<li><a href="#advanced-driver-assistant-systems-predictive-cruise-control">Advanced Driver Assistant Systems: Predictive Cruise Control</a></li> <li><a href="#vehicle-cross-wind-correction">Vehicle: Cross Wind Correction</a></li> <li><a href="#vehicle-rolling-resistance-coefficient">Vehicle: Rolling Resistance Coefficient</a></li> <li><a href="#engine-fuel-consumption-calculation">Engine: Fuel Consumption Calculation</a></li> <li><a href="#engine-transient-full-load">Engine: Transient Full Load</a></li> <li><a href="#engine-correction-factors">Engine: Correction Factors</a></li> +<li><a href="#dual-fuel-engine">Dual Fuel Engine</a></li> <li><a href="#engine-torque-and-engine-speed-limitations">Engine Torque and Engine Speed Limitations</a></li> <li><a href="#engine-fuel-consumption-correction">Engine Fuel Consumption Correction</a></li> +<li><a href="#engine-waste-heat-recovery-systems">Engine Waste Heat Recovery Systems</a></li> <li><a href="#fuel-properties">Fuel Properties</a></li> <li><a href="#transmission-losses">Transmission Losses</a></li> <li><a href="#gearbox-at-gearbox-model">Gearbox: AT Gearbox Model</a></li> -<li><a href="#gearbox-gear-shift-model">Gearbox: Gear Shift Model</a></li> -<li><a href="#gearbox-mt-and-amt-gearshift-rules">Gearbox: MT and AMT Gearshift Rules</a></li> -<li><a href="#gearbox-at-gearshift-rules">Gearbox: AT Gearshift Rules</a></li> +<li><a href="#gear-shift-model">Gear Shift Model</a></li> +<li><a href="#shift-strategy-amt-gearshift-rules">Shift Strategy: AMT Gearshift Rules</a></li> +<li><a href="#shift-strategy-at-gearshift-rules">Shift Strategy: AT Gearshift Rules</a></li> +<li><a href="#shift-strategy-mt-gearshift-rules">Shift Strategy: MT Gearshift Rules</a></li> <li><a href="#torque-converter-model">Torque Converter Model</a></li> <li><a href="#auxiliaries">Auxiliaries</a></li> <li><a href="#pwheel-input-sico-mode">P<sub>wheel</sub>-Input (SiCo Mode)</a></li> @@ -219,6 +224,7 @@ code > span.in { color: #60a0b0; font-weight: bold; font-style: italic; } /* Inf <li><a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File (.vgbs)</a></li> <li><a href="#transmission-loss-map-.vtlm">Transmission Loss Map (.vtlm)</a></li> <li><a href="#torque-converter-characteristics-.vtcc">Torque Converter Characteristics (.vtcc)</a></li> +<li><a href="#gearshift-parameters-file">Gearshift Parameters File</a></li> <li><a href="#pto-cycle-.vptoc">PTO Cycle (.vptoc)</a></li> <li><a href="#pto-idle-consumption-map-.vptoi">PTO Idle Consumption Map (.vptoi)</a></li> <li><a href="#auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</a></li> @@ -307,7 +313,7 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <div id="main-form" class="section level2"> <h2>Main Form</h2> <div class="figure"> -<img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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" /> </div> <div id="description" class="section level3"> @@ -517,7 +523,7 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <div id="job-editor" class="section level2"> <h2>Job Editor</h2> <div class="figure"> -<img 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" /> </div> <div id="description-2" class="section level3"> @@ -526,7 +532,8 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <ul> <li>Filepath to the <a href="#vehicle-editor">Vehicle File (.vveh)</a> which defines the not-engine/gearbox-related vehicle parameters</li> <li>Filepath to the <a href="#engine-editor">Engine File (.veng)</a> which includes full load curve(s) and the fuel consumption map</li> -<li>Filepath ot the <a href="#gearbox-editor">Gearbox File (.vgbx)</a> which defines gear ratios and transmission losses</li> +<li>Filepath to the <a href="#gearbox-editor">Gearbox File (.vgbx)</a> which defines gear ratios and transmission losses</li> +<li>Filepath to the <a href="#gearshift-parameters-file">Gearshift Parameters File (.vtcu)</a> which allows to override parameters of the <a href="#gear-shift-model">Effshift Gearshift Strategy</a>. The gearshift parameters cannot be edited via the graphical user interface. In case the default parameters shall be used either an empty .vtcu file (<a href="#gearshift-parameters-file">see .vtcy</a>) or the gearbox file (.vgbx) can be provided. An example .vtcu file is provided <a href="#gearshift-parameters-file">here</a></li> <li>Auxiliaries</li> <li>Driver Assist parameters</li> <li>Driving Cycles (only in Engineering Mode)</li> @@ -591,7 +598,7 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <div id="driver-assist-tab" class="section level3"> <h3>Driver Assist Tab</h3> <div class="figure"> -<img src="data:image/png;base64,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" 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I8eMt4DPVVZzx69VJm89kSvnj2tV7VMzx490EvG1SBlvXuq5eRV5vXqpad7q3WtZazpPrKsbEON63KznR5qvO7QYbzz7jsqzH6K/v3763Afqmh1Ttu3b0dqaipOPfVUXRboxwEiIiIiIqLuLmCQlRrZtZVv4by7J6N/3wGmNBAP6uo8SB2RhP/csUxNqeCloyew8o0SzHziLuzcs0sHPQmgQpaRwGkl1XrRZlIHN5PdonQ4tSZ0eJVaTrVctNqebKOHTOvgqgKpTKtyPa6Csw6pEjZV0LQDqQ6ivfqgd6/e6CNlauirlu2jpnv37o2+vfqqQb2qsr69+qGvKuvXu49atg/6qfX66kHNU2W9ZdxeVwVb2ee+Pd/i8x07cPzxx+Ooo45S1zHEIKtDejSqqqrwbOFzuPD8C3D22Wd7gzDDLBERERERUb2hY7/ve4+shCcVHzFiyGkYcWKcDmn9+/QNPPTuhwF9+6F6+za9rlWratm642N8qULsUf0HqGX76eUlFB6hxuXVKjOD2o4M/XrLMrJd9apCpX6VeXoda14/vV+/QUKlzJOhj1/o7KXCqoRRvYy8quCpw6cEWetVAm/vHr2t2lUJwj2sGl2pnZVpGezQrEO0vKpwKfHSCpne5G3NU4OQZUIa1PJy3V0uF665+vt4tbQU/335vz4Btjm1u0RERERERF2bylFmTJPwJLWmRx8xEL+55lbU1n4RvEbQSnLYu38vyja9qcfF519/iQ0fbtKB0MneTqDt1ce0+mWsprVWWX2QkwLH+lJutmctY8blP1Ku/pXzsUnTZTlD6xhUuV7fnicXQy6HhFS9oqKmZb4arFXqrGm9hDXDerW0NHDa53vKKafg+uuu0zW8Dy54UJfX1dV553cGhw8fxpdffom9e/eako7jwIED+tjknmQiIiIiIuqkVATzCbJCQpM00z07dhRGDDsdBw8dckRBfx7dhPbPr64000DlJ1vwcsXr6N2rlykJnYRFO69ZNZUyZgVPGfSUFJpxfQZ6ISmrX1fTRbKc8xRlIf2vmWe9WpuT0voNSAtofc+uNeX9x6LKZVSCsfdYwmNv57jjjkNy8hgVaK/Hdddf763hjdR+Wtvjjz+uz+Haa681Je3j22+/NWP17rjjDgwaNAhz5841JURERERE1Pn41cg6HX/kMUgbfaHufTh4hNJpDs+/t9aaVN7/dDOqt2/RTXJtodYmynKNB7b62lSPerGX1BFTJU85HZkty0hNbJ2aJyco01aZntDrWWUmJJppHRp1uSpQxyKHbS1t0euoV+s+X2s9ORZL/XLhkg6lhg4diodycnD3Pffg0KFDulyuT6RrZqWDKdlXWVmZKQmP1Mg6XyPhiiuu0E2vgw1JSUlmScuxxx6LI444AlOnTjUlFjkmeyAiIiIios5JZzJr1JdEpYH9j8SEM8/HwcONN8OUwCjhSgLvN9/uRsVH1ejTu6+ZW88Oqc4gJqNyEPpATM2jkOVsjlHFcbiyGQmWZgG9WbOs3HtqhU5VoF8t8mqXW+PeVRRrzPtfFVYlsMq0vR0zswHrGOrPKxLkekjAnDljBm655RbrsT5y7HpfkbNlyxZ8+umn+Oqrr0xJx1NYWIjNmzejuro64PDWW2+ZJS3ffPONfv3666/1KxERERERdR0elYkCBlk7Kp15yghcl3ol9h7YZ0oCkxD72Opl2P7Nl/j3enlsT8MgKwHMDrOaHTx1/gseAnXY1evK4nV6FR1EVZm9KRmXHKzvcVXhU7YmJ2Yta+br5a1gqlc0gy5Tg01vV/0jy+uj0suoFxn1SLm1rN6+zLC2qNeJNLlegwcPxn3z5mH58uV47bXXzJzuR67Fxo0b9WugwWnDhg14+umnsWLFClNCRERERERdSX2C8yPRYOjRg3D+iDH4dl/wjnsky317YD/+sbYYH+74BJs/rNQ9/jrZQcMKfta2JfdZt6Cq/5hyOwrqMGnKbDooyrNk5V+Z57eO7MPqzEkW01FUvfZQr7KstYyQaVlfIq29D3nRj6mVcV1uxtWrPhb1j1woac6sy/VxyET9sipOWSMRZB/fMccei4wrrsBn27fr6e7Kvh5NGTFiBL7//e+bKSIiIiIi6lqsfBaQHRlGnzoSo08b2UgTY7URFew+//oLPPBsHgYcdaxPDZmMO5sNC9l2neRXPW7VfOp1HEGlTjoI1pMSFmUpa1lrTAVWvb76x8yzmgHXr2+HTflH5un5ejBLmUWtaWuet0myGqR2V/6xlrW3JePWfux/9Ib0jNZ16OBBfXztQZoe//a3v8WUKVMwa9YslJSUmDmhefLJJ3HDDTfg3nvvbZPejCsqKvDMM8+Yqeb54osvcNddd+lznTNnjm7STEREREREHYiKRUGDrG1M7JlIO+si7NePLKkPqE4SEqX58WvV7+hnuAYjMUyW23tgPw4c3I996nXvwX1q22pcDTJv/6EDelyXqfn79PwDqlym1Tw9/6Be7sAh9SrjKmRL0D5w+IB6PaR7WpZ5B9UyUm4Nh3BIhrpDVoc/dTLUqcB8WIVqea3DYRWm5VVCtfqvHnTINoMEXDXTyq2OUOnt3LiLkXtMpSMluVf37rvvxp///Gc8+uijGD9+PAYOHIgnnnjCLNlQ79698fzzzyMmJgY33ngjli5dqgNi//79dahtTT/60Y90jawcb6j27duHc889F8cff7wO3LLuAw88gLi4OIwdO9YsRURERERE7S8KUUNGjPF88v46U+BLYpzUOv7t1X/jF3+5XwXFg+jh6I3YyWraWx/uhLNMwm7tt19jxmXXoYczBEosVMvV13iaMkNqVq0aU/Uq86TmVJZQ5VJDqetNo6PRo4dV3qNHTz3dUy0nxyqDNHXuqeb3iO6pn28rPSpLWQ9ZTr1aZWroqcqje6F3TynrZZX3sJbtrefLtMyT5WR92b7svwe+3b0bn+/YgRNOOAEDBgwwRx857733nq4dvOqqq0xJZEhIlRrX5557DhkZGabUCnbS868E+9NOOw1utxsjR47Exx9/jEWLFmHdOusz88Ybb+Dss8/W4+IPf/gDfv7zn+vH3Gzfvh3Dhg3TtbjySJ6///3vKC4u1ssVFBRg8uTJerwp9mfo/fff182GmyKBVI7vL3/5C66//npTCvziF7/AI488gl/+8pd46KGHTKlFjvODDz7Qwf3BBx9EbGysvtdWHtkj1z4hIUG/EhERERFR+xp63rWNB1nbjq934ub/uwvF77yMfgE6cgrG26xY5VQJxTH9j0TVI8+buV3Lnj17dHDrKkH2hz/8If7xj3/ozqZkvj+plZUmxhIyJeza7CAr5NE+r776qh63yaN0pBdioZuTh8AOsqWlpfpxO06yDbneUtNra26QldpmaTotQV2aJTvJ82gl0IuXX34Z559/vh4nIiIiIqL2MfT8H6LJpsUSFI4/6hikjjgbA/r0t8JHCPnDJ6SoHCLNiW8e9yNT0PVIba2cs895d1K7du3SIVb885//1K/+cnNz9aucb3l5uR53Ov300xuEWJGXl+cNpm+++aZ+DdV5552na3qdgwTtcJoqSzNzaS4tfv3rX+tXJwnIcr+sWLNmjX4lIiIiIqJ2pCJXSDWyYt3mdzHjibnYvP0D9OrV29H415czyOnmwLKkiss7dm7Hx4vXYcjRx+uy/fv34z//+Q9eW/c/9OvbFz2kOW+vXmbNhupU4JB1gu7YjzQ67tEzGr1799HHcfDAQRw8eEDXDIdKH3sTZHt91D7OOeccXaM34IgB3hq85pJrZ4c8f21ZI/v6668jOTlZj3/++ef6vlF/hw4d8r5fRUVFSEtL0+N2jazUvD777LO6zElqOI866igdIP/617/iuuuuM3OCs6+JNHGWe2+d5JpNmzZNd8xka06NrBzPMcccoz9bUuN7yimn6HJbjx499L3Acn/vpEmTWtyJFBERERERRcbQ868LPciK6x/7BZ5b/yJ695LH64ScKHUnTT8fdz3uu/aX+j5WlUx0kJEeYqVJbr/+/bBly1Zs3bIFhw8dbhDmpF/jo2Ji9H2Ksl6j1KoSJA8frsPn27fj3Xfe1R07DR8+HK54l76fde/eb1Uwrm8O66TvC1b7l8Bk1bKaGUF59P2/A45UAbb/EXpdCT9OjQVUf8GWbcsgu3r1alx++eV6/IB674L9wGAf55/+9CcdJoUdZGVbsk1/8v717dtXB2FZ9uabbzZzgrP3s23btgZBM5DmBNlvvvlGB1k5LuePMIGkp6d7m0UTEREREVH7GHr+9SEGWfl+r7LEi++9hlvyf4NPa3fo8ObkDAESPKzwYZXJPbbvLSjGyBNdqtxszFijQtPdc+9EtAp/Epp0kDPzbLKt76ak4NHHfm9KGnf77GysLS3V25JOi2SPfVQwlemzRo/G/AcfwNEqvAQjtbd5ixdj2dKlTdauyjYlmE1VQe6HP6oPTcH8VYWrRY/9QU5KVtZlEqISzjgD8+6/H0OGDtFl+jqYACfaMsiuWrXKW8Mq169Pn8A9Udvv89/+9jdce+21uqw5Qfbxxx/XPRo3xb4OrdHZkwTZo48+Wh+X9FYsvTEHIu+H9IR84oknmhIiIiIiImoPQy+4vul7ZJ0uTEjG0f0Heh9RI+xXIYHD95mxUTh46CDOiR2FwUefoObLPaRWgJPgUPjss/jJ1Gk6SH3y8cf48osvsPPLL/Gl3yA1t1/v2mW22ZB9DKvXrMG5Z5+DpwsK8NFHH+kednfu3Km3Kfv47LPPUFxUhPPGpqh9P+ftpMh5DkIe0/Plzi+xZcsWbN26tclBervd9fXXZu3ANry7AWOTz8Wdv75DH5ec7yeffKIHOa7n//MfXHzBBfh/t//KrNG2nKFZmv7a5H7ZQHQzb0Wu3ZAhVvgOhTxH1r7e0jFWe5Pac6l5F/IjwS233BJwuPXWWxliiYiIiIg6BLmRNBQm40gt7CVnjEX/3n1VUZQ3kMirMwg5x7/Ztxf3TnbrHoulrlXPUv/ZsWMH5t8/XwcJGewALOv6D3Z5IPa+X3vtNcy6+Wd6u0K2Z69jj8sgoWWvOqYp1/8I77z9tg6zgbZtHaYVzJsa1Jb18v7s6/PPp/+JC887Dzu2b9fTso6wj0mm5RocPHgQf87Px22z3LrcXr81SbAUzp6W5V5UW3V1tRnz5ezgKT4+3ozVk0fXBCI/Stg/IMijbtqbNCG377uVJtVERERERNTBSYYyo00zmeo3k2fhhIHHoc5Tf4+pHchkcJLAMjjmWIwYEqtDsHOuNFndunWbfg6rjwDhTQe/QElRkX1KOLr5xpv0Nu3j0CFQ/SsR0z8QSlnM0TH47phk3bTUmu+3X13k0edgBy8nWceeJ/fV+q2tyXGsf3M9bv3Zzbr5qizjvEb2NuTVPkZpdvuPv/0NC3MX+izrHA+HhGWbXK/a2lo97nwWrNSwjh49Wo9fffXV+tVfZmamfr3ssssC1sjaz2T1J8vLuZ511lk46aSTTGn7kR825FFD4oEHHtCvgUinUIE+B0RERERE1PZCD7IqR9lxbZAKsnawsmsXnaylovDVnl2Ycen1OOGoY71BzXZg/3417JOEpqclJMijTi665BJcM3kyvu83pKaep5cL5Ld33Y2vd+/WtZrO/Rx7/LEYnzYBEy6/HENPPFF3WmSHRllKmrYu/uMicy71QVGCrgTKowYOxMCYGBx15JF6GXvb8irnLWF4YMxA3RQ32H2kP502Tc2znr1r71vWlXWkFlTuyezdp74nXpkv1+GeuXPx0YcfmlKrPBIkPEpHTr/61a90B1hyXscee2yDe4HlGbHCfjZuTk6Ovhf24Ycf1tM1NTX6GgXr/CgxMRFvvfUWjlTX7sEHH9T3zo4aNUrf5yuCPdanPcgjgeScpBl6v3799PH+61//0sPvf/97fb+vXJ+3337brEFERERERO1HJbbm9Fqs0pQOnjXbt+Lie6dg76H9OmD51BaqRXTkUuU9VXnxnD9h9KkJepZT5fvvI3Vsivd+zD0qiP546lT8Ins2YlQ4rKvzDW4SJBrsS9nxxRe4Ki0DH3/8kfdeR3HJpZfgiT/9yUxZ/t/tt2PZ0nxrObWtQ4cP62alVVtqVMgN3hOzhLlJV16l72eVsCykB+RVJuzZ7OOzX/+zpgQ/v/lm3YmVXS6BPePKK7Dwsd+jZw/reP+ybBlyH3kEO7/cqaftczz//POx9C9/1uMVFRW6mW+4nT3Js1jlMTM2OX8JlfK4HH8SVi+++GJdu+rvzDPPxPr1673Xw/bHP/4RP/vZz3RwlUAu41KbaZPg/tRTT2HChAmmpGn29Qi1s6cxY8bgjTfe0MHbrm0V0smTBPHZs2frYO4k75E8cujdd9/V75OT/EghPwDIc2+DdQZFRERERERtY+iFU5oXZJ1B8rx7rsWmT2t07aV87Zdi+/t/tHrds28Prjj7Ujw85Q4MPVo69dFL6fnCP8h6VMDr268f4lVQsUOrTXo0vn/+/Thl2DBTUm9V8SrcPXeuft6pfWzSI/Gbb7+lx+3tyLzXytbi3t/8RgdTqXmTgLJn/3784x9/xzDHtp3nKbbWbMEPf/AD3WGUHdyGx8VhzfP/0ePBXJh6nn5kjL2OhNgzEhPxXHGRnnb60//9Hx56cIG+Z1X2LccgPQq/+tpaPT+SvRbL/atr167VofDCCy80pcF9/fXXuuZV7j8+9dRT9WNonD8a+JNzdl5P6b1YOt/67ne/622y3BzSBFr2ffLJJ5uSxgVbXq6pdM4lxxaoJYGQ92jNmjWorKzUNeYpKSk4/fTTzVwiIiIiImpvzQ6yTk+88BTcf74P/fv009OSFyX6ydN1ZNi1/xv84Se/xU8uusbMrA+Gwj/ICgkRcg+nM8SKnioIripZg5FnnGFK6j2etwSPLlyoa3QlAMo2Lhs/Ho8/+YSe7wylMv7Wm+tx4OABfV+nNCft17+/nteYLSrIXteCIDt2TLLukVhCk+y7T9+++N0jjyA9I90sUU/C4uWXXoZPzfJCgtQ771mdKknnSlVVVZg0aZKeJiIiIiIi6o4kyIZ+j6yD5MwbL/kBjj9SOjCS+z6t8Co1sRIZ9x8+gAtPT8Z5I862VvALscHII3kCDiqc+kbbevsP7EedWsYmgfFIRw+83hCr/pHxr776Cm++8QaKi4qx9E9L8bucHN3pVKQ5w7gdpnv17ImxKSmm1JcE+jq1nHM9Z8dMch+r3NNKRERERETUrals1aIga7cQ/unFmTgo93+aIgmL8t/9hw7gvJHnwDXkVFksJBLaXPHx+P7ka3DtdT/EtT+sHzJ/8APExMRYCzqCnjj+uON0p0M2qc0sN7WYUjtrkybQ0tz04Ycewpxf/T/cfeeduOeuuzD79ttxyBEYI0XXDqtjlcEO03If5irTOZIzsAp5hq5cRHtZIZ1T2aQGWe5LJSIiIiIi6t5aGmR1YAWmXfh9fLt/r96I5C8JYYc9dTjxmEE48+TTdXhsjMy1A91XX9XqEPvYH/+Ih3Nz8fDC+uGhRx7WvQ5LKNQ7chiZcAZ69uqpa27tbdVs3oyn/vFUg/sgn3n6n7rDJKndlGa70hnRiLg4xLnizBKRJT32RjuOd//+/ViWn68DtjOwiuUFy/H1rq99yp3NromIiIiIiEhRkalFQdYOqCcdMxiTzp3grfmUELb/0EFMOOsCpH3nIl0WlDxXVi1vx7aBA4/CP5c/jZ9MnYYbb/hJg+GhnByfUGg786wzdTB1qjt0GPfPmwf3Lbei9NVX8eILL+C2WbOw6A9/0GHSDosSfuVRP5pfDWk47EB9/wMP6Npie1r2u6myEtNvvAkfffSxLhN5ixZjsQrwzo6eZJAaamGvT0RERERERCpbtbSzJ4lWEgfXb30P58yZiEEDrTApoevXE2fi1rRpejqYD7Zt0509yX2jdrCUe12dTXGdLrzoIuSbR9H4W1VUhOxfzsaePXusIKjKpBdkGT/2uOP0eG1tLQ4dOuTtrEnmbd62FVu3bNG9IQfap62lnT2J5LPPxhc7vvBuX0K/bEM6murZq5euNd7x+ef6ETXOGmR5pmm1OrZjj/MN6URERERERN3Z0ItvaGnTYgmxVq1hwolxGDH0NN0h04FDB5EUm4jvf/dys1Rw0oNv7PDh+h5bmzxmRx7rIkHPOUjA828m7HR5ejrGX365fi6skMgowVGGL3bswJdffukNkLYvvvhC1wCffMopavngITZc/37uOezZvcdMWcclxyKhWML8tq1bdU2sfX4yX473d7mPeEMsa2SJiIiIiIhsco9sizOcFRR79+yN+37wS+w9sBe9e/XC6FNH4sSjB6v5jYcvqZGc/+ADiFbBVWpKG1u6qUOUoPe7Rx7WHUPtqq3VZXJsQgKijNvT8irh9rZf/BJpGelWeYuvQePkuAYPGYKnni7QNa422acclx3SnT5TAXd2djZ+8tOfmpL6cyEiIiIiIur2VDxqcY2sxaMz4AUjx+gedo878hicF3+ONauRdCgBT8JZSkoK/vXcs7qZbt8+fepDp7w6BqmpjYoOvj1ZR7a54KEc5D35pO7hWKYlINv378r9sDIuNcFP5udj7t13ol+/fiGHRDkGOT59jOY1VBddcgneLt+AmKOP1sdgH5Mco30t5Fhlu3lPPqGO7S5dTkRERERERA1FDTl9jOeTjc2/R7aeB3v278OtS+/BRzu3Y/Wcpd5w1hy6ue0nn2D//gMN1vWgDv369seQoUNMSUP++3z3nXewZvVqbNy4Udf2nj5iBC697DKcfY4dtBuuE4w8NkeaAh8+dNgs79HB/aSTT7YWaIaXXngROTkLUFO9Gb1799YBu48K8ddedx1u++UvdNNqIiIiIiIiCmzoJT8NP8hKxaFku13ffoOVb5Rg6gVXmzmhaU7oDWVZWUY0tlwoy9ga22dzjl2EevzN2SYREREREVF3IkE2WsU5M9kykrkkfA3sf2SzQ6xoTmgLZVlZxl5OjisQ5zJNaWy5ULdha2x5+1ibu00iIiIiIqLuJsx7ZC0dNXx1plDIAEtERERERBSaqCGnJ3s2vrbGTBIRERERERF1XCOv/mVkamSJiIiIiIiI2kojD7UhIiIiIiIi6niiA3eHRERERERERNQxReuHrBIRERERERF1ErxHloiIiIiIiDoVBlkiIiIiIiLqPKIYZImIiIiIiKhTiWKQJSIiIiIios4lGlF8AA8RERERERF1FqyRJSIiIiIios6E98gSERERERFRp+JhkCUiIiIiIqJOhkGWiIiIiIiIOg82LSYiIiIiIqLOhZ09ERERERERUWfCGlkiIiIiIiLqVHr0QNSQ08/1bHxttSlpuUsvvdSMhe755583Y0RERERERERNG3n9HZENsm+88YaZato555zDIEtERERERETNkjDlrg7atLhmEcbHxCDGb3CXmPntoKbEXX9M491YVGNmBCPnMH4RmlpMs8/X5wRrsGi87CvEbYjm7JOIiIiIiKgT8qih494jmzwf62trUesYcseZeaGKVLBTITZpMpC93hzL4hFYkTS+6TDbHMnJSK6orj/WmtVYsc6MExERERERkSWqq/daHDsTa9bMRKyZbJkaLMqpwPz1uRhnb0i2uzwBcx6NZBXxJExKWIHVdpLdvAmYNg3JZpKIiIiIiIgsnSvI6hpWNxa5x5vmxuPrmxureW5piqub/qr5UhNr18iGvF6AJsO6ZjQBcf5pePgIJC8tRElj21Y2L1LljoISd/Am0hMyErDCJNmSwgpMyhihxzW/4/RuwlE+fsYKeCtxmzovIiIiIiKizsgjQTbKTHQ06+YgSQdDezDhbV0FNmUstpr4Lk9ARY40Ha7BohlzpO2vafo7qWFNZtD1VmDEYkeT4RkBmiInj8BwM+oVG4cEMxp425bhE9SxSODVUyUoXDoNGcGaSKtwrJKsWlctVzEJE7w79T2/9ZMqMFmnYd/yxdn2EYV4XkRERERERJ1MlA6yHVWDe2RzofNf8iTcarfxleAnpNYU8+vLAwm23rp1mJNkwnLSHKxb52jea1u3CZvNqFdNNSrMaMBt22JnInvaUhRK7iwpxNJpGdZ5BBI7AZOg9qWWq0iIq28S7Xd+sRKO5X5a/3KpJZaRUM+LiIiIiIios/F4VJD1dNQq2bYyDct9AvMazPQmSEXCZXIFqv1D4OZNWNdYKHUYlzENS1WSlebC829tbI1YTJhUgZycCiQErbYNVRPnRURERERE1BlJjWxUVBcIsromcw4eLTFpUzpKCoUOqUtRaN9Aqu939W+CG4uZ2QmYk+SGvfmaErXc5KZCqcO4DEyrmIzJ0ly4iTApta1Yl+Db/Njv/GpWr1CLxCE2ULmMhHReREREREREnY9H/dNxmxY3uEc2BuMfDRZQVdhcPB8Vk5OsZXMq6js9apSstxxYYdabsQmTFgfo5XhcLtarxXJMU92kHLXc+ubUcI5DRoK0QJ7QcNv+pEdkuxm1l3V+6gCs/a+YhPX6WUS+560O39wbHOJ5ERERERERdToeRA0d+V1PxdpVpqDlLr30UrzxxhtmqmnnnHMOnn/+eTMVWTXy3NfCDNQ2+8GzraUE7vGFyFjjH1CJiIiIiIioOUZePxdRQ1SQ3RihINtckQyyJe7xmLzU1MMmT8P8xbkd455QFapjJi9F8vz1WMObVImIiIiIiMIy8ro7JMiOVUG22BQRERERERERdVwSZKMR3cNMEhEREREREXV80ejR04wSERERERERdXzRUT16mVEiIiIiIiKiji8a0ayRJSIiIiIiok7Co4Ms75ElIiIiIiKiziPao9IsERERERERUWcRDc9hM0pERERERETU8UWjjkGWiIiIiIiIOo+oIaMv9Wx86Z9mktrL9u3bzRh1BIMGDTJjRERERETUkYz84R2IGjrqIk/FKytNEbUXCbLx8fFmitpTZWUlgywRERERUQcVMMiyZrD9MMh2DBJkqW3xhwMiIiIiClXQIMsvlW2PNbIdB2tk2xb/ziEiIiKi5pAgG+2JMlNEREREREREnUA0+CDZrqk6FylRUYjyDinIKq42M1uZve+sYlMgqpGbospSctVYiGQ7jS3f1HwiIiIiIuqSos0rdUVjH0GVxwOPDFV3YuS9LqTk+sW+1gqDY8di7IZN9dutfg4Fa804ERERERFRi3k6TpCtKXFjXEwMYswwzv1H1Jh5babmjxg3rh322xbi0uBe9ghQ8JxvaI1zo6zMjTgzGTmZyBxVgOfsnVVtBKZPx1gz2Smpz2hMzDj80fkBkc+M43Mr890lAT5BgdYVzvXHqfklptwp4D7MPCIiIiKibqhjBFn1JT9rAXD7+lrU1lpDXnwlkvhtPbLiRmDU2o2o0rWwWcjKSrGaHesa2WJkRaXAW2GrmwdnqVJrPEuaBetls6xlfLZhlvNzxcRRKjdbGyxeuQGZE0fqcc1vm971HeUpUwrgrcQNdAxtrKTwPUybdgZWrPJLo2Pux3rzua1dfzviFyRhnF9iDbxuCdxJKzDJ/tznTcKKyW5VGoDPPibhvQXt9INLV/6xh4iIiIg6jWh0gFtk/7jgPUzKy8W4WFOgxN6ci9rccWaKIsOFkWM3YFOVGl27ASMnLoOn6hFTS5qGidPXeoNn9XMqRE6fqEqrkasC5chlponyspEomGKaItvb8OSp5QJwqeCqa4CLsXJDJq5wmXK9zduAO6v0NqsyNyBd30/rW77szlHW4o0dQ5upQdV7ZyAjNwNnrFgVPMjFjsPNefdDJVbHMkHWranCe2Mm4XL7cx97M0pq1Z8DMxlUrAtnvF6JzWaSiIiIiKhbURk2Gh2g1+IVcHyZD6Tmj3CPs5tfuq3mmbpmSI27xzVsbtnI8m69vBslPk2Zu0tTzSpsXDsKIyRQjlXBMs23QXFatt30uBoqx+KRbBVP9b2ta3Gby9SGum7D2rUFeE7CcIBt+Ii7ApnYiKrildgwakR982XZJh5Btlk37opM635a/3IVhHXIbuwY2krNKqw4I0OFzOGIV59Y/0pZH/5BM9i6sZerT/6v8egfS1DT2Pb81JQUqgAcr7amBPoch/JZ91kmBuPUMVh/lmS+OZgGf45q8MesX+P113+NJLtWNoQ/a3/8o7UPve0GbauJiIiIiJovWsfZjkTfS2h/MZYvy/LleQXi8+zmlyoKZJkv0a+/h8qMPKt8+RmmuWXjy8fr5XPVF+1clHSEppptqXoTNowdCW/FqD8dPOW+VgmUKqR6k+d0FElNqHcogzvoRpzicEXmBtx77waMmhiwzrYZWnoMkVGzagXOyJC60lhcPkkqXBv7tKjAOuY9VJlFgq8bi5vzliO+cgGSkqygFzTnSXg0fy6SFgCT8m5WayvBPsehfNZlmVtLVNn9wK/VRvW4zJda40B/jlbh8rz7MUaaOZfI/kP5s5aByl+fgeX2vn/9aOCm00REREREzdDxei1WX7qtL9zqC7NMS23W66/j1/qLvhqSpEZoBVZJddeYSbjVbo88PN56bWL5y+3ldU2SqSmSZazSrqu6WDfbHXVnYx07SfAECqYUAJlXWMtJuB27BCvtm1L1vbGhN+uV2lasHQWfHKsD823IMY8D0s2YpcY2ULmMhHkM4avBqhWvY+lk6zOV9OvX8XpjzYuxGZWvnwGX/qg1sa40Rc5VAVJ95tcvPwO/toOgP+c9siW5uNluwRDscxzKZ93ZrNk5Lhr7c2QL6c+ahPqlmKz2717lQt76EJpOExERERE1oUME2UlNNdXENKtGxzuU4GbdrjKYppa3OtmJv93U5tqhuatZextc0hRXN8e9FxvvrEJeExWjVvCUHGvH3Ti4lxWpdOuytjNlIzKXNaOXY+kVucE9tLLNR4B7rW26CjJRpQ/MKt+QbpWrXZn7d8M8hnDppsHLHZ+n9bi/sc+svvfVNP1txrqx4zIwrVn3vobyOQ7nsx7Kn7umlonFzSWqPO92U/McpDMrIiIiIqJm6BBB9ubbz8CKLPUF1/5yXyNfvk3NkdxHOGYpCu02l/r+u0aaAYe8/BnAcKsKqmZVZderkdUB0rcpbp59P6vzkTv+j9/R65XB7UyJcWnIKzPbKcuz5vmv5xRsnt9+67fpv3+rvCyvzLF8M48hgqRpMOKd6ayR5sXqsyv3kZ5xu9X0t7F1a+TeUcdjpuTe16V2AA5ZKJ/jFnzWQ/lzFNKfNfVnWZpMQ2qe83C/o8k1EREREVFLdYhei6U5cd7twAK7iWJWIeKX2zVH1n2EWJFk5lXW3x8YUCjLj8Ot0rGs2V/WivdMOVFDkkUn+fVGFmulUSu0Oe5fjUlagMrb18PqcFuaFQdfV31QsRwrfO59Xd7oZ9tfKJ/jln7Wg/w5inXpDqqSpBOpkP+snWH2n4QVk/Lqm0UTEREREbWEyrBRQxLP92x89VlTAmzfvh2DBg0yU9RW5LrHx5v7fKldVVZW8s9AG+LfOURERETUHCN/MEeaFneA5+8QERERERERhajj9VpMRERERERE1AgGWSIiIiIiIupUooYkXuDZ+Oq/9X1q1L54j2zHIPfIEhFRyzV13/vs2bPNGBFRx/bQQw+ZMepIRv7g//kGWQYpIiIiCkcoHeZJkH388cfNFBFRx3TTTTcxyHZQEmTZtJiIiIiIiIg6FQZZIiIiIiIi6lTYtJiIiIgipi2bFh867MF/N3yGr3bvNyVE1Fr69e6JC0cNxoB+PU1J19dY0+IFCxaYMYq022+/3YwFp++RHaqCbAWDLBEREUVAWwbZ3XsPYtnzm80UEbW27333FJx4XH8z1fU1FWTvu+8+M0WRcscdd4QWZDN/xabFRERERERELbFr1y4OERqaK9rjqTOjRERERERERB1f1JAzzvNsLH2OTYuJiIgobGxaTNR1OZsW79pzAEWvf6zH28olowdjUEw/M9X6Qmla3JKaRAps4MCBbFpMRERERESt5+tvD+Kpl7e06bDs+RrU1XnMEXQwNYswPiYGMTKMH49FJaa8PcixjF+EGjPZHCVucw7+gzuMEwrjeBrDIEtERERERB3e/97/HO9s2WmmOpISuJNWYNL6WtTWqmHxJKyY7FalLWQHv+YGwAgExnG55hxql2Oa+me5HldD7jizRMfBIEtERERERB2ePHLrz8/XYP/BDtbHT001KpInYUKsmY6diTW1uWhx9JP118yEvbmQtXS9zsjDIEtERERERJ3Els++QclbbXtvbpNiJ2AS5uDRRSWo8a8OrVkE93jTPHe8G4tkvq45dcPtHq/Lx6v1Funx8XCXqAXs+TPmYN26OUjy1s7a67hRUuKub8qs17O361cj2+T+Q6w59llHtuXYj3O/NSX1+7PPx4fMD1TefG0SZKuLs5ASFYUoGVKykFttZnQW1blISclFZztsIiIiIqKuRO6QffqVbfhq9wGroEOIxczFyzFiUw6SkqwApwOjinaLZqzAiMWmee7iEVgxwwS+dRUYcesa1K6fD8zJAfT4JFTkrDYBcQRuXTwfycnzsd6uZZV1MharbeVi3LhcrLGb/er1/AKs1sT+7W3pZUNgr6OOOdkU+ZL9TQYmrTfHlQ1MnoFFdp98OuTmqONZg9xx4dcbt36QVSHWlQ7cWeWBx6OGZSNR4ErpfGGWiIiIiIjaXe2eA1j+ylaVLUxBRxA7DjNzVRhVAW798gTMkcBYsxor1q3DHB1u1ZAkNawrsFqCnbMpsnO8MbKcHQB1TaupHZXtWqW+mtp/c8NkU+vI/jAft840y6hrklu7BjOHq3G13xkq5C5NyIY9O1ytHGSrkXvvBjxSlYe0OFMU50ZZ0SjcllNsCoiIiIiIiEK3Zv0n2LL9GzPVscSOy8C0dZtgVUQ6OkzSgwl2YbE6lxqRLTWqUvMZrIZUtMb+WyIB2YvXY37FZKsZdNg8rRxkq59DwdpRGGGHWJtrJMYuWYli9U9WlKN2VprwRmWpUms8K8WvObJu4puFrKwUVa7KcuVVlklBlixgz3es543LgbYXYnnKlAKsNcVERERERNS+Dh2uQ35JtX5tbzWLxiPGXd+0t6akEEuTR2C43DubvBSFVjtjXYsabq/C9RKgdqDHalZvClwj21r7j41Dggrqq+3Nbt5kjXjvFbZnqMAtzax1DbBcD2mCPR8V4fTo7BA15IzzPBtLn8P27dsRHx9vikOzebPd4Lmh4cNV1JdgOQVYVuaGb5aVALsSEz15UCO4d2QVytxxavEUuDbeCU+eC7nWilDF9dtZBkxxFSCzaBncaVXebaTJfNdG3Fk1Eveq18yqPL1ek9sruwLPBS13YeOdVchLU8clzaPvHYkqx3k0du5ERETdhf7/vUNlZSUGDRpkpgKbPXs2Hn/8cTPVcrv3HsSy5/n/Y6K28r3vnoITj+uvxz/csQe3LPqfHm8vUVHALyedgfMSG/87p6VuuukmPPTQQ2bK14IFC3Dfffdh165daqoGJe4ZmLzUxMnkaVi+OBe6Fa6EOWlSK7NU+XxVPhMqUM4AFsu9rxIu/ccXAzN0WRxWj5+MOevU9taPQI69nGx2kRsz5izVATY5OVm9TsJ6ez3v+rLNJvavigOTEFqIDPseWudx6snxSJqjN4pp0xJQUTGi4f5k3vLFyB2+uuG6K9Tx+u1/4MCBuOOOO3D77bebkuBGTr49/CDr/z8wH3bAlLBpijRneaBQCZl/m18t6Fg8UpSJgntlEQmU1SqcunCbKp+eeSeyr0hTZfa2TOC0t60DcJDtpTe1H8V7jP6BnIiIqPsK9D2AQZao6+poQVaceGx/PHDD2Tiyfy9TEjmhB1mKhOYG2dZtWhx3BTLHbsAmu7murWoj1k6faIVbWQYFeE6aIauxK7xJcTqKpHMo76ACrsvM0uLgLpPOo+7EyI33wuVyNCMOKNj2mtoPERERERF1RB9/+S2KXv/ITFH3EdXanT2psHnnKNwmIdOE2eriXKSkb8Aj2XYdbRyuyAQKphQAmVdYNZ46AC/BSvuGVakRbfD4G3N/rYrD7rxleEQCc5UqXrtRhWJriernCrB21AjEBdteY+W4DTnmoPV29BgREREREXUkz677EJ/s/NZMUbfgaYvH76TloaoIuNdldZzkulfuYTX3pBpxkmRVUsz0VseqALxMrVTg0utETVHrLPNv1puG7EdGqUVkuy4UZC6zalJVoN04xeyrIBNVeRKYg22vsfJHsCHdKlfFGKv3SUREREREHcnuvYfwlxci04USdR6te49sW+O9rERERG2G98gSdS8d8R5ZW4/oKNx9/WicedrRpiR8odwjS5EV8j2y1/yKQZaIiIhahkGWqHvpyEFWxA09CvdPS0LvnpFpdNpUkKXWEVpnT10tyBIREVGbYZAl6l46epAVM9JH4PJzTjRT4WksyFL7kiDb+vfIEhERERERtYHlr27FV7sPmCnqyhhkiYiIiIioS/jy6/14+pWtZoq6MgZZIiIiIiLqMp5/51NUf/K1maKuikGWiIiIiIi6jH0HDuOvL9bgcJ3HlFCX4/EwyBIRERERUdfy7pav8Nr7O8wUdT0e9lpMFAnyzKvujM9RI+qe2GsxUffSGXotdhp6TH/88effNVPNx16LO66RmdkSZFNVkC1kkCUKgwTZ7hrmuvO5E3V3DLJE3UtnC7I9e0Tj6TsuMlPNxyDbcaX+7B42LSYiIiIiIqLO4+BhsEaWKBJYI8saWaLuiDWyRN0La2TrLViwwIx1brfffrsZ89We5xfsmJxGT7+74wTZt99+GwUFBfr1q6++wtFHH43Ro0cjMzNTvxJ1ZAyyDLJE3RGDLFH3wiBbT4JeZ//+I9/hGguy7XF+jR2T05k3dYCmxYcPH8aDDz6Ixx57DBdccAGWLl2Kl19+Wb/KtJTL/EOHDpk1qEWqFyI1KgpRWcWmQFRjYaoqS12oxiKnujjL2pcMqVlYGMmNtwW5VmFdk2Jk2eevh9TOdw0iQX0OvNcgIp+xarXJ1CDbMp9ltS+fjzgRERFRK9q1a1enHEIVaN3WGprj4Lf72z/Izp8/H9HR0fqX2csvvxwnnHACevXqpV9lWsp79OiBBx54wKwRXGMBSn8BNl9ynePdSkoKUsor60NAdSEKysx4pKj3wJUOzK3ywONRQ34CClzdMchNR5Gcvx5KMSvOFHc304vgqcpFipkMS3EO5iExyLbiMKvUg6LpZpKIiIiIurDo9g2y77zzDrZs2YLs7GwdLAORcmmCJMvJ8kE1GqCKsXJJog4WeWnOcb1mN5KJzMQCFNqhsqpCBY3pkQkZWjUWzitHblUe0uzgFjcLpUWJcOd0o18NqitRnpIAl5mkSJDPlvrznZ1gpomIiIiou4qK6tm+QVbuib3mmmvMVONkuaeeespM+WsiQDmDRTcPGRkTE1FgkmzxynJkTnQEA2eNdlSqVWMtzUPtppy6eXIWgkZSXcObiHj/2kdXAlKWrFTrSZNbR+2sc3tqPMs0DfXWpusmvlnI0jXoqmyhVZOuj00WsOc71vMeW6DthVieOrUAYVdUlxVgqr09705IflTKSpXPluP9My0kUhcWY6EeN/OdinNQkJkN67enChSadbyfUyIiIqL2VrMI7hg3SsykqFnkxviYGMTEjId7UY0p7bxK3DEY38R5lLjHq/OVc2562ZaSisto9U3QTLa9119/Heeee66Zatw555yDt956y0z5aTRApSPK5UZZmRsu+eLrHW8kkHVl6pqoJKuCaTFWlmciw5no0/JQqpvCqqEqE+XzVIBVZUWJbkyVkKECXmJRngkTQQT6kSAuHol6JA0Tp5d5g3R1oQqM0yeq0mq97YR8R236VBOey8qRMDFflU9EhduqSdfH5s6x3j+VOO31qjLLka5TTbDtNVbulup8XZ4/1zrasKRkYq7sp6oIiQUuhi1RLSF2nrr+pcizf3GS9ze7VDc/hnseoMflsyefUZv8UKXeHrt9tlqnQn8m1PUtSrQ+p9YcIiIionZQg0XjVXBLmoOlpkRTwXbGHPX1Zn0tatdnA3NmwCfXqfnjxy9Sa3cS6nhzfE4wgBI3JmMS1teqc65dj0krkuB2JvtIURG2XWtkd+7ciWOOOcZMNU4Sfa26IEEFDVDTUST36KXkokq++HrHmwhkXVVcBjJRgarilShPjIdP9te1kqamSwK/KU7LU2HMnQ534tymm2OXqW2bUS+pBTejadkqsOggXQ2VY5GbrTaof4gog9tl1WBaPzYUoFA2pAJhhg49LiSkLEG61OYVxiNfat9lg+p9zzAnEZeRad0DHGx7xY2UIxfZJlzFyQ8geqyFpDVA6SyrdUBcGrIzU1Be2c2jltRQT03HEvUZ8rlfWN5fe9o57uRTG6uo5ez3Sv8wQ0RERNSuYjFzjQS35ZhmSrySR2B4rHqNHYeMaeuwqdN2tK7C+owVSJiWbKaDGJeL2tyZ6oqIWEyYlIyK6laI6irXtWuQlRArYTYUEmIlzAbVRIAiWxwyMssxb145Eic6U2kxslwFSJhrarqcHfTY19HZUVQgEpJTytEgs1VVmJpXRQdpuU9XwqMzuDg7R5KhFLN8fpmwOvPx5M9FQsU8uFxN1agH215T+6HWkYi5+VXILU9vZu20X20sERERUWcROwGTsAKrJcfVlKCwYhoyxlmzrGA4B+vWzUFSZ6iVLXkUKxKycesIe9qNGPu4pWbZr0m1pQarV6xDQpwVayOtXYOsNBdet26dmWrcm2++ie985ztmyk8oAYq8pOYSZYnwybFaIuCyAkN1obp21phpUlyFosQCTG30fk8VNucmwi0h0yxWXbwQqenlVs2rJkEaKFDbRGaGVSOs378lWGlvW9876d9c1Nxfq97NWXn5yJX3W365KKvwdl6lmypLLXOw7TVWDjdyzEHr7eixlqmWe3lVWtNbqy5GjltOtZsHMWkxEac+H/m5KE9vRrN+/9pYIiIiok4jFjMXqyg7YzzGz8gBsnPhzbF63nwkJ8/H+jV2DWZHVQK3Pvz6o5ea1+UJczBjUYlVU7vceW6WmkUzMAfzcav/jAiIQjvXyGZmZuLpp59GXV2dKQlM5stysnxgoQQo8pKmrw2aVqfJny0UmGa3UwusuuyqhVNNk+I4pOXNRaJ7qrcn6KxA9xmn5aGqCJhntuOaV4HMKt/Hz1hB2hnuJOColQpcVpPfqWqd/FlWyPWS40s0x+dS4SbfqklVgbZiqtlXQSaqdNvnYNtrrFwCllWuisNqWhw3Kx9FmGfuyZ4H5Kpj7eY51kt99vJzy5Ee8Fmw/lgbS0RERJ2Y1FTOABavWYM1axZjRM5433tkO4maRTmomHRrg6A6Lnc5EuZMxpyEbDgzrqhZNB4zVkxqtZAe5WnnGtnRo0cjPj4eDz/8sG7mGYiUy3xZTpYPKoQA1a2Z+zYbXA5Hedys+s6eSktL4ZH7PGepV++NsWnI8z4TVcYD32cc5+w0qjSv4Xugg7TfexOntidNh53r+B2zz/F5V85Etnc9x/kF2l6j5XJMVnlpXmngaxUyCf3quuntlSLP50S7oQbvo/XZinOWBxyPwyz1Hvl8xvy21WCaiIiIqIOoWb0CmDTBBDm5XxRYodsZdy7SPHjdnCR9m2fSHGtc90ZcU40KWaCi2qdptITYJBViF7diTbOnvTt7Er/4xS9w+PBh3HTTTVi1ahV27NiBgwcP6leZlnKZL8s1JWiACvaFmYhal/QaHlLta7iqsTA1CulLzCQRERFRO4uNS8C6FatNyGvd+0Vbk9WRlTWsn5+M5PnroTKqaVK8HssTVmCGXdWse2pOwPJWbi7t6RHd/kG2Z8+e+NWvfoWf//znePnllzFlyhRccMEF+lWmpVzmy3JEPvijRMeWlmd+VGqL90hqb60fsZrsWZuIiIioLej7SFcgST9TNQkrEpb7NsGNjcMkzFHzA3WU1LHp+191k+JYdZrZSDCPFip5dA7WYSkm63NuxWfJ9ohC1JAzzvNsLH0O27dv1813m2Pz5s0YPny4mSLqvu644w7cd999Zqp76c7nTtTdBfoeUFlZiUGDBpmpwGbPno3HH3/cTLXcwUN1eGnDZ/h23yFTQkStpYcKDhckDsZR/Xvp6Q937MEti/6nxzuqnj2i8fQdF5mp5pOWoQ899JCZ8rVgwQL9/WfXrl2mpHMZOHCg/g53++23mxJf7XF+TR2T08gb72SQJYoEBlkGWaLuqL2DLBG1HwZZBtlIa06QPXPGXQyyRJEgf+i6MwZZou6JQZao+2KQZZCNtOYE2dSf3cMgS0RERC3TEYPs4ToPDh1u/LF+1Haio6LQq2e7d8nSpjwe4MChw2aq6/roi2/xy8dfN1MdE4NscJ09yF5yK4MsERERtVBHDLIryj5A/n9av690Cs05rmMx94dnmanuYceufbhpYZmZovbUFkG2MwslyLa1UIPsRbcwyBIREVELMchSUxhkqT21dpDtChoLsu0llCA79me8R5aIiIhaiEGWmsIgS+2pNYMsta/RN9/V/s+RJSIiIiIiIgrVgTowyBIREREREVHn4YmKZtNiokiQG9O7s87e2QERtQybFlNT2LSY2hObFnddI2d2oM6e3n77bRQUFOjXr776CkcffTRGjx6NzMxM/UrUkUmQ7a5hrjufO1F3xyBLTWGQpfbEINt1Jagg2+5Niw8fPowHH3wQjz32GC644AIsXboUL7/8sn6VaSmX+YcOHTJrEBEREbWN/n16YlBMXww5pp8eYgb0Ro/oKDOXKLLkubtH9e/l/bwNProfBvTrha7wievXuwdOcPxZOubIPvyzRGFp9xrZefPmoU+fPvrX2Sj1h9efx+PB7373O+zbtw9z5841pYFVF2dhavoS6N/AUqYjNz8Ps+L0rM6heiFSpwL5pbPQmQ6bWCPLGlmi7qmr1sgercJqUtyxGBN/HIYPORID+vZEtPnCve9AHb78Zh/eqt6JdZVfYPOnX+PQYY+eF66ePaJwwsC+OGv4sXCp/R6vvvSLujoPttfuw6aPduHdLV9h5zf7cViVRYqcX9zQozB6+DE46bj+6NOrhy7/dv8hfLjjW6yv/hJbt+/W083FGtmmydffk48/AmNcx6nrdRwGq5DXv4/1HqivwdijrvtHO/bg9aov8WbVF/jsq726vDMY2L+3/lyNiT8W8ScOVKG8pze87j9Yh6/UZ/mtmp14Xf1Zqvz4axw8VKfnRQprZLuukTPvbt8a2XfeeQdbtmxBdna2DrElJSW6KfHYsWP1q0xLufwPT5aT5YNSIdaVDsyt8ujw68lPQIErFQvZuog6mupq+ZeIiDoYqX39fuow5GYl45arRuK7px+P41Ww7KfKJdzJMPCIXogdfCS+f94wzL8hCXdcexZGnHiUDiMtJV/sz1bB+bc//g4WzjgXWWnxuGT0EIw69Wg9nBV7DMYnDdXH9NjN5+KOH56JkacM1LV34ZDA/tMJLiyceS7u+dFoTBx7ig5S9n7PHXE8rlHnef+0JDySNQbXXXQajuzfy6xNkSA1k7O+l4Df3TgGP750uH5f5X2xP299e/fAsUf20Z+BG9V79fD0ZPUar2szOzI59qu+e7I63jG4bVICzjtjkK6NlT9j9rlJzfOwQQP0527elCTcff1oJA6LCevPEnUv7Rpk5Z7Ya665Ro8///zzmDNnDmpqanDw4EH9KtMSZoUs99RTT+nxhqqxcF45cqvykGZXZcbNQmlRItw5xaaAGpAaYPW3RVSW8xqpa5mqylIXqrFuSq5LWOdfjCy5rt6h/geV4qxURLmmYqorCqk+170LKs6qvwYR+TxVW9cv4LbM51btq6tfViJqHaecMAAP/ORsHSYGHtHblDZOguR3hh+D+284G9decJq31rY5jlNB+Y5rz8Sd152FhFNi0Ktn41/NJAAkDT8W96kv/m4VEI7o29PMCZ0cd9o5J+JRFZqvPPdkHZSaMiimHzLVOS5UIf+iUYNNKbWUfFIuVNfx4ZvU9TxzcJPvu02a52Ykn6QDotR0dkTSHFp+/PjJeBeOPSq0wK0+kjrE/nbKd3DDOBebHFPT5PtlezYtHj9+PP7xj3/gmGOO0TWwEl79xcbG6sC7Y8cOTJkyBcXFAb6lSvBwVWCuRwVZU6R5yydiZdQ8JFSVWk2Nncur8aypbiyRFiB2c2So+VMrkJhYjiVLEpGbWw63Wy+A6bn5yMsotOZjiXe9olKz70DbM/tsqjwlJQVlyERVWzUtluswtUCNZNY3Z5YylxtlKbmoygemNtbUWa/fBZtCt+C8fJvXSpBdiYmBPo/e7Urw0hOdq/l7AEGbFkuQXTkRnuzKyHxO1PZSV6rX8oSg2yrOisLKiR7k+Vx4ImotXaVp8ejYY/CLq8/QNUQtJU09yzZ+jtyVFSE3jzz9pIG4Te1X7sFtqQ937MEDBRvw8ZffmpLGSRCSgHHZd4bq8NASdepkV679AH97cQsOHW78XNm0uCH50fXaC0/FNeedGlZgkybtS4o3oeStTzpMU2P5TN8+OTFgjbE0kZdm0vsPHNY/+khts9TQBvJG1Zd4+Jn3WtSc3ak1mxYvWLDAjFGk3X777WYsuHbvtficc87BG2+8ocelObHUxPrr1asX1q5dq+dJ508y3kDQ4FEfKNQI5iVUoVSlhuqFqXBVzIUnz+UbJuztSIBzFSCzKB+z0qrqQ4nMlwBclYB56jWzygqjTW6vNAOFQctdqJhbpb54q+OS5tHzEto4yKoYm6jCbLY5thDCQpfnfX9CP3+fMBdsfTvYmZTVVUJX2wRZCf45iM9Xf/Ya2RaDLFHb6gpB9tRBA/CbH38HA/1CrAQ0uRfxg8/3YOfu/diz7xB6qS/FUgM69Nj+OOX4IwLW3Ba+/hH+b3VVk/ewxg4eoJtS+m9Dvrh//MW3OqB+/e1B7D90GH2lGeYRvdQ+B+DE4/rraSc5zjuXvaUDVGPkS/2s743EeYmDfDoPkluyvvh6P7Z9vlvfi/utOlcJuXKuUhMrzT8lmPiuAzz3vw/xJ3WtJaAEwyDbUMaYk/CTCQ1rHeUHkE937tXvg9wHvf/gYfTqaTXBlXuX5T5a/+B3UH1Oc54ux7pNX5iS9iN/Ln7zo9G6Ob5NPhk7avfi/Q934QP1md6rQqz9eZHzj1Gf/9ghR+L0kwc2OLeX3v0Mjz27Max70Fs7yLKPkMiT75WhBtl2bVosNbE7d+7U4yeffLJ+9WeX19bWIiYmRo8HVFaBKjPqVV2JcjOalp0LFBSqr8PVKFS5LTdbfdOtLkRBWRncLtP8UWoiywpQKBtKyUSGbqfsQkLKEqSnpiKrMB750nxZNpiSgAzzTTouIxMp5ZWoDra94kbKkYts0x46zpWAFD3WtjImJqpLY/1Pv3hlOTInJuhxHcikGad+zcJCadYpxx+lroVUjPvNzzLzUxcWm2VlObVdezlrq6Gv50d+MPDuX9rq2uubJqVRatxbX6/mOcu990qHUC611MH/9xMi9f5OtbdndlJdWa4+Ni49LlwJKSivbHieXVuxus7Oz0WI739xDgoys00NdwUKzTrezyIRUQtI7eTs7yf6hFgJaDWffYNnSj/AsyqovV2zU4fZL1XQk8C4+dNv8Er5dix/ZSteVq8ScJ3Szj4RF5/VeNNb+fL+i6vVfh0hVkKM1ELJdqWG7f2PduGTnd/q/Upt68YPdmH1mx/jaTV/w9avfL7cS1NOCahyL29j5H5XuVfRGZ++VIFpldruM6XbdBjatn23DmKfq0C75bPdeO39Hfjnq1vxn/UfY9eeA2YtqyloevJJGPedoaaEQiHNx6dcFucTYuUzV/3J1/ineg8K132o3195z+XHhU/VZ0A6+Xr+7U9R8PJW3fGWs8Zffly5+YrT9Q8c7al3z2jcpr4/OkPsgYN1+O87n+na+/JttfqHGTl2+ZFHhgNq/HP1WZPP2NOvbtNhV35UsV0wahAykgPng45k165dHCI0NFe7BlmpkV23bp0enz59un71d+ONN+rXN998E9/5znf0eANxGchMKUeDTFBVgbLpE60vv7KMio2FEjbVmB1C1Z5RpP7Q6A6i9FCKWfVZQ4nDrFLpPGouEirmweVyhKWAgm2vqf20IxWgrZBfjJXl6toEOq6yclRMzLeOvSgR5fP87lNU8xOyS+GpygXc83QNr6cqUy0n221EyOsVI8edaF1Dme/Osd4HlTgT8q1rWpVZjnQrYWOhCqN2ue74a6ocb2PlbukpTJfnz02ULYcnJRNzZT9VRUgscDFsiWoJsfPU9S/VLRC0kN5/9f6oWXN1kwGlqc8iEVGI5Euy1HTZ5Mv1uk07dGD84ut96u8ZMyMA+RJergLHv9SXdAl9NmkymXn+abpTqEAkAP7gwtN89ithuOiNj/S+/YOxPwkDEqT/o8LuvgOHTSmQeOrRmHB28FB52uABOsjK/m1bP9+tj18Ca2M1yBKaqz75Bv967UOfJswSxq6/OFYHaWqaXK8fXxKLPr3qv35L7eTajZ/rHy+kFraRj5yurZfQt3r9Jz5NbuWHEfnMOd/btnbp6CG652vbXnV8z6pQXvFhbUg1qrv3HtQ1sHJ+9p87uZf76pRTcNxRLW96T11buwZZuS/26aefVn+I63DZZZfh/vvvx2mnnYaePXvqV5mW+2hlviwnywemwqYKH24JmeYbbXXxQqSml1s1r1ocMtTqBXJPaGaG1SxRB+AlWGlXy+kaIv8vxdI8ORULVRyelZePXAnMUmNbVqFCsbVEdWEByhLjERdse42Vw40cc9B6O3qsjenjqEBV8UqUy3mYYh8qmNk1xzr4+pMabHtF53hTQl6vE9WMS0djpbOgNxeXhuzM7ljz6kdqqKemY0niXKsJuy2U99+nNlZRyzX6WSQiCoE8D1Z6VbXJl2cJkm9Wf9logPVXu+cAil7/SIcQm/TOevnZJ5kpXycddwQuU1/6bdJ8tFiFWGlO3BxSayzhxxkS5HyOGdDw3kQJ19ddFKubWdpkf2ve9A3DTZGwsUodq9TY2qTZ69Wpw8wUNUYe5zTylPrWhfI5k+Amtf7N+cx98Plu/d45708eO/J4uBxBsi3Jva6Tzz/VG6TluOSzuf2rvVZBiOTea7kW72yxWmsKabXwvbEdv1aW2ke7BtnRo0fr+3Iffvhh9QfYo0Pr8uXL8dprr+lXmZZymS/LyfJBpeWhqgiYZ0KKa57cw2ru+zQk6EhSzPR+W1YBOF+tVOCygs1UtU6+/713KojkJqpFZLsu9YU636pJVYG2YqrZV0EmqvRNecG211h5LsrTrXJV3C5Ni+W4MzLLMW9eORIneuNCB6OuVSevGY+LT0RZRX0D+KqKMiTGB0puXVEi5uZXIbc8vZm10361sUREESKPu3F27lT1ydf6S3RLSO1YyXoVLBy1muclnqCCY8MqMukt2O6hVv1vSNeuOmt0m0Puo5XwbZMQK/v1N+yEI/S9qjap9f3P275BKFTy7E+psXY2bz0/cVBYHVZ1B+prnu6d2EmaEztDW3NIs/O1G+vfe2nam5rQ8L1vC2eedoxP505v13yFj5r5w4xN/kz8T4X72t31Pwydp85LmlB3aDWLVG5ZBJ9ua51lMh4To2+TtIbxcJfYS9dg0fgYNW0mbYG2qdSUuH22Nd7dcJnWUwK3Y99yHovabucNtPun4he/+AUOHz6sb6ZetWqV7p1YOnaSV5mWcpkvyzUlToXZUjuglJpegZ2kpkyCi7M8Lg15EpCc65gaNXuxuFn125XOoiyZyPau5wi/gbbXaLkck1Vemlfqs9+2ZIX8RLRKjo2LR6KzBrtKJfZm6zw14/peXpXW9NaqpUm0+fFEanqlxthaCpXlKXDcMtu1pSTAFWf/cNPUjxAO/rWxREQRIPFSasds0kz4zaov1P+LTUELSI3s+x/UminrcTXSOZOTNCk987SjzRTw6Vff6ntuwyH3U+7aU99Z5pj4481YveQRx+sfzG3vqMDeVBPmxkjzZtmvTe41ljBDwR3ZrxdGnjzQTJnPXDNr//29pz5vX+2uv2/5bNdxYT9buCWS431/JJEm9+HQTfwr66+N1MrGn9Q+tc0RlTwf62trdb8/teuzMSInCeN1CozFhEnJqKj2TYQ1q1cAkyaouQ4qxM7IAbLXm+2oYfGITUhqkIJb0zQst8+jdg1m+hxg22r3ICvNiH/1q1/h5z//OV5++WX9iB3pnVheZVrKZb4sR61IB2q/x8VEjNRql5smvanIkV6Rm63z1IzHzcpHEebBJftwzQNy1bHKrxPqGs9NLFDlqUiVc/BvZtsdqGuQrz4L6Q2a8AfC2lgiah3SKdJpg480U1bNpjMQtIR855YObewv31JDFn+i75dvuZdUena1SQdOjd2bGgpZf6MjQA8fMsDn/twePaKQ5HjeqDRlrv70azPVctIZlfPYxzjCDDV04nG+vVxL78TO5ugtIffXbvqwvoOcEwb20c3a25L/5/wj9Wcp3EfmCPkzuU99VoU0jR95ciMdvnZGseMwc/F8YMVqXZsaO2GSd9xSAyvHOlNiDRblVGDS4lyMcxTHzsxFbe44M9XKaqpRkTwCLX9mTWR1mHp6aTYs98TKc2LlETvyKtONNiduL341tp1WsPOwy/1fzexG5wcZj5tVqmudpSlvXl5eyOs5dZ6a8TikqW3ofcj5OoKYLq/KR36V7Keb1DP6vZ/6syDTTb7/0pzc78cVv201mCaibk+aIMpjPBobjj2qD47qVx/2tnwWXq2oTYLJ19/WB2K5H9a5X3nMiF1jJk1zP/pijx4P14dqO/YjTfr06oFhJwyoP9cj++raYduOXdajhMJVq4K/sxfjUwcd6XOu9iDH093IW+x/HeRxTU7btkfmM+d873uqUHnisf0b7Ls1BwnnzmbFH0ToMy0/uOxwNLmXXpkD7T+UocOKjUPCuk3YrMcnYBJWYLWdZGtWq6lJ8M2xAcqcdFNkN9zu8YiJcaNETbvHmybAqlzX2fo3V7an7XX9lw9k3QrMMMtZNcrtp12fI0sUFmkaHPbzSSMj6LNUu4FGnyObvgRIyW2DZyNXY2GqC+4yYHoRnyNL1FY64nNkW+LpV7e2+D5VfxnJJ+kg2RTpJGr5y1v1c0DDJc+V/dGlw3XtWFPe21aL/274zEyF5/JzTkSso2abQie9RTt7gG4pee9/rN57+77r9ibPcZZHBkXChWcOxhmOzrHaQyjPkdWPjZEgmDQH1rNYHKQ58ZqZiJX5M4DFMm5mqZWwyCrUzXNrFo3HDCzGGjXhHPfy30aJGzGTl+pZej+LgRlJKuouX4yZ46C2nYRN2euRO87aXtKmbNTeWu27DXubet1NmLQ+13ssenn/ml6zfPbimRgn98vOmKwmatU+zPwwDRw4sPM8R5YoLKyN69jS8kzNd1u8R1J7a9WoM8QSUXPt3R96z71NCXVbco/kYfV3ViRIE0z5+y8Ue5vRS3FTInnduptIvQ/y3ktvvx1FSzoQC+ZwCI/t6VCc98DKsH4+ks2swDZj07oExJmsWt+8OFCz4gDG5TbcT/IkTJB2x7r2dj5uNW2QZdvJFdX1NbGBJI/w1vYGXT52JtaoEKw3GzsOtwa4t7ctMcgSERFRtxbJ5q+hbkuaQEeqYx6piXV25tSYUGptQ9Udmw1HSqSuXXPe+7YQyaa8/fp08c+X//2m3ubFQZoQ+zc/JgZZIiIi6t6O6h+5L99H9gttW9LTb68Aj+dpif59e6JHdGjbcj5yKFyhnis1dFSErl1z3vu2IPefR4Jk82MG1HeO1eXUlGDRjDlIyHY2NZbei4EVMwL0VqzFYmZ2gpov97+aIrUdd6AmzTr0zsGjZkHpAXldQhxizX25dhiu2bzJGhHOcnt5a9JLmhzHuEusmlq170fnhFBz3Ip4jyxRBEh7/u6su94fTNTddZV7ZCs+qMVL74Z/3+gRKpz8+OLhupfVUBS+/hG2bd9tplou4ZSYBs8oDUY6enrq5S3YF2bTVql5+9ElwwM+K5eaVvnx1/jPW5+YqZZrznvfFj77aq++TzbUpu7BSAdS15w3TH2+2rfOrVn3yDrvPRXOMhn3CZzJmLZ8sb5/1YdebgUmrQ/+WBt5juyMyUutbSVPw/zsEViRY+5z9bv/1a3C8lJZ0L5XVxePR9IcXYhp0xJQUTHCrLsCCWqr/sv7qkGJewYmWwth2nx1DsEOtAWae48sgywRERG1SFcJshLuCl7Zir1hPjZEHnPz3ZEnmKmm1Xz2DVa/+bH60m8KWmhS6jAMObq+Z+KmrFn/Cao/Ce8RPKNOOxrnn9H4+0zBySNqCl7eGvajaiamnIKhx9Q/0qm9yf26hes+0o/PCccFowYhcVj9M5fbS8hBtrMLFMTbATt7IiIiImqGI/r29HnWaksMUNsYPbx5z1I99YQB+hE94YgbelSzQqw4J/7YsHq57du7h7pefG5sOKRGe3SYnzl55FFHCrFC7vv+7unHh/X5kmfhJnS158ZSq2CQJSIiom7vjGExLX6UjHTcJI8KkYDXHNIE+fzEQTjS8Uzb5jh6QB+kJoReA2w7xqzXkj6C5H7MCxIH6/BP4ZEax9Na+JmT57deMKr5731bOH5gX1w4anCLOjM7sn8vjE86MeTm+RQhpjfi9qyNbT4PgywRERGR3Isn9xpKLWlzSO+zF545KKRnxwYSowLJhLNP1F/gm+PYI/uo9Ya2OFCOPDkGySOOb1ZHQRLYJQDHDeWzYyNB7i++WH3mTj6+ebXyMQPUZyZpKAb0jVzHXZEWf+JRuGT0kGb1ziw1sVcknxzRDsmoa+M9skRERNQiXeUeWadDhz14s/oLbNhaiwMHg3eIJJVNg2L6IUUFu8HNbNobyDd7D+KV8u363sLDdcFvmpXg6VIhQZpvRuJRJ5s//Qavvb8Du/YcMCWBSec7EmKbG7qoafLs1dcrv8B729Rn7lDw57BKLeVpgwboz1xLa/Hb2s5v9uONqi+wdfuegM+YlT9H/Xr31PdcSw11n14dq44tlHtkKbJCv0f2bgZZIiIiapmuGGRtEiylQyT5Ai5fxverUCtBQmpATzy2v26GPOyEIyL6DE+Jr9u/2qvD5Qef78FudQwH1Zd/ud9QaqmGHT9Ah9hIPeLEdlCFJ9mndD71ee0+3QGRnJYEZQnp0vxVzpc9FLcu+TGh6pNv1GfuG9TuPqBDrVzzASq0nnzcEfq9H6Tej874Lsifp4+++BZffL0P+w8c1n9u5M+SfL6Gqj9PkXy+cSQ1FWSpdYQSZBNmsNdiIiIiaqGuHGSJiBoLstS+JMhGW7//EREREREREXV8nij2WkxERERERESdDIMsERERERERdR5RHrlHNtWzsbSwxffIEhERUffFe2SJqKviPbId18ibda/FLQ+yRERERE6hBlkios6AQbZjOsN6/A6DLBEREUVGKEGWiIgoHKNu1r0WExEREREREXUO0ey1mIiIiIiIiDqTHnV1bFpMREREkRNK0+IFCxaYMSIiIuD22283Y6EZe/NcBlkiIiKKnFCD7H333WemiIioO7vjjjuaHWQn3HongywRERFFTnOC7K5du0wJERF1RwMHDmxRkL1uNjt7IiIiIiIiok7kqF7s7ImIiIiIiIg6kb4qxbZ+kK3ORUpKLqrNZIs0dxvFWYiKSkGuvUIkjiGQRrZbnZuFlKgodRxqSElBVnHE905ERNR11CyCO8aNEjMpStzjERMTo4fxi2pMab2aRfXz6wfHNtQ2x49fhIZrOrc9Hm7HTgPvs0Qdm3Mf4+FzOI3sp7nCPq6Sxs45xmeb1vVzXnPZnt+5OUXsPVJDoGOU6xhgWecxExEJFbG6Zo1s8coNmD59FAqea5/wWJ2bAlfBSNxZ5YHHo4ZldwLpU+qDdTic4bm1AjoREVGbqcGi8SqwJM3BUlOilbgxGZOwvrYWtbXrMWlFUoNAEztzjZon882wfj6Sp2VgnJkflGy7wmx7fTYw2YSzRvc5Dcu9+1qDmbGmOJIicVzDTXEAw0cko6Lajo81WL0CSE6uQH1RNSqQgLgG5xbh9yg5GclmfgPJ88326ofcJt9QPxH8YYGIOqb9dV0yyFZj04ZRmJg3EaMKnmuHkFeN5wqAR5a5kRZniuLSkOcpg9uejpQ4N8rK3Ij0ZomIiNpOLGaukcCyXEUyh3G5qM2dqeaKWEyY5AxhgZU8ugKTbg0h9ci215htxw7HCDvMBdunBLzkEWgkI0ZGKx9XbFwC1q1YbQLeZmxSITR7ErBitVWCzZuwLuAPARF+j2SnrSl2JtbY15GIuqRvD9a1Y5CtzkVWit30NgvFpjhouVexmt9IU93q51AwaiLS4MJIFKC+UnYjnstKsbYbJeubYr/9eWtNix1Ng4MsnzKlAGtNsZfsH5m4Ili6DHZ+QfYntbvestxi5E65DWvX3gaX1MSqbekaWf2qjr3J81PzWYNLRESdjtQerkNCw6rCejWLkFMxCROam15qVmPFusC1kD77XLcCM6RWMiZwE9p6JXCPl2bBEjSlqazdFFea7QYaDyIix+U4FjEuA9PWbVIRVikpxNKEOIyboELlJl2icnEFkke0NK434z1q7i7kOo53Y1GgZtdqntucf4w6V91kWS9vv4aynlqm8fxNRB3MvsOe8B6/s3mz9RdfIMOHm7+lJGRNAZb51BxWIzfFhY13ViEvLU6HNdfGO+HJcwUuz95kbWPZCORMuRcjlwWv3ZR1ckaUqfWt8SlYhrIrnkOKqwCjipbp7erQeO9IdUxX4Dnr4KztBTxWxVsuyzuOT23HpbZT5Vw+2Da0YOetDtbJuw11vlErMdGThzQpc23EnVUjca+9fXu5ZcCUoOdXv79Ax9bYe0hERNQY7//rHVr++B0Jd4XIqM1tUCMo91kmrZiE9Y3Usskyj8at8W2GKkFmBrA4yHp6u3PWIXn+eqzxayvss0+znezFM9WxqeOcMVlNOJq82vtZHIdHZ+RgxGK76bE0ydUHgJmb3YiZvBTTlqv1hrficU2aj4oVgY5F1B/PhNX29ZKwW41b10zAavtYAx2UFqH3KNj5y/kkzcE6M2mZhuXr1fehpBVIWL5YHa9ao8SN8Tkj1PpyzEnYlL3eKve+D8AM+zXoeo5ztddr5NiJqHW09PE7V992V/hBNtD/xHwECnb+Zc5AFqxcBTWMXYu1o4p8gl9xVhTSl6iR6VJuBeHbnNWkYx9BVaPbvc2vVnUsHqlSwRa5yJpSgCVrzdzGttPYuTn5z3NOq/EG+zNB9DZ1TNMz70T2FWlqPd919Hhj5xeo3J4mIiJqoWDfASIdZCX8zFABqfGQIWFMrbvGL2CFFFAk3EkYqg+mTe1Tz8fi+pCpA5jccLoO6xKWo9aRpqWDpcKMWmQUjkf1iElYsSkOazIKMb761gYh1VcLj2tTArC0IuCxCFnm0bjFGJFjBzk73GZjU1LgkFovQu9RsPcl1HJ72g6swcobm98gMCdj/vrGQjwRtYaWBtmrbutUz5EdhTuXVeGRDen1zWaVtDzToZKugpVmxSrQyrQe1PLSvLjKLBzQdBR5l5dBameLkaWC88g7l1llVY+oKBmiuCuQ6dOkORTB9hcHd5maXnYnRm68Fy5XoKbWREREXZMEJKnlaxBs/NQsykHFpFsbCWCN8b23M9R9NpSA7MXrMb9isk+HR+MypqltL0KhNKmdGYeEimosqq5ovAmuFs5xBT4WIffJVhQ+qu+PtZphy36ATY8WoiKUjrL8tM171BqcnWTJwBBL1Jl41NA+QVaHvduQY+5zrX6uAGtHjUBcsHKZGDsSrjgV7JY9gg3pgQOdLI+RLjMl4nBFJlCwcqOZ9iP7G7sEK+0bY6XG0nsP6SioHeqx6uc2WrW2gY5PjzlZ+7xtSi68t/FWq6AalYJcNHJ+gfYnAVevlwZ33jI8MnYDNjUayv34HS+qglwHIiKijqZmEWbMScDyJoOb1fvupGbcHCvhK0YlPBMR6+/tDLJPn+VrSvDonAD7k06XYmMxc/F8VNi9DYtxGUiYM0eFuAlqm+OQkbACc1YkICNAoovIcWWMCH4sQo5n6VJ9f6y9LQm3S1UZmnt/bCu+RyGJnaDi+Bw8at8DvHmT9doUWS95KQrtG2Olppa9HBN1KnUqybZNkJXOibwdGakhq0oHUtzr0tOugkxU6ebCVlBtWO4Q58ayRzYgvUGnRVZvwZl+vSzFSapcsiRA4BSyvyKVdK39RU3ZiMxl0uw2DdnqMApc1vFOKdjgWF6CtLW8WjxgTW2cuwxVmRvVaZjzdd0LFC2D2wTxhucXbH9SPsqUu1CQqbaRNkKHU1dUKLWzvscbde+GINeBiIioYylRqWwdlmKy7qTHGqzOjKR5qyOc1WxWCSm7WbVpsTMXYzlykKS3OwObJsk9lsH36bN8Ug4wf3Hw/cXOxOL5FZjsDUbS+zC8NbDjMhLUROCaz4gclzOLNjgWYR2PT6dO0gkUkpsdNFvlPVo3x5y/Y5uPBguodlhPspbNqfBrLhyMrLccWGHWm7EJkxY3FcaJqKNp/XtkqcPQnVOtnNiwcykiIqJmivw9skThqSlxI6kwo8F9wUTUcbX0Htn0WZ3qHllqiWLvI3miIBXDj2QzxBIREVHXUOJ9tE4MdKV0KM8RJqJOz9NmTYup3aTllZlOrNRQlhf0sUVEREREnc243DX1HTatyWWHTUTdCIMsERERERERdRp18PAeWSIiImq+SNwjS0RE1JJ7ZCfceg+DLBERETVfuEGWiIjI1twgO/7WuxlkiYiIqPnCCbJEREThGH8rey0mIiIiIiKiToZBloiIiIiIiDoVNi0mIiKiZuM9skREFCnNvUd23C3s7ImIiIhaINwgy16LiYhItKTXYgZZogiQP3zdGb+MEnVPkQiyu3btMiVERNQdDRw4sIVBlr0WE4VN/vB11zDXnc+dqLtjkCUionCFE2TZ2RMRERERERF1KgyyRERE1P5qFsEd40aJmRQl7vGIiYnRw/hFNabUj1pvvFkmZvx4LHJuINJkX+MXIciRyAGr41DH4FzAPj6388BqsGi8HK+1rRK3OX7/wWedDqyl711X1NRnhIgiJIpBlpqheiFSo6IQlVVsCkQ1FqaqstSFaqylrG34bFbI/oJtt7F5HVl1tfxLREReJtQlzcFSU6KpUDgZk7C+tha1tesxaUUSGua6EriTVmDSellGDYsnYcVk30DVlkoKKzBtWgJWrPaLMcnJSK6org83NauxYp0ZV8blmuOvXY5p6p/lelwNuePMEkqkAlJEg1Y47x0RUXgYZKl5UlKQUl5ZHyCrC1FQZo+3NFzGISMzBeWVvmtWFxYAmRlqbgTZx9hqQbgYWRL2vUMqFpqdFGelIso1FVNdUUhtkNq7mOKs+msQketcbV2/gNsyP6aofXX1y0rUNcVi5ho7xDmMy1VBbqaaK2IxYVIyKqr94ldNNSqSJ2GCtZBabCbW1ObCEf/aUA2qKxKQkZuBhBWr/YLiJExKWAFvvt28CSrxItlMdl5hvHdERGFikKVmykRmYgEK7TRRVQFMn44UGY+bhdLSWS0KnnEZmUBBoSOkVMPKsRGNsWEdY+imo8jjgUcPpZglO1PBeV55JqrUdKmnCpnl87wBt8uaXgRPVa712QhXcQ7mITHItuIwq9SDoulmkoi6oBqsXrEOCXF2YjViJ6iIOAePLipBjTMn6VpHN9xSWyjNW9W4t0JQmsE6yr2tXkMoHz9jBRwVqb6kljUhQ4Xo4RgBR2g1JmTU19RKze2kjBF6PDQ1WDRjDtatm4MkqU21z08331XnVuKub14dM76+9rOmpP6cdHmJ73b0Mr7nrVf1376UtZjjvfPZl9p2kGPwXvtA5xXqsQXapjT9duxzvL1+k/uR5tHq2ulxma+2YM/3v3ZOgY6BiCLCo4ZoREVZU0QhypiYqDKnlcKKV5Yjc2KCHvet7czCQqlBM7WSTdaUxWWoiOwIyFLTq0p0jlXbyzI1blGyXf8A6Dffu6vq4vpyfQxqRXNsWVPdKCtzw6WOt3ihOk7HARZnRbW8Zq+6EuUpCXCZSS8V+MsS402AjkN8YhkqqvQENakaC+cBc7PN54yIup2aRTNUXJ2PWxtUtcZi5uLlGLEpB0lJVgjxhgWVOEcstprorp9UgclWOlFBboW3vHaxipwzJNg0Vj4HyF6vyxc38vdQzeoVSMiQA5QaSDRsXjxcBVddU1uCwopJmNCshz7Iec5HcvJ8rF9jajrXVWBExmJ1XLkYNy4Xa3QzXjWsn4SKHPvYJwOTrGOvXZ8NTM5R5+Lcju/51V8nv+1bJS1S/9757kuagVs10sGuvRLwvJQmjy3INtX2lifMwQwJpWp+wnKzfmP7uXWNKpsPzFHXTo/LfFPjHvAzZmvkvIgoIlgjS83nUv8j17WnxVhZrsJmg9SmlJWjYmK+VStZlIjyeU01L5XmxbJZa6n6ZsUqxEwtQEK+qeHMT0DBVOe2ZL5bpZwqPb8qsxzpOoVKebrahlXuqZoLpE/FQh0eE5Cdn4uUlFxUlc5CmtpxypKVJgCrc1oyHRPT9ETLlBVgqgnQqSZ1V1eWIyWh/kK5Eho2pe765IcFvx8UzI8dqQuLzQ8fZr5TcQ4KMrNhvSUVKGzODyRE1OnVLBqPGSsmeQOct2MkOzTEjsPMXBUwJEwsT8AcOywkj/A2OY5VyVLfo6rvTV2HOTr0qiFJaidXYHVJI+U6hFkbilVhNHBzYKvWcelka/2kOeuwzr95sa493oTNJYWoSIizwmg4pEm1OS6r5s+qOdTHrsvMsc+0L8I45NauwUxngLaXsc/Pvk4y4dx+C/m8d3778gr2nshBBDov0dSxNbLNcbnLkTBnMuYkZMN7C3Jj+7F34xy3BfqMWZONnxcRRQSDLDWfrj2tQFXxSpR7axn9pGQiO83MkeAbgvrmxY5mxfoe3DK4XaZm1SU1qQUotGszdc1trndfsg19D69drtv1yow05Ekz30ChO24W5k5fgpUSitQ5LZk+0YSmFlLnPleCd1UREgtcDFtC147PQ0J+KfLsz0VZORKyS3XzY7jnAXo8E+XzfJuY69pY+31s9g8kRNSZSRBKUkFosV0LqXg7RnJ2hGTEjsvAtHUqLJrpwBydKenBDnfBykMgoSVhuWPd9Sqy+YcWqamtQE5Oham5jRSrw6sR2VJDqfa9fn6HuPc20HsXXIBrHxvueQXapiqW+6pltjd0tub1C3IMRBQRDLLUAlJ7Wo5588qRGFbVpR9v82JHs2LNec+pDEECaRjSJk7HEpVkpal0bnYY52TuwdVZTYXn7ACdWHU7UkM9NR1LEuda9wvbVOD3vsfOcSef2lilBT+QEFEnVbMIM+YkYHkjQUjCUoy7vrlmTUkhliaPgM6fKtDaQVKa/a6TWlCpFU1eikK7/bHah+7Bt7FyuQdX7omUYtmOHvMl5RjhTL2BmxdLrZ06EEQ0x2rq78Ph1lWqWb3JOkbv/cP2OanAJk2vnSk/0PlForY40Hvnty/d4ZUIdu31RIDzCkXQbVrNfROWr8fyhBWYYc9v6X4CfcasySbOi4giIVqlAjNKFDpde1qWGF4T3AZM8+Kpjt6KJdymLMFK+8ZY3STVUQunw68bOaY5qjRJ1vei2uXe9aQ34VTTtDiAtImYXp6OdGkqHShQhSkuPhFljptiqyrKkBjfCjvqkBIxN78Kuer6Nq922q82loi6lZJHpYnnUkyWZplm8H8eaezMxViOFUgy85NygOWLTXhKrsCmGaZcmrfqGlzrnlqsSLK2OWMTJunlGyufj4rJVrkqDlBbJ82KgUl+7U51aG3QvDiMXpVj43QQTGrQwdE43DpfDt061xkrdH2j4ndO1sXBzHHO7VjnhxxrmfrrFJ7A7x18rmVMToUJjMGufbDzCkXgbaoUa5oUq63nZiNhzgwsqgljPwE/Y7Zg50VEkRAVpYYhCamejWWF2L59O+Lj482s0GzevBnDh4fa7oY6PQmRU4F8/15/7fJ8YKrz1V7OZz0JlCsx0ZMXuPmuLOsqQGZVaX3tnYRQqdGTx/ykTEdufh5mwbFNtU7WVLeZb933au3XsR5SML0oH3muQrNePApT0+Euk9pe61ikk6d5CVUobWZwuuOOO3Dffffp8eqFqXBVzEVVXpo6LrV/1zwkyLk4j1cCmjXhW0PZCTnP3Yc8fmflRHiyK33ep1RXBebK9XZ+JoKNq22kVmbXvx/OeQGm5f1bOdEDdemJqA0E+w5QWVmJQYMGmanAFixYoP/u2LVrlymJMKn9moEQm7VSe6gpcSOpMCNgE/FOgZ8xoogYOHCg/j55++23m5LQjLv1HjYtpmYI9ugau9z/1cz2XU/uVQ0SYoUsaz+yxib3t5aaZsWlKsTKPOc21Xj9fOd+Heupbep7M73rpelHtni8xyIdV00Pu/YvblY+ijAPLn0/7zyo1O093rmJBao8FalRLhT4N7PtDtQ1yM8tR3pIz5VlbSwRUccgTZKtWkffoZFH3wRRYh5lI4NUEM9v2A11M0Xu2Iio82GNLJHUHqYvQUpu82tjRdBayUCqpSurOBX2zXQn12SNbBtWj7JGlqhtdegaWSIi6hRYI0sUjrQ8XWvbkhDbbCrBdpUQ26Ql6YgKqfY1XNJUOwrpS8wkEREREXV5rJElClOzamS7mO587kTdXSRqZImIiFpaI8sgSxQmBll+GSXqjsINskRERDYGWaJ2wCDLIEvUHYUTZImIiMLBIEsUARLmujMGWaLuiUGWiIjaC4MsERERtQiDLBERtRf2WkxERERERESdDoMsERERERERdSpsWkxERETNFk7T4tmzZ5sxIiIi4KGHHjJjoeE9skRERNQi4QbZxx9/3EwREVF3dtNNNzHIErUH9lrMXouJuiMGWSIiigQGWaJ2wufIMsgSdUcMskREFAktDbLRgMdMEhEREREREXV87LWYiIiIiIiIOhUG2dZWvRCpUVGI8g6pyCo28zoiOd7Uhag2kx1NcVaqvo4d+ho2prpa/iUiIiIiojAwyLaFlFxUeTzwyFCVifJ5YQbFtgibje2j3cJuMVYuSUSRuo55aaYoVG19zGp/WVFZ6ojr6RDumoqpriikdtokTkRERETU/hhk21pcPBLLKlBlJlskbhZKS2chzky2irbYR3NVV6I8JQEuM9kxVWNhapQKrG4sMSWaCrbzyjNR5SlFqacKmeXzsLDtfwkgIiIiIuoSGGTbWHXxSiuM6RrCLGTpprJZKJYaPAlA0vxYlVshpxhZUan1gUfWMct6axcDrWcvJ/P1NgKNOzi2kTq1AGWmzN5H9UKrOa9uFr2wGAunulFW5obLPobiLEfzadN0Wq+vjsc0BfZpUl2tjsM+Zl1uTjDQuXipdVQ41Pu1zyHQfkWD7Qc4Zr996VXNMXvfEylrtjjMKpXa9yJMNyVaVQXKEuPNDwNxiE8sQ0VYv2YQEREREXVfDLJtQYcvKzS55gGZ+aams6wcCRPzVejJRqUKkAn5pvlxfgIKpkrgSsPE6WUoKLQSXXWhCpnTJ6pSW7UKaAHWi8tAZko5KmU1FZyXqH9WSioLWKMp23ADc6v0NvLnJppyWzFy3FZzXt0s2r0S8fm5SJHm0naNbVoeSmW+vYzddFqdX4U+P1VelGjKZX/p6iJY+/NUzQXSp6rQGuRcZDtaGvKqzH49edY1CLjfQNtXF32u85h9z7kqsxzpdgr2vidmHxFSXVmOlIT6K+9KSEG5foOIiIiIiKi5GGTbgvMe2dI8zLLb66ZkIiNNTVQXoqCsDG6XqSHUNY8FkPyalp0LlWR1QFM5FrnZjngVdL36Gr/ileXIzc1FuSTZqgoV8DJMraAh20AusuU4lDhXAlL0mM2FhJQlSE9NRVZhPPKrAgQ8Xbtpal7lGEyxnJ+9XZXcrFd7f/ZFiFMB1VOKWQh+DYIKtN9g23emd/9zzshESnmlusKK/Z4QEREREVGHFa1SgBml9jXdqvX0Dip8SZ6S2lUVuwp1+FIhq0HGCrxe2sTpKK9ciJXlap1Z8UhUQW1hZTkS45sb0kxT2fy5SKiYB5fLv8mtNPktQMJcU/MqtaZmTvMFuQYBRXK/RERERETUmbBGtiPQTYGXYKV9U6i+V9NuVhuHjEygYGpBw9rUxtZLm4hEtxvlep00TEwsgLsgERP9q1N1UHYjx9ynqpsv6zGbCoxRqViotjErLx+50mS5wb2diYDLOrLqwgq/9f3Y+/Mes739xq5BMAH2G2z7zmMOdM7e+1dbR1x8IsocN8VWVZS14EcFIiIiIiIS0fB4zCi1nzjMyi9SadVlNZOdWlF/H63MlSSrUlpmg+rYxtaTJsEq6pmwlDZRhb5E5/21NtlGLsrTrW2oTfjVbKYhOzdR7UKa/LpQkJmPWWnxOghanS7JfDkEma/WLyg36wXjd8xy03CR2mZc49egoWD7DbJ9n2O2zhnzrGVcBZmoavbzfJpJmmzbzZfVfyvLU+C4ZZaIiDqkbXgyzfr/jAxpT24z5cBL2fXlMmS/ZJVvezIt4PLByomIqGWihiSkeDaWFWH79u2Ij483xaHZvHkzhg8fbqaIuqc77rgD9913n5mySU3wSkx0dBolz5FNXyI/FJQB04tQ2trhuQ0EPnci6g6CfQeorKzEoEGDzFRgs2fPxuOPP26mOi4Jn6e+/yt4ci6SCaSd+jSu2VqMnw6TgDsDWCzjZmGhl3kfv/Lk4CIdgs0yCFLuXJeIqJu66aab8NBDD5mp0Iy79R42LSZqHdLJlG/HWGl5pfBU5SO/ytMlQiwRUVc37KfFVojVE5fhmsutUWAL3sc1uMwviG77z9PAEz9XYVUMw2XXAE//Z1vQciIiajkGWaK2FBcn/xIRUWez7T942g6v2zajfNWNONU0FY5KexKBYumw4YlY9f4WM1UvWDkREYWOQZaIiIioMXaT4eKfQlfCbnkfqzAbL5pe9l9MvBEzwrzv9eKLL/beQ8uBAwcOXWFobQyyRERERMH43PdqXJSjAmz99EUZswPWsG7bXI7LTz/NTNULVP7iiy9aj5MznXDu2+fhwIEDh047tAUGWSIiIqJAAoVYRfdAbHdTLJ03PfiQDqbD5ObXGx+DNeclPHYjcM1lw4KWU+vp27f1a4O6Ml6/8PEati75zY+9FhOFSXru7c7YazFR99Qdei2WR+xc7NOR5uV4Qvda7Ddv9oveTqF0T8c3rtLjlz+xFcWma+Jg5YFIk7y2qtEgImoNEuTtFiZNaUmvxZfdcg+DLBERETVfdwiy7YVBNnzyJZrXsOV4/cLX3a9hWwRZNi0mIiIioi6FISw8vH7h4zVsfQyyRERERNSlSG0QtRyvX/h4DVsfgywRERERdSmsDQsPr1/4eA1bH4MsEREREXUprA0LD69f+HgNWx87eyIiIuqknnnmGTMWWVdffbUZC46dPbUedvZERJ2dBHn2WkzUwXX3x+8QUduzH3slQfacc87R45HyxhtvMMi2MwbZ8MmX6I58DaML/oG3/v0Y5qd6sHNgb8z+7q8wPvZyMzd8Nz8wBle99AleSD4BC377likNXajX765/34yUP/4LG4cfhUvu+jvOGjTazKGO/hlsba0dZC+95W4GWaJwSZDls1SJqK04/85hkO2aGGS7tqhtW9F7xGl6fKnKfTdMBB7P+BN+PGqaLouEt+Ki8N2PgM8GAEd/0XqfpaevHobriz7Q42Wr8nH2RVP0OFFbBFneI0tERNQF7HjnMXz2vzvwxRt3ovbtu7F7wz3YU/4bn2FvxW+xd9MCHPzqbbMWUdckX6I7Ks+gwUBMjB5/R422hq3W5r2vzRXq9dt+XF/9uq8nsP+4Y/Q4WTryZ7AriFL/MMgSERF1AYf3fYrkjDNxcuJQ9Ivpj93fHkTPmJMx+KwJGJl+sx5GXD4Tw869Evs+WWXWIuqaOnSNdt++2P/+FlStWYH0R1/EmutejGizYnHsMy9iXcEf8M0LL1oFzRTq9Tvv3qd0Teza155FQtx5ppQEW1W0vq4VZKsXIjVK5XPvkIqs4mozswNqcLxRSF3YMY63OMv3uLxDVrFZog05r1NqKha25iHIvlIXogN/aoiIgqrzeHDs0KMxPGkYRl+WgIHH7EdV2bPAVvVldps19K37BjUHtuPyV8/Gok3Na8pF1Fl0+NqwmBiccsFEXHDKRXoYdERkq2Zlm2dddbN+bYlQr5/cEyvNiVMSr0BM3xZW/3ZRrJFtfV2vRjYlF1Xqf+TSJttTNRcJ81wtC4eNBZpIhh3n8aqhdFacmRGiVgpeaXn2MRVhuvqnyD7GvDSzRAQ1eg7FyHIVILPK7D8/EwXpWaqUiIj8eQ6rvyfrPKhTr9HRUThmyEBdfmDXp6j7Zjuw53Pgk3V6/sGDdfjzR/m45ZUb9DJEXQlrw8LD6xc+XsPW17WbFselYVZ+LlBQ2PygFzcLpaWzEDBWNjaPIqu6EuUpmciwL7Zce08eWiFOExF1ehJQDx+uU68yWIFWHDpUh4NqsJ0SdSQePutxHFZlr+5ai8ff+YOZQ9Q1sDYsPLx+4eM1bF0e9U/Xv0c2Lh6JZRWokvHqhchKtZuoZsFbUVtdXF9uN0d21BJWL0ytnycrOWsQ/bapawr1fLX9LMd6zalCLM5yNDl2rNvgOIuxcKobZWVuuEI4nix9PBGozQx0fP778DkOVRbk+BZWVzc8B6e4DGTCjZyFxVCL1rP353+uosE+Qi9PnVqAMlNMRNTZ6AB7yAqw8npYDeKgBNy6Ory/dyeufL8Id3/7Js465hxcePSl2NvvEJaV/0kvR9RVsDYsPO11/eYsysC/rzwZc+eche17PjOlnRM/g61MXd5u0NmTCwkp5ajUgakACfl2E9UEFEyV4CTl6UBmlVVeNRdIn4qFOvmKYuS4E62mtVWZKHfnOIKgFcIw11q3KrMc6XbqLCtHxcR8a5tFiSifFyCkCQlwEqz0YMJYWh5KZT17n3rdQMc5T+07FynSPFnXEDd+PAn6eCJQmxnw+BTvPrJR6TgOaQ6colcM9B4UIiPfeQ7+4jArvwgJFfPgcsk1Sq0PoCpx2tuqP9dA+7CvX7Dy+mPNn5tobZuIqBOyamElzNZ5a2bFgYOHUbFnJ2ZseRk/ueguHO5/nC7ftatWv+7cv0u/EnUVrA0LT3tdv8w/vIDJJR/h3t+/i/17OvffS/wMtjKVnbpBkK1CRVki4lGIgrIyuHUYUoNLagELUFisypGLbPve1Lg05HlKMctlTVpBeAnSU1ORVRiP/CpHEKw266ZZ68ZlqMBWXqmikZKS6S2HK8F6DcTnHlmzbV1DaGpz5Th1WVPHqTRxPBn28Th4O3XyVvuGINDxCXsffsfhJeWB3gPvjwZBSBPxvFJ9jaqKEuHWAVRJSfA2Ofaea7B9yPvc2PtvXzP1Xlmhm4io85GmwromVtfIqjBrmhO/t+dLPLh7C9yX3If/fliIjZ++g9+W3YE3vnldz687yJoD6lpYGxae9rp+m0/opV/fPw7w9OmjxzsrfgZbX9cPsvoeywQVR4Wj0yI9+AXBgOIwq1Qtmz/X1ApGoGluo6zOjRLmmtrcqtxWDVbeTp1C7sQp3ONryXtQLy5tIqbbTcWDCraP8PZNRNTR2ffIHj5ohVh5/QDf4LG6j/CzC+/E6i1/xrqPX4BH5dtVO/+FKKtiVi3HL1zUtbA2LDztdf1O+csa/digL0tWR7wn57bGz2Dr69pBttq6hzRx7izEyb2WKUuw0m6XWm3uc/Xeg2mXq6AmzVcdTYv1NKRWMB+50kzZnmevax7xU11YgLLE+Ah0ApUIuKytVBdWWDWeTR6n0mrH4y/A8Tn5HQeqKqxXKQ/0HlhTAen7k7Pql6kuXokl9g8TKtAW2puyzzXYPhor979meoyIqPOxw6uujVXhdO83+/Bkn2245cK7sHzjw6j5yvr7+MiTeqP3cT30eNR+YMzAMXqcqKtgbVh42uv6JQ/9rn5s0Hmu8ejbs68p7Zz4GWx9XS/IOu85dc1DxdwqWJWN1r2WKHBZ86ZWIDNf7sn0K1froCjfUVOXhuzcRDVbtulCQaZznqybC8yz1nUVZKIq7MfTyP7kcKxzmFpQbsqDHGdavA5iLn1/bWscj79gx+dkHUd5ujnWeeUmHPqdg/0exDnPwVfcrHwUocD7nlqnbe6lTSlHxVRT7j3XIPtotLz+WFUxmxYTUaclAdbq5KkOm9+pwYebPsahAx78492HsH3PNrNUPc8h4IitR2LuuLtMCVHXwNqw8PD6hY/XsPVFDUlI8WwsK8L27dsRHx9vikOzefNmDB8+3EwRBVZdnAXXyomRfQat1KhOBfI7wGOQ7rjjDtx3331mioiodTn/znnmmWdwzjnn6PHP/ncHTks8FXV1Hv0s2Q/e/wBf7qrDtsNf4291G9D/1J7w9AK+ObAftV/vw5cf7sWRtcfhDxMXY+Sg+r4c3njjDVx99dVmKrhg3wEqKysxaNAgMxXY7Nmz8fjjj5sp8ic/rLI2h4g6MwnycitfKG666SY89NBDZio0l95yT3fo7InaQ7H30UNWLWpudqRrhomIyJ/V2ZN1f6yQ3oqP3tcf2f3Pw7eVh7Bn90FdvmPjt5jVKwkvZL3sE2KJugrWhoWH1y98vIatj0GWWkWa6WVYD6V5sDtbjpi4WSjtALWxREQdRlRP1O7YpUKs9QxZUbvra+z44kvs++obzB6QhH0bDmDv14f0/MnjF+hliLoi1miHh9cvfLyGrY9BloiIqAsYdPYcHPAMxY6PtmP/3gPo2asXjh5+JUZPuAfnXv17jB6Xi/xrS3DS9iRMGHIV+gwYatYk6no6em1Y9LrX8L/5N+KBF+Zi3qv3YNuurWZOZOT+ezYK75yoX1si1Ov3tzcf1/vJf/zGiJ9DuGr31eLlD17Swzvb3zalbYc1sq1LfibgPbJEYeI9skTUloLdI2vbt7MCtdVP6Z6c+rlmYuAxJ5k5oeE9su2P98h2bitXVuG66/6t71dvKAqD8TU+xW/11JzLgAfOUyNLZwBb/f88SRDy3Yb6aMD3tsPAy6wflI3RnwFvDwaStuf4rCOfL1nHt8x3u6Eu86uk+Zj/5pd6esjJU7D9o1HeZXr37gG3+xz8+tdjVajraRW2IQmwx19wMU7/Aljw0wT8auF7Zg61BQnyrXmP7CW8R5aIiKhr6XtMAgYn/waDz72v2SGWqKsIpzbs3se+h08HR2HLSVF4+qWFpjQ0ZWUfY+rUwiAhtvMINYA05sCBw1iw4H84/vjf4+c/X4N9+w6ZOW2j38ef6TDfV+12TPlOU9p2WCPb+lgjSxQmqR0hImpLjdXIhos1su2PNbLt6+mZ5+L6P63T4yU5t+CCWx7V403Ztm0Xzj33z6it3YfRowfhtdd+bOY0JE2L1z7/BF48dzAO9e6JH4+ahmEDTzVzwydNil2vV6NqTBzcVzWvpqs5pGnxwJWF+OKU43BR5lyfc3jyyXcwb14ZPv10j57u1Sta/d0Sj4ULxyEmpo8ua03SnHjbjVdi2Gff4tVp4/Czn/3DzKG20BY1sgyyREREnZQE2dbAINu+GGTDJ1+iW3oNZ//1Wlx/91Oo7Qt8mr8E1519k5kTXG3tfsTFLcbu3Qdx8slH4fXXp6iwpjbQSYVz/fz96U8bcN99a/HRR1/r6Z49o5CeHoecnIsxbNhRuqwriuQ17IwYZImIiKhDYpBtPQyynYs0mT3jjCfx8cffYMCA3qiuzmqTGsfO5q9/rdA1tFu21Orpnj2jMX78qVi0aIL6O+MIXUZdR1sEWd4jS0RERERdinyJbiuZmf/SIbZ//154882pXSLEtsb1u/76BGzceCNeeeV6nHLKUTh0qA5FRZsxbNgipKcvR2XlV2bJrqEtP4PdFYMsEREREXUpbVWjfeWVT2PNmi0qtPTEv//9fRXKBpo5nVtrXr8xY4ao0Dodzz//QyQny2PAPHjhhW0466z/Q8qPrsAzt1/Z4scGdSRsVdH6GGSJiIiIAtqGJ9OidFNfGdKe3GbK1Zwn0yJSTq2jLWrD5BE7JSVb0aNHFB5//HKcd17X6SW8La5fauqJePnl6/Huuz/B2WcP1s1Qn3y1ED989DlMuPV32LBhh1myc2KNbOvjPbJERESdFDt7al0SPk99/1fw5FwkE0g79Wlcs7UYP4WMv49feXJwkQ67M4DFLSgfZnbkR8Iua3M6NnmszF13vaLHn3jicvzoR4l6nFqurOwjHH3dyd7n337nsxx85zuD8bvfXYSUFD5KrLORIN+a98heyntkiYiIOjd5/E4kB6o37KfFVojVE5fhmsut0W3/eVqll5+rUCqG4bJrgKf/s63Z5dR6WrM2TJoS3323FWIXLLioS4bY9qhNlLC6+tFf4q8/z8ANKen6B5233tqOSy75B84660949dWPzJLt4+UPXsK/7r0GhXdOxKtVa0xpcKyRbX2skSUKE58jS0Rtjc+RbQdSI6srUn8KPJmGGViMYrtK9aVsRBVmYOvpDzar3BuS/bBGtuP6978r8YMfPKtrmjIzT8eyZVeYORRp27fvwbRphXj55Q9x+LD15yE+/hjMm3c+rrrKpafb0l//MA0/+WW+Hn8m+3vIuHelHqfA2qJGVgXZVBVkCxlkiVpIgqz9pZKIqLU5/85xBtkd7zyGw/s+Rc8e0fqxFj17WPdjOkVHq+kefdHzhPHodfRoU+qLQTYA3azYbhpsNTmOdJC9+OKL8dJLL5kpq6MY+SLI15a92kJdPrTXWPTpcwv27z+MMWOG4vXXrw9xvc73agt1+dZ9PQqTJv0FK1ZsUkdkHduxx/bHl1/+Qc1/L4T1I/P63fOi8NYbevf4229+oJ81HMp63fmVTYuJiIioSRJikzPOxMmJQ9Evpj92f3sQPWNOxuCzJmBk+s16GHH5TAw790rs+2SVWYua5BdiA9m2uRyXn36amarXnPIXX3xRf+lzfvGTL4N8bdmrPdjT4b5K7WBMzC90iP3ud0/EK69cF9J6nfXVHuzp9n39Gn//+1X47LNbcf31Z6BPn54qxH6r5tyA2NjFWLToXbNcqNtr2euCv72IJb//KZbNvx7H/3BGyOt119e2EK2yshklIiKizqxOhaBjhx6N4UnDMPqyBAw8Zj+qyp4Ftr6o0pM19K37BjUHtuPyV8/Gok3N+wW82wkSYofJTa43Pgar/vQlPHYjcM1lw5pdTq1HaoMipbZ2P0aPXqpe9+G00wZi5cpJZk7XFcnrFynyfN4nn0zDtm0zMHXqKPTq1QOffLIbM2euximnLMKDD641S7aOC065CFNvegI/uO0verwpHfEadiWSYLtmjWz1QqRGWU2qrCEVWcXVZmYH1OB4o5C6sCMcbzUWpkapa2cmbXK8qQvV3AAam9caOtt7TUTUijyHPfDUeVCnXqUZ8TFDrGdaHtj1Keq+2Q7s+Rz4ZJ2ef/BgHf78UT5ueeUGvQw19JJKnKvwEC72/j8mDfrJOcN+isVPlJvyi1H+xGKrB+LmllOriVSt0L59h3DhhX/DV1/tRf/+vbB27RQVqPqauV1XW9aqNZdc/7y8Cdix4xb86EcJuob288/34O67SzF06GO4774ys2T76sjXsKuIRohtlzudlFxUmSY6nqq5SJjnalk4bKvQ5jxeNZTOijMzQtQqATIOGZkpKK/03Wp1YQGQmaHmRpB9/C05j0i910REnZwE1MOH69SrDFagFYcO1eGgGmynRB2Jh896HIdV2au71uLxd/5g5pDTRTn1/1+2hvpH5ugejU25995Xpbnl1DoiVRuWmfkvbNr0Jfr164W33pqmawUjorYWm8pW6p5wZajdV2tmRIZsc8PyXP3aEqFev3e2v403X1qGsvLnInIOzTnuvn174okn0rFrlxt33ZWiA+3Onftw771rMWDAw7j99hf1DxHthTWyrS/aU3fYjHZhcWmYlZ8LFBSi2fEmbhZKS2cFDm2Nzesi4jIy/a5bNawcG+GzjtS1DOe9JiLq5HSAPWQFWHk9rAZxUAJuXR3e37sTV75fhLu/fRNnHXMOLjz6UuztdwjLyv+klyPqKiJRG3bttf/Sj9rp06cHnn32+xg2zGrhEDYVYvucOgRnXjIJz/ziYoz/28V49/O3zczIOJx+Mc758W3Yc9XFpqR5Qr1+r975A6RcPhVjv3slKqpfNaUt19Lj/vWvU3SgveeeVBUge+CQ+rvv0X8X4O+X9cLGU6Mw67dJZsm2wxrZ1hdttTDuBuLikVhWgSoZr16IrFTTTCg1C97Ku+ri+nK7iaqjhrB6YWr9PFnJWXvot03dGlfPV9vPcqzn30y3McVZjmazjnUbHGcxFk51o6zMDVcIx5Olj8eUNSUuA5koQKHeqFJdqKYyoXOs3z4aVIIGOgYR9DqrY3OcR7Fcb8cFK84K0Mw5EPu99j/fQMdjLxPoOImIOhmrFlbCbJ23ZlYcOHgYFXt2YsaWl/GTi+7C4f7H6fJdu6walJ37d+lXoq4inNqwu5ZcjeLRUfje1onoP/p/eOKJNJx33klmbviitn8mKUePD4tsRazX6V9Yr6PVrloi1Os36AvrPPoeAvp8sVOPhyPc4/5//28samvdWLDgQpzT51vMeMPa1kV/r0Jm5kp9v3NbYY1s64uO8tQ3NeraXEhIKUdldbUKfQVIyDfNhPITUDBVwp+UpwOZVVZ51VwgfSoW6uQripHjTkSRnpeJcneOI/DIum5grrVuVWY50u3EVVaOion51jaLElE+L0izWQlvOtjJYMJUWh5KZT17n3rdQMc5T+07FynSxFbXajZ+PAn6ePKQZpU0QZoXSwWnddT1zYqDXUdbsGMIdPz2dU5Adn79eaSpHacsWWmuczFWLpmOiSEdtHmvZZve881GZdBrovZszsOnnIiok5GmwromVtfIqjBrmhO/t+dLPLh7C9yX3If/fliIjZ++g9+W3YE3vnldz687yJoD6lrCqQ0bvuI9THwfmPa2+tqQciQmTz7dzIkMz4jTcejxP+HV9DPxyrXn6Y6DBvaJMXMj48GfJWH5uJP0a0uEev3enZaBf100FA/89HT0HHmmKW25cI/bduut5+D+Z2/AS6cCtX2B/Lgj8e9/V+Okkx7DtGlFqKz8yizZelgj2/q6R9NirQoVZYmIRyEKysrgdpnQ6JIawAIUFktNYy6y7XtT49KQ5ynFLO/zliUcLUF6aiqyCuORX+UIgrqWUq2bZq0rzXFTyiutUJeS6S2HK8F6DcTnHlmzbV2DaGpz5Th1WVPHqTRxPBn28ThIbafeT4AQV9+82NGsWPYR6DrawT/YMYRy/La4WZg7fQlWyiEVr8SS6RNDDN/mvZZt2ufb6DVJsGqYFZ9yIqJOxr5H9vBBK8TK6wf4Bo/VfYSfXXgnVm/5M9Z9/ALkN+xVO/+FKKtiVi3HL1zUtbS0NkyaEv/9YJQOP1tVtjzxGus5zZF2+MfTMOaZd/DMja9gzXUv4qxBgZ/r3FK5d76Jq579UL+2RKjX77dX/RGXr/oYt/1hY0TOIdzjdpIfCMa+70G/Wg++d/UqDB58hG5y/I9/VGD06P/DlVc+rR+r1FpYI9v6ovX/zbqD6kqUq8Bi5aXpVs2qdwgSpHzEYVapWjZ/LhIq5sHlau0mqMXIchUgYa6pza3KRYqZ0xrS8sy1yAsQFb3NiyUMmmbFWkuuY/OkTZyOJSrJFq8sR252aDHW970mIuo+7PCqa2NVON37zT482WcbbrnwLizf+DBqvqrQyx15Um/0Pq6HHo/aD4wZOEaPE3UVLakNe+GFbbj66hV46dUb8ZO0f2HIZx78IOVmM7d76Wq1iTfccCa2bp2J5567RgXaAair86CkZCtOPXWxes+faZUaWtbIti4VPbrJPbLV1j2kiXNnIU5CWcoSrLRv6NT3SC5EtQ5rbuR4y1WQjEr1aVqsp5GGWXn5yLWbrgp7XfPYF2l+W5YYH37HRUgEXNZWqgsrrBrZJo9TifjxmObFUx29FQe7jtZU8GMI5fid0iZienk60sudAboRzvfaFGmNXZOyCu89wJF774iI2p4EWKuTpzpsfqcGH276GIcOePCPdx/C9j3y3BhfnkPAEVuPxNxxd5kSoq6hubVhb775qe6hWHr4Pvvswfj7368yc7qnrlqbeNllp6pAOwMrV34fLtfRuiKmqKhG19COHftnbNsWuf4CWCPb+rrmc2SF855T1zxUzK2CVdkYh1n5RSqVuax5UyuQmS+hx69crYOifEcNYxqycxPVbNmmCwWZznmybi4wz1rXVZCJqkA1m80i+5PDsc5hakG5KQ9ynGnxOqi59P21kT8e3bxYJen63oqDXUdbsGMIcvz2tYxznodIw0SV51Mae9xP0PfaqZFrklKOiqnW+pF574iI2oe3abH6Mi52fl2H7395Mt5b/z527zmgy8ShfXXYs+0gBlYdjz9//68YObiRW1+IOqHm1IZJB0BXXvkMdu8+gKSkwXj++WvNnO6rq9cmXn75adiw4ad45ZXrccYZx+ka2rfe2o4RIx5HcnI+KivD77iKNbKtL2rI8FGejW++gu3btyM+Pt4Uh2bz5s0YPny4mSJqDcXISl2JiaWhdk7VTFKTPBXID+PRP3fccQfuu+8+M0VE1Lqcf+c888wzOOcc6x6+z/53B045/RR41Bcy+VL2cfVH+PSLg9h3wIP+Mb2QU/sq6oapeb3rUPW/nbjt6LPxo6v/otd1euONN3D11VebqeCCfQeorKzEoEGDzFRgs2fPxuOPP26myJ/8sMovweGR2rBQrqE8Z/T005/AZ5/txtChA7B+vTwrtq+Z232Fev26ilWrtuCee17B229/bkqiMHr0CarsPB16W6K7XUN/cv5S4x2Km266CQ899JCZCs0lt9zThWtkqfMrzlL/M09HeWZ264RYIqKuJKonanfsgjw7VpoXi9pdX2PHF19i31ffYPaAJOzbcAB7vz6k508ev0AvQ9QVhRpizz33zzrEDhjQS4XYGxhije4WwCSsvvbaFLz77g0488wTVIlHhdrtmDjxnzj77KV4/fVPrQWboalruO6T1/DmS8vw8gcvYd8h6zFGzfHO9rfx+tp/4NWqNajd10rPcerApN0Rgyx1XGl5+pecUruH49YQNwulYdTGEhF1FIPOnoMDnqHY8dF27N97AD179cLRw6/E6An34Nyrf4/R43KRf20JTtqehAlDrkKfAUPNmkRdTyj3J06cuAKbNn2Jnj2j8eabUhPbx8yhUK5fVxQffyzWrZuCbdtmIiXlRERFReO9977A+ef/FbGXZGP2b69H3t9/rsNnU5q6hmW3piPl8qk4OeVibN/T/Afnrrr/epx38Q9x9pgJKP9wnSntPg6ry8sgS0RE1AVE9eiLGNePcMSwTOz8/CscOngQp7nOwimnnGKWAI7scxT+MGkRHriKtbHUtTVVG3bFFcvx0kvbVIiNwr///X0MGzbQzCHRnZvEikGDjsALL/xQ19Cmp1u3UMR/+xJ+f//fcOsNf8D/8h7TZY1p6homfGz1W3BqrQpku77W480x/MPd+jVmH9Dv4+YH4c5OGh4xyBIREXUhfY9JwODk32Dwufdh4DEnmVKi7qWx2rAZM1bhP//ZhujoKPz+9+NxySXDzByyddcaWX/Ss/Ezz0zCZ5/dgqRje5lS4L3iSsTF5eHRR98wJQ01dQ1f/eF5eP7cE5A79XT0PlaaMzdP1TWXoTh1MJZcE4ueI880pd3HgYOHGWSJiIiIqPOYPf0EfDo4Co9cFoVtu7aaUl/BasMeeeR1LF1qPQnivvsuwA03jNLj5Ku718j6k2bn6bn34KnpE/DbC8fg33vH4qOPvsHtt7+Ek076I373u/+ZJes1dQ1/e+sqnPff7bjtDxsx6IjBpjR0c657Epc8/ymm/mUzzho02pR2H0f0jGavxUThkh5EiYjakrPX4tbAXovbF3stbtzm4X28zTKrK9/Byac0rI2S2jD/a7hmzRZcddU/9fjMmd9RofZSPU4NBbp+VE8e2TR9ejGKi2tw8KD1uLPjjuunP1d33JGip7v7NZTzb81ei6+9/R4GWSIiImo+BtnWwyDbOKmR/eW/d+AficDV/9yCYQNPNXOCe+GFbTrEHjpUh3HjTsWzz15j5hC1nPR8PXfuy8jLe0cF2sO6rF+/nrj99nMxZ85YPd1dtXaQnaqCbDRbwBMRERFRZ/HQks8x5DMPbvuPJ2iIlS/Rtjff/BQ/+MG/dIj9zncGNRliN335vu6VVoaW9CYbKnl8ir2fSD8+xd6uDC3hvH6NifQ5hHvcTnI89rbkOMMlzdjt7dlN2vv27akC2CXYseMW/PrXY9GrVw/s3XsIv/lNqZr3AFatqtHLUeR99PFXvEeWiIiIOp9tT6bpmsvmDGlPbjNrU1dn12hLE9D09KfxzTcHcMYZx+HFF3+oyxtT+ORtGHPmxXAlX4yX3mmF5vv79qH3ud9BwsgxePi3F2P83y7Gu5+HH7Sc3ptyMcbFX6xfWyLUFgHLc6fqa3X8BRdH5BEw4R63k1xTOa7zEy7Wj6oJ16qihzAq6WI9yLiTBNq77kpVn7PbMHt2Mvr3l46heuKHP/w3Xn31I2shiqhPPvsc0Wy4QkRERJ3S7Bd107VQhhdnm3WoW7DuTzyEhITHsWvXfgwZcgSKiibrwNGU08s/0480kceiHFv5gSmNnOh1ryHqnbcx4NtD+N77pjDCJprt2q/NFWqN7CXrPtfXavRnwJEbq01py4V73E7ySBo5rr6HgDHlO01py51U8REG74YeZDyYefMuwCef/EyNfaRrZ6+88p/Ytm2XNZMiJyqaNbJERETU+Qz7aTE8OReZqaZdlONB8U/5mJXuQmoUU1L+jJ0796FPn5546aXr9LNBQ/FZxiV4Jek4/WgTnGt13BNJdRdchMO3uPHu2OEonZSMC065CAP7xJi5kfGP75+Ot0+P0a8tEWqN7Pop4/W1Wj7upIhcq3CP26l37On6uNaNOgYbr77QlLbc3ksv1o/LkUHGGyM/mNTWPoThw2NUmD2oPot/0a0DKII8Hnb2RERERM3Hzp5ajzSDZmdP4enb98fqv2ehV69ovPHGNIwYcYw1g0Ji1WjzMxgOuYaffbZP5as8fP31AQwdOgDr109DTExfs0TXJucvrWFC0ZLOnkZeei2DLFEkdMRH8NiP52gt3fGciahexwqy2/Bk2qm4cZWZdLj8ia2driaWQTY8kyevxLPPVqNHjygsXZqhpsOv3SNqKWlWPGbMMhVm9yMpaTDKyn5k5nRtrR1kEy77oQqysYmejetfZZAlCoOEuo4UotrieLrjORNRvY4UZKXjp1OfvgZbi3+KrtB4mEG25X7xi+fxxz+u1+OLFl2OG24YpcepeVgjGz7nNSwr+xhpaQXYv/8wxo49MaROxzq71q+RvY73yBIREVEXkDi8S4RYarmnntqoQuxbaiwKixczxIaDITZ8zmuYknIi/vznDP0j1dq1H2HKlOfMHAqHCrJ8kiwRERF1XsN++ivMfuhB8Ok63dfLL3+IadMK9Xh29rmYMeNMPU4tI7VpFB7/a3jVVfH417+uVmNRKCh4H7/97avWDGoRubqske3OqhciNcr5jL1UZBU7uk5vMD8KqQvD71qdiIgosk7D6Zevwo2n+v4/SwY+O7bre+GFbUhPXy6dmOKSS4bh3nvPZ41imHj9whfoGo4ffxrmz7d6UL7//te8zeCp+Twqyaogyw9qt5aSiyr1N79+zl7VXCTMc/mGVed8NZTOijMz2pAE6tSF0EflHO/AirNSvV+iAof/YmQ5vmjJjwhd4jcC9f5kRWWpswukA51zcRayAh1kG/24U5zluw3vEPCgWlk7X4sm90MUgm1PzsCNeAJbHf+/sgc+cqdr27BhB3784+dw6FAdzjrrBP2sWMEaxfDw+oUv2DW87bYxmDYtERMv+R1u+PXZeDExCi9/8JKZG7q5c87CV8dF4a24KLxatcaUdiMqybJGlurFpWFWfi5QUNhxg2LcLJSWzkI7xOnQqWCQjkzzA0AVMgtcgYMCpqPI+2WrFO3xG0HkVGNhqgohLjeWmJLA2v+cq4tV2J63BEvmZWFhoMDUBj/upOXZ6xepK+K4JnlpZokIkqAY5MefjnAttKb2QxQK3iPb7chzOTMynsaXX+5FYuLx+O9/rzNzWKMYLl6/8DV2DeUe7h9/vBcx+4DL1f/utj0n93Y3T3L5TgzeDXz3I+CImg9MaTcSxSBL/uLikVhWgSoz2SzVxciSMONfq6K+SHvLUx21dSrw1dfEyPJWcfVCuzZTlS0sxsKpbpSV/f/27gQwivJ+H/izEQVPUi9ArQmSQJIGwQslWE0UkBCqaDG1HoASCLYqsU2KVFBb9If8k9agtoAEFW2tjRRRgSCoiQcRUSxIGgJJIPEE6xErKkfI/t/3nXd3Zze72WN2k2zyfNpxZt+53vnuZpnvvu/M5CFRnow7TsrVWJx8O1s+Xeu770/Mb+8W3MzFIiFxJNsJyMpOQ9VOjxrU7URVWgoS9cvol4AZG2QiIhMzHzrJMSfICqSuwZpsMU70k3hFw487FnTKWHTxmFNkxE1ZhJIqXiPbnezf34yzz34cn3/+Hfr1OxarV09Ar1499Fy2KFrF+FnnL4brJwzAlr4iqT0fmP6XOvWYnmC8mH4aak4GnhwKfJsc4g/JUSzGbmciS54SkZJWBWfeJRNIZ7Lpq8uoVCcSzrFAdq2zVQVjJ2FBnSzPA2Yb5bXZVRjryDhFwrfB2QqTjar7ZcJZhsK8VKOFSpblrcRAcVKbJltsPFtiK6tQPX6Zsf6aVL2++/7sy7KRphd3I5Jo45hcg/dWU6vqsLq0EqkDvXzBVJZikk64u03rU2c45oQZWLw4E5kzFgfWIhzyjzuyK7Wp+7T88aXNvyHN2w88+oebXPXDjdiGrx9r3MpznX9/zh+C5DJmnTUWjv20edx6fccynuXUraiuxWt5jWx38eC8y/HukB9h7MD7cNSJP6Ci4nr06XOsnmtgi6I1jJ91/mJYPGcz+tccQvG3j+NwfX+cd96TqpdBoEp++w76f2zHLzfaccmZ6bq0+2ixH2YiS55qUV2ZCmfe5dZ1cDF8dnysW41SFKPAcTackInFsusodHmmUZ6QJRLLqp2mk27dopooTrbVEjKRfgxjRXnu6oFYVtvGPtOyndtFYooxdtTDUe6LbDV1HpcxRKZX5yTkqfroAjNR/9nLxL5r1yDVZ/fjyHNer9keFegkxxycUH/cycT4aZUoXW2sWLe6FJXTxvv+PDt4/YFHqKxCivrhpgA7vf5YI5PWUqTI+KryFJROWo0sXz8EhaS9YqH3IzNmH8ft9qOY+PJwHLdbOXUbcVPKjM+9lyE818g2YmlmAcxXsVUUOD77xlCgZ8pn2jrKzEm0r3IK3mVPvoWRjfuwcOPnWLcmE3FxvfUcF7YoWsP4WRdIDGUvgnfeuQl9+x6HffsO4dxznxDJ7H49l9rSo+cRTGTJQ7t1/yxDbqI46Z6tW1Rrxcm2KtddVJfNRkr1/UhMjFDrSju0yMou0pNKs70nEPpaX5Vvi6S/wFv343bivF4zEpm8WSc65uCE+OOOkFng6CIrW+aBYq+/aHjw+gOPkJaNLBk8Xz/WyPLKSuQl6s+0XLeyFKtDuk7Al/aKhd6P/CLycdxuP4qJ76wsXSe3cqKwqECBLR45a/VLpRH1VWNQ0uD4/NtRKBtEGpdiek4qylVZAyYsn250d/ZVTkG75ZbVeK2fcfq68QygX/+T1bQntihaw/hZF2gMZTK7ZcvNOPHEo/Hpp/swZsxzYt1mPZd8GZScKBNZ/uJCWp1xPWrq7BBabhKykI08FDr6DsrrZWVXQuhyfb2saolJHai3nwrHdXl1q6v1CbtjvUzMWLwMxY5WmUA56uG4Pre22hh7inCLrExiE0USuywsrWDUoaz8uKM+jyKZVEmYSMj8fhh8/cATKPPNtOSwATPC+atUe8Wiy11DTpFgbuFsa7DW+ilbYlcjy16OfF1i2I0aTMBIj8bexleWAyW3wejkF4eRE4DlrzT6LKfgzJnzBp55phr3fZyDGbP/jEPrytHn2L56rju2KFrD+FkXTAxjY3vipZeuwfHHHyWS2r244IKn9Bzy5Yge8vE7MUfol9QtmbsGJt6P6tm1ISZ0CZixbA1QmujcFtYsw4wEWV4M3G+Uy+SuVu0gE6qBRrceTSqtMjajylN1eSJKs8U2Mgeq5DSxza6LDsb+qsbqetxf5WrRai91CzBJXufbRhKrbmiVW2a0GomkvzAPyPaf5US1qDxmKz/uKPJmX+JzPqlUHmyA2/D2A4+Jrx9rZHnaY1jp/DFJXjvq5brYULVXLHztx+O43X4Uq6wWCbIq9vixjLqytroT28t12jmmBIssdS2Ow5SyQp2AmjTWo2ptDuLlvzNyyFwqUt7W4gakYm3Nbv3KxVt5RkaGsS0xODhOhDm2YcWKnSgsfFe8smH8OYtxc8lvUDktA3u/2+N1edka5q08kPHQLOORJs+fb8Mzm5cEvF4w4x5Tb8buPjYMzbeh14PG41cCWS/Qcd4EG7bHG+NAlvccBxq/nD9diN1n2PCPi8R+kvwv729std5uY1GfJy7W25t7XuDr+RjHX2ZTj8qRQ/GL+X6Xd/A1P/3nRt1kHeX7P2LEafjnP68Scw6jtvYrsdxUtZyv9Yf+0uaMfbg/P+EYR1rTd4cQY7Oxd3G3Jbt6uv3jv0EksabTP90VNOATQnldrLpzrce25A1lHOWm7SXMcF0LuGHDBuc8t3J1zW2mviPuYmQ66uRZN/NrOa3Xr50tkoJ2PqktExlaJR7DWMcJjhiMGxvJ1mYjGU+YsQxrcL/xI4JM+otl0q9W72Ki8JjD9uOOQXZ1ldloYEm7rx94zHz9WOPxY9KkamQvk38rwfwQ5KG9YhHQfnz9KCakVaF6krG+Wzl1Q7IbsPgsZFQZ3X7LpkTmkTy7a7AW+bqrsF2c2OZgusW+wuXl5WpbcnBwdE3s7uN33tmLG254UUzZceut5+CeD2IwdA9wb4VIaw8c8LqePJn2Vh7IuPCEweqRJteJr+B+m2sCXi/Q8YF3/o0jnn4SSd8Aue+pIiXQ9QMZy9g4YhTI8p7jQON3ZcWnSPoCmLwFeHvBEmd5qGOr9TaPNyxahukivnJ7E175OOD1fI0XX5ClHpUjh+QN/j8XDr7m3//Fqapuso7y8Tmy/LLL4rBu3fXi3zO5xCDceeerPtf/474znLE/fnudz+U6ahxp34shxs5EloIiExN9wuk2ROha1hCUOR/JI05qZb4UyHWJYeR6RqhrcCTki53XESaI5UTyruaLpL/LZLHmY5Si7JhNP4I462nlxx1JbdPXM3M94yUX9/IDj+d+ff1YY/4xaYPjTsSmH4Lky0C1Vyza2o/nPsRrbz+KidQYBV7LqTsxbr6UgaJ8mRCWISz3ePIlvVDsw9VSm56V77XltbG+CmOS+utXLr7KqbXNmz/DxRf/TcQb6iT/oYcux/Jhx2F/D+OxJfaePfWS7qycTL8/7EzsOQ7q0SifnZekS8PHPigJLcMuwle9j8LLEfrCWixiIy24yBgHK9D4bUo9UcVKXq/83Vln6tLQWa23maxPRTzQ1AtYm+a9C3owai9IQEMs1LB9hP/Phb8Yll9wqlE38Rkwx+6SS36MJUvGqOmFC/8tPvOyJ0Jr4Y59tLHH9GDXYgqWPPHWJ4xuQ5AnyRHkSpbE4DyZJ4qU9v9xp6N/rPGt8//QRV1Q41Jkis9ZRpFuIVV3XYosdX2u4zbF8jra+UUqMY2TF7/mPKrvblyBR3OACSPjfJZT27Zt+y/GjfsXDh1qwaBBJ2HNmmtV+T1PfwHbPjtufsuOuN4iU/HCSvfGmXeuwo++sCO5wY7rzzO6d4ZVr1449MbbOHbvAawssWP/XeF/fMpda+04IBKp+1aFltAHGr/7521VsTqnzo6LE0fr0tBZrbeZjOnwGjuObrKrelp124Ri9NtjV0PelUW61Dd/MZxTtE3VLaOq9ft/442pmDHDyOrvvvsNPPHENjVtFu7YRxub3YYYGxNZIiIL2v/Hnc77Y00H/NAVSsswdRHyRkw22OJzkFouP2dermWNEHl9bjkc17TGIye13HjMT9wULCqpQoYqz0BVySKjZdhXOfkkn6eZlbUcX3+9XySxJ6pHlASjvbo3dlWMn3VWYzh/fjquvz4ZLS123HbbOjz3XI2eQ1KMTd7sSXypEhEREUWTxqXTnY/EKcqQCaL3ITzPbE1HoUeinF5o+rHG1ApsvgmV+Rm2vsqpNfnokWHDluHzz7/DKaccjXXrfgH5iJJgWGmRJcYvHMIRw8cfz8INN/wEhw/bcfPNa7B16+d6DkEk+DHi+5SIiIgoqrR512LTwKQx+qSlPY0PP/wWRx4Zg7feuhF9+hyr5wSOLYrWMH7WhSuGS5dmIiXlJDQ3t2DEiL+hsfEbPad7s9nEcNpPLrZXb1iFvXv3YuDAgXpWYOrr6zFgwAD9iqj7uvvuu/VU5/HAAw/oqcjojsdMRC6+zgF27twpEo8++pV3+fn5WLLEuMMptSZbkjsykZCPhonZtBGHSp9XNyYyk4/5GP1MhpqW1/Wtu75cTZv1mDMLnz+zENeP+kbdbGdJ1hO4afBkPbdt11//Elas2OFMYocMOVXPCY5sDWMyFjrGz7pwxlD2UkhKKsGePftw8slHY/PmySH9wNOe5PHLHxMDMXXqVBQV+b/u2OzS2+6FrV/KxfbtlUxkiYiIKHAdncjKGy7F18wM+OZO8q7G85MaoqKFtiMTWdvWLTjqwnPU9OHb89Bc+JCadvCbyDY1oWffH6nJlSIHvvq6wBPZW25ZjWee2Y4ePWxYvDgTN9yQoucQkbxufMiQx0XO9h0SE0/Eu+9OFMlicF3u21N7JLJ89g4RERFFpyLHDZf8DxnBnSN1W45Hw9j79EXLqCt0aRBiY9Fy5Xh8f+xReCGIJ9fMmfOGSmKloqLLLCex8iSaQsf4WRfuGMbG9sQbb9yAE088GrW1X+GCC57Sc7onmSIzkSUiIqKoE+g1suaB18sGQD8a5mDjZ2gZbTzL0ky2wsrHxcjBW7diSXZJPuLLA1j0rLGcv9bYp57ahsLCTWr6nntGYPp0o0XYCnaLtYbxsy4SMYyLOwEvvXSN6novk9lLLnlGz+l+bOJ/MWIgIiIiImp3b731EaZNe1lNT5qUit//friatootitYwftZFKobnnddPXT8eE2PDpk2fIjdX3769G2KLLBERERG1u82bP0Nm5nNq+sILT8Pixa1bgEPFFkVrGD/rIhlDeRO0J54YiyOOiMGyZVWYOdN774iujoksEREREbWrnTu/ws9+9i8cOtSCAQN+hJdfztZzwoMtitYwftZFOoa/+EUybrvtXDW9YMFmdZ15d8NEloiIiIjajbz7akbGs/jqq/0488wTsGHDjeKkP7x3X2WLojWMn3XtEcP589MxY8Z5avqhh97Fc8/VqOluwSYSWf7eQkRERETtQT4Pc8SIv+HLL7/D8cf3xJtv3qDuxhpubFG0hvGzrr1iOH9+BvLzL0Rzsx233LIGW7d+rud0bfJnghj+3kJERERRr6LA+aidggrjubGZSxv1TOosxowpRX19E448sgfee28i+vQ5Vs8J3D0Pj8Frl/fD3PzB2PvdHl3qzkpr2CPr78PaMadj2Y0DsG5XZG6kc0Thg9gy7ieY+PBw9VzerXu36Dnh8bt7zlExkuNQBBq/ec9MUfuRsQrHMVitt5msz0O/Tlbbk/W06pnNS7D8mjg1yGl//MXQETtZx1BiZ479tbcfj8sui1dd9eUPRbLrfnfArsVEREQU3WQSmwGU2xtQou8XlF5YjtSceJXUUueQk1OGjRs/VXdbfeutGxAX11vPCc51f6lA5oY9mL2oCge/9N76ZKU1LOnxFbiq4lNMW74LR76yXpeGj21HDXrMmYULX6nGOS9uxBsfVuCbA016bnjM+usWFSM5DkWg8Utc/oraj4xV8/YPdGnorNbbTNbnrqU1ans/XbxKl4bupNIXcMOaD9Ugp/3xF0NZJ1k3WcdQYucZ+zVrJiA+vjeam1vw05/+HVVV/9VLdl1MZImIiCiqNdZXAflZSNevDenIygeq6tkq2xlMmVKGv/3tP+ouqw89lKHuuhqqjQm91HhLX6Cl9wlq2pOVFtman4gNC01iN18OPFNNh5M9Lh6IjVXTW41dhV2F2IV5HKxA41f/4+PUWMbqh9OtH4zVepvJ+jQYYcbWQXrCgo9TzsD+HiI2YpDT/viLoaNOso6hxM5b7LdsuRn9+h2Lb745gKysf6nr0bsyJrJEREQU1eIGpAJFq+HW+Nq4FPOLgNQBcbqAOsq8eW/j73//j5r+058ykJtrrdto6pK1eKv8H/j2tXL0OdZ7AmClRXb0rQ/j9Q3/wuZ3X8ZPL/iFLg2jXr1woOEzbN2wGrf8XznWXV+Os08dqmeGx0krylWM5DgUgcZvzO//rvYjY5X642G6NHRW620m61O7ydjexXP/qUtDN3L8XXh740tqkNP++IuhrJOsm6xjKLHzFnt507SNGyfipJOOxt69+zB8+NMioW5W87oiW7+fXGzfvmGVONi9GDhwoC4OTH19PQYMGKBfERERUXfh6xxg586d6NOnj37lXX5+PpYs8X+NWVBU92KRuZrkl9tR6N5MGxXkdb5WWhQ7k3XrdmP8+BVoabHjj3/8KX73uwv1HCKKlG3b/ou0tKfVNbNJSSepltr2JhN5uz2w77GpU6eiqMj9+9ufS267ly2yRERE1AWkF6qTJvMQjUlsV/Luu5/hqquMJHb8+MR2TWKttMgS4xcOHRnDwYNPwVtv3aiuR6+p+RJXX71Cz+lamMgSERERUVht3vwZrriiFLJB5sILT8Ozz16l57SPrtKi3VEYP+s6OobyOvSXXpqgrksvK9uF/Hzr3bU7G5HI8hcXIiIiil6NSzOdj97xHPgInuDJR8P0mHozbI0NusRFPiZEPi5GDgWv3qlL3R1YXILPrh2GgSOLcMyvSnD3EyfqOe2HLYrWMH7WdYYYXn55HP7858vU9KOPbsZvfvOqmu4K5Pc7W2SJiIgoqsVNKWvVrdjeUIIxY0qwaApv9hQMx6Nhjnj6SRxRsliXusjHxMjHxcjB67Mvm5pw9G9+jZ9/+jFm7voY359a4/NZr5HEFkVrGD/rOksMc3OHYsaM89T0X//6b/zf/72tprsCkcjyg0pERERdTNwUzEzNwXS2yAbF/GiYlsFD1DgoYt1DpxuPrInUo2UCwRZFaxg/6zpTDOfPz8Bdd12kpu+/vxJvvPGRmo5mMoNliywRERF1QY2Qj5elIOlHwxzcsRst2dfpQhf5mBj5uBg5FF7+kC51d8TOWux4fTUu+6ux3Oizxug57YctitYwftZ1thjed9/FyMoagJYWYMyYUnUztuhmZyJLRERE0c37NbLxyAG7FodEJLOqZdaL2F6xuOTMdDUM6eP72afxF451LufrWa+RxBZFaxg/6zpjDP/1r6uRmnqyupP4yJH/VDdli1byRnJMZImIiCiqeb1GVg5lU8A0tntii6I1jJ91nTWGb711AxITf4QDB5oxbtwKNDUd0HOiDxNZIiIiIupS2KJoDeNnXWeNYa9ePfDmmzciPv4EfP31Dxg8eKlIupv13OjCRJaIiIiiWluP3zEPfBRP98EWRWsYP+s6cwxjY3vi9ddvQO/ePfHf/36P885bFnXJrIwuE1kiIiKKanFTZiIfY1DSYOpWLB+/41FWxutluw22KFrD+FnX2WPYp8+x2LRpInr0iEF9/de45JJn9JzowUSWiIiIolrj0vkoyp8JtzxVPn4nfy2Wv8JW2GDFvLgSRzxSrJ4J60k+O3b0MxlqKHj1Tl3qLuaNCmy4fQyuWzhCLbdu11o9Jzx+u/RK/OMX/fG7e87x+YxaK61hj6y/D0tuTsRDv04Oe90dZIxX35GOa0p+qmLk9Zm8FvzqwQtUjOQ4FIHG754Xf6ViNTd/cFiOwWq9zWR9ZL2W3TgAc5dP06Whe2bzEvxl2iA1yGl//MVQ1knVLcTYhSP2cXG9sWHDjejZswc++OBz/OIXL+g50cHW7ycX27dvWIW9e/di4MCBujgw9fX1eoqIiIi6mwEDBugpl507d6JPnz76lXf5+flYssT/iWDAKgpgy6hCSUOZK5ltXIrM+OWYYC6LErIbdEd1S7Rt3YKjLjxHTR8uuAvNc+epaYc3PqxQiZck70gsH69jZtu7B0cN6i/P4vFsKvDLCcCSrCdw0+DJegnrNg49BpfW/ICmXsB/d9bgzFMH6TkusjUs1Bi+kHM+sv+2WU2/+PhsXHH9XDUdLuYYP3gxMGskVBxlPMNl9xk2JH0B1JwM9P84+DgEGr8Xf/ZjXLv+YzVduXYZzkufqKZDZbXeZhs3r8ClI36upl9IPw1j1n6ipkP1wtwJyH7gX2q69O6f46o5y9W0L/5iuHbM6biq4lM1/fqGf+Gi865R04EKZ+z//vdqTJtWhsOH7cjOTsJTT43Tc0Inj1/2hAnE1KlTUVRUpF8F5uLb7rWWyBIRERGZdUgiK6lk1nwiJLsVR18SK3VoImtKRJsLH8Lh2/P0HIO/RFauJ9eX2ym+CLhzTPgT2ZcuOR4TNu1DQyzU827jent/VFConsr/KaY++paa/ueLhRg/Ol9Nh4s5xjI+Mk7hTmTfTrIhvUH8WYjQDK+J3GdJtgje9o867O8BvPN68MmYp3DW+63adRhxzhXo1Qw8eVU8fvnP3XpOaP7+l8m45bfL1PTjf5qEG379pJoOlWx5nvxCg4rdhn+/jIsTR+s5gQl37Bct+jfy8l5V0/n5w3D//Zeo6VAxkSUiIqKo0mGJbEQ1YmnmoxhQVghHqiFvMBWfY3Q7HVPS4Lz+NthybzoykZVkooU9e2Af0vo5sU37m/DB50Y3xt49Y70/S7apCR+9+zJ2DzI+B4NOSgrrs2Q3fboRR2/YiG+TE3Bu0kj06tFLz3Gx0iK748safP/eW2g+4TiceXZknoMrY7yz+nV8NsCI0dmnDlXP6A0XmcT13lKNb4amBJ0gSYHGT3ZpbdnyHg6cfCKSfnKZ5WOwWm8z+Vmt+c9rOPoT8Xm+MK3N5x4HovGbBnzx7zfU9MnnXOL3BxR/MVTdgd+pxA+n9w0pduGOvfT441vxq1+tV9MvvvhzjB7dX02HItKJ7Ijb7mMiS0REROHTEYmsShJrZsJeGL4WLZcKFNgyUIR8lNt1Iqu6Lddgpnotk9zpwKIyTEGQ5T5y2Y5OZImo+7rttvUoKflAfA/ZUVMzVV1HG4r2SGR5syciIiKKanEjJ2BMVb1IEcNNJp2rkWUvF2msS+Mry4GS23TrbBzE7tVNpYItp8iRJ9EUOsbPumiN4aOPjkJq6skiCQVKS2t0aefERJaIiIiimkwU167NQbwt3M+OjcMUU3diX+IGpGJtTevr74Ipz8jIcNbZwXEizHHwY9miHchyHHsfM37Wxw6BLt+Zxr/73YVq+qWX6gNa3ts40uReYmw25rJEREQUveKmlKkubN6GaHl2bHl5ubPODo7uxRwHP5Yn04Esx7H3MeNnfewQ6PKdaXzllQniM9ADmzZ9ih07jMdwBbKeedweYsxfmEREREQUnMb6KoxJan1TlGDLKXza82S6K2L8rIvmGMokNinpRDU9d+4GNe5sVIsswA8qERERRTn5+B1Tl2I5FFToeWEmr8lFzqMwNl+BR3OACSPjgi6nyGmv7o1dFeNnXbTHcOLEVDXet69ZjTsbncgSERERRTH1DNkqlDSYuhU3lKAqI0LJbNwULCqpQoZKmDNQVbLIuANxsOUUMWxRtIbxsy7aY3j55cbjhbZv/0KNO6PIJ7J1xUiTX9y5ZbpAqkNxmihLKxZTUUAeQ7TUNVDejsnKcXbFGBERUVSQXXWRP9M9ORTJ48x8oKo+HHcHTkeh49E7mvm6XPN1uMGWU2SwRdEaxs+6aI/hoEEnIja2J3bs+ApNTQd0aSciwts+LbLDh2P4th2uJKduFUrf1tPdhTnRY9JHREQUNvIuwCiaD7cbFDcuxfwiIHUAk8buiC2K1jB+1nWFGJ599qlq/MEHn6txZ9KOXYuzkT24FKscmVvtdmDaNAzXL7udhDxUVuYhQb8kIiIiC9ILYS9PRU687Lqrh/gcpJbbUejv2TnUJbFF0RrGz7quEMMhQ4xEduvWbp3IAuPGD0apzmTLVm5D9vhkNa2U5Rrdj9WQBtULWZQ5ux7LFkxbLsydk1vxtg2prgy5shuzs1xn0z7Li13labkodiTfDt7mqxbWXOTmpolyUc9WdalD8cQ78fbbdyJRHpO5RdZje6raenvFanuObcgZHrwdc1vrmvaVNrEU3hvFt6PQsa5HfXwfn1rRRMbWOG7F4xhbxVTy9n6o/Zparh2v3epjLO/cppzn+Kz42G9dsSk2XitDRERRRyazuuuuY2AS232xRdEaxs+6rhDDM844Xo0ff/wDNe5MxFc8bP1+crF9+4ZV2Lt3LwYOHKhnBaa+vl5PtTZgwABjQiYWE4GnnpJ3vxLjykEoTNuBAudrj5ZJx/KivDbXhrnJa5BdOhfb51RicaZexh/nNsZhVVoitmfXYnGe2ItMlhLnIrlW7txXuVoRsrh13eX2fMxPLEX2mqeQl+l2NF62IY7Xs35zRD3EejLBStw+B/aCHUgT2xsstifLVcI6N9lYV2+2FY+6tF7XY1+iPFGU15q3KbdhWtezPgEd31Pi/Z0oYumIkUhDi42DdY+Z27HIZby8H2uyId5617Iex+ioT5n6nNSiUqzrrPPiRB/7FfWzrcR4+2JkquPdjjlyWm5faOszTURErTn/vdd27tyJPn366Ffe5efnY8mSJfoVeZI/tjKRsEa2hjGGoWP8rOsKMfzgg/9i2LBlOPnkY/Dxx7/SpYGRxy9/UAzE1KlTUVRUpF8F5tLb77OeyHr+A9aKM4GQiVQhBs0B5q4cj0qZHDkSGrFM7sRSPPa2biMc/pBOsERCYxuLx6atEYmJnyzW2zbMyaNRanDWyUt54p0eLZXD8ZAjoVIJVBvzTQlXm3Vx7N+zfv7KvdTX7zEHs03PsjbW9bpfkVxi+Nt4e7Dp/ZLb8BazWkeiK3irixREfYzlTD80wNd+VUVxp5ielj0HBeMykeC2UyIiCpS384COSGQbl2YivmYm7B5NsBUFNsxPaoi6myt1dCJr21ED29YtaMm+Tpe4NH7TgKe3Pamm43rH46bBk9W0ma2xAe+/8CheTu2F5qN64GeJ4zGkz1A917qFG4pw6lvv4aPkMzB59GzE9orVc8LjxZ0r8cPq5WjqG4uLLssJa90dZIw3rFqA1y40/lZkHGU8w6Vo7V3ov7UBu4fEI3/Mg7o0/ORn4YSVq7AnoS/GjM23fAzhrLf8rL60vhj96vfg+7FjvH5Wg/HGhxXY/fLf1HT/K27EJWda6/IhY3fMmrX4bEBf/GxUXtCxC3fsfenb9xF1s6c9e25XN38KVMQT2dvua8/H7yRgXPY2zJ27DYPHm5NS2fpWiuQ5TxldgWofEimGVrcD2+TYfKMor9rYRtCmYY3chnMQSVGinqX4mx/OurSlvfbjqa39Dsacp2rx0LaxHt2NvcQsnMljwjhkQ16DvUr8NxvjnNv2tt8E5FWK6afmIHn7XCQm6m7IREQUdWSiKpO++Jy14gw4Q1824hoyeLOnoNn27sFRF56DIyf+Ekc8UqxLXWRycP9bf1DD09uW6VKT/ftx5CXDcdHv/oTef3xALffB51v0zPAYkH8frr/3n5h0y5/wzYEmXepOnkSH6rtH/x8mzvo77rj5L/hwU/jPEhwxzrh7EfYVGbGUcQ2ny2+br2Ikx6EINH77//wAsh/4F6ZN/Qs+q3tfl4bOar3NPvmoCr+evEBt7+h779WlofvsXyWYdvtSNchpf/zFUNZJ1k3WUdY1WOGOvS/Dhp2mxm+88aEadybtmMjKfCMbeHsw3PJYZTCQaGQfdau261Y0eV2p7OZaizWDSzHR77WMXrahEpw7Uei8OFIkYfJ6SrRRPvwxrHRdTOl+jabcXlvznbwdjxeO+ulrSetWlYrwDHJvlWxTgPuRvO1LTXl4e7vzply+6+Njv8OTRbFIFJ96CNvG6gQxkJj5fJ8GYbC5PvImYV7JH0mAUvF5QfY4o74+9+vYdibyFj+Fh4Zvww63yhARUbRILzR+qGwoGQPkl5t+uHQNvE42SCIRVYNg+8Z7kuiPY71YYzNh17PZ1cpjO+D9sSBWWrSPPHRYTwFHHDykp8LIFONIxahXs/s4WIHG77jvjR3I/Rxx8KCatsJqvc1iDrjqc9ShFj0Vuh4HXZUyT/viL4bmOpnrGqhwx96XYcP6qbHsZtyZiG/49k1k1d16TdcjGjJR8JBIQhKNX08nlqo2WNQWT8Sdg+eoazUzF8/B4Dsn6pv1yETEsxXN+zZkgpP31Bo5w/h1NnEuIK+rVMlWAOUTtyP7KXN3V3/zJR91SRikkrVEt7obSR/mGttLLM1GbcAXAvs6Zl+MfW0ba+xLVN1HC+42kRAa2/RenwD2K97npx7ahrEqcQwkZh7LON8Pua9tuFPtKw2FK/XiXhg/ksg81rFlX/uV2xys65+I0my5H70KERFFJfWMVmasYWGPi8ehF8vQ/MhCNN+Wp0tdZPfF2Rffq4abBk/SpSa9euHQunJs+d0t2Pv736rlzj41vF1zG+/5LdbnXI4Vf8rFCSd478ZupUX22Jw78OKMLDzzh1/g9Iuv1KXh44jxhrsmokfeTBWjcHcLfWPer1E+8VK8WjRDlwQn0PjFzChQsXpq3g04NeUiXRo6q/U265dwLkrn3oCyW6/AD7Nm6dLQ9bnmFqwouEoNp/xyui71zV8MD/42X9XtmfmTVF2DFe7Y+3L22aeo8aZNn6lx5yHO5SN+jSwRERF1SZ3lGtmuRv4AG+03iSGirkFeHyuvk+3RIwb79v1Gl/onE3nZKyYQoVwje0n7XiNLRERERBR5VlpkifELh64SQ3mDp+OPPwrNzS3YseMrXdo5MJElIiIioi6FLdrWMH7WdaUYZmQYN83buvVzNe4sRCLLDyoRERERdR1sUbSG8bOuK8Xwggv6qvG773ae62RlBhvDjykRERFFvYoC4+Z+YiioMB7Nk7m0Uc+k7oYtitYwftZ1pRgOGXKqGr/zTue64RO7FhMREVF0k0lsBlBub4B8Eo+UXliO1Jx4ldRS98MWRWsYP+u6Ugwdz5L94IPPRYIehmcjhUlMgDeTIiIiIuqUGuurgPwsuD+AJx1Z+UBVPVtluyO2KFrD+FnXlWIob/h0yinHqCS2svITXdqx5M8EbJElIiKiqBY3IBUoWg23xtfGpZhfBKQOMG5SQt0LWxStYfys62oxPOGEnmpcXv6hGnc4EV4mskRERBTd0gthLwcybPHIWSty2gwbbPE5SC23o9C9mZa6CbYoWsP4WdfVYjh9+lA13rPnOzXuDGJUuywRERFRNJPJrN3uNjCJ7b7YomgN42ddV4uh44ZP8jrZzsBmZ4ssEREREXUxbFG0hvGzrqvFcNiwfmosnyXbGW74JKMbg0jc7aluAUboW+AbwwjkltXpme2kLFftd0G4dyuPbcQCtPPRBKAOZQvKUNcese+sMWh17DaMcHwAQqpzGXJz2/M467AgN1fslYiIgtOIpZnu3/+OgY/g6Z7YomgN42ddV4thr149OlWrrIxu5Fpk04pR6+jeUzsbKfcnupIKhwgmRGUrqzBtWipKV7dfGhIw83GHKwZlhbgfiUiQ04HEvqNFIgaS+djFsCFrdcjbrltwPzB+hhHTdpGAGeOB+zvbe0VE1Mk1Lp2OHJSgwfT97xjKpvBmT0Hbvx+2xgb9wl3T/ia88WGFGrbu3aJLW2t4Z41zub3f7dGl4bHp04149+1n1bb3N+/Xpe6stIbt+LIGGzevwFu168JedycR45rNrhjJuIaT3KYjRqEINH7yMyD3I2MVjmOwWm8zx2dVbq+tz2qgGr9pQGXVKjXIaX/8xdARO1nHUGIX7tgHYujQPmr80kv1atyhRCYrEtl2+LUgIRMzlhVDZJVwO0VPmIENGyKRKNRhZ1Uqxi8ej1TPfXY2YYlBHWTONXuGl634in1nErHPgRDytstQmCc+Q5n6ZXvJLEB2aSFbZYmIgpU6AExZw0AkWD3j++GoQf0RU/qsLnT54PMtGP1MhhoKXr1Tl7o7akgyBl2ahdd+ZSy3btdaPSc8qqaOwcUZv8Txl2X4TDSttIatW3gHLh3xc5x3wRV4891/6tIw0jEeMiILj//eiJGMazh9eU2GipEchyLQ+K39vxvUfmSsqj7apEtDZ7XeZrI+icOM7b015xe6NHSvrHwQwy/6mRrktD/+YijrJOsm6xhK7MId+0DIx/BI69btVuOO1n7XyCYMRGplNWpV61sucnNHGN1+VGtZGXLN3YDlMjbdxVJM547QXYTEemoZt2146YpZtxqlqeORiUSkoBTORtk6sR/Htsxdbn2We9m3WSB1K8s1dXc1tr1gUh4qK/OQKI9dLe9qmTRvz3H8cnsLHPFS25AzTMoKUZpdII7XB0fs5bS3OqvyKI+BL+ZtO3jso9UxSWUr8dg0+Rkya+Nz2uoY1RJimSA/cyLlHpj6GFYaGxX709snIiKf4qbMRH7RfLAXsXWqJbbJaN2J2bZVjYMi1nW05g6JUGPmRXVGK+xQsf2Yb/6npj1ZaZFN+o9R8Vixm5N2hv9RI+YYRypG6brB0DEOVqDxG/DRPjWWsTr6E+sHY7XeZrI+8bqhcsgO6y2WZ1R/jF7NIkEVg5z2x18MHXWSdQwlduGOfSCuvz5FjX/44ZAadyS7CG873uxJJJVpVdgps6nKKqSMXwZ7bTHS1LxMjJ9W6ewGXLe6FJUqiZAJTylSlukuQstEWjpJJyWObdgXt0rg5PqpqiktAVnZsjFSriG3NRbIrjW2VTsbGDtJJCVtlfvYtxJg3TIXY4Ocr7adjar7VyNrmThu2QXWraVQbi8PmG3Uoza7CmMd2ZDYXrXantjGmlSxDY96+GqNddKx93lMsjyaY2Aik2NnQuktCfR3TIa6nVVIS0nUrxx8fU7lLM9j9BdXb+Vqs0hMSUPVTvkiE4u9fL6JiMhd49L5KMJa5MQ7vv9dA6+RDY59UBKa587D4Zsm43BOri516d0zFpecma6GIX2Mx3G4iY1F8yML8Z/LhmD9hPPVcn2O7atnhsezv05H2Yi+uH96Ko46ybhmz5OVFtmaW67BC+mn4bEJZ+HQyFG6NHwcMX5nZAr+feVFKkYyruE071dDVYzkOBSBxq92wki1HxmrHsln69LQWa23mazPg1OS1PbezB2nS0P3ZfZV+PvYM9Ugp/3xF0NZJ1k3WcdQYhfu2AdCXiMrr5XdufNrNDUd0KUdqF/KCHtTU5N9x44d4pw6OHV1dXrKQ22xXSQp9lr90rDGPg3T7GvM87xO19qL09LsxbJQlhk3pTINYt4ab9t3kOt7rCOX9Vonoa1y8zbUYNp3oHUTy00Tx+NcxrMujmlzmeSvXL+0r5lmT1PB0jznK6bYu9VXDm3E09/ygW5PLBfRGDh4K/fchhy71VcOos4eG6stTnOPq4NzH6bPqS5v8xjNfJVrPvdNRNTJeDsPkOcT8ryirSEnJ0cvTd7If0f277dz4MCBQ6cbLrnkWfEdVWh/8cVdXuc7Bvk9Fij5b4K3fyvaGs6+Kc/efi2ydTtRlZYCzzYup4QsZKtuwKvFf7OR5Wymm4Y1stXKOWzADJ8bEVS34jWm5WtRLLer+tUGy9++/c0vQ25iKVJm65ZEZwt0uNQF0BoruMU+yHh2+hiEwkud/YTQyevntDMeIxERUfdlpUWWGL9w6KoxdNy5eNOmz9S4w4hUuX0S2boy1WU0dXZbN93R3YAnlQLZWcZyMmlIewwrHX0uvV3v6EF294Rbl1C93Z0DRdqRh0LntuT1hyOwADIx8VHe1r4DrlsqkGgcdd3qalSqKS9UgiTqoa+VVN1WUwe2ES/B37Wxkjn2vurs2Hc0xiBYAdY5YWAqKqu9/frh5XOqeDnGtuLqrVy/rK2uROrAsB41EVGX07g0E7YC486matqjS7FjYNfi7mm/hWtkifELh64aw5/+9Aw1rqz8RI07ioxuTMRuWmy+VjHxflTPrsViPxf7JcgMQWQA2c7m2ATMWLZGZA2JxnYmVSN7WVvJcB1kHuta36C2W7oTWeZtiTphzTLMSPDYh6/yVvsOpG6ZKJA3DE4U88Uyk0qrjOIEI6lOdLuGU25PLHy/sb3E0mzUthmwNlpjfcbeV52jNQahCKTOQuZ4THtspa6bTDRd9Wz9OfVxjJ778vuZk+vIO25P03dLdt8vERG5xE0pg70w3TXt1tPGNfDxO90TWxStYfys6+otsm+88ZEad5QW8f1u6/eTEfbtG1Zj7969GDhwoJ4VmPr6egwYMEC/Iupa6haMQOHADX5/gAkreffjleOxoV13SkQUGm/nATt37kSfPsazBn3Jz8/HkiVL9CvyJH/kZIsYEXVWp576MP73v4PYsWMq4uJ661J3MpGXPyYGYurUqSgqKtKvAjPitnsRI/agXxKRWcKM2cBKb12lI6UOC1YCs5nEEhEFpa2uxY4h3F2MKwrct697ObvVxbxPX+UUGWxRtIbxs64rxzA93ejpsnXr52rcUdrx8TtE0SYTixd76XYcMQmYsZiP2yEiClbcyAkYI/5X0mDqVtxQYiorR2pOvDPZtK4R9VXu+1O9nBuXYnpOKspVWQMmLJ9uPNvWVzlFDFu0rWH8rOvKMTz77FPU+M03/T9PN1LkzwRMZImIiCiqNb6yHGvzZ8Ltcti4KZiZvxbLX5EZYzqy8oGq+nBlj7tRgwkY6XH5rawHSm4Te5PiIPJrtX9f5RQ5bFG0hvGzrivH0JHIdnSLrK1fSpp9e+UaXiNLREQUZitWrNBT4XXNNdeocaS370+nuUa2ogC2jCqUNJS5ktnGpciMz0FquWwtbcTSzHjUzNQtp1bpba/VLzGmBA1lUyB2gulY5LrBlKzX6iw0JM33Wu64WZWUkZGBigpXk7FszZEnwhxzzDHHnW3c2LgPcXELcdRRR+Dgwd/4XC6S18hefNu9kbnZ0913362niIiIup8HHnhAjWWief7556vpcHnvvffcEtlIbt+fTnWzJ8/kUnUrNhJbeT1rRpWRbHo0ooZGJc5Aub1QtbLK7c9PahCp6vSQE1kzeR2tPBGk0DlOpik0jJ91XT2GJ5zwkEhiD6Os7FpkZLT+Zo3qRNbxjzgREVF3Yv43kImsd13ursU+ElZ5gyf52jPBdZQ7E1sPTGSJqLNLT/8HNm78BI88MlIkokN1qUt7JLK8azEREVE7+GLbo9jzzt344r05aNpyL/Ztuw/fVf3Bbfih+o/4Ycf/w6Gvt+i1qDNSdyB23jmqEUvnF2FMUn910ynkPApjTgUezQEmjIzzWU6RI0+iKXSMn3VdPYZZWWep8QcffKHG7S0GNt7siYiIqD00f/8ZhmWdjR+nnoajY4/Bvu8PoUfsj9F3yBVIHvsrNQwacyviLvwZ9n/q6iAbDPnr96HmZr/D4cOH9RpdhbwG1v1xOI4hEo+6iZtShnJk6H3EIye13GhdjZuCRSVVyFDlGagqWWRcs+urnCKGLdrWMH7WdfUYDhlyqhpv2vSpGrc3GV0mskRERO2kRSSaJ532Iww4Nw5DR6ag94kHUFv5EtBQLnIxY+jV8i12HdyLMW+dh4U7g+tqVbvrE7y64SOUvf4p1lR8jFWvfYQXX2nUw4di+Bjr3vgI26p348CBA3qt6Ne4dDpyUIIGEV+ZzJsHX913rUovNO3HdK2rTHK97dtXeaezfz+OvGQ4jorrh5h1rX9QeePDCvR60KaG0c9k6FJ3R2ZfjcMn9cT064zlnt72pJ4THn+86WTYj7PhiYttaPymQZe6s9IaNv+hcfj6ZBu2x9vwzOYIdIHXMf6uT0+MzzFiJOMaTg+OsaGniMF940KLQ6Dxmz1riIrVvxNseKt2nS4NndV6m8mYvp1kww+xNlVPqx5dnofP+trUUPxivi71zV8M5+YPVnUrTw3t/Q937IM1bNhparxjx1fiI92sptuTTaSyEU9ky3Jdv4q6DblleokQ1C3AiBELUKdfEhERRQP7YZHItNjRIsYxMTac2K+3Kj/4zWdo+XYv8N3nwKeb1PxDh1rw9EfLcPubt6hlArGj/ktsrI/Hyx8komyrHBLUsObfA7Dq/f5iiMf6rf2wcev/8MVX3+q1uojUAeG5kVM3Z9tRg5hNG2Hbuwcx61/WpUFoakLMiytxzHcHcVWNLguzCZv2oZc4b57+nqivjx9krLSGnbvpQ/TdBwzdA/TbHP6DcMT4xG8O4ooInczmithIMzYa42AFGr9hVV+pWF30MXDsrg91aeis1ttM1ie9AYjdD4ypFG+mRYnv1iG+CWpI3uD/c+Evhhnvfm7UTXwGQolduGMfrNjYnhg06ESVxMpktiNEPJHNXKx/rbSvwTTxvzX610j74ky9BBERUfcgE9TDh1vEWA5GQis1N7fgkBgczrQdjz8PWYLDouytbyqxZOtf9Jy2nXRCC+68qR9m3XwCZt/SG/fk/Aj3Tj0R9+WehD+I4a7JJ+Fnl5+JE/qcg2+/7zq3yYibMhP5RfMRgV7E3Y59yFAcvmky7IOScDgnV5cGITYWhwvuwmen98aCi3RZmC28vDe29AX+kC7q27OnLnVnpUX2zYwEbDwDeDYV+Oy8JF0aPo4Yf9jvGCwO773anGRsHDEKRaDxezH9NNScDDw5FPg2OUGXhs5qvc2+O+tMLBLxldtbPlK8oRZtH5GEteIQ5SCn/fEXQ1knWTdZR1nXYIU79qHo1+84NX7mmf+ocXtj12IiIqJ2ohLYZiOBlePDYpAOyQS3pQU1P3yFn9Wswb3fb8aQE8/HpT+6HD8c3Yynqp5Qy/lzVI/DSD3rKFyQfCQuSBFjMQz7SU899MJpp/ZC+Tv/RcsPjTjhWHl3XL1ilGtcOh9FWIuc+NY9wCJxjWxX17zkCRzcul0ls54uOTMd+++yq2Hd9eW61F3z3Hk4sb4JaxcZy900eLKeEx6P/HUvkhvsuGutHXG943WpOystsn+ctgLn1Nlx9Xt2XH/eVF0aXjLGfXZ/hy1FRoxkXMOpeLldxUiOQxFo/Ep++w76f2zHLzeG5xis1ttM1ufmt/T25mzWpaHLu7IIGVV2Nchpf/zFUNZJ1k3WMZTYhTv2oUhKOkmN6+u/UeP2JL7hOzCRVd2Dc5GbO8L4x8bcVdjcdbiuDLkjHP8gjUBumWcfDDnfR7lYfoGjWG7TlitKhbJcMW3eplrC97781oGIiMg/oxVWJrMtzpZZ6eChw6j+7itM3/0Gbkm/B4ePOVmV/+8b4+TgqwOBnSTImzjZ7S1obj7kNuzf/wO+Edv66uuvRPL8A346PAV7Pv1QlO/Xa0Y38/WnnkOnvh6VIsZKiywxfuHQHWJ4/fXJavzRR/9T43YlwtuxLbKVVUgZvwz22mKk6SJ3dVgwaSyQXWv8g1Q7Gxg7CQtqHbNlgnk/UpZtwOJMzyb1TIyfVonS1UbSWbe6FJXTxotSOWsxNjj+kavNRtX9Mmn2sa86X+Vqs0RERAGTXYVVS6xqkRXJrO5O/J/vvsT8fbuRd9kDeP2j1dj+2Vb8sfJuvPvtJjW/5VBgrROHDsnEtVmNHcPBgwfR9L8D+M+ug/h07w8YPfx4xJ9xEk7vPwxvv8PH/FDXZKVFlhi/cOgOMTz7bOPOxVu3fi6Ot31v+GQT4RWJbAcGOS0bWa0SUJO61ShFMQpm6GUSMrHYvgEzEsV0ZSkmiQTzsdTZcMz2lFlQDJHJqiRV5LEoLtDX5dYtUK24qoU1MQ+VqszHvuCjvI1qExEReeO4RvbwISOJleMP8S0ebfkYv750Dl7e/TQ2ffIa7CK/XfvVC7AZDbNiucD+rTYnr47pAwcOYvfH+/D02kNY8lILVr/5Hd7fCfxj3Tf47tCxes0uoKJA95yyQT7itaKA3Yq7M7YoWsP4WdcdYtirVw/TY3g+U+P2Ir7qo/ka2VTMXlaL4qqxrq7BnhKykC3S0NUqSRVJs0o+y5CbWIqU2ct0C6uv1mAiIqLwciSvqjVWJKc/fLsfS3s24vZL78Fz2/+MXV9Xq+WOP+MoHHXyEWradgAY1nuYmvbHaI1tVsmrY5Blp5/aE5PG9sLvbjoWPz52Cxobd+PYw9uQPiJFrxnlZBKbAZTbG1AyxihKLyxHak68Smqp+2GLojWMn3XdJYbmVtl2JcLbORLZhIFIrawWCafxsq7W+IfcSETzUOjoxyu7EsvrXmXX4rQUJCYkYMayYlSN1de+tpKArGygdFIpkJ0lXjmkQqyspupWVxstsr72BR/l7FpMRERBkgmscZOnFtRv3YWPdnyC5oN2PPtBEfZ+17r10N4MHNtwPO4eNUeXtO27H1pQ+7ENVbuPcBvqPz0CP4iEWP6A2/u4I9Dwn+dxxSVn4rijjWQ52jXWVwH5WXC/3Uk6svKBqnq2ynZHbFG0hvGzrrvEMDHxR+K/NixbJr6H21knaZHNREFxFfISjZspFa7UxSL1nLFsjchEE3U34PuBNcuMrsUOCTOwTKw71nmzKJlouhLbBJnJikw122iOFeS+5CaN7keTSh1B97EvlSx7K9erERERBcjZtVgkstJX/2vBz7/8Mf7zfg32fXdQlUnN+1vwXeMh9K49BU///O9I7htYy+lnXzTjkWf/iz/94yCKnjngNvzpH2IQ47qms/HjH/eXF97qtaJf3IBUoGg13BpfG5difpF8vCxv9tQdsUXRGsbPuu7TInuK+K8dH37Yvjd8kl2Lbf1Shtu3V5Zh7969GDhwoJ4VmPr6egwYMEC/crn77rvxwAMP6FdERETdh/nfwBUrVuD8840HRe55526cmXQm7C12tIjhk7qPReJ5CPsP2nFM7JEobHoLLXFi3lEtqH3nK9z5o/Nw4zV/U+uavffee7jmmmvUtHn7UnXNbuz6pBkHm323tMpH9Jx2UjOSB8Xj6KOP1qUu5u374+08YOfOnejTp49+5V1+fj6WLFmiX4WJ6l7s/kiM/HI7CjvmqRSWyB/OmUhYI1vDGMPQMX7WdZcYyps89e37qBrv2XM7YmONZzvL45e9gAIxdepUFBX5f6SR2WW33xfN18gSERFFD9sRvdD0328gnx0ruxdLTd/8D//94kvs//pb5B93LvZvO4gf/tes5l87+v+pZYKRktQfYzMSMH5Uf5+DnH/u0GSvSWxUSy807n1hGqIxiaXwYBJmDeNnXXeJobzhk+M62U2bPlXj9sJEloiIqB2cek4BDtpPx38/3osDPxxEjyOPxI8G/AxDr7gPF17zCIaOKsay69bjx3vPxRX9rkTP407TawYnJsbmdyDq6rrL9YmRwvhZ151ieOGF/dS4vW/4xESWiIioHcgW2djEG3BsXDa+/uJbNB86hP6JQ3DmmWfqJYDje56AR69eiAevDL41lohc2KJoDeNnXXeK4QUXGInsu+/uUeP2IhJZflCJiIjaS68TU9Dn/Dnoe+ED6H3iGbqUiMKJLYrWMH7WdccW2ddf/0iN24VIYW39Ui6yb69cG/abPREREXVX3m72FC5t3ewpHKL2Zk9dCG/2RETR5rjj/ozm5hY0Nt4q/g04ViXyEb3Z0233iUQ2ebh9+9vhvWsxERERGYlmJJgT2UhgItuxOjqR7VFwJ2yNDWieOw/2QUm61PDGhxUY/UyGmr7kzHSsu75cTZsdUfggqlc8itzzPsHGM4AlWU/gpsGT9Vzrps3oi5tf3ouXE4Cb/74bcb3j9RwXeRIdagzveewaDP/r82jqBdj/8hiuP2+qnhM+MsaVG/6GaWlfoOZkqDjKeIbL9OtsmLQFWDYUWPRs8HEINH45f7oQP396ExpigZ88Zf0YrNbbTH5W/zMxA0lfAC/84lwUz9ms54Sm+MV8xP3xT2q68Z7fIu/KthMvfzHMm3servrn++r9DyV24Y69VePGLccrrzSgtPQqXHllIhNZIiIi6ryYyEZGRyayMW9U4MjRRqJ6eOp0ND+yUE07+EtkZQJ81KD+anqtSDQzbwx/Ivvv1KNxUd1+7O8BfLSrBmeeOkjPCY81E8/B1aUimxJWL5qJkZMfVNPhYo7xovOBW8eFP5H9rK8N8U1QSU6/PZH7LL12eT9kbjCui9xU+hcMufJXajpU4az3u28/i4szfqmmy0b0xWWvfqamQ7V6znhcU/iCml5RcBWy5q5U06Eyx+6t8n/gguHXqelAhTv2Vt1/f6UaZs9OU0OkE9nL+fgdIiIiInJoGXYR7EOGArGxaPnZVbo0cPa4eLSMHoNDRx6Bf6bqwjBbl3qMGstE2d7TeGalJ3kSHaqa1L6qNVYmU18OdN2MLVwcMd53TA+84N7gHTYr9XYd42AFGr/Xhp2qYrWlL/BtsnhDLLJab7MfTu+r6iV/8Hg39URdGrqPU87AnuOgBjntj78YyjrJusk6yroGK9yxt+rss09R402brP1gEAy2yBIREVFI2CIbGbxGloiiTVPTAfTt+whiY3tiz57bI94iO5ItskRERETU1VhpkSXGLxy6WwxlAnvaacerhHbHjq90aWQxkSUiIiKiLoUt2tYwftZ1xxged9xRavz001VqHGlMZImIiIioS2GLojWMn3XdMYY33piixgcOHFbjSJJJLBNZIiIiIupS2KJoDeNnXXeM4UUXnabGb7zxkRpHGhNZIiIiIupS2KJoDeNnXXeM4dlnn6rGxjWyPdR0pMifCZjIEhEREVGXwhZFaxg/67pjDOUNnwYNOlEce7N4ZSS1EWNjIktEREREXQxbFK1h/KzrrjEcMsSRwEboIcmajK7l58gSERFR98XnyIYfnyNLRNEqN3ctli2Tdy3eA7s9sGfDhvIc2SvuuM9aIktERERkxkTWOiay1snWMMYwdIyfdd01hm+++RFGjfqnmPpSJLLzjEI/QklkM++4h12LiYiIiKhrYRJmDeNnXXeN4QUX9NNTJ+lxZMiuxTHqv0REREQUMY1LM1VLqxwylzbqUooUXuNpDeNnXXeNYa9ePUzXyUaO/C5liywRERFRJDUuxfScVJTb7bDbGzBh+XQwl40stihaw/hZ151jOGyY8TzZyGIiS0RERBRRja8sB0puQ7p6FYeRE4Dlr3TeTPaIp59Ej9tvBZqadInL1r1bMPqZDDUUvHqnLnUX8+JKVGVfhIkPD1fLrdu1Vs8Jj1kLs/Diz36M2bOGYO93e3SpOyutYY+svw/Lr4nDX6YNCnvdHWSM371mCK4p+amKkYxrOOXNPU/FSI5DEWj87nnxV1g75nQ89OvksByD1XqbyfrMn/ETtb25y6fp0tA9s3kJlt04QA1y2h9/MZR1knWTdQwlduGOfTgNG9ZXT0WQDG+/lOH2pqYm+44dO+xEREREVsjzCXle0daQk5Ojl+4eGkrG2MeUNOhXQnm+Hfnl+oUhPT1dNt84h/377R0yPrB1u5xQwzwv89ftLLfjPlFHOUz2sp09X9t/EGO5/j9S9XJDvSxnYVx+hrH9H3rAvvPDGr/LBzu+L8nYvhxWLZrpc7lQx0liLF6oYd7FRoxUXD2WszLeHWtsX44DWT7U8d/Gnikn1JB0euDr+RqHs97x+nMihzUj+vpcLtDxZNPn4l8FV/lcLtDxEwmu7b1Z/g+fy/kazxvsWn/D2mU+l+uI8Tvv7BXjQv3t5p/8N8HbvxVtDZfenGdniywRERFRBysvLxdnpLLrsTwPNIiTwnYf2/v0lU1J6nX+IwvV2HM5h0suMdqY3ebHxqKn3IbQEKtGWLLkCTX23E6o40/OPF6Na04WZ8w9e3pdTraGeSsPZHxK5qVqvL8H0BTfL+D1Ah1v2fO1M8aNOkZSoOsHMpaxkbaItyKQ5T3HgcZv78nGcchY/fWFl4zpANbzNbZab/O4pOxlNBnVQ/2ZxwW8nq/x8F9PUWNpT0Jfv8s7+Jp/cOhZarznOODAySf6XM7X+KhzjKfNyNiHsn4kx8Y1shvV60gRhw2bbJHdXsnH7xAREZF1fPxOa/JGT9OxCGVT4ry+9tThj99paoJt7x7YByXpApem/U344HOjG2PvnrEY0meomnazfz8+3LQWDfFGljbopCT0OTZ8XQ03fboRPd97H98mJ+D8/pegVw+drYTJji9rsG/bJhw6/jj0T0oLa92dRIx3VFdg7xlGjM4+dShie5myWove+LACP3pnC76+cCguOdP4wSESZJfW5u0fqEQqJeFiy8cQznrLz2p13Vs4+pM9iBl6vvfPahAav2nA59VGcnZqykWI6x2vpkMlY9ey5T38cHrfkGIX7tiHm/wxxPzDXFtCefzOdXfew0SWiIiIwoeJrBeNS5EZX4OZ9kKkowIFtvlIaiiDjzyWz5ENA3OLIgWP8bOuu8cw0onslIJ7ebMnIiIiooiKm4JFJVXIUI/fyUBVySKfSSyFB5Mwaxg/6xjDyDr2qHa6a3FdWS7S1Je3MaTlFqNOzwurumKkpbW97bLcNFWH3DJd4IvclqPOaWko9rc8ERERkQ9xU8qc18D66lJM4SNbgyh0jJ91jGFkHXME2iGRFUnsxLnAnFrjy1sOTyVvR6LfTDKMnAluGVY+NhhrRB0WJ7aV9JYhN7EU2Y46P5WN0rG5KAsgUXYT7PJEREREZBlbw6xh/KxjDCPrgAhvhBPZOhTP3YbspxYjM0EXCQl5i2FfnKlftYOEPFRW5iGhbge2DU9Goi72SS2XjXGOOsv17eIY9EsiIiIi6rzYGmYN42cdYxhZew5EOpGtW4VSmBJCb+qKkZvm6MKbi2JH86Vbd+Q0oyuwauHMRa7qHiyWLTa6Cav5zhW3Y5XuPuy+XhrSEu/E22/fiURRnjZRT3trMU0YJ2p9JwqLy1DnnCmScvM6HnUpa1Vfj+XVJnwcq1u52J5Yvkwem6nVuiw3gO7QRERERMTWMIsYP+sYw8j6/Idma3ctrq+v11OtDRgwwEggJwJPydZQWSiSPdvYx9R8DH8ItZXjsMpYAHlyAc/lHRzlTwETZZffNU8hL7MWubaVGC9bSuX8xO2YU5uMuWL+YDF/sWwClsnl3GRjPcf6ju372pdDXRmKC+fizsfeFi+G46FaUUeY1lH7dNTFYwvm+jr3IRJbY2WPY5UxSMT2ObVGnc3rymNSLcFlrmM19tBm7ImIiNqD+rfeA+9abJ38YbsjT4JtO2pg27oFLdnX6RIX+QiSp7c9qabl40duGjxZTXtqeGcNPux3jJoO9+N3AiFbw5hIhI7xs667x1Aev7xEMxCh3LX4/FvnWE9kvf0j5uQrWXRL1u6ETBVdXElj7sRSPPa2nisT31aJYSLuFMtPy56DgnGZosxjf54JpXl9X3XzQt6sKlEkxG7791xfvG6zvnJ5b8e6Jhulc92349huba4NK8fbsRi5sK0c377dsYmIiNrg6xyAiax1HZnIyufHHjWov2xOQnPhQzh8e56eY3jjwwqMfiZDTcvnfK67vlxNmx0emIxjPqzBrJHAgxcDJ7/1BI7YNhk9ekCc2MoTXKClBeq1FBMjfxQx5h0+bJQdfTRwxBHAoUNG+ZFHGssdPAgc16sPZr71OV5IAt7ptxvHHorHcccBPXsa25XrydfJyTKWxrpyPelHPwKOOgpobjZey+XkOsOGGfWSXty5EvZ//g37j+uFpOvzLT9/lKg7inQie/at90W4a7HqoluKVa367ppNUzdfctwIym6XLZbGzZaS5zxllNU+JFI+TwnIq5Q3YpqD5O1zkZiYi0j1vE3IHI9pb29HrX7dWiD1lbwcaxsX7GaOn4bHVpahbOU2PFTAJJaIiIgiTCSwahBs3zSpcVCamnDUpw1qcsgeNcIXXwB79wKffAJ8+imwaxfQIBaRl2/JYedOcSYlTuLWrgXWrzeGF18Enn8eWLUKWL0aWLkSWLHCeD1jwzcYKrZ9bwVQvuYAli8HnnwSWLwYkL+PLFoEcVIMTJkC3HILcNNNxrQcrrkGGDcOGD/eGEaKZHv0aCA21khk5bDilmJkP/AvTJz1d+SN+pezXA4y8T3hBOCMM4Af/xg47TTg9NOBuDjgrLPch5QU4Gc/A7KygLFjgauvBm68EbjuOqAi+VbsOvMkpN9mQ68HbZj21yfx978bx/nKK8ALLxjx2LrViGGw5A8OjiEUMgkhaxjDyDoscuQI3+xJJJtzBqN0orzjry6qk0mfbpmUie7wx7DScbGobI10XrM6GEg02krrVm33aMmUZHfbNBQjE3mLn8JDw7dhh+9MMyh16vpU17WzdWUr8Zjfm0T5qa+vY3Vcj+sIUO12YyzJBHrbWIzd5uc6YyIiIqIwsMfF49CLZWh+ZCGab3NvjZVkd+LZF9+rhpsGT9KlJjIjXLgQmy4cgn9edj6Sj05Hwa19sXQpsGAB1Fgmmo88YryWw8MPGz3YZGIpE82f/xy44QZgwgTgiiuAK680EkL5Wiahzww5Dvt7iO2cDwy/rCcuvRRITwcuv9wYZ2SIJHqIkWTKhFOOTz3VGPr2NYaTTjJaZ2V15ViSLb5yMLN7NCjJllzZuiuT8//+F/jqK+DLL41EXSbp5kEm7DIpf/VV4LXXjGRdJt01K2twxe5FSP78K8zYaGxX9hqUibZMcuUx/uIXRjwuvNCVRMtBtlSbX8vEWg4ykZaDPF45fu1XGRg1MAP112cgM9OInSOxnzcPeOIJYM0aI2lu8vJ7BbsVW8cYRpbdBtj6JQ+3b387Ql2LNdk1d+LYx4zkbvg0PDQn2dWdVia2E8fCuBRVzHtqsbqGtK5YrHOnsc7w4cPFONuja7HHMg/VonLcqsC7FotEuDhtLO58W7aSuq49NdShLHcixqpKCaJea9Sdl03ryOtxfdXFUd/KQVhl3oePY1X1dCT3Yl2odY3typs8zU0Wx6YWJCIi6hzYtThyOvoa2a7AyvWJ/roWy6R182b3Lsrffgsceyzw3XdGcuuYJ8eyVXXPHiMBlt2cZXfpuW9loP/3lbgu+yDWilO82IoncOR/jOuNZTIt15WDXPb771Wx6ibtmVj7sjvWhniRoMqE/+jmUOLwg0jyj1bdtWV9ZHftE0+E+NsGjjnG6BYuh+YfTcItb6/Fpyf2wleTX8D4i4aqRJqsfQa7gkh3LU7+1b3tk8hS4NT1uM7rYUXim7YS4ys9E20iIqKOxUQ2cpjIUjBki+p77xnTMsmWNm4YgpyKD/FMcl981HO7SrRla+6+fUBjo0hTfzCuR5Z5hmxZlgJNks0eSvkx8qo/VtPnnLYEWz7NUdMOMgk+/njj+mU59OtntCTLpF8mxrLFWe5XJr8yQa45PA+nv/YOdg+Jx43j7kNsr1i9JYo2TGS7ibLcNLfWX9VSW2vc4Vm1NLM1loiIOhkmspHDRNa67t4aZlWvXudg5cp/ixgarcJffw11PbO8zlm2DMvW5W++Eclo7yFY8eIHaBD55oU/fhn/qx2NAwdCS4ql5wcci/H132PPcUDqCTU4onmQ2p/8SpHdwWVSLFu5f/ITIxGW1ynL1+efb3QTN2va34QPPt+ipnv3jG33m3axRTbSiex9TGSJiIgoeExkI4eJLEWLrXu34IePd+HgKSfi7FOHem1BlTetciTEH38MbBG5pUyCZY6zfbuRFMtB3j36iZNciWz/I2qw/5tBeiuBkUmv3K78CtrftwIVezOQ9AVwx5gUfIb/qJbgCy4w5ssEWLYSjxmjV6awingieysTWSIiIgoBE9nIYSJrHVtkremo+D1W7upaHNf7PhxxKFYlwB99BLz7LlRrr3y9Y4cxLRNkmQDLG245kliH+DOexe6Pf6mmn0zoi5vrPlPTbXE8ukley+y4PtjRGvx5/Gzc8c4D6NUMrL7mt5hwbpHqDm1+dJMZW2Qjm8j+ZDoTWSIiIgoBE9nIYSJLFDqZ3G7aBGyo34L4p3+GM/d8j0XnjcK+fc+qG2fJu0k7bqYlW4Ll9cMyGfZnctJ4PFHzgpqeddbleHDXK2raQSa9cjsnn2wk1bLFV94pWz6eSSbFqamu7tDy7tIbvi3Caa9txEfJZ3TJ64EjncimsEWWiIiIQsFENnKYyFrHFllrunP8ZGuvvHmW7IYsu0DLadkluunEfDyz+k+qRfaac3Kxfdsi1YLrrTU4EA+d0xt5//6f6kZ97ik1aN43SMTdeAaxTHhla+/QocZ0YqLR8msWSLfujhTpRJbXyBIREVFImMhGDhNZougkW4Pfesu4OZZ8DJMcy8cvyTtE/+c/xt2iZSuwfEzTX/sfj8nV+9Qjkn50bODXA8ukWSbZ6T8dgpfKjBtt3ZDxMk61j0ZKikjwko19yBZg+TzljhL5RFbdtfgikciuZSJLREREAWMiGzlMZK1ji6w1jJ91/mL4+MtzEb92A+oHnIHYuCLYDsQ6rwV2JLzia1ZNyy7Rsgu0mb9HH5nJ5Ld3b1kn4/m/soVXPo5JdnuWye4pp4T/xlcRT2SNrsXhT2TvvvtuPUVEFJgHHnhATxFRNGAiGzlMZImoLSJtwwOPTcJVq9ai/uheeGHAC4j5fKgq//xzIwmWN8OSLb+hcjzqSCa/MtHt39+4Blg+81fe+Vm2CstkOCNDr+AhqhNZnpQSUaD4nUEUfZjIRg4TWevYomgN42ddZ4qh7PJcUWFczyvv+vzmm8a0HOSzgWW+KZPeffsCu/GVL/J6XnndsLzh1fbtfxHb/bWe07ZQE9kYPU1ERERE1CUwCbOG8bOuM8VQtqrKbsM33ABMngwsXQqsXGkktPIuzrt3Gy25sguzTHrlsG4dUFoKLFwI/OpXwLXXGq2vgwcbjySSg7whlbxbs4O8Lvi//zWeDwwElsRawUSWiIiIiLoU2RpGoWP8rIv2GF5yCXDllcDNNwN//jPw9NNAWZlxDW9jozHIxNWR/DY1GcmvTJJ//3u5hflqO5HERJaIiIiIuhS2KFrD+FnX3WIoW31l8itbfe+5R5bcpcojKfKJbN0CjLCNwII6/VqSZSMWwFzUmZTljlDXp+SW6YJAdabjCqAuXeI4iYiIiDywRdEaxs86xjDy2qlFthJ5k4JIfDoiUXLuswwrH0vFGrsdixO7csJmOs5MXRQsJrRERETUCbFF0RrGzzrGMPLaJ5FNK0ZxaikKg235a08JM7Bhwwwk1O1EVVoKEs1laoEuxnycRERERF0IW8OsYfysYwwjr92ukc0qyEbV/V5a7+oWIHeETXVxtY3IRZlYYsGkPFRW5iHRS2tf3QKjO6zNNgK5sr+yahXM9diG5rFtZ/fmujJXudxOmWM7IzAiUe/bJrZjbnH0uS1X+YhJpajUxX6Zty2ZXrc6Rj3f6/7NfNWl1bri+M3HKZcpy8UItU85yJgY6/mqI1CNwjbeJ+reNm3apKdaa2seERFROLA1zBrGzzrGMPLa72ZPCTMwu1WrrJG0YnatemBubXYVxubWYsayYqSlFaO2VWtoGQrzjO6w9lqRGOcVGkmYyNhSloky5zZUFia2Xeosty9LQanq3izLxwLZxj7ttbOBsZOwoFZuKBvLavW+7Yvh6nHb1rZc9V82O1Uvb4W3Y/S1fzNfdfG27k4UeB5n5mJskPMd+/X2o4ObFBT4fJ+oO/vf//6HRx55BCtWrNAlLrJMzpPLEBERRQpbw6xh/KxjDCOv/RJZIXOxSBrNCVLdapSiGAWZRhqUkJWNtKqdbSRQiUhJewxjR4xA7uqBIunUSVhaCrJ0JuXchtx2ZSXyEnUro2qBLMXqMr3PGY4VMrHYvgEz2upj629bjvonpiBNTbkry9XrBXRXJS/H6Gv/5kB5xtJRF1/rqsTdRLXa6pZguYwuJgrWCSecgL/85S94/vnn3ZJZOS3L5Dy5DBERUaSwNcwaxs86xjDy2jWRFaksCrJLMamwWr8OVgJmbJCtirORUn0/EhNN3Yi9mma0bDoHPwlrm0LfVuZivU5Ad1XydYxe9q9zcf/81V12NS5FyuxlxnzZWqvnEIXCM5llEktERO2JrWHWMH7WMYaR186JrEjTZsxG6mOPGS1+CVnIRh4K5TWqQt3qUlSmDmyjm6pIuOSjfERCPGPxMhSnVWGnbFmsrHa2Tjq3Ibed9hhWmq4xVdd3OvbpLNfb9GyhNPO3LXP91VQAEgYi1VzvWkdy7+UY4WP/xiuDr7r4qrvxyiQVSDQiX7e6Wq/rq45E/pmTWSaxRNTVVBTonk56KKgwyhuXZjrLMpc2Gv0frfMAACA5SURBVIWCr3KKDLaGWcP4WccYRl67J7KqVbbY0d6XoK6Hxf2J6os9sTQbtbLVUiRQMilz3ojISa6bilLVTTYRpdnLjJZFkexVTzL+cXBuQ217DcTCxj8ck6qRvUxey+lRnng/sEZvx6e2tlWMqrFGuSgOoiVTHkuV7vI7AoUrdbG3Y0zwtX8zX3UJZF25T7mI3KdYt7TKVO6tjprP94nI4EhmmcQSUdfSiPqqMShpcPV2KkyXxUsxPScV5aqsAROWT4fKWX2VU8SwNcwaxs86xjDybP2SL7Jvf3st9u7di4EDB+riwNTX12PAgAH6lcvdd9+NBx54QL+KMNnCOAlYxhsOEUWtdv3OIKKw8HUOsHPnTvTp00e/8i4/Px9LlizRr6JRBQoy63Fb2RTE6RJJtrpOxyKUTTFKHa8Xif96K3e89iR/VGZrDhFFM5nIyx/5AjF16lQUFRXpV4FJvvU+2SLLL0oiIiKigDXWo2ptDuJlTyc5ZC6FtwbWuAGpWFuzW79y8VVO4cPWMGsYP+sYw0izd0TX4jBLmIENbI0lIiKi9rK7BmuRr7sK21GemoPpFvsKZ2RkGEmxGCR5Eswh9IExtDYwftaH7h7D9hD9iSwRERFRBJlv7KRu6pReKBLYQsjLYqX0rHyvLayN9VUYk9Rfv3LxVl5eXq6SYkdXPMc0h9AGxtDawPhZHxjDyPb6Fd/ITGSJiIiI2pJe6Doxkzd1UncgdtymGI1YOr9IJaZxIycAOY/CmFOBR3OACSPjfJYTEVGIRJ7MRJaIiIgoCHFTylAOR1fgeOSklhs3boqbgkUlVchQ5RmoKlkEdT8nX+U+xMfH6ykKFWNoDeNnHWMYebZ+yRfat7/9ctjvWkxEFAzetZgounTvuxYTEVG4hHLX4pTp90UmkSUiIqKujYksERGFQ0iP3xGJLLsWExERERERURTpCo/fISIiIiIiou7Dxps9ERERERERUTRhIktERETUvszPpc1c2qhL9WN9gijvzswxcT0KiTH0rxFLMwv0o6AM/DwGq3UM+XlsfzExfI4sERERUfupKEBGVQka1HNpGzBh+XSo89jGpZiek4ryQMu7MxmT5ROcMSypyoDKHRhDPypQIB8XtVa/lPh5DJKXGPLz2CFsfI4sERERUTtKL4S9bAqMx8juRo0+IW58ZTlQchvS1as4jJwALH+l0Wc5mY1BUn/GsG2yFXE1suzlyNclCj+PQfARw1b4eWwP9hYmskRERETtzuhamIGqkkWYYmQRbuIGpGJtzW79ysVXebcSNwVli4DpqmvmdGBRGWPoVxymlBXq5Kk1fh4D4SOG/Dx2DJHIWn6OLBEREXVPfI6sVbKFJx7LJzRgEaaL/y1CmeMMuKIAttVZaEia77XcXugrJekGGpciM74GM+0yqZBdPecjqaEMI1/JZAz9kvGSrYreklp+HgPjEUN+Hi0L5TmyKTn3WktkiYiIiMyYyAZHtoTF18xsdXIry+Vrz4TCUe48Ce6O3E78ZfJltIJ5Jg6MoTdtJbJGbPh59Mcjhvw8WhZSInvzPYiRF8oSERERUeTJk1bXXU0b8crytcjPSkecvFAu51FxiixV4NEcYMLIOJ/l3Vr/JIwpWq1j4rqukzEMHj+PYcDPY4ewN9t5jSwRERFRe4mbUoZyZKjHbtjk3U9Ty6EacuKmYFFJFTJUuelaRV/l3ZlHTFCur0lkDIPGz2MY8PPYMQ63sGsxERERhQ+7FhMRUTBC6VqcfN0stsgSERERERFRFOFzZImIiIiIiCia2EQmy0SWiIiIiIiIogoTWSIiIiIiIooedhsTWSIiIiIiIooiNrbIEhERERERURSxi4GJLBEREREREUUPG7sWExERERERUVSRdy2W7bJERERERBQ+jUuRaStAhX7ZtVSgwJaJpY36pZk6bhtsYihodfDe12tcmolMrxtrQ4DxrSgw6mLLXIog90CdGh+/Q0REREQUfnFTUGYvRLp+2b3ko9xuR6HbwcskNgNF+pXZ7pq1SB0Qp18FKMD4phfaYS/P16+oy4iRiaxNvyAiIiIiIgoz2eJqE0lsVX4+xugylwqsLspHVvfM+ClEPY/pxRZZIiIiIuruGrE0U3dBNXdX1d1Xl6pEzJjv2QXW2XVVzVvq6jpr7vrqdzs+9u+NqeuuHFzdd41tFIg6uOZ7bqut/bRdB/fjrNelARowEw12O8puS9IFJhWrUZSfpVtWvRyDPMCKAue+1Wu1aDDxpa7Gbm9hIktERERE3VtFQTxyUsvFybEdDSVVyHC7uLMIy7FIzZNdVNfmPOpM8mRLY0ZViUrS5PyZNTleu84afG+n7f2biURv+nJMaDD2J7dTNN/92s+inBrM1PVR2zIlpW3tp+15NmTAmCeHto+ztbj0dPjqONxYX4UxSf31K0PRcmCR2lc58osyYJufpGMsX8/3fm1uG/GlrqfXkUfImz3xbk9ERERE1F3Jrq1jUHKb0SYYN3ICxhStNiVBYzBhpE7D+ieZusZW4NGctcifOcWZpKUXikRLT7fmeztt79/TWuQ8quemF8Je5tq/NKbkNud1o3FTZor6FGG1Wryt/QQ+T0q/rcRLF+FQNOIVkbQ646K5YtofSWJH7q/Xoma3euHBV3ypK+p9DJ8jS0RERETdnkgO43XX1fgc8aoK9c5Wv1T4vg/RGHg0Jrahre20tX+zOEwp062UPrrQut80yUgEXdraj495jfViykPcAHE04bAbNWvbikswwrUdigaffvwNE1kiIiIi6u7GoMTRXVcNZZgSUFLkq3UwWMHsPx2FjuX8dqGViaKeVNraj495YUtavXC7PpYocHa77FpMRERERNRtpSMr39RdV91YqPXNjlpLx20lY9yuUa0o8P54mbYFs38vz2EdkwRzo3BRhmvdxqXzUTSmBEav4Lb2E8C86VaPs7WK1UXI5+2KKRS2HkxkiYiIiKh7U9e2OrrrZlShpCGw57/GTSlDeWoO4nU33/lJJW1cI+tb4PtPR2F5qqsLsFx2kfs1svmiAhm6PvE5qSg3XUPb1n7anmcPy3G6a0R9VTBds4lcWlrssPVLGmbfvnEd9u7di4EDB+pZRERERMHbuXMn+vTpo195ly/OtJcsWaJfEXUlssV0PpIaAu2aHE7y0TXxqJlpR2FHNnLKR+HEyzsnB/ZjQLuQLczyzsceN8aizmHq1KkoKgqujT/52plskSUiIiIiCp7xzFPzzZaMrrwT4HETXiIKM1uMjYksEREREVHwjDsIp+bEG91xxeDZlbf7KlLdm30+DrcdyWfg2jLCcUUvdSZ2+2GZyNr0SyIiIiIiCpzpDsJq6MjutDKx7uBuxVLcFJTpeHR4XQR5fa96b/gDQ5fDFlkiIiIiIiKKGjbxPyayREREREREFD3sMUxkiYiIiIiIKJqwRZaIiIiIiIiiDBNZIiIiIiIiih42JrJEREREREQURexoYSJLRERERERE0YWJLBEREREREUUVJrJEREREREQUVZjIEhERERERUVSx9Uu60L5948vYu3cvBg4cqIuJiIiIgrdz50706dNHv/IuPz9fTxEREQFFRUV6KjDJ2TOZyBIREVH4BJLIEhERWZGcfRe7FhMREREREVF0YSJLREREREREUcNmszGRJSIiIiIiougiElm7niQiIiIiok5j1y75fyLyIDNYtsgSERFRx9m1EKNjYxGbt14XSLuwcLQoG71QTIXH+jyxPbkfz8Ftvx1rfd5oZ71GL/Q4chGnvNg8mGvrWn40vB2GPOZW25FUzEfDbZYssxrvdnovnftxDt6Pvz35ei+8v6frxXvpXn9vb5Na99zpmH6uWNfzANt4v+T7bl5810JZB/NnR+7f+z47lWA+k2JZ89+HcczmGMvBmO/z72Z9nvNz1SrenZD34/Dy2Vpv4W/bI67SroWOOIn9+vlMt/U+hAMTWSIiIupYw4ZhWHWd60Rr18t4fpOeDpNRxU1oapLDc5gs/vecmhZD8Si9RAcTJ9HX4mq8r+r1Pq5+/lx9cqoTwXNn4Um1oCaXr9bLv18AXOtxcihOQAvdVvC0CbOmhzG5dGiH91IZNk/HSh7/1agujMCxBMrXe+HzPZVMn8Gmdbj1LF3sIN8/tc11WCfXrS4MOPEcMGgYquscC+/Cy8/Lt6UarqI6VCMFCZ77jKRgktKgeP/7OOvWdTq2enh/HoZNzsIon383IhG79kmkPCeXF/EW71ynzmXb/Pv3+GwN0MVB8fG9I97H6bOAgvf1fmdNN30uW3+mfb4Peg2rmMgSERFRB7saV6c8j5cdJ0T1O8Q50WQM0y+7hVHFIqm+FUZucRauuNqRjJyFW9fJk0CZgJvI5dfp5c8agEHmREWehE5/HimT24igSATniZg/HPaT9Q54L89KQMqmHajXL9udr/fC13sqE8lhg9BmfiHitiklwbluQsom7AjwAM9KSMGm51/WSWM9doj3pOBq4HnHmyK3HcZkomP5+PvwsP7h53H1HeKIfb1X61fjSfE3IRdR2yxuQmf5jcubXXXVGHb1Ffo4RuGOedVYLf+WA/lsBaSNuMrtyx2L/WZN1p/LAPfrfB/CwCYGJrJERETU4a7ISnGeaK9fXY2rswapaWW9q8ufsxudKHN2V5WtPVa6q4n182Trg9z+aL0duU0xnae674kyt2VEmdy3WsbUymR+7bFNV6uF7ILnr66yFW0TUgJtMlOtnqYWtvUP4/mUAtxhCqE3V9zhpSXT7bhld9j1WKimZdwdS7Z9DO39Xu4SSYjzJNoj7s730rlNc91N097eL7dYyOUCeO883wsnj/d00/OYrvfnrfu3SlQGudIC91ZWT6Je4jPpfH9GZWGyI7GXCZpIiEddITJZnQm7b9vLMenjNt53WUf9PvniGadW77H8YWUWNm2ahXP9/X2YykdPfx6uxvwAYu+L2KZs3b7C8z0xvVcyJuLNMRJDb9yO0aiz18+ZaZmA/3b0egHHW3D/sUJ8tnZscn0+vH62duBlr9sPMq5nXYGroX+o2rUeq6snI8uRl/r5THt9HyzEVaayTGSJiIio4w0QyY46MZMnR+Jkx/zT/qhirHN2TdPJlyh7LmUWpsuTGtn6+FxxiC1Mxkk2Ct5X23//6mpc6zjL21SNQVmLRPkdqBP7cC5TkGLM98loER20SNd50SA87+zGOwrFTW3XddfC6ZgFR+tQ29Q1aOeK+s+7Q29TnJgWiqoG0px01q0o8NYqK4/7jnWqGyBmiY2paRl3x4mzn2Noj/dSJkXqpDwW54oqXr1ItrL5eC/lybe55U38z731qo33y/kZkHVq+7hbvxcurd7TYVejQO7v/eeQ4tblOEgimcgbXSjqvg7FoxwZgqulUSZok2WmIVutVZdvo6vx1c5swscxiePeoY5b1PG5FP9dt81xavUev4wrFs3DMNkdXLWG+oq3+/u3yO3vzP/fjS+7xAGnFDhaxg3e3qthWO1Kor29IY5jlN1jRYbtqH+r74xQ/naCjbf6m3ne+BsY/bBIU019Hjw/Wy+LMp/bDzauZ+HWRSKVnT4ao6erLxrXun4+097eByXEuEpMZImIiKjjqV/6d6Betq55tozskq00+hd7cfLpaKUZVSxOmGZdi1kpBaF3A5StMirBMPZ41hVXu67xFCdmV8hytczVrmVEotZmV1nV0rMJs841TopVnTeZutu2QZ5gT3/+an3C759xDZrr+stdCwtRfXXrRMqXUcUFgOdJszxux87N04Fqj/fSfI3sumLjGlOf76Wra65sIZ43bx6qZSYruz3L7pm+3i/ZgOn4DATA871waPWennUr1olptVnZLdTZjTxIsgVs+rV4UsTM/Rpb2Y1ZNsAaSavR+CqSW9WSVo8dXluMPYjjdsRR/TDhjzlOPt5jJ1/xXu/x/vn7OwvIejz8fIqr1VDz9l5tEhG6Q3Wnldcke7lG1nyMwwY5/y5afWfocrdpf4KNtzCqWB6D8fnPckTZ22drh/ich7B9r2Tr6HRg0bp1Yj+LMKhQ3zTM72fa+/ugWIgrE1kiIiLqBOTJdzUKC6uR4na2sx555z6PQQW6NUH+aq/nqBY1OXac7HQq5hufyMHLDX08yITnXJHwLAowiXVxXH+5XnVf3TTrXJUgnDvLmPbazc9JnnSKhOhhcbIbNp3vvRyVNVlseqHRQnyr0Tq5sE7Uz5nReXm/zC3JATNdCyuE+p6qrqOmi2Lrd3jrap6CgkXvY56XpEuuX71attQ5Tvp1cvvwalRH9PrYNt5jN+GKd9va/mHH9V7JeA0bpK859XgPO79dMHpGB/MJC41sVVU//qhXxmfKee11G4L9gS1QTGSJiIioU5C/wGOTt1/tU2DcXUSeSO3QbQ9G98SU595XXeymt5mstUG1Hs7Cw/oaNnmi5rrJjqZuJuRqUd0lW/IkfZOh1uWyK+uTWO2ok2zFMF9L641YZvqsFDwXYMKjukaK7EXXWl9/OUrfoMUY3p83DMPmvY91fjLos24tQMqTT7ZuObOg072Xo7KQMmuWOJmWJ+GjkCX2M8vRQhTK+2Xi/b0Qe/Xxnrotv2s9Hp5l7uqrydZIZ1IvE5VhumXVRHaLPkt29ZyHas+7VsvjFe+pvD7WsWWZrD0pylpvKNy8vccmvuLt7f1TU6Hy7EYtd+XjvVKfj4dh7NpU7ov5797bd0akyevK84zP6K71D2PWJuNaVa+fLfM16ha1ujZXx6ntz3Tr98GnYOJqYyJLREREnYXsntbqei15R07ged0Ncfrzqt0O9fKaQ9UNVaQlxSIRcz4GYn2QN4UxEgEU6lZM2QW0Vd/WUSh+LsVVh9W6WNWtWneRHI2HneVym8/JSqvlY6fv0NdwSt7rt16c+W3Ck7hWLq+HtlpSz7p1EZ5Dob5OdDp2XP2+hbusyuMIphNnADHudO+lvG7U1Wo1KkskWymOlsm23i8z7/Xx9V74ek/dlpcX+M5bpFvrTdsX8ZPXL58rPlejY89VN+/y+XuEWHaR+Bxe65Z8G8drvmGUTNbk/aPdE4pgY+yP9/dY/ugjk9Rz1b58xdt4/6qvNcpFsak1N4R67qoX2ZN73Hz/3ci/cfnRkeUy3s+1/fc0rBo7phvH6P07w5cwxVteIwvjGtlzr63GZH1dudfPVpu/WwRZH/O1uaY4+f5MC17eB5+CiKtdDLZ+SRfat298GXv37sXAgQONOUREREQh2LlzJ/r06aNfdVGyBUldJxZY62nXI05+R9fhjm57/O1ol7wFkkjxIhZovpdBs/T3z3j7FGRck6/7PVtkiYiIiCgYo1DME/H2ITLYyCWxUjDvpWy9M1rL3Idwtuh2dYx3OLFFloiIiMKmW7TIEhFRh0r+JVtkiYiIiIiIKKrYRCJr09NEREREREREUYAtskRERERERBRVmMgSERERERFRVImxsW8xERERERERRZEY2JjIEhERERERUZQQOWyM3W7Xr4iIiIiIiIg6P14jS0RERERERFElxsauxURERERERBRF2LWYiIiIiIiIokoMwESWiIiIiIiIokeMraVFTxIRERERERF1cjbZImtnIktERERERETRg9fIEhERERERUVSJARNZIiIiIiIiiiJ8jiwRERERERFFFSayREREREREFFWYyBIREREREVH0sPMaWSIiIiIiIooyMbDZ9CQRERERERFRZ2dn12IiIiIiIiKKLiKRZddiIiIiIiIiih5skSUiIiIiIqKowkSWiIiIiIiIooe6azERERERERFRFGEiS0RERERERFGFiSwRERERERFFFSayREREREREFFWYyBIREREREVFUYSJLREREREREUYWJLBEREREREUUVJrJEREREREQUVZjIEhERERERUVRhIktERERERERRwyYGJrJEREREREQUVZjIEhERERERUfSw25nIEhERERERUfSwM5ElIiIiIiKiaMNEloiIiIiIiKIKE1kiIiIiIiKKGrxrMREREREREUUVXiNLREREREREUYeJLBEREREREUWVGNhkD2MiIiIiIiKiKGCXiaxd/JeIiIiIiIgoSrBrMREREREREUUPG2/2RERERERERNFEdS0mIiIiIiIiihpskSUiIiIiIqIow0SWiIiIiIiIogoTWSIiIiIiIooe6hpZPkeWiIiIiIiIooVIYdkiS0RERERERNHDzps9ERERERERURSRfYqZyBIREREREVHUsIuBiSwRERERERFFD3WzJyIiIiIiIqIowkSWiIiIiIiIoghv9kRERERERERRJsZml5fKEhEREREREUUDtsgSERERERFRNJE3e2J7LBEREREREUUTtsgSERERERFRVGEiS0RERERERNHDboetX8JQ+/b3KrB3715dSkRERBS6Pn366CkiIqLwS776N65EloiIiIiIiKizS776TnYtJiIiIiIiomgiH79js+kXRERERERERJ1cC58jS0RERERERFGGiSwRERERERFFEbbIEhERERERUZRhIktERERERERRhC2yREREREREFE3sbJElIiIiIiKiqMIWWSIiIiIiIooyIpHlc2SJiIiIiIgoStjZIktERERERETRxN7CRJaIiIiIiIiiCVtkiYiIiIiIKMowkSUiIiIiIqLowWtkiYiIiIiIKNowkSUiIiIiIqLowRZZIiIiIiIiijZMZImIiIiIiCh6sEWWiIiIiIiIogsTWSIiIiIiIooqTGSJiIiIiIgomtgBW7/Ec+3b331NlxAREREREbnEPviZniJfmu7qp6e8e/XVV/UU+XL55ZfrKf+Sx9zCRJaIiIiIiHxjIutfIIns+eefr1+Rp/feey+4RPaKm5nIEhERERGRb45EtvHWY9SYXOIWfq/GTGStCSWR5TWyREREREREFFVibPJKWSIiIiIiIqKoYEcM01giIiIiIiKKJjGwM5UlIiIiIqIO0vA4romLQ5wcrrkGj5frcvKp4fFZbjGbVd6g50SQfJ+ueRztsKeA8BpZIiIiIiLqIOWYdekqjHu9EY2NYvjzOKyaPEuUki8Nj1+DS1cl4nZnzG4HJv8Gj3eWDLOdMJElIiIiIqKO0bAbO84bh8vi9ev4W7CicR4y9Evy1IDXVgH3/vkWZDhjloF5jStwi+N1N2Cz25nIEhERERFRB4m/DOPwByx+vBwNni2K5abus3Gy+6wqxCwx7Wx9VN2SdQuumJ51jaO77ayu2ULZ8BpWiYg5E39P3mKmugSLeMy6xiOWcp6IpyNmqlwHrZPHUl4cy0SWiIiIiIg6SDxu+fOTSKx9BJdeaiRTzqQpYx5WyK6zcnh9HHY8Iq/PzMDo6zdj1WvGQg2vrcLm60eL0gY8/ptVSPyzo7ttIlb9pvNcz9luvMZM2LwDtaP/bJQ/OUiXy5hNBsa9rpd3dFGOgljaW5jIEhERERFRB4rPwC3zVqik6XWRZP3BkTSpVkHdinjpH7BZLSxytdx7ITJZlYipbra5GTKjxarNm/EHlQzr5Tevgs53uw8fMcN545Dr6IvcP9EYq9bde5Hr6JPs6KIMH7HcbSzWWYhElnctJiIiIiKijhefMRrXb67Fbn0TqMTbdSvi6/fiPL2M0R1ZJqme3Wyvx5NyWefQBa8bdR67fu2mjZgFzUss++tZnQKvkSUiIiIiog4i78AbN8vVbbWhfB2eOS8RRs40COhvZKINr9W6WhcRj8vGAat+swoYd5l4JYtEgnfeM1jn6JesrgvtZN1hw8I4dtlq7XzijrzO1dkl21fMvHBen+yImd4OoiCWdl4jS0REREREHST+lj/jSazCpbILqxgufQR48s+3iHQtA6oHse7e+ptVO/QahniZzYksbZzrdsfqWluxgtEd9je1GKe20/XE37ICr4+rxSPOrr8qaLglvu2YteYRM+d2On8sbSKTtfVLGGLf/t7ruoiIiIiIiMgl9sHP1Ljx1mPUmFziFn6vxk139VNjX1599VWcf/75+hV5eu+993D55ZfrV/4lj7yBLbJEREREREQUPfgcWSIiIiIiIoo6TGSJiIiIiIgoasjn7vAaWSIiIiIi8slxjSz5xmtkrQn2GtmUy69nIktERERERL4xkfUvkESW2hZUInvZdUxkiYiIiIiIKHokX/YLXiNLREREREREUcTOmz0RERERERFRlGEiS0RERERERFGEz5ElIiIiIiKiKKNu9vTaS8/ql0RERERERESdU79+/ZCcfi3vWkxERERERETRQyay7FpMREREREREUYTXyBIREREREVGUYSJLRERERERE0cPOFlkiIiIiIiKKMkxkiYiIiIiIKGrYxMBEloiIiIiIiKIKE1kiIiIiIiKKGnZeI0tERERERETRRiSydj1JRERERERE1LnxGlkiIiIiIiKKOkxkiYiIiIiIKIrwGlkiIiIiIiKKIvLiWCayREREREREFFWYyBIREREREVFUYSJLREREREREUYN3LSYiIiIiIqKow0SWiIiIiIiIoobd3sJEloiIiIiIiKILE1kiIiIiIiKKKkxkiYiIiIiIKHrYAVu/hLPl82TDS25R3kqq0wqycp4RsvkKma/tepTbPdYPsDo2vWD437D2Jo7D5zHLGf6OMMCAhUzuX+/DvKtwBd5y9SN9/P54BsJKfVqva/OzObu//cm/Lx8bkaXhehtD56f+gQp4M8Huz+L762Vxc5HdLr7JvCzj2qu//fmoX6vVfG3H3/b98fcJMrbv63Ns/fNntf6Bs+mDsJv/zfK6e1nomCGX9VVHUe7x76fnko59+Sr3y8vfv/OVrzdFMea13otep61Vg+JnQ3J2gIcaxkpZ12ZsJcd8+f6IQXwPeOPajPf5dp/BMS3vtqrrhTyHMu/WcU4ltRlyv8fmg2OjAazu9fwugM+rJ3+78nmcjn15/p2Jcuc2xUSgf4YOnocgv//b4lrecznf73x46K373IljRtv1b72cv+168regab7boo79BLojL8upIn/rO/ZjjFxalzs/UuZCX+t50sfR6lPQanE7/j/ITseVXhKv/AAAAABJRU5ErkJggg==" /> </div> <p>In this tab the driver assistance functions are enabled and parameterised.</p> @@ -607,6 +614,14 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> </dd> </dl> </div> +<div id="adas-parameters" class="section level3"> +<h3>ADAS Parameters</h3> +<div class="figure"> +<img src="data:image/png;base64,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" /> + +</div> +<p>In this tab certain general parameters for the advanced driver assistant system model can be set. Which ADAS feature is available can be selected in the vehicle itself, in Engineering Mode parameters like minimum activation speed, activation delay, or allowed overspeed can be adjusted. In Declaration Mode all parameters are fixed.</p> +</div> <div id="chart-area" class="section level3"> <h3>Chart Area</h3> <p>If a valid <a href="#vehicle-editor">Vehicle File</a>, <a href="#engine-file-.veng">Engine File</a> and <a href="#gearbox-file-.vgbx">Gearbox File</a> is loaded into the Editor the main vehicle parameters like HDV group and axle configuration are shown here. The plot shows the full load curve(s) and sampling points of the fuel consumption map.</p> @@ -2302,6 +2317,10 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <p>In <a href="#declaration-mode">Declaration mode</a> only the axles of the truck have to be given (e.g., 2 axles for a 4x2 truck). The dynamic tyre radius is derived from the second axle as it is assumed this is the driven axle. For missions with a trailer predefined wheels and load-shares are added by Vecto automatically.</p> </div> <p>Doubleclick entries to edit existing axle configurations.</p> +<div class="figure"> +<img src="data:image/png;base64,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" /> + +</div> </div> <div id="retarder-losses" class="section level3"> <h3>Retarder Losses</h3> @@ -2337,10 +2356,19 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <li>PTO Consumer Loss Map (.vptol): Here the <a href="#pto-idle-consumption-map-.vptoi">PTO Idle Loss Map</a> of the pto consumer can be defined (adds power demand when the pto cycle is not active).</li> <li>PTO Cycle (.vptoc): Defines the <a href="#pto-cycle-.vptoc">PTO Cycle</a> which is used when the pto-cycle is activated (when the PTO-Flag in the driving cycle is set).</li> </ul> -<div class="declaration"> -<h3 id="adas">ADAS</h3> -<p>On the ADAS tab, the options for advanced driver assistant systems can be selected. This is only supported in declaration mode. Depending on the mission cycle, vehicle group, and payload a certain benefit is applied to the calcualated fuel consumption. See <a href="#driver-overspeed">ADAS: Overspeed</a> and <a href="#vehicle-adas-technologies">ADAS Technologies</a></p> </div> +<div id="torque-limits" class="section level3"> +<h3>Torque Limits</h3> +<div class="figure"> +<img src="data:image/png;base64,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" /> + +</div> +<p>In case that the gearbox’ maximum torque is lower than the engine’s maximum torque or to model certain features like Top-Torque (where in the highest gear more torque is available) it is possible to limit the engine’s maximum torque depending on the engaged gear. This can be entered in the torque limits tab.</p> +</div> +<div id="adas" class="section level3"> +<h3>ADAS</h3> +<p><img src="data:image/png;base64,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" />)</p> +<p>On the ADAS tab, the options for advanced driver assistant systems can be selected. See <a href="#driver-overspeed">ADAS: Overspeed</a> and <a href="#vehicle-adas-technologies">ADAS Technologies</a></p> </div> <div id="controls-5" class="section level3"> <h3>Controls</h3> @@ -2368,7 +2396,7 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <div id="engine-editor" class="section level2"> <h2>Engine Editor</h2> <div class="figure"> -<img 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PSwXE437ulu2nn9ufd6zz33lA+jUzEM92jz69r0e851JcO080PrOO2kk06yUyAIgjJH/COfdj3tdSz+TTA11kDdg7oJLqib4IK6SRy8L/2q7ky75rgbF11Je911Sphhd5t1hucddP/ZNHPJXHvJkGbNmkUH1T+QDj/4EMewSiNrMLMNGxxGLZqbTTuLHyR2Ul4j2VutluG8Dj+Y87M/2+j57vCvbeWOsMxxaAOlaX9OmHatp11fjuG84ulp/2nCT8KI72dcXuXhXrf6++xLHd/saOdg6ddff01r096yZUuZ9s4778h7yz///HN69913qV+/fhFPk3crGaa9ffv2Mo172k3PIYAgCEpn8W8bTLs/8W+CqbEGAAAgu+HfB7+q05529eT3S9rf4Rh2Nudu076P/HsG/euWo+jF/l1o7YZ1EcO9p//2m+zJVmaVzWveMbny3u4nH28j70tXPNnmCer+Xjd7yUg9eO990tgrM6z+nnrSSdT67rupdau7Za/+0Uc0dAzy4SLm4PoH0KuvtLdzCWnD+g30mkjnPE9sdDydcOxx8rOeN083Pl7ME6bxjFNOpZ493reXDldjsby+HHPkYYfTiXmN6HiRL/895khrhIC+/vV22ZXmzQ1d7Ej3nnYeZs5pPCzer5Jh2vmd7CqdLxxAEARlkvhHHqbdn/j3wNRYA3UP6ia4oG6CC+omcfC+9Ks6Ne3Cecs/fy6eRYfef57RsPMr3vZhWp1G9cXfSbN+lcu4NX3aNHnPOBtUZv+99qY2jz4mH0S2fv06+eo0HZbb+LOWLltGZ556Oh1ywIGOKWZatmhhR4T01BNP0AH77idjDxGGnT9zT7k1LDsybyV+yj0/yE7vyb/koovsuSGp9VN/vx4+whmyz8vwX87jvtatacvfofeJf9SrF53SuLGz7qqM22+9zY5IXk/7EUccQRs2bPDEvc9r27PNNGjQgM4++2y6+OKL6dprr6UWoq7atWtH/LR/k5Jh2ln8+jlO33fffen777+3U0Pig4RHA/zwww92CgRBUHqIz18w7f7EvwemxhoAAIDshn8f/Kpue9o1A3dOuxstw26bdMvAW+zX6nTapVke3djxIfludkvh5s9t2nmYPA8zv/qKK+mWG2+im2+40eHWm2+hObPND5IZ+tVQ+fA5fZg5Py1eiddZrffYih/ososvkU+U56fLX3h+UzpT/J3tytttVGf9OVM+4V037f+54EJ7rreanH1O2DK8jpfnX2rPDVfP99+XD8hTpp3/8pPllZLV0x6L5557zl7CUk1NMj87IJ734t577732EiEly7Tz6wYPPPBAZz7f337jjeI7d/PNdNZZZzkPyOvYMfxWBQiCoKCLf+Rh2v2Jz/emxhqoe1A3wQV1E1xQN4mD96Vf1W1Pu6bu33xKu7Q43ulhl8bdNuz733U67dTsWHq/vK8V7DLBLLdpV6aWnybPD2PTOfSAA2mqMK0mdXv3PWp07HGO2eU87rqzpT033IDz559+nEBjf/iBZs+aRevXrbPnRNfMGpp2XobXh+N5/XKPOpq+/OJLe264Vq1aRWdp8cwJx+XZc4l++eUX6t+/vz1Ve3EPMr/KjL+E0SguLraXsHTyySfL9JKSEjslXNxbzvM5b/296F26dJHpBxxwAE2YMIHmzZtHM2bMoMmTJ9PQoUPplltuccosKyuzl7IUrcyaro/SggUL6I477qBddtnFKV9x0EEHyafbx7rnHoIgKGjiH3mYdn/i876psQYAACC74d8HvwqEaVc++LAHm9A+9/BT44VhZ7NuU++OxnTJy7fT9IUzrUCDTKadh63zQ9j233ufMNjI/+ph2ju/9VZYDzUb60ftp6/rUvfjjxzxNb0tluEHx3V9uwu93qEDzZoV/XUwNTHtfIFAmXa1bnwP+19/rbQjIsX3xutl8MgDJb5tgA1uXWuj+OauWLEi7GKIW3wBQt3SwFq9erXzxPivvvrKTo3UGWecIWPcve3RyqzJ+pjEt0hMmTKFvv32W6qoqKD58+fbcyAIgtJP/CMP0+5PMO3BBXUTXFA3wQV1kzh4X/pVMEy7/ffF/m/THnec6PSw79fqNGHaT6N/NztOzOvsGGWT3KadDfsF5zel+4Vhe/jBB+nhB0KwCV+gTJTLnH36ySd08gknOsaY//7nQstQu1/nxj2mPDx+t3/vTPvttbeEK+H3Gb/bEWbVtKf9dGHCD9WW4fvbP/mot5znNpnLly2jM0491bOnPZ3F94TzfmbYQHvptNNOkzFPPmm9qx6CIAiqmfhHHqbdn/j3x9RYAwAAkN3w74NfBcS0W4Zz3opFtP0tR9P+wrQr9rnrFDry4f+jQT9+LWO8xKadX6mmzPauO+1MXd5+W85js+1Gpht6Uyf/PFmY41Pk+945L6bhYYfRp30+tSNCerfrO/IJ8soY819+cnss1dS0X9j0/8JMOH/Ov+g/zvbo4p5/7llX+4Ph++4zQTNnznRMOz+Qzn3BgqffeustJ2bcuHH2HAiCIKgm4h95mHZ/4t8fU2MN1D0ZVzeLV9KIGeUOxpgkMHrmWBo1YYgss3rtBmOMX/zWzeJqa9u/rehH4+ZMMsaAxIBzWuLgfelXgTDtum7o9CDte9ep0rDXv+cM2q3FCXR/z3a0WXs6uknTf5tO++25l/Nedh4Czz3tdzS/3UhJhw72kpG69OKLw0w7P9TuhLxGspf++zFjaNQ339AjDz0kX6/GxlsZY+7df+a//7UyMVwQUPJr2pUpHVc5jnKPPMopT66b+Nvyjjtp3rzQ8Gu+mMDrpgy+2g7ebla0od/pottuu01+4Rl+evx1110n7yXnv4ceeqgzj58iD0EQBNVO/CMP0+5P/BtkaqwBkEj+btaCv2z0QWPR7im2MMUlgzcvqSfLLj8sh6YvmWWMSTZs2MceLAyQWI83mh9tjAEgaPDvg18FxrQrG/nTrCra5qYjpWFn2Lx3+uoDe663+GnwBwvTrAwtc5gwxWy+2Ry7aa69/sytoV9+SY1yjw2ZY85LGGCePvWkk+XT4vm96pyPKounuQL4gXSxTHFNe9pZp518cvg2ivXisvkVcuedfQ6df+558p58vUeeqbfrbrR8WeSD09JVPLqga9eudMopp9C2224r972C73e/9NJL6euvo4/OgCAIguIT/8jDtPsT/x6ZGmug7smkuvlHtAHFBtGseqk37WOP3EmWvWG7HJox9zdjjF/81g339PM6MKNP3scYAxIDzmmJg/elXwWop916ldqGzRsp97H/0L6tTqO9Wp5Ml756J83/K/zVWibxu8+bCMN68P71w8yqCTa9LZo1t5c067FHHqVDhOHXl+G/bIaVgVfzmD122ZX69f3cGqoeoyO7NqZ90cKFtN+eezvL8XowvE6cn3vd2NDzur3fo4edQ2b0tOvih8fNmjWLpk2bJp8i//fff9tzIAiCoESIf+Rh2v0JDVyQCjaXDaCtTZpSm0dPoCY9m0pMccmguN0FNO74vah9y1yas2KRMSbZ8JD4zjcfKQ37G2/caIwBIGikuWm3xPeZ9xs3jHa9vRHVb30G/fdT9eqt6EaTjSg/pZsf1CaHttum1YgwtdFMuzK1TzzehvbefY+I5d2mePd/70zFz7aj9evXx2WIa2raVd7l33wjn4rvXheFnrbLDjvSi8XPy+UgCIIgqCbiH3mYdn+CaQ8uqJvggroJLqibxJEBpt3qbV+2egXteddJ1OiJS+nLieX2PG/pRnnSpEn0f03Olw9hO/Kww6Wpbsh/NTj9jtut+7u9pPL8vO/nztPk+WKA6slWvdrHHZNLfcv6+urdZdN+9hlnynzkOgouueg/9lxv6dvJIwtOPrGxsx7KrCvDzuvK+fb+6CMZry8LQRAEQX7EP/Iw7f6EBi4AAAATGWDaWf/Q2o3r6c53n6SLX6n5g9N4mPr8efPozz/+lCZZ588//6CFCxbakWa5y5z8889U8tprdGeLFnSH4LX27WnCjz/acy3Fu56bNm2i2bNna+v2J82bO9ee60/l34yiy/Lz5QPq+JVuecfkyosMHV59jbZsif7wPgiCIAiKR/wjD9PuTzDtwQV1E1xQN8EFdZM4MsK0K99bvW41lX7Xz5rwIT8GP55YjokVF0+MUrS4ePNQiifeb54QBEEQ5Bb/yMO0+xMauAAAAExkhGlnBdVoppMBhlmHIAiCEiX+kYdp9yeY9uCCugkuqJvggrpJHBlj2iEIgiAICo74Rx6m3Z/QwAUgc2h15360aNcceufUunsnPcgcAmPaTTMBAAAAkL7AtPsTTHtwQd0El6DWzfDjd+aVk/w+Y7IxJtPBcZM4YNoBAAAAkBRg2v0JDVwAMgf0tINEAtMOAAAAgKQA0+5PMO3BBXUTXFA3wQV1kzhg2gEAAACQFGDa/QkNXAAAACZg2gEAAACQFGDa/QmmPbigboIL6ia4oG4SB0w7AAAAAJICTLs/oYELAADABEw7AAAAAJICTLs/wbQHF9RNcEHdBBfUTeKAaQcAAABAUoBp9yc0cAEAAJiAaQcAAABAUoBp9yeY9uCCugkuqJvggrpJHDDtAAAAAEgKMO3+hAYuSBWb5iyiETPKHUwxyYDL+raiX0rLdLO4eqWzHuPmTDLGABA0YNoBAAAAkBRg2v0Jpj24BL1uKioWUsOGPeioo3rQQQe9Sw0adKNjjnmfDj30PcrNfV+mMZw2aOfTeIOo/bk5lFNswfMaNuxOhx/ejQ45xFqG/x55ZHc6+ugedOCB7zp/OY3L4fmcH5fFy/HyqgxOM60Dl8ll92mUI/Pj5Tj96KOt+aZ14LIOO+w9z3XIyWkj0zjGtA7HHttTpql9s8+pj9HYg631eOj8/SPWgadPOulDmjx5hXFfB4l2Pe+kr86pT+9df0QgL0DgnJY4YNoBAAAAkBRg2v0JDdzsgHt6X+/9MPV74mp6a+grxhg/TJ9eTfvt11V8f0riYmXOv6VhnVQ/ZNqtea87McmCyxQfaOVOqkxFB/uvaR0Su171Dr1DrgMz4NBdtHlqHUI0alRK77wz2bjfg0Dvyw51tqViWC9jDMgMYNoBAAAAkBRg2v0Jpj24JLJuZsz9jRbtahmt4cfvbIyJFzbsO+74P5FVCZ1xRm/67LMZ9P77v9JHH02j/v3/lIaT/3Iaw5+/bvkaLT6pCbW68xg6pv1pdPwbZ1KnTpPo009nyOU47osvZollp8g0ztPK54+INI5T5XFap04Tw9Lc63DXHUfTmNx69OhNR8g0VR5/jrYOnOa1Djk5R8u0aOvAaWod2r3Tj167ugF9fVw9evzxK4zrcN11g2ibbULmfb/9ulCrVsPFeW2LsR7qiufvOU5+j/giyMhfhhtj6hKc0xIHTDsAAAAAkgJMuz+hgZsdJMq0T5mygg444B2RzetUv/474pgLlqFMdxYv3kj33TfSuSjCbL/9/+jmm7+kOXPWGpdJNTwkfkx5H2nYeQSHKQZkBjDtIOXkFIlKBwAAkLaYzu0mYNr9CaY9uCSybhIxPJ572Hfb7S1pJPmebTaYprhsIBXHTZs238l785V532ab1+mqqwbIZwmY4oEFzmmJA6YdpBxu8EEQBEHpKZj25AkNXBAPbBTr1esszePee3cJTK9vNvD++1V04om95L5X8APuunT52RgPQKKAaQcpB6YdgiAofQXTnjzBtAeXoNQN97Dvv7/10Dn+m8097Iq6qBuuhyZNPqXttntD1gWz++6d5D3xuE0hBM5piQOmHaQc3bTzZ1C3UPtcuzYgCIJii88bpnO7CZh2f0IDF0SDDfquu3aSBpF7d9HDXvdwHdx553DaZZeOsl6YHXb4H9199wjUD0goMO0g5UijaEs3j6BugGmHIMiP+LxhOrebgGn3J5j24FLXdcOG/Zhjeor1eF0ad/SwhwjKcfPhh9PsV+9Zr45rfUWOfOBgcdPsPa5xTkscMO06lUWUK3ZITkGpll5JRbkiLbeIKvVYHV4u2vxk4lV2TbfFTaxtq8G2S6Noiz8XThHfRKmNVPZxyEyG0omqRs600+dTmZ1maSMVf7yMqhYvozx7OZ3CKRSWZ95IznM1FToxnJ/I481QTBhvLhPz9Xiv9QphlWGQaR1F/lX2bF36OicbmHYIgvyIzxumc7uJ9DPts6lHPr8/2iK/x2w7XczpkZ+Q9GjiWFNjDWQ3bNDVe9jZuMOwBxt+dRzXk/5O+iOO6EEjRsw1xgMQD/z74FeZbdpzc8NNqDK/CTauCcOr7Jpui5tY21aDbZdG0VbOx6tDZvZNNtC2Qeb0KcrkzqTixcrIajEKNr4epp0NdMhYcz5iWuCYdGmaXfk5sfZK6vM91ysKcv24XA/T7rHuvqhFPjDtEAT5EZ83TOd2E+lm2qXRblOuJig/J5+k35af25A1h419DdNjCKY9uNRV3fAQa+u1bh3kEGwMuY4kqMeN3tOuhs7vu+/bdNttX4rzY3bc945zWuKAadexDWhRQS4VVdpppQWUWyBIsHFNGF5l13Rb3MTathpsuzSKtnTzqEy1qdfbMd8mcxrNsOoXBdjwi8+FupGXJnx++DJhGC4SaIRfFDDDPfOeowESZdprAUw7BEF+xOcN07ndRPr1tOsKmW028+5edJ72mx5LaOACHe5R53vX2ezttlsn+fAzUxwINlyPDz1ULu91V+adP1955YC0uAjD74J/r3NL+YrCfj+WGWNA8oFp11EGlM1tUaVMK2XTW6oZU54ndhrvuJycXCoo1ZaT+ZRSQS6nW8vzvAIeks7xuQUhA63jmaeIF+WHpbvy5N50Y895PNviWrdSbVlj/q54uS2qHLVsHEijaEs3j9LARun1lj3aMoZ7ra3lI408G3MeZq+MtLv3Xhh0jreNemzTHc20x9HTrtYtbB0N843pq6nYdOuAmFemRgGIbZUXJcLKiWc5EWNfHIFphyDIj/i8YTq3m0hr08695fk9hHU3mO7yNrJH3m96LPHvq6mxBuqeVNeNPiR+n3264H3gUUin4+a55yro4IP1972X0EUX9aVRo+YZ44NA72EdeSdLPrvtFGOMFzinJQ7el36V+abdMaJswPXpGPGVlmEPGXO+h1yb9spHR89TGnXb/LP5lsta96WrdDblUU27U6Z7W1z5FAlzLu9/98rfY1uc/LSyYyCNoi1pJgXqPnCTgZbzlLG1zWkhG04eTs+meaQyrJZhD++pD/Xecz6WgeU4zs+7Zz+Et2kPWy8PnDKVqXbHcLrccl2iPJmuXXz4eLW9vLpQYKerfPW/nstp26rixWeYdgiC/IjPIaZzu4m0Ne1hw9uTY9qbNm0qG2FuVOMMf7P577/puOM+EH9ft3tn94xzOfxNl78ffSTaYjkPCNi8v27/bUMdOvwo/safTyr+1s+zDDvDpj3e5fA38X/9KvNNuzSoBVTKRpmNrG5MxWc25rzjJMq4CoOdy73Q+oPfZHroh9hCN/WhOGOeuhlW017pajoi3WNbvPKJlh62HYyr5z5OuMGnJA2kQ2TPNZteZS7DY7X5U4QxVb3vhqHulnHWTav6HK0XXWGOibVeFnxxwF5WM8lhMfGmq+lY6dHmW7tck7U/YNohCPIjPreYzu0m0tK0uww7y23C1bTf9Fji31ZunIHgkaq64XudDz+8uyivRPa0Y0h8bNL5uOH6veiiMtp2W2XcS2jnnd+k9u3Hy++CaZlUU5vh8TinJQ7el36VBabd6nnmoeHhw99LqUAaVbv3O8zQCmNcqXqptfw4XeVvJEqeuhmOla6mDenGbfHKJ1q6aVvc8XHADT4laSw1pBm2e9v5czw92ZZp597pSNMv4d5mEWP1roeWK+Plot7PzkSa9njWi9G3JW5z7pWum+9o6dHme1yggGmHIMiP+LxhOrebSDvTbjDsUmHp5dTG+IC6ONJjCA3c7IZN2nHH8WvdOgjj1hFD4rMIvh3i2msHUb16b0njzr3v2233BrVqNYKmTPnLuAzILmDadXQDqptUJ50Ndui+9Moie+i413JqqLl9T7nZ4MaRJ+NMqwsD2rD2iDz1ePtzxLYY8jENj3fy99gWvZw4kUbRljTAwjhbJlMz3R4mMyxe9pRvDH/Im3E5jhPSDTrf3y4U/X52xmXao5jfcPSefYEyz+64eNOdabWPXMPf1fxYyxkuIsC0QxDkR3wOMZ3bTaSbaS9v4x5RFjLb3Fuu0t296H7So4ljTY01UPcku27YsJ911ieinBL5Hnb0sMdPph037dr9QHvt9bb8LjDcC3/yyR/RmDHpdxEH57TEwfvSr7LDtHuks6lWw8Sdh7S5lgsz0vI+dyve60F08eQZtm78WcUXuF7rZor3ShefQ+vmKsuUv2lbvMqJAjf4lNjchr2n3TaV/H51tyyDbYh3GdXInnDLsIYbdNvwR72fnQk37d7r5Tb386l4pHaRwG2m9XQ7H11y9IAery+vL7PY3lY1311O2HJiHcV+sJbDg+ggCKqZ+LxhOrebSLue9joW/76aGmsgs2HD3rCh9ZR4PHQOKL74Yhbl5fGzDSzzzhx2WHcaPHimMR5kNvz74FeZa9pBSpBG0ZY0lqDG5PGIgZhD/KMD0w5BkB/xecN0bjcB0+5PMO3BJVl1w4b94os/l4Zs223fSFkP+6Y5i2jEjHIHU0wy4LK+reiX0DL91s3i6pXOevD92qaYRJCobf3xx6V0xRUD6F//Ct33zj3xbdp8J78/pmWCAs5piQOmHaQcaRRt6eYRxEdopIGQ1mNeU2DaIQjyIz5vmM7tJmDa/QkN3OyjceNe0oTtsktHGjduiTEm0Wy94Sb+slH7c3Mop9jCFJcMuEwuu0+juvuus4kee7C1Hm80P9oYkwgSva183/tzz/0gH1Snnji/z7kX0wcn7kVdCw6jwVOHGpcDmQFMO0g50ihCEARBaSmY9uQJpj24JLJupi+ZJZ/GXXzqiVQ/72rafvs3aOjQ2cbYZED16kkzOal+6k07l8llr9wpcWX6rZtRE4bIdWBGn7yPMSYRJGNbFfy+90MOeY/aH13f2ZaWTS4P3LMQcE5LHDDtIOXAtEMQBKWvYNqTJzRws4ORvwynDdtZRuuDo3ZLWQ+7YvOHfWjrxfnU5tETqEnPphJTXDLgMscdvxc9f89xxvmpgIfEd775SGnY33jjRmNMIkjFtj5177nye8QXBvgCEPe+N2pUSsXFPxjjQfoC0w5SDkw7BEFQ+gqmPXmCaQ8uiaybxpcU0aJdLdP+4Xn1jTEgfrL5uJm8YJq8b/6Tb/rTufndwu5759cGPvtshTgX19197zinJQ6YdpByuMEHAAAgfTGd203AtPsTGriZT7NmQymn3tN02Jnn0rv3Xk49K7oZ4wCoCXzf+623fkW7797JMe/8yrhWrb6m6dNXGZcB6QFMOwAAAACSAky7P8G0B5dE1M2VVw6QJmqHHf5HffpMN8YA/+C4McND5OvX7yq/cwz3wp900oc0cuQ8Y3wyQN0kDph2AAAAACQFmHZ/QgM3cyksHCLqt4M0Tu+8M8UYA0AyGD16ATVs2EMad0X9+u/Q55//bowHwQSmHQAAAABJAabdn2Dag0tt6qZNm9HSKP3rX2/Q4MEzjTGg5uC4iY8pU5bT6ad/LEd6KPO+556d6b//HSPO18m57x11kzhg2gEAAACQFGDa/QkN3Mzj2msHSXPEr3Xr1GmiMQaAVML3tj/66Le03XZviO9mB/n93GWXjnTZZf1ozpy1xmVA3QPTDgAAAICkANPuTzDtwaUmddO2bYVYznqa9yef4B72ZIHjpua8+up42n9//b73N+jssz+hyZNXGOP9grpJHDDtAAAAAEgKMO3+hAZu5tC8+VDHCLExMsUAEBQ++mganXNOH/s7a/W+n3BCacpGhyyuXknvdW5JI+66kLoOesEY45eRvwynfk9cLRkxo9wYk07AtIOU8/TTT2c8pu0GAIQwHTeZhmm7sw2Ydn+CaQ8ufurmjjuGOcanTZvvjDEgceC4SRzTp1fLWzqsofPWRafdj36KWja7jPr891oqmzLAuJwX8dbNjLm/0aJdhSkV8cOP39kY45ePn79R5sfwZ1NMOgHTDlION2YzWWisAxAbnAeyA5h2f4L5SH+KisaIerTMTvfuvxhjAAg66n3v/KC6xsdc4pjfVy7MTcp979OXzHJM++CTdjHG+KVX+1ud9ebPpph0AqYdpBw01gEAOA9kBzDt/gTTHlziqZtWrYaLOMuwo4c9deC4SS5PPXSPNL7MI8cfIr/ffN/7wIF/GuN14q0bHh7/atnjskf8zW9KjDF+4SHxPOReDrvH8PhaA9OehaCxDgDAeSA7gGn3J5iP1DF46lB67/oj6Ktz6lPnPk8aY/zAverKsLdvj3vYQeYwbs4kaXzfvfdyOujCB8R33Lr1g//uvXcXPGQxRcC0g5Tjq7FeVcX/IuWVHgChsQ5AbIzngQAf136F84AFTLs/wbSnjr59X+EdLhlyzfHGGJ1odfPcc/yUeMuwv/hipTEGJA8cN6mF73s/++w+2vveX6ddd+0kjwN3LOomcWSeaa8sotzcIqr0SveaX1M4P7ETeUfqFJQaYlOFvk65uVSUzHWpwf6MaKyXFVKevb55hWV2IifnibQ8OS+e9KAo7sZ6aYFdR4n4PlZSUW4AvnvA45yQm/h6iXbsBfwcwLjPA0E/rv0K5wELmHZ/4rozNdZA4ulZ0Y1W7mSZ9i6Pnm+MiYcXXqgUWViG/b77RhpjAMhE+N52ft/7zjt3dI4B/nzBBZ/hfe9JgH8f/CozTHsNG5oRBC2f6lIqEAahqNKe5nxzCqg0Ii5B1GC9wxvrZVQovoRWG72Kigvtz1XFlJdXLFLs9Lw8KuYJr/QAyVdjvaDUPK+GlBbAtNc5hmOiUtR11OOkJse/5zLBPwcwYeeBNDiu/QrnAQuYdn+CaU8dc1Yskq+EGlPehyYvmGaM0THVjT4knt/J7p4PUgOOm7rn3Xd/oT326OwcD8xJJ30o/u5njAf+yV7T7p5fUxKdX21J9frUoLywxnpZIeU4jXVNnB7Wu26bea/0AAmN9SzHeEywkY5inGty3HotkwbnACbiPBDw49qvcB6wgGn3J5iP9OGJJ75zzMlVV/U3xnjBD93iB2NVDOsl7xc2xSSbTZOnyXVQmGKSgdruVJbpJlX7PxXbyhecvq3oJy9A8YUoU0xtURe4uJxYF7j4fe+NG/dyjg3mllu+MMYCf2S2aRefC+yhgrm5udbwQzU/7G8BFRWI+SIubBirtjwPMTUOX1T5GNN95KvyiXs5EaN60sKwhkcWFJWKvLR0O199ecdAeOUbR7qzX1VecaA31quK88Ia60qcnqd1talpr/QgyXdjXdWNqnNTPblickX9Wt8R/n5UOnnCtAcAWVfhx0RYTzt/5rqVWPWnhjQ7x1Ktjr3gnwMY93kg6Me1X+E8YAHT7k9cr6bGGqh79LrRe9gfeGBUWFw8sImbto81NJ8fhmeKSSZbL86XZb9zqji/FFuY4pIBl8llDz0ycWX6PW5Stf+Tsa1uStr+R5bBt3r0HtbRGFNbOF91KwmXZ4pxM2rUPPFbNVAsYh0nd9wxzBgH4oe/536VJqbdbrjaDRluNEeaY/uv3uBxGtfhy4fy1cpS6WIn8o4MIRpYfvPV/3ou5xryalofOU815Hhd7GVkvqFGd2WRmC97d7zyjZZu2K8cEycRjfXCQirMs/adupfVqxGfDo37GjXWuZ54n3rVk4px6lL7rO1/mPYAIOtHPx8I2HSpY8kdy/UXVo8JOPYCfg5gYNptMvw8ANPuT3zMmhprIDh07DhR1FPtjMioCUNow3aWCRp5RuqHD/+zf31Z9tiDxW9Eik07l8ll8zu5TfNTQar2fyq2lR+iyGUwQ996zBhTWzhfVUY8D23UGTx4Jm277RtiURj32sK/D36VHqbd1YiJSI83zp2upv2mx8o3nvmishwTINEa1B5EXKxQ82LlWxol3ZSPmo4Dd2M9p1C/l9UaFuvViE+Hxn2NGutqH0arJ1OMKx6mPQBE1KEw0ML8OvUi5heIaee4MtVv2HHH1PzYC+I5gIFpt8nw8wBMuz/xcWZqrIG6h+umV6+pzhOzr7pqgDEuHnhIdvuWudIwvtr5VmNMMtlcNoC23nATPfRkY2rSs6nEFJcMuEze7mceaGScXxP8Hjep2v/J2FY3JUPa0cCmB8oRA/waQ1NMbVGvR+RyuDxTjBdcN506TaLttrOMu99bSUAI3pd+BdOuE296rHzjmc89+Co9bux7af3mGy3dlI8eEwO9sc73shob69l0T7u+D732r1eMKx6mPQC465BRda0eEmf3UnvWb0KPveCdAxj3eSDr72nX96PXPvaKccXDtKevYNqDC/cYbrON1cOOh84B4A8+fvjYwfFTczLXtLuHcPLwQr3R4/4bY3luWIXFRcTHSI+Vr5ofa7kiV2NfxdlYwyhD6WG9bKIBHjHc0jPfGOnu/coxcRLWWJdPjy+kMunbQz3twr1nz9Pj9br0qid3jOmzAKY9ALjqxEI9iM76G6pf7fh0lqndsZcO5wAm7DyAp8eHf2+86sodY/osgGlPX8G0BxPuKczJeU0ajqvQUxg4cNwEF71u2rcfL48hBg+n808Gm3b7s9hA3sjcglwrXc13/42xfNQH0akYjdwCl8mPla+ar8dFLCca/KKxbC0XatCFUykabCJPJ3/uYRPpMp9cbXm9DI98PdND6+/sV5VXHISbdiHubbfzy7r3tBsb4oZ6iogxfBbAtAcAV51YsNHNlccQG3Xn+HHOKzyEntPsnu1aHXvBPwcw7vNAVr+nPYPPAzDt/sT1bWqsgboD9+QCkDiee65CHktMq1YjjDHADP8++FWwTXuSkL1VslfKPL+mJCvfCFyNurokwrRHU1UV/4uUV3oA5LuxrqfVsp5g2oEnAToHMMbzQICPa7/CecACpt2fYNqDRVnZdPrXv163TcadxhhQ9+C4CS6muqnt2xeyFZj2KLh7q5xeplqSrHyjkq6mPQ3lq7EuvwNavdS4nqwhy5wfTDswkg6mPYOE84AFTLs/cd2ZGmsg9YwcOY92262TqJMSOuusT4wxAICa8cQT38lji2nRAiNY4oF/H/wqK3vaQeJAYx0AgPNAdgDT7k8w7cFg3LglTg97s2bWE7lRN8EFdRNcotVN164/y2OMwcPpYgPTDlIOGusAAJwHsgOYdn+C+ah7Bg6cSf/+95vSSJx88kfGGABAYsDD6eIHph2kHDTWAQA4D2QHyTDt5W2sWwD80KbcXjjg4nU1NdZAauAe9p12sgz7xRd/HjYPdRNcUDfBJZ66+e9/x1DOTi9Q7uln01vnnkTd+j5rjPPLiBnl9Nkz11G/J66mkb8MN8akE7wv/QqmHdQKbsxmOqbtBgCEMB03mYZpu7ONZJn2/B6z7alYmk098mHaQWz4HvbttrOeEt+4cS9jDAAgObz67nCaVU+YUnEO/P7wHY0xfnn/jdtlfgwbd1NMOgHTDgAAAICkkAzTnsmCaa8bxoxZ6Dx07qij3hff3S0RMaib4IK6CS7x1s30JbNoUn3LYA9ouD09/HC5Mc4PXd67R+bHfPz8jcaYdAKmHQAAAABJAabdn2A+Us/06dVODzsPiTcZdgBAcllcvZJeLXucXrv1Iqp36qXyeORXw5li44WHx7/XuSX1an+r/GyKSSdg2gEAAACQFJJv2supjWjIcGPGTboMidfF621qrIHEM3jqUHrrygbU6+jd6bBT/48aNuwhvrPehh11E1xQN8GlJnXzwguVYjnr4XQPP4z3uCt4X/oVTDsAAAAAYpJs0y4fSpcUd873wrchPWf3A/BUsbN75Dtp+r32XunRxLGmxhpIPN26Pcc7XPLmCYeI7yt62AEICvfdN1IcmpZxf/HFSmNMtsG/D34F0w4AAACAmKTCtMf/ULp4pXrvddPOJj6fIoqa3YPynTgtxis9hmDaU8OUKctpj9NupJU7Waa904PnGeN0UDfBBXUTXGpTN/zudmXcu3adbIzJJmDaAQAAAJAUkm3aw81xIqR62Nm46/mK6fweYm64uDfd3bvO017psQTzkXz4HvaDD36PcnZ9jg497WH6ZnhvmrxgmjEWAFC33HjjEMe4J+LhdOkMTDtIOaZXI2Uapu0GAIQwHTeZhmm7s42km3ZprkND1nVqN2reZdrlxQEtf9vAR5jx8jZyuL5Xeixx3qbGGkgMbNjVe9iPPrkjDar8gsaU94nLtCeybvihW/xgrIphvWjcnEnGmGSzafI0uQ4KU0wyUNudyDL91k2q9n8yttUNf3e/regn30M+Z8UiY0xt4Xw5fy7H7wWueOumeu0GZ3+Nnjk2bN4jj5TLY5bx83A6fiL9qAlD5HrzZ1NMOsH70q9g2kGt4MZsJguNdQBig/NAdpBs0568e9pdpp1NtzathuXXxrQ3bdpUNsLcqMYZ/ib274QJS8XfYgE3/p+nt7/u6gyPv+nU+PNJyN/DcmjaPlbZ711/ROz4BP8dKv6KCXpHbHdOsUU8yyXiL5cpPtDQI+vw+56i/a9vazzxNflb0vY//EF+l+vnxb+cn7+crzpWuLx4l/Pzl0017ycxQe+cEDm/devQPe45ORd55qP/PezMHNqwnV3PnVvGjE+Hv34F0w5qBRrrAACcB7KDVJj2MHOcMLmHx7vkYc7VtFd6LKnGGUgs3MO+556dxf4toUMPfY8WL95Iffu+wjtcMuSa443L6SSybrj3T5mJkWfsZ4xJJv/sX1+WPfbgcNOeCrhMLnvRrokr02/dpGr/J2Nb3fB3l8tghr71mDGmtnC+qox4jhWdeOuGTTvvJy5jYoMdjTE33BAaKh/Pw+n4VW+cHzPo4cuNMekETDtIOWisAwBwHsgOkm3aY5rrGis8XzbdoZ5yvu/dvlgQdk89L2N6EJ2WHkMw7Ylnzpy1tMsuHWVD/4ADugoDv0qm8yvfuJf1q3PqU+c+T0Ysl0x4SHb7lrnSML7a+VZjTDLZXDaAtt5wEz30ZGNq0rOpxBSXDLhM3u5nHmhknJ8KUrX/U7GtJUPa0cCmB8rvMn+nTTG1RR0rXA6XZ4qpLTwEn/cT76/idhcYYxjr4XSvy+M51lD5nhXdqPdlh8r17jWqizEmnYBpBymnThrrVVX8LyVCYx2A2BjPAyk8TpMtnAcsUtHTzg0ZE7UbNR95MSCsLC1zaejtdHfvuik9mjjW1FgDNYN71Bs1KhX7tYTq1essp01x8YC6CS6om+CSjLq56qoB8phmXn55nDEmE+F96Vcw7V5UFlGu2KG8Uy1yqaC00hwbD5xfbhFVmualMebGejEV5hRSmT3JKivMc/ZlXrHVkq8qDqWFcC8XimdZ+eRRHudTqEcmR3E31ksLrPVPeB1XUlGutW8KSk3zQVKJOA8wfC4wxNYGr/OD8TzkigkA7vNAqo/TZMv3eYDxOBeUFoQfy5VFuSK+gEqdmFIqEPVcVBm8Yz/5Pe2ZJa47U2MN+IcN+t57vy32KfewvyNf82aKAwCkH/fea93jvu22b9DgwTONMZkG/z74FUy7F+5GdGWpbEDlFgnjXhMDXpNlUkkN1y+8sV5FxXnKXGjmu6yQcgqLxVyWFWNsxwuzH9bA52mRl2PaeTpPzyePND+fFPlqrBeUmuclAHdDH6QIw3FRKeo66rGSyPODO72Gx2myCTsP1MFxmmz5Pg9EqSc26fJ3RE6zMRfTgqJKO4aX1Ux8kI59mHZ/gmlPDDwEvmHDHrJRv8MO/xOGfYUxzg+om+CCugkuyaybO+4YJo/xbbZ5nTp2nGiMySR4X/oVTLsXpkZXbRrMAW1sO9Rw/cJNu1JZRE+7Lu5h13vPlbh3LpRsNfYLRZoTK81/KFfuhU92Jx5Me5ZjPC64J1TvGXVRk2PJa5mI9Bhl1xFh54E6OE6TrUSadhnjzBP1KT6X6kbedS7JdNMebUi8Tu2Gx9eNeL1NjTUQP9zDfsgh74p9WSJ72vkhdKY4AED6c9VV/eWxvv32b1DXrpONMZkC/z74FUy7F9Ea69o8a2gjNypyqcDphS8QDTG7sSE+ywa2np9olIWGvGrDXSu5Aaen2404sayen+yRUeUUWOXnFpVSkfwc33JWbKgcNQzT7/Bu/6bdo6c9rHdOSDT8udddN/hus+9l/hOpGpl2z3o0pMdTjwKY9jpC1k/4MRHW0x5xLBuOJdNx6ErnnlbjsecqP6xsV77OecYx9fb5yv3ZtD6yHPU9VMvEj34eqIvjNNmqnWnn414/nrW60OPt80d4T3x297Q795Gno2MX4nU3NdZAfFRXb6H69d8R+7GE9tijs3zNmymuJqBuggvqJrikom6sh9NZPe6ZPFSe96VfwbR7EdboUlhDGYtK1bzwhrBsLNt/VcNcmvqIRpyGk2419qXxl+mct7qv0TV0kuNlOXa6+7OTn/dyTgNSmQBnOTs+Tvyadm7A5+jm3Banh4y8WD7PWl5v8NeFGfBv2qPVoyGdv0tR61F8FsC01xGyTmyDq2CDrI4rd2zEseRxHKrviX0cshn3NO2usq28XMur84xeHucplpHfm7ByDesjyxHpjrH0B0y7jW7C5X4Vx7m+vyWhOuB6s45rjjPUjyArTbt8Wjt/55PxJPnUiY8/U2MtKPzdtp18XdiWzu8Y5yv4aeTqVWIjZpQbYySLV9LW08+klYcdQIc9YsU369fCHBsDNuwXXFAm9mEJ7bjjm+hhByCLOO+8T+Wxv912b1BJyQRjTLrDvw9+BdPuhdPI1dPZaNnG3GlgcUNaNLyKSkUDzbCc03jT0sVnbsiFGuKu+TqcruIcuHEdnl/E53iWc8fr6XHix7TLxrvBsOsmnaU38r0+s1JhBmrcWHfPjyfd67MApr2OcNebMGFsqpy6EPOjHsv8OewYZKIch2rab7o2rb4rpQWinCKRzt9L8f10nscRz/r4BKbdRj8PiP2ay78P8mJKeJxl1nWDrj7bvzFabHaZduv1a/y9jPcJ7UEWb4epsRYUqF49Xkn658TGxvmKeE07v3qM82Me4XqsoWlnw3700e+LbEpot9060ciR84xxtSHodZPNoG6CSyrr5tJL+8lzQKY+nI73pV/BtHthaiyrNPc8bsirYaUR89zLqB5W1ePqkae+vKsR56SreNPneJbTp93pcRKvaeeGu6mHnRXeqLeGz/OXWUfOT4d72r32YzzpXp8FMO11hKneVF3HcyzzZz/HoR7jJ12flgadLybwtNWDW6R6dDkunvXxSdh5APe0h/azGmHjPna5jgr4NqrQPpdGXqSpYfKKrDHt5W2s831+D2HdM0O8PabGWlAIYk87G/bTTust9l0J/etfr9OYMQuNcQCAzEcZ9222KaEePaK/xz3d4N8Hv4Jp9yKiUWw9Pd5p+KoGMTfa9Z4SOdw52vB4qyclNF808mS63biLOazazkdfP+PnOJaLlh4ncZl2+RT4yJ53S9GfLh1m6NPi6fHx1qOdHmvEBH8WwLTXEcbjwjqGS72O5bBlPI5Dla4Pb48oR493pZuWd8wer5f9pgsxzT3uzj3v8Z4XfBJ2HsDT48PrjT/L74sea9VRqM4EvKxWb4rMN+38DnW+OJtPGdC5Hqagm/agwYa9UaMPZCN9p53epHHjlhjjEgHqJrigboJLXdSNGiq/ww5vUq9eU40x6QjvS7+CafdCNrS4IaGwhjM68+wGGTfUVZwz/JSHz4qGsVxOb7iZluGhtU6MaMip5cLK09LDHhwVmXf45xjLhcVbFyX8PoQqHtPOPW3WNoUIGfEyKi727oZzD60N9HvaVQM8nnpU6fHUowCmvY5wHy8SNr7WxTrzsew6lkzHocpbLSuMdWQ5dowp3Z4XylePUYbenta/m3K5OM4LPnGfB7L6Pe1u0y6IvChj1VG4QRf1whfy1PfDJtNNO54eDxTHHhsy7AMHZse7mgEAsWnWbKg8N/Dom2RezEsl/PvgVzDtiaaWjd90w2zak6yqKv6XEtXItCcBmHYQZIzngRQep8lWXZ4HMr+nPXMF0x4/qlG+7bapaZSjboIL6ia41GXdnHbax/IcwRf1yspmGGPSCZj2IADTnlHy1VgXB2B4b1oisHrkOG+YdhBUcB6wSeh5IHjHPky7P3HdmRprIJxTTvlI7KsS2nXXjvTVV7ONMQAAcPHFn8tzxU47/S/te9z598GvYNpBrUBjHQCA80B2kAzTzsPj439SvPV0+XQZKg/THhv1oCke9jp0aOoMO+omuKBugksQ6sY6Z3SQo3JSec5INDDtIOWgsQ4AwHkgO0iWaefGix9g2jODTOo1AwCkjrPP/kSeO9J5dA7/PvgVTDuoFWisAwBwHsgOkmHaM1kw7d6ce24f2ejebrs36KOPphljkgnqJrigboJLkOom1c/BSDQw7SDlcGM20zFtNwAghOm4yTRM251twLT7E8yHGdXY3mab12nw4MQ8JX7OikU08pfhNKa8D01ekNqLAIurV8r311cM60Xj5kwyxiSbTZOnyXVQmGKSgdruVJbpJlX7PxXbyt/dbyv6ye8yf6dNMbVFHStcTrKOleq1G5z9NXrmWGOMX6YvmUWjJgyR682fOe2oo96X55J0fDgdTDsAAAAAkgJMuz/BtEdywQWfyUY2v3O5R49fjDE1oWdFN1q5k2gEi33e5dHzjTE6iawbNifT9rHKfu/6I4wxyWTrxfmy7HdOzaGcYgtTXDLgMrnsoUcmrky/dZOq/Z+MbXVT0vY/sgz+Lvce1tEYU1s4X3WscHmmGC/irRs21byfuIzeZ+9mjPHL670fpg3b2fXcuaVMq67eQief/KFIsox7OvW4w7QDAAAAICnAtPsTTHs4rVuPFPukA22zTQn16jXVGFNT+vZ9RTbmmSHXHG+MSRbc+6fMxMgz9jPGJJN/9q8vyx57cOpNO5fJZS/ate6+66na/6nYVv7uchnM0LceM8bUFs5XlZGsY4VNO+8nLmNigx2NMX7p1f5WZ70HPXy5k87G/bTTeotka6j8yJHzwpYLKjDtAAAAAEgKMO3+BNMeolWrEbJRzfewJ2pIvM7gqUNlL+tX59Snzn2eNMboJLJueEh2+5a50jC+2vlWY0wy2Vw2gLbecBM99GRjatKzqcQUlwy4TN7uZx5oZJxfE/zWTar2fzK21U3JkHY0sOmB8rvM32lTTG1RxwqXw+WZYryIt254CD7vJ95fxe0uMMb4hUfT9L7sULnevUZ1CZvHxv2II7rLcww/nC4djDtMO0g5pns/QXZh+l4AADIPmHZ/gmm3uOWWL2RjmnvBSkomGGMAAKA2sHG/6KK+8lzDFweDPlQeph2kHDZtUPYKph0w+kWcTMW03dlGKkz77B75sjGTk5NPPWan13vZ3YJpJ2rbtkI2ohP50LlEgLoJLqib4BL0umHjni4Pp+N96Vcw7aBWcGMWyl7BzAAm088D+J5bJNu0S8Oe34NmUzm1kaZdJlK++pxmynbzceONQ2Tjme9jf+mlccYYAABIJGzcGzX6wDHuQe1xh2kHKQemPbsFMwMYmPbsINmmvbxNDuVLd66ZdmHh07W3PZtN+yOPfGsb9hJ69tkKY0xdku0XVIIM6ia4pEvd6A+n46HyU6asMMbVJTDtIOXAtGe3YGYAA9OeHdRJT3t5G9G4QU97OnHvvfyUeMuwd++euNe6AQBAvOgPpzvggHfoxx+XGuPqCpj2OqK0IIcKSkPTlUW5ojIKqNSJKaWCnFwqqhSfK4soN7eIKp15rjT+LCqSKzNEblj+Ci43PM6moDQiNlnEbKxXFVNeXjFV2ZN1pkSsR1C2JUCCmQGM8TxQVcX/MkL4nlsk27SzQve0K9LTsLN4/U2NtaDwd9t28nVhWzq/Y5yv4KeRq1eJ8TuxTTGSxStp/iGNaNpOu9Nhj1jxzfq1MMfWMUGvm2wGdRNc0q1u9IfT8VD56dOrjXF1Ae9Lv4JpTwBs0nOLKu3pSirKFdMCadI5TRpx28THY9pd8ytLCyKXCYMvCugXCVJH0ky713KJzs+PYNojlJVmRl1YC7s4xse9SIt6nMYmCBfiaoL7PFBWmCfWO4/yxLrnFZbZqemruL/n4lwt64u/B/J7ov0OMKbzvxH7+yTyMl2wrStSYdozSVx/psZaUKB69Xgl6Z8TGxvnK+I17fzqMc6PeSTfig+qaQcAZAds3Bs06CZOSyW0xx6dqaJioTEu1fDvg1/BtCcCbqg5DTFhoMXnUt3I83zV6DY12vQ0Y6MulinPItNeU8G0J0VZa9rlhTntOOU0cQKurWkPUXfHdE0IOw+EHSdVVJyXR8VpftD4Mu36ud79nTCe371xj+Kqa2Da/Snopj0ZPe2r806mxQfsh552UGNQN8ElXeuGjfuxx/YU619Ce+/9diB63GHa6wytga0abdw4sxtvYT3xpkabnmaY77enXQ7P13rmZMOviPMtoAK79yZHfHYMgShTTw/rGYqBu7FemGfnk1doNdT1BrxpvkwvC6Xn5FFhWZlo6Ks4sazMo5AKZe+dnWZczs6wrFD28IXSOdbDcLvWSfYJ2uUVq/JceZQVi3St97CsMMeanwEaN26c/SlSpnnZa9qLqKhA60XlY7Qg1nHqhzQ27eL4y7Tjo8am3f6eOMbbcH6PRraZdn4QnXXOjQQPogMAAFBT5sxZSw0b9hDn5RLaccc36/zhdPz74Fcw7QnBGhLPDXg2zFYjSzS6ZeMsNE/GcqNNa4g4qIacaT4b7KhG2tXAl3moaXuenabWI2TsDevno1GpN9bDetSUSXbMsqvHLSxdNOrVDDbiwiQXl6n5nCY+yzQxFWs5lb9SxHrosvOwzX6VMuN2eWEXAfQ85Hzb4Iv/Fzqf01urVq2i2267jfr162enhMRpPI9jdGWzaZcX0+yLcaVs4Eu1Y4fnOcewfU5gQxd2nEcz5QbTLpaJuOgm16WACkT58jkaYTEijctT66vl40y78nTOAz7RzwN8HOVpB6J7Oh1VG9Metv/D0lS95YjvUak099Z3Rd1qhZ52KX4QXZq+qJ3r1tRYA3UP6ia4oG6CS7rXzeLFG2nffbuI7aj7h9PxvvQrmPYEYZl13QCrzwZDrTeg3Wnu+WJ5zid6wy2yge809lQjMiJfe5r/ii8Of3lCaCY+BnpjPdS7rdDMtzS6UebbeTjSTbbps57mlphXmKd6yQVe8e40r7wN6U7voatXMd1lMu5ehp2V1abdOabE8Rc27REvPvNxKQ2a72Oazyd8TFuGzrnoJo9fvmDA6dY5x4lRFwnc6+VM1+6CnQ5Mu43JtIvPfFFH1rdK47/qPOv+rNUBTDsLr3wDAACQGNi45+VZ73HfZZeOdTZUnn8f/AqmPVGIxhoPj7V61600aeR5yKxqxDGuRllEmmm+3hA0YuiVs5eRPYCGxqAzzX/dy/og3LQbepx1wxttvj3pSE83ffZaTvZ8273yrGjx7jSvWFO6bdb5gVtp7kcipBv3aIadldWmXZpecezIY991YUx8LhCG2Llw5Bx7fKyK6ajHM+M6pvW89WlXmTFj3Olq/Rw0E+8DmHYbD9Mu61OvC32e12cBTDuLX/8G0w4SC+omuKBugkum1I3e415XD6fjfelXMO0Jw9AY5wacSAs9WV7gapRFpJnmm0x5GKb53EgU66PnK2JUgzx8eLxoGEa75z4KemM9fLi62+i6h7N7pXsMj4/47DU83hquHipGmGuO1/NwFGV4vB6rpsPSRTliWef++gyTMu7RDDsru027dRzxQ+nCelHl8SjMrxrmrB9T8jjUjktPXMe0+7hU0+68Y8W406OeV+JHPw+4R59k+z3tar/L74p67oE+z+uzINtMu+c97RgeDwAAIIGwcd9//67iPF1C++zTJeU97vz74Fcw7QnDMr9hBl013vWeK1ejLCLNNN89jDUCk2lXQ3F14yDMhXP/qlYGD+F30mvzIDrbyHI+xgfRGea704Xxtky0ehhdIZWF5eGRn7Mch4QeRJfHw+Q5PsxwaxLpoXUylMFS0650NiPp3oMYTWzWoxl2VrabdvlZHXtOunU8hi6QCSMn063jmIev8wiY8HOFG/cxbV9cMw2Pd47l8PNN6AGWrvVx0mt3wU4n/DygHyd8YSz9R6MkwrRb9SPOM5ymz/P6LEBPe3qLf1dMjTVQ96BuggvqJrhkWt2EHk73esofTsf70q9g2jMW0UDkobtquhYN8miENdazSnzBIDMeQFcbZb1p90hno66GnvPFMjZq/BrI0EiccIMdiWW0wy7EifwjLrq514UNuSpXe5q9NPky3b5lx1mezxMqz8Q8iI6V1e9p9zTtdj1wmj7P67MApj29xceVqbEGAAAgGHCP+557vi3O1yVUv35XYdyXG+MSDf8++BVMeybCDUfxZYg5LD8BZKVp5+G/bEYyuJc9XmWlaU8XknTMmzCeB6qq+F9GqEamPQFgeLyZdBktz+tqaqwFiU2TpxnTdcbNmSTfz84srl5pjHFYvJLmT5vsxE9eEDv/RDBnxSIa+ctwGlPeJ64yE1k3vE94WyuG9ZL7yhSTbLge1T5nTDHJQG13Isv0Wzep2v/J2FY3/N39tqKf/C7zd9oUU1vUscLl+D0+462b6rUbnP01euZYY4xfpi+ZRaMmDJHrzZ9NMTWFjbt6j/uuu3ZKyVB53pd+BdMOakVWmnbIEUx7gKlr055B8mXaxQ+xMxKixli3LnBeWdXTPrsH5ee0oTBPzq98c6elifyaj1Sz9eJ8Xkn6u1Vr43xFk55NKadYfB8F0QzLpumziHbaSeZ55l1WfLN+LYyxiaZnRTdauZNoBIuyuzx6vjEmWfA+mbaPVfZ71x9hjEkmqh7fOdXa54wpLhlwmVz20CPr7rueqv2fim0tafsfWQZ/l3sP62iMqS2crzpWuDxTTG1hU837icvoffZuxhi/vN77YdqwnV3PnVsaY2oDD5VP5cPpYNpByoFpz27BtAMGpj07SEVPe36P2faUEl75liz+2b++bABvPf1M43xFvKZ98+ChMj+m9RWpNe19+77ilD3kmuONMTqJrBvu/VNmYuQZ+xljkomqx7EHp960c5lc9qJdE1em37pJ1f5Pxra64e8ul8EMfesxY0xt4XxVGfEcKzrx1g2bdt5PXMbEBjsaY/zSq/2tznoPevhyY0xt0R9Ox3+T2eMO0w5SDkx7dgtmBjAw7dlBsk377B75oiGDnvZUsblsAG294SbaPCL6cN8Hv3xEGncm6vDj6g309xNFNPvGy+myt8+V8S+WtzfHJpjBU4fKXtavzqlPnfs8aYxJFrxP2rfMlYbx1c63GmOSiarHh55s7NSTKS4ZcJm83c880Mg4PxWkav+nYltLhrSjgU0PlN9l/k6bYmqLOla4HC7PFFNbeAg+7yfeX8XtLjDG+IVH0/S+7FC53r1GdTHGJALucT/qKH44HQ+V7yiNvCmutsC0g5QD057dgpkBDEx7dpBs086yjHuORiIMO/fWh+ejl6P37vtNjyaONTXWQN2DugkuqJvgki11w0Z9r706i+0tkQZ++vRVxrjawPvSr2DaQa3gxizIbkzfC5BdmL4XmYZpu7ONVJj2xKuc2ojGUZj5D7t3ng19Pkkf7jc9hmA+AAAgPWHjrnrcjzrqfWNMbYBpBwAAAEBSSLZpN9/TXhupHnY27iHTzr3m7l50nvabHksw7cEFdRNcUDfBJdvqZsqUv2jbbd+gHXb4nxw2b4qpKTDtAAAAAEgKSe9p5/vXk/LEueimXZXrNz2WYD4AACC9ufjiz8W5vIQ6d07s6wRh2gEAAACQFFLR084NGRO18/LJN+1NmzY1rrdqnOFvsP4q4o3HX/zF32w9bhoLSgQPxhkf/1+/gmkHAAAAQEyS3tOeNGF4PAAAAP9UV2+Rw+PZuCfy3e0w7QAAAABICpli2oXr1h4sx/NMD5yLIz2GYNqDC+omuKBugku21k3jxh+KbS+hJ54YbZxfE2DaAQAAAJAUUmHauRebGzMh4jPI0eUy7UJ6Oe5edD/p0cSxpsYaAACA9KF791/E+byErrpqoHF+TeDfB7+CaQcAAABATJJt2i1jHG6u5f3jCTHuqRdMe3BB3QQX1E1wyda6mTx5hdj2EmrQoJtxfk2AaQcAAABAUki2aTe/8o1f21bbB9HVjWA+AAAgM6hX7y1p3KdPrzbO9wtMOwAAAACSAnra/QmmPbigboIL6ia4ZHPd8NB4Nu1lZTOM8/0C0w4AAACApJBs087S7x23SE/DzsrmBi4AAGQSL75YKc7pJfTgg6OM8/0C0w4AAACApJAK055JgmkPLqib4IK6CS7ZXDcjRswV219CRx3VwzjfLzDtAAAAAEgKMO3+BPMBAACZAb+vnU37Ntu8Lj+bYvwA0w4AAACApJBs044H0YFUgboJLqib4JLtdXPMMT3FPiiRve6m+X6AaQcAAABAUkiOabdMOTdgvMGD6JLFpsnTjOk64+ZMohEzyiWLq1caYxwWr6T50yY78ZMXxM4/EcxZsYhG/jKcxpT3SVmZCt4nvK0Vw3rJfWWKSTZcj2qfM6aYZKC2O5VluknV/k/FtvJ399uKfvK7zN9pU0xtUccKl5OsY6V67QZnf42eOdYY45fpS2bRqAlD5HrzZ1NMsuH72dm0t21bYZzvB/598CuYdlArTjnlFN+Y8gEApD9PP/10xmPa7myhbnra01dBN+1bL87nlaS/W7U2zlc06dmUcopzJNEMy6bps4h22knmeeZdVnyzfi2MsYmmZ0U3WrmTaASLsrs8er4xRieRdcP7ZNo+VtnvXX+EMSaZqHp851RrnzOmuGTAZXLZQ49MXJl+6yZV+z8Z2+qmpO1/ZBn8Xe49rKMxprZwvupY4fJMMV7EWzdsqnk/cRm9z97NGOOX13s/TBu2s+u5c0tjTLLhJ8ezaecnyZvm+wGmHaQcNuF+BNMOQObCpjaTBdOOe9r9KOim/Z/968sG8NbTzzTOV8Rr2jcPHirzY1pfkVrT3rfvK07ZQ6453hiTLLj3T5mJkWfsZ4xJJqoexx6cetPOZXLZi3atu+96qvZ/KraVv7tcBjP0rceMMbWF81VlJOtYYdPO+4nLmNhgR2OMX3q1v9VZ70EPX26MSTZz5qwVxZfId7ab5vsBph2knISa9soiyhVfYv4iW+RSQWmlOTYWnFduEVWa0sPKyKHcIp9l+MibKSh1xQGQocC0ZzYw7f7E539TYy0obC4bQFtvuIk2j4g+3PfBLx+Rxp2JOvy4egP9/UQRzb7xcrrs7XNl/Ivl7c2xCWbw1KGyl/Wrc+pT5z5PGmN0Elk3vE/at8yVhvHVzrcaY5KJqseHnmzs1JMpLhlwmbzdzzzQyDi/Jvitm1Tt/2Rsq5uSIe1oYNMD5XeZv9OmmNqijhUuh8szxXgRb93wEHzeT7y/ittdYIzxC4+m6X3ZoXK9e43qYoxJBQ0adBP7oYTGjVtinB8vvC/9CqYd1Ip4TPvcuXMpPz+fhg0bFtu062a4spSKcmtgqploxtqU7odk5s0kKh8AUgxMe2YD0+5PQTftAAAA/NGs2VBxbu9AHTr8aJwfLzDtIOXEMu3KsN9///20fv16f6bdKy0ekmmsk5k3AGkMTHtmA9PuTzDtwQV1E1xQN8EFdUN0770jxX4ooUaNSo3z4wWmHaScaKbdbdhZvk17dSkV5BRQqXuePl1aoA1L5yH1rvk6pvRoeYvPBbl23rkFVFRpiDctF5Euli3IDV9He14ofzGfl1f5xL2cvV56mZmI2i+meUElnnXmGFm/IXILxHe6ptuaqP1Ug3zCTXsZFYZtVx4VV9mz3KoqFrGFYolIlRXmUJ62YFlhnpNfobZAVXEh5al0z4Jqp7hNuzgnOdud6O8sn+/EuYJRZaTqFhyYdn/iujE11gAAAKQnY8YsFOf2EjrggHeM8+OFfx/8CqYd1Ao24Tzsnc05m3Qlk2Fn+TftlVQkGqdFpa55XoZCpUebbzd0LaJdELDLVobYd95a/vr9+bLRrfLnBred7s4/6nKG9eLPmUwitlPPw09+NS07nuVMMTUtj6nNsjo1yCfStJuNeEhVVJynjhVDrDDzbMQd015WSDl5xWIpoSotfxknPvMMmR7lAkEt5Mu0F5Qmri40KktLrfz4fFBUSaUFmWXaZ/fIt78P/Jq39H1HO4u3w9RYA3UP6ia4oG6CC+rGgh9Ex8Z98eKNxvnxwPvSr2DaQa1gE86mnM25Mu5ehp2VlJ528blA63UK66128jEs55WmpvmvytPBcAHBvVysdD3/aOnR5pvWK9N72937oyYkIg8/xFOeKaY265mobaxBPmGmnY20MtgxZTL4bOjzqLAwzzHtVcWhzyyelr3trrK4d17vhU+UgmDaLUIX7jLJtEvDnt+DZlM5tVHvZp/dg/LxnnYAAAAB4eKLPxfn9xL5CjjT/Hjg3we/gmkHtYJNOEs37l6GneXbtKs09zxnmk09G2mP3moVH7FclDQ9D75goMfq82uarucfLT3afNN6ZTph+8XHbQN2fIEwN1Y8z3PtX+61VPP0/HyVLb6LqmyZLr6TehlemGLstNIiUQ6bPztdGrQiMc+pf/uilv456jp63FZhSjetVwwiTHuOMNl2T7putiNlMO1lhZQnnHeYUdd72tnUO0PnLYNvfRR55Rl67ROg2pl2/n7Y3wueDtvnoq44Tsbzd9Wqu9yiUrsew5fjmFK77jLJtIfe066ZdmHh07W3nevQ1FgDdQ/qJrigboIL6saibdsKsS9K6MEHRxnnxwPvS7+CaQe1Qpl2ljLuXoad5cu020+PtxqkliFRJqOSTZaMdaUXicay0/jV8lIY073ytoevq6fXq2V95W1Id6Zdw+NVuV7luJdzr5eKy1T0/aKbmLD6Mtw2YMfLCzv6vtI/65jSXXmZy9brhL9TXKZHGToyT9u8SZTxVuW5Dbq2naJ8XkYeI3Gto2H/RNtvcr6dHgemnnZnyLow7969327THjLe7t515552MV/vhbfK44sE4fe6J1I1Nu3ygo62j9X3RdWRvs/5e8Nx7s92XbBJZxPP97Tz9y3je9rL24jtRU87AACAYDB48Exxfi+hJk0+Nc6PB/598CuYdlArdNMej2KadmlaFJrxEFRyr6NK1x7UxUZdLScfzqQav/b8iDIM6V55h/WexuqBjFh/i4iHiunL68u4191dTthyhvVScZlKrP3Cf9W+dBCmRzfOYfsw/HPELRYqfz1WXyZaunu+O13HFKOlOaZMGUEtrbRAbB/3vHM6m3O+aODOT03z37B9w9j7xys91rq7CDPtLrnNd7jCTbseG2055yF1YcPjtV73BKtGpl3sy1w+Vu26k0SrI5Xu9dlFJpl2VuiedkV6GnYWr7+psQbqHtRNcEHdBBfUjQXfy86mfaed3hS/jVuMMbHgfelXMO2gViTUtGc53MMf1rAH4ZiMjTvd6ZXW0OONn1WvuKvXUy2vp7nneaW757vTdUwxepr9vZAGXV2ckQadLzRwDF/AKRLmnS9yuZbV8+K/Xvsn1n6Lk8SYdv3hdCEil7XiuFfdnXf0smqumpl2sW8rVc+6Pd+9b9W0nu712UWmmfZMEn9vTY01AAAA6c1++3UV5/gSGjjwT+P8WPDvg1/BtINawSbcL6Z8shU2Yo4xyZYe85piMjZ6esQQdUO88TObdsMtFhyjMOWlp0eUrS4EuOJNuPOMSLNHVYTFcP58z7NVnvwe8X3OEcvq0x77J579Fie6aWfjnMP3pMsJNuXRer/dw+NDCjPgfE97odWjXsWf1TLue92jDsWvuWpk2tU+5M/OxRFl4u19zhdh3Pvc67MLmPbgCqY9uKBuggvqJrigbkKcccbHYn+U0AsvVBrnx4L3pV/BtAMA0gNlXNwGJszc2AZXnAzNtzNYz0lwv+rPeIuFyl/m67NsYdilIXOVbd2Tbi+rcOdpSGNjpgy6hTJ99rQyifw53nXULxLF3G/xEd7TXhW6/zzs3ekmgx6naRfyek97KD1HPsAuGaqVaRfI23CcuhDz7PWNuDVGzTd9dpFZpp3vZbf3iQs8iA4AAEBQ6N79F3GOL6GrrhponB8L/n3wK5h2AAAINGyoDWY/gISb9syTb9NummegNrfGZJJp56fH56TrS9kNgmkPLqib4IK6CS6omxCTJ68Q+6OE9t+/q3F+LGDaAQAgk2AzJ07s4b3swQWm3caut4gRGxq1vzXGGm3By2eSabde+ZYZ4roxNdYAAACkP/XqvSXO8yU0fXq1cX40+PfBr2DaAQAAJASY9swm2aadZveg/Jw2lCl97TDtwQV1E1xQN8EFdRMOD41n085D5U3zowHTDgAAoM6Aac9sUtHTzg0ZE7inHQAAQJBo27ZCnOdLqFmzocb50eDfB7+CaQcAAJAQYNozm6T3tGeY0sG0bx491piuM27OJBoxo1yyuHqlMUaxac4iWjBpvBM/ecE0Y1yimbNiEY2aMIQqhvWKq8xE1g3vk5G/DKexg7rLfWWKSTZcj2qfM6aYZMBljSvrktAy/dZNqvZ/MrbVDX93+Tv8bUU/+Z02xdQWzpfzj/dY0Ym3bqrXbnD21+iZsc8x8TB9ySy53mPK+8jPpphUM2LEXLFPSuTr30zzowHTDgAAoM5gU5vpmLY7W4Bp96egm/atp5/JK0lbb7jJOF/RpGdTyinOkUQzLJsmT5P5Mfm3WfHN+rUwxiaaXqO60IbtrLI/uPssY0yy4H2yaFer7N6XHWqMSSaqHvs0svY5Y4pLBlwmlz324Lr7rqdq/6diW7s8er4sg7/LvYd1NMbUFs6Xy2A6PnWBMaa2sKnm/cRlDD5pF2OMXzp9cL+z3r3a32qMSTVz5qwVq1MiWbx4ozHGC5h2AAAAACSFZJh2/eFzGB6fWv7Zv75sALPpM81XxGvaNw8e6jSqW19hxafKtPft+4pT9pBrjjfG6CSybriHX10wGHnGfsaYZKLqkU1Sqk27MmZsmk3za4LfuknV/k/Gtrrpf0NjWQbzxbtPGWNqC+eryuDyTDFexFs3bNrVhZSJDXY0xviFjbpa70EPX26MqQtOPLGXWKUSKiubYZzvBe9Lv4JpBwAAAEBM0NPuT0E37ZtHlNPfrVrTpnHRhxQ/+OUj0rgzsYYfb3mxPf3e6ga66L0mMv7F8vbGuEQzeOpQat8ylwY2PZBKhrQzxiQL3ifPPNBIlt2u553GmGSi6vHO4lOdejLFJQMuk7f7oSf9mb9Ekqr9n4pt5e8ujxZ4o/nR8jttiqktnC/nz+Uk61jhIfi8n3h/PdnhEmOMX7r/+AG9d/0Rcr17VnQzxtQFDz44Spp2vr/dNN8LmHYAAAAAJAWYdn8KumnPZlA3wQV1E1xQN5FwDzub9iZNPjXO9wKmHQAAAABJIdmmPdrweEU6DZPn9TU11gAAAGQG/I52Nu38znbTfC/498GvYNoBAAAAEJOk97SXtxENGdd72vU0+R73fLJvgQ+8YNqDC+omuKBuggvqxkyDBt3EvimhceOWGOebgGkHAAAAQFJIRU+7eihdSLOpR77qYdc/B19o4AIAQOZz441fStP+/PM/GOebgGkHAAAAQFJItmmf3SNfNGRMPe2qd72c2qCnHSQA1E1wQd0EF9SNmbvvHiH2TYl8krxpvgmYdgAAAAAkhWSbdilp0vX72JWJt3rZc9LopnY0cAEAIPPhYfFs2g899D3jfBMw7QAAAABICikx7SmS+6F36lqA1dtvpelD9b3So4ljTY01UPegboIL6ia4oG684QfRsXFfvHijcb4b3pd+BdMOAAAAgJhkjmnnXnvDMHv5oDu9Z9+O8UqPITRwAQAgO+BXvrFp51fAmea7gWkHAAAAQFJIvmnne9bDe8AViR0VL8rJ7yHsd7i4N93du87TXumxxOttaqyBugd1E1xQN8EFdeNN27YVYv+U0BNPjDbOd8P70q9g2gEAAAAQk2SbdjlkPRX3rMuec+2igG3gI8w4318v1scrPZbQwAUAgOxg8OCZ0rRzj7tpvhuYdgAAAAAkhVSY9nh6sGst/d3vctIqtzamvWnTptYFABeqcYa/wfqriDcef/EXf3HcRP/7b0GJ4NU44zPBtFcWUa7YEN4YRW5RpXdsbhFVqr9e893ptSGVeXJ62L7IpYJSj31RSyqLCkJl5SavHAAAAOlJsk271QPueuVbKuRhztW0V3os8e8pN84AAABkPnvs0Vmc90to6NDZxvk6/PvgV8E07fGaYhUbzfSmymDXhnjXv7KUinKjXMSoIZVFucKoF1FppZ0myinIyaUiNQ0AACDrSUVPe+gidThxjEaPW2y6Qz3l1qvkpAkPu2igvRPeKz2GeL1NjTVQ96BuggvqJrigbqJz8cWfi31UQu3bjzfO1+F96Vcw7X5JZZ6m9ISXX0lFuTDoAAAAopP0nvYUKuwCgXZFQBp6O93du25KjyaONTXWAAAAZB7du/8izvsldNVVA43zdfj3wa/Sw7S709S0+6++jB5nSC/ItX+scwuoVKWXakPE5VD0yPhcYXC5VzoiT9OysvwCKioQy9QkT+P6cy+4WGc77wKZt5iOY9152HtEOcYyPOap6bCyrfIc08/zeH3sz/p+xoUBAABIXzLJtKdC/NtnaqyBugd1E1xQN8EFdROd6dOrxT4qof3372qcr8P70q+CadrFhvDGWCiD6mUetb96PnpcWDr3LOc492zLoeEFpdp8G2dZV7wwx0aDraOvlzTQ9nB2NtZ+8vRcf2GSS628i0z3nnusuzE/Yxke89Q0/9XKLi0IDdkP7U97PXUz71UOAACAwJMK0x7q0eYh6NbQ9UQOjU+l0qGBu3n0WGO6zrg5k2jEjHLJ4uqVxhjFpjmLaMGk8U785AXTjHGJZs6KRTRqwhCqGNYrZWUqeJ+M/GU4jR3UXe4rU0yy4XpU+5wxxSQDLmtcWZeUlukmVfs/FdvK313+Dn9b0U9+p00xtYXz5fyTeaxUr93g7K/RM2OfY+Jh+pJZcr3HlPeRn00xQYANOxt3NvCm+YrMMe2xjKVuHvW/+jJ6XLQ0fVp8LuDeaLEjJaa8TXna6XEv6yPPyHS9pz08jxqtu7EMj3lq2jNfzahzmloXB83EAwAASCuSbdqlYZevX3PfTx7fPeRBE//umRprQWHr6WfyStLWG24yzlc06dmUcorFb7ggmmHZNHmazI/Jv82Kb9avhTE20fQa1YU2bGeV/cHdZxljdBJZN7xPFu1qld37skONMclE1WOfRtY+Z0xxyYDL5LLHHpy4Mv3WTar2fzK21U2XR8+XZfB3ufewjsaY2sL5chlMx6cuMMZ4EW/dsKnm/cRlDD5pF2OMXzp9cL+z3r3a32qMCQI8NJ5NOw+VN81X8L70K5h2Z9p++Jq7V9oz3p6W+Fw2rjw90o151GbdXT3iOl7LR+Sj8tDS+bMaJg8AACDtSbZpD73yTX/YW/r2tgfdtP+zf33ZAGbTZ5qviNe0bx481GlUt74itaa9b99XnLKHXHO8MSZZcA+/umAw8oz9jDHJRNUjm6RUm3ZlzNg0m+anglTt/1Rsa/8bGssymC/efcoYU1s4X1UGl2eKqS1s2tWFlIkNdjTG+IWNulrvQQ9fbowJAiUlE8QqllCrVl8b5ysy17TbvcvKWPJw8jDzaFxGYEwPHzIeGs7tKqNIDVk3xEfk6bGsu3xnOp489Xg1bT09PnS/vJoX37qHhudbcQpVfuTT42Psd1cefG9+6Mn2dtlq2rAMAACA9KFOetrlO9XR054MNo8op79btaZN46IPKX7wy0ekcWdiDT/e8mJ7+r3VDXTRe01k/Ivl7Y1xiWbw1KHUvmUuDWx6IJUMaWeM0Ulk3fA+eeaBRrLsdj3vNMYkE1WPdxaf6tSTKS4ZcJm83Q89mTjz57duUrX/k7Gtbvi7y6MF3mh+tPxOm2JqC+fL+XM58RwrOvHWDQ/B5/3E++vJDpcYY/zS/ccP6L3rj5Dr3bOimzEmCIwbt0TspxLabbdOxvmKDDbttrEUGygfslbgw7TLZTTYoIv00APSQsvp7yoPeziclk9uAZvTyLKMy7rXS5+OI8/I9dfuj3flHc+6Gx9EZ6Mvr5cTdb/rechyXD32bPqd/Rwy/wAAANKPZJt2lv6Udov0NOwsXn9TYw0AAEBmsnjxBtp22zfE+b9EfN5ojGH498GvgmfaQdKQD7wzPXQPAAAAiEEqTHsmCaY9uKBuggvqJrigbuKjSZNPxb4qocGDZxrnMzDtIIJS57Vs6O0GAABQc2Da/QkNXAAAyD6eeGK0NO1t21YY5zMw7QAAAABICjDt/gTTHlxQN8EFdRNcUDfxUVY2Q+yrEtnjbprPwLQDAAAAICnAtPsTGrgAAJB98L3sbNrr1XvLOJ+BaQcAAADqiH79+iWFZOcdLzDt/gTTHlxQN8EFdRNcUDfx06BBN7G/SuTT5E3z09a0P/300wAAAEDawr9lbILnzJmTUJSxTmbe8QLT7k9o4AIAQHZy+eUDpGl//PFvjfPT2rRDEARBUDoKph0yCaY9uKBuggvqJrigbuKnRYuhYn+V0Hnnme9rh2mHIAiCoBTLZNp/+uIJGld2G/3UrzlNHtSCfv3iDpr65Z1h/Da0Jf024n764+dBYWZaB6Y9fYUGLgAAZCc8LJ5NOw+TN82HaYcgCIKgFMtk2tmw07oOtHR6Ec347j45PaOiHf01/zOxxASHDauGUdVX94aZaR0v0z579mz6488/YzJz5syw5XRg2pMrmPbggroJLqib4IK68Qc/iI6N+5w5ayPmwbRDEARBUIrlZdq3rn2Ntq6x2PTXK7RkWpFl5meVEM22WdmXBg+8lo79eB8q+vpBZ3mFl2n/elQFvffht9S55xh66/3vqGP3b+l/742yKRd8R10/+JYGffENzZgxI2xZBUx7coUGLgAAZC/8yjc27fwKOPe8jDHtZYV5cmNycvKosMxOFAql51BecZVKpUI7TS1TXFZMeXnFpCJ0lRXmhOVZVcx5FopclDg/kYdpYYPUOhUWe5RZ5b0uEARBUPrLy7T/vepVyZZqpr2E0zf9/Bht/aUN0a9PSAb2u4aOLN2LDuq5O13V+0KjsXab9re7D6Y72s2mKx5ZTJc+tJAueWA+/ee+uXRR6zl0wT2zBXPomkem039fHkA/VP4UtqwCpj254raBu6EGggHqJrigboIL6sYfbdtWiH1WQg8+OCpiHu9LvwqeaS8rpBxlcqvYQNuGmtMLlfmtouI8Zb61GKUoRplNesjwcz5iWhBKEsu68/OUVrZXmTDtEARBGS0v0775r/ayh33TihCcvm7CI7Rx0mOOaZ/YvzkNntSP6nfblfbq8m9qO/jJCGPtNu19PhtIU/7YRBWT11PFz+sk309aKxkzcQ2NGLuWeg7ZQO17zKbhoybR7NmhZRUw7ckVGrgAAJC9cA87m/YTT+wVMS8zTHuYLFNt6vV2zLfJFEczyvpFATbd4nOZbuTlxYH4LHtYOTDtEARBWSkv075x2cu0YanNkpdpvYDTq8c9TOt+eoSmTWhJV/TLoyt758llbux7Nf275/Z06Cv7Rhhrt2nn6X/+Idq8eUsEmzZtoao//6ZmbefSy52/o7HjJoUtq+eh/xbHAqbdn2DagwvqJrigboIL6sYfixdvFPusRFJdvSVsXuaZdja8xl5vraddxnBvuTZsPswoszHnYfbKNrt778UnjreNenhPvBIv4+6N14fki/z0MsXnQrU+ouzQRQIIgiAo0+Rl2tcvfonWLXqR1i18kdbacPrS7x+gH0c3p/P7HkX9V3xGl/U/Xy5zaY+m0rTv2m6HCGPtNu1lZWW0detWWr9+fRirV6+mpUuX0+gJS+mWouni7zIaMGAQTZ8+PWx5BqY9ueI2gN5IAwAAkF3svHNH8VtQQh99NC0snX8f/Cqwpt2611y/dz0kOU8zyGyWpSfn4fRs5tX95XLa3VMf6r3nfJwh9jI/7559vhderYssX5l913pYefAFBTs2rGcfgiAIyjR5mfY181+gNfNeoNXM3OdplYDTy4ffTNd/dR4NWFFGD//cnA7vUo9a9rmN9nlzZ2nad356+whj7TbtH3/8MW3atIlWrVrlwHFz5y+j8sqF9OmXc6h00EKau/gfGv/zIir98LOw5RmY9uQqHUz75tFjjek64+ZMohEzyiWLq1caYxSb5iyiBZPGO/GTF4Q3VJPFnBWLaNSEIVQxrFdcZSaybnifjPxlOI0d1F3uK1NMsuF6VPucMcUkAy5rXFmXhJbpt25Stf+Tsa1u+LvL3+FvK8T5XnynTTG1hfPl/OM9VnTirZvqtRuc/TV6ZuxzTDxMXzJLrveY8j7ysykmiFx77SCx30rk/e16Ou9Lvwp2T7tjgO1JIdkTHsUEy/mFhaHed31hW5ZZ1w26+qz1wrsVZsrt5UymXU9juachCIKgjJKXaV8153mqnl1MK2cy7eivP9tR37Kr6bqh51H5uhHUesKVdNaXB9NhnevRQV12o30/skz7jk9sF2Gs3aa9tLSU1q5dS8uWLaPly5dLlixZSt9VzqI7i+fQha1nUWGb32ng6H/o0Q6/UZf3vwhbnoFpT66Cbtq3nn4mryRtveEm43xFk55NKadYtKcE0QzLpsnTZH5M/m1WfLN+LYyxiabXqC60YTur7A/uPssYkyx4nyza1Sq792WHGmOSiarHPo2sfc6Y4pIBl8lljz247r7rqdr/qdjWLo+eL8vg73LvYR2NMbWF8+UymI5PXWCMqS1sqnk/cRmDT9rFGOOXTh/c76x3r/a3GmOCSPfuv4hVLqGrrhoYlp6Bpp09b2i4uuzhjmGAQ6adh6xHmn6pMjFfxFi965akkeflDCbfkjLrBqOuf4ZphyAIyip5mXY26St+f45WzHiOlk9/jhb8/BTlD2pM367/mu6bkE8Xf91QmvbjB+xHh39WT5r2nd/Zns576ewIY+027T169KCVK6tp/vwFtGDBQoc/Zi6k78YvoeEVS+mxdn2p00d/Utv2fenX3yLf1w7TnlwF3bT/s3992QBm02ear4jXtG8ePNRpVLe+IrWmvW/fV5yyh1xzvDFGJ5F1wz386oLByDP2M8YkE1WPbJJSbdqVMWPTbJpfE/zWTar2fzK21U3/GxrLMpgv3n3KGFNbOF9VBpdnivEi3rph064upExssKMxxi9s1NV6D3r4cmNMEJk+vVqscol8Z7uenhGmXRpzYZwtk6uZbja/hl7wsHjZUy6Mtf7KN+NyHCdObLpB52HsIs00HF9JXhAQxt2J0Q2581mtsxUj1w+mHYIgKGPlZdqXT3+Wlk17lpZObSunKz+7jS7qeyK1rryErvvu2AjTvs8HO9O+T+1Fw8YNjTDWbtPeqXM3Gv/LKho2ZjEN/16YdI1hYwTi7/Ml/enRotdpTMW4sGUVMO3JVSKNYTLYPKKc/m7VmjaNiz6k+MEvH5HGnYk1/HjLi+3p91Y30EXvNZHxL5a3N8YlmsFTh1L7lrk0sOmBVDKknTEmWfA+eeaBRrLsdj3vNMYkE1WPdxaf6tSTKS4ZcJm83Q896c/8JZJU7f9UbCt/d3m0wBvNj5bfaVNMbeF8OX8uJ1nHCg/B5/3E++vJDpcYY/zS/ccP6L3rj5Dr3bOimzEmqLBhZ+M+efIKJy0jTLuwucI/C6PLploY8ELbIPM95VZaCMs8G+JdvduRxtky1uEG3Tb8epJM0wy/vACgxRhNu/1ZraNYN31dIAiCoMySl2lns7646hlaNOVpOf1V91vonXevoPO6NqBLvmromPZj++xD+3XYhRo+3YCGjQ8Zdt1Yu017Ubuu1OyZP+S72b3g+f/r0o/GjPk+bFkFTHtyxW0AveEGggPqJrigboIL6qZm8NB4Nu08VF6l8b70qwCadgiCIAhKH3mZdjbrC3/+L82fWCSnB3a9kT7teAMNLr2VzuvYgM4ZcKg07fs8tzO9/OZ5YYZa4WXahw7/lrr0HElvdiv3hOcPGDSMfvvtt7BlFTDtyRUauAAAAEpKJkjTfuutXzlpMO0QBEEQlGKZTPv4fnfRtG/up3kTimju+KekaS9tfyl1bnshlb15FQ3qcQ2d8kJ9atynPu319L9pxq9jwwy1wsu0M7NmzY6JexkdmPbkCqY9uKBuggvqJrigbmrGyJHzxL4rod13D93XDtMOQRAEQSmWybTPnjmdJo98hSYOvIN+/+5R+mnAHTSorCuNGTPGiama8Qtd2fEyurnzjU6am2imvbbAtCdXaOACAACort5C2233hjTuixdvlGkw7RAEQRCUYplMu2L6pKGy15172qdMqoiYHwuY9vQVTHtwQd0EF9RNcEHd1JwmTT4V+6+EBg+eKadh2iEIgiAoxYpm2msLTHv6Cg1cAAAAzIMPjpKmvW3bCjmd1qYdAAAASFf4twymHdIF0x5cUDfBBXUTXFA3NaesbIbYfyV08cWfy+m0Ne0AAABAusMmOBkkO+94gWn3JzRwAQAAMHwvO5t2fmc7T8O0AwAAACApwLT7E0x7cEHdBBfUTXBB3dSOBg26iX1YQuPGLZH70q9g2gEAAAAQE5h2f0IDFwAAgKJp08+kaW/T5juYdgAAAAAkB5h2f4JpDy6om+CCugkuqJva0br1SLEPS+iKKwbIfelXMO0AAAAAiAlMuz+hgQsAAEBhDYsvsYfJw7QDAAAAIAnAtPsTTHtwQd0EF9RNcEHd1B5+EB0bd5h2AAAAACSFbDbts3vky0YWk99jtp0aXWjgAgAA0LnqqoEw7QAAAABIHllr2mf3oPycNlRuTVCP/HyKx7fDtAcX1E1wQd0EF9RN7WnbtkLsR5h2AAAAACSJbDXt3Muu9667p72UDg3czaPHGtN1xs2ZRCNmlEsWV680xig2zVlECyaNd+InL5hmjEs0c1YsolEThlDFsF4pK1PB+2TkL8Np7KDucl+ZYpIN16Pa54wpJhlwWePKuqS0TDep2v+p2Fb+7vJ3+NuKfvI7bYqpLZwv55/MY6V67QZnf42eGfscEw/Tl8yS6z2mvI/8bIpJB0aMmJvepn369OkgBqb9BgAAAKQKmHZb5W0op43V7x5NQTftW08/k1eStt5wk3G+oknPppRTnCOJZlg2TZ4m82Pyb7Pim/VrYYxNNL1GdaEN21llf3D3WcYYnUTWDe+TRbtaZfe+7FBjTDJR9dinkbXPGVNcMuAyueyxByeuTL91k6r9n4xtddPl0fNlGfxd7j2sozGmtnC+XAbT8akLjDFexFs3bKp5P3EZg0/axRjjl04f3O+sd6/2txpj0oHq6i20005vyn3pV4Ex7ZC3YNoBAADUNTDttgymvWlTYWxFI8wNN9KC+neR+CsmaKzHfOdvC8sIKtPuFZcv/ooJSesrrHg27V7xifzbt+8r/EHS/uj4l0vE33qHWiZLJNDIM/aLGZ/ov049CpOkm/Z4l6/NX2XM2DTHE5+Mv6na//q2xhNfk7/9b2jMHyRNj4x/OT9/OV8xIeHy4l3Oz1827epCytgD4l8u2t/8E0LrPejhyz3j0uHvxRd/Lv/6FUx7Gkj1toPaY/r+AQAAiA1Mu6VMGR6/eUQ5/d2qNW0aF31I8YNfPiJ725lYw4+3vNiefm91A130XhMZ/2J5e2Ncohk8dSi1b5lLA5seSCVD2hljdBJZN7xPnnmgkSy7Xc87jTHJRNXjncWnOvVkiksGXCZv90NPNjbOrwl+6yZV+z8Z2+qGv7s8WuCN5kfL77QpprZwvpw/lxPPsaITb93wEHzeT7y/nuxwiTHGL91//IDeu/4Iud49K7oZY9IJmPYMFcxmYsB+BACAmpOtpl24dO1BdOXUJgcPogMAAFBzYNozVDCbiQH7EQAAak7WmnYh7l3nRhYTTy87C6Y9uKBuggvqJrigbhIH70u/Sg/TXtWOjhMbxxtocRwVltnz6koR65RDx7WrsmfGKc7juHYUaymYzcSA/QgAADUnm017TcTtAlNjDQAAQHbDvw9+lT6mXTe3JrMbpwFOmBJRHkx7SsF+BACAmgPT7k8w7cEFdRNcUDfBBXWTOLLHtFMZFeYUiv/XoYJg2iufomNEpXPF5xxzDD1VaohJNrwOxzxFlaZ5NUHfJptjnqo0x3rhsU4w7QAAUHNg2v2Jf79MjTUAAADZDf8++FVamvaqskJrWqYXUmHhcZbBM6Qd166M2snPPKTezoGX53iJPdTenZc2/r6sMCdyOL7JcLvT9GnxufA4u0xRjhxJb8rDILPZLKWCHGHUK+1paXYLqDQiLskkw7TXNj+YdgAASDgw7f7Ev/emxhqoe1A3wQV1E1xQN4mD96VfpY9pFxvHGyjRTa8w3e3YjCsDrNL0+dEMsns5lZfTk+/Rqy9jtHXiGHcZznQVtTvOXg893R3vIaPZTLRZrikw7QAAkBXAtPsTtw1MjTUAAADZDf8++FVa9rQ70tNNRjjK50Jhoh3D7V5OyOldLysM63V35IqXcqepaf6rynLgCwSGPAwym81KeuqYHCp4qpQqVW+7QpjWAjFPlnNMgdYbXxpKzzmGCkrtYeeueNlbL42vWLbgGC1e5ROKP+YYMV8Z5NICbWi7HW/nU6DyKSh11rO0QKy/e0i/jHcZbneaPq2ti7OtpjwEMO0AAFBzYNr9iX+XTI01UPegboIL6ia4oG4SB+9Lv8pC084953aPup6ux7Jss15WqPWQ63LHs9xpet5evfXuPAzyNJvChOum2jLnbOZdw+algVUmXxl1NbzeTrcNfOVTIj821rycbuzZkOv5qHiR7ph2HVWunc9THC8/qyH8XL5hOL+MsU24RMSovPQYZ10M2+qOt4FpBwCAmgPT7k/p0MDdNHmaMV1n3JxJNGJGuWRx9UpjDAAAgPiBaVcG2Z0W9tka7q6MeFU7Yc7dy0mJOL4HPSxNU0Q8y5W3uvde/NdO5FUYKtRKN+YRqXjMpmOeI0wvw6bZbGRDBtg17Tfd/lzAPe+qXEO807vO66v1uju48zelqWn+G7adjPe2wrQDAEDNgWn3J/5NMjXWgsLWi/N5JenvVq2N8xVNejalnGLx+ypg426KYTbNWURrD8mlJfX2ocatrfhDHmxBt9xCkksvJWrViujaa4maNSO64w6iG2+00lq3JrrvPqIHHrDSH3yQqFMnoo8+Iurfn+idd6y/779vpX3xhfWZ/372GdET7w2lZ2/Opc/OOpDu7dROxpaVEY0YQTRqlPWX+eYb629OTj3jNtSE6rUb5H4ZNWEIjZ451hgD4ifox002g7pJHLwv/SoLTTt/DD2I7jgeJu9ezhYPkfd897ohnlXVTg27P44KC5Vp5xn2RQCel5AH0bmxe66lkfXowTYY2aiG2E+6ejCeNuTeGG+b9dICrYdcxx1vStPz9rGtMO0AAFBzYNr9KegN3H/2r88rSVtPP9M4XxGvad9cNkDmxzySb8XnFLRQSUklN/cVZ6L90ceHzasJ//qX9XebbYi23db6vNNOREccQbT//kQHHEB05JFE9cUubHDiLCo/zFrwhbPrUcOGvD5EV15JdPHFRM2bE/3nP0Q33EB0883hFy/4AgXTogXRI48QvfyydVGCL0TwRQu+wKAuXPDngQOtv+JwdPY7XyzZ0v0DerXscWo7sp1ErxcAQPDIXNNeJ2KTbRjSXgcymU1rGHvImIaGqbuHwSsDW4Ph8Saj7B4ez/Ey3bpooIx45VP2+kQYaBEnlreWUWkaRsPtyltsq3mb7GWNecC0AwBAbYBp96egm3Y22VtvuIk2j/A24syDXz4ijTvDQ+VNMZLqDVR9Vj79dlBDqt/GMu0H3R/e037nnZaBLSy00i64gOjWW600Nrnc896kCdE11xAddRTRIYeQ+D0nOvRQoqOPJjr88JBh3m8/a/rAA0Xc2V1ow3aWcX749LPo4IOJ9t6bpIHeay8rhuHPDRpw2BYOlSiDXlN22uM3p+zyg3eKmJ9sJuU0lh8m1bcvlAh23tm6oMDsu691sYE/8/447DDr77HHEp1+unUxgXGPhOBRD48/bl1AUCMc1GgHvnDA6be+dCV9cPVh9NCTjWnOikXm74VPgn7cZDOom8QB054o8f3sYmd69rKnWGazWSl7q3k9JfwAOefebtsY2+mhe761dGHYnfvVhckNxdtm12189Wn+bJd7jFgHlc5G3UlXD6gzGOjSgijvXjfEM/LigMxbrHeBMu0cb9hWjzxg2gEAoObAtPsT/y6ZGmsg8bBh5OHpFcN60eQFse/TrwncVGWzysb100+tz2xg3+29iIqvOZpGH70X3fPIf6ikxDK4POSfDTAbYb4YwUaYL1RcdZX54sVNNxE1amRdiOALFgcdZF2c4IsU3LvPFxv4ogNfyNAvNJhMu5qXbIYe9m/5YeVOOfLiBafxuvFFA3WBhC+g8Drn5VkXCXjkAY844H3DFwbatbP2J18EULc0LF5srgMAMgX+ffArmPY0UGaZTTbZhiHtKQCmHQAAag5Muz/BtAeXTKob0/D4yZOt+/31e/v5AoMyx+p5AXxhQT1fgC8msKHmHne+mHDddUQnnmiNdOALCGzAuYeeRzio2wRK83aVpn1WvRzKqTdLmvZEoy5Q7L67VTaPFOBRA3xhg0dlnH1LOb1zag4t2jWH7riukdwe/RkI6kKLad8Bf+Ccljhg2jNUGWM2eQi/+JJ69rInGZh2AACoOTDt/oQGLsh0+MF7P370phzlwA/kU+ncrOf779ks80UCNtH6RQIeXcD3+19/vXVRgI04w73z/He77SyjzvBzBdRnE/UOHeJMDDh0n7B5JlR+fNsAw7dd8AgA7vnnEQA8KuLVV0PGn+GLIG8NfYUGPXw5dfrgfrxFAdQamPYMFcxmYsB+BACAmgPT7k8w7cEFdRNcvOpm9Ojw2xJUT3rTFqGe9tuvaSSfjcA98NwTzz3zPEKAn28Qy/zH4p0TdpMf+FaABsf8RvXqWbcvcP48OoHNPo9W4Nsh1EUKHu3AFy/mzIncnnQEx03igGnPUMFsJgbsRwAAqDkw7f6EBi4AwUWZfzbWagQA3x7Azxc45xzrPny+H597/vnNAbppV/fv15Rdd7WeXcAPWOSRBuphjOe2Op0G5ObQm2fmUPs+5dL483qa1h+kNzDtGSrePwAAAEAiMf0eRwOm3Z9g2oML6ia4BLVu9OHxv/y+0hn+z8afDT/3sF92mfUsAO7l53v++d5/HvK/ww6WWY/FB0fWdybOPKBL2DwFjxjgkQN8MYFHEqh7+3mEAV90UA8/9Ort5zdA8PMPurx3D5VNGRCxndHAcZM4YNohCIIgCIopmPbkCw1cAICJceNC9/sXF4detXfj9SfInnx+E0DDs4dLU87mn/1dbV9NqKif19F5ReFTp55uvTJRe7o/P2+AL0Lw6AP1PAI2/gzf22/aHuAfmHYIgiAIgmIKpj35gmkPLqib4IK6iY04HYfd23/ffdYT//ktANzrzvfX87B7Nvx8373e29/4mOetD4L2Rx+vPtYINvx8YYHL4nLVOtz7xCJ6qEUj6n9qfbr7mUuM25DtwLRDEARBEBRTMO3JF8wHACBo8PD4j5+/kcqaX0Ivdeste9C5N5171bl3nZ+gz73t3OvOQ+/Vvf0HHGDd26+bdi/q7THZ6c0fe8COYfN4aD/DFxP4VYJ8S8E11xDdcAPR88+Heva//DJ8vacvmSXfUsDwZ31eOgLTDkEQBEFQTMG0J18w7cEFdRNcUDfBRa8b8ZPg9PbzU/3vucfqaef76o8+fRaNPdhy6a+evgf/qdXT+/nWgDPPvUdeCGAuvfIe+cR+7tV/9FGiTp2sdeELD7xe+joHFZh2CIIgCIJiCqY9+YL5AABkI/zO/hEzymlMeR/5Lv+wecJUl5VZJpvN9t13W+ab39vPQ+x5yD3DvfH6ffytj77cmeDPKt0LtSy/mo9HCfD7+E84wbqowBcXuFz1IEFeF14vfT2TDUw7BEEQBEExBdOefMG0BxfUTXBB3QSXuqybR9/pRu9feCi92+RQKmzbTQ6n52H1/Ko8fnUeP6mf769nL8zUpmff9Eo+1bPPJl8Z/dq8fx+mHYIgCIKgmIJpT75gPgAAoG4ZPdp69R33qj/0UKinne/Zz821jD737OumvSZwz/7uu1v58ev4Tj7ZGjlw553WMwK6drXWQb1+D6YdgiAIgqCYgmlPvmDagwvqJrigboJLttSNeiUfw6/kY+PNPe3cs88P56tf3zLm/FR+9t41Q/zPp2DaIQiCICjLBNOefMF8AABA9sDvseeH4fHw+Q4drHfv89B6HsLPT+Hn++r5HvvddoNphyAIgiAoDsG0J18w7cEFdRNcUDfBBXWTOGDaIQiCIAiKKZj25AsNXAAAACZg2rNATz/9NAA1AoIgSAmmPfmCaQ8uqJvggroJLqibxAHTngWC+YJqInxvIAjSBdOefKGBCwAAwARMexYI5guqifC9gSBIF0x78gXTHlxQN8EFdRNcUDeJA6Y9CwTzBdVE+N5AEKQLpj35QgMXAACACZj2LBDMF1QT4XsDQZAumPbkC6Y9uKBuggvqJrigbhIHTHtVMeWJncA7QpFXXGXPjFOcR14xuZcqKwzP16GwzI5IjcLMl2F7mbBV8tiehMkr/4h1ywutV7LXCYoQTDsEQbpg2pMv/u0zNdYAAABkN/z74FeZZ9prawZj5lFGhTmF4v91owjT7mWYVXqyDXI868BK5TpBEYJphyBIF0x78gXTHlxQN8EFdRNcUDeJA6Y9EWYwZh4w7WGKZx2ktP2W7HWCIgTTDkGQLpj25AsNXAAAACZg2k1m0J2mT4vPhXn28O28QpIj6WMaynDTXlWcFzZEnofRFxZzHoVheTsRpjJ9KLZpr6JiJ38xT8aIcgrFenKaPky9rFAbwm6nR4t3rbtMNq6DkCu9istS017LQHFr3Lhx9qdImebBtEMQpAumPfni30pTYw3UPaib4IK6CS6om8TB+9KvMs+0i53AO8JCGEu3QXSm2dzmhUyzSo9pKF097bJMNW3Ps9NU3iFj71GmPRmPIkx72PYatlnGsPG2S9HNsy61jGe8dTFApTvbpJelS+ajrZd+gcJrGSgurVq1im677Tbq16+fnRISp/E8jtEF0w5BkK5sN+3lbbTfJ0Gbcit9do98Jy2/x2wrUcgrPZo41tRYAwAAkN3w74NfZW9Pu9tUSoShLotlKCOHx8vedU4QBtdoZGOV6cO9xu5pF9LTvdbF/lyYp3rUBWodTfHxpit5pbOizYPiksm4exl2Fkw7BEG6stu0z6Ye+fkU4b1n96D8nDZk+Xctxis9hvh31dRYA3UP6ia4oG6CC+omcfC+9KssN+3h5lsqpqGMNO3KrJcV2gbcb5k+lDjTztvBFynsOSrdKz7edCWvdFa0eVDc0o17NMPOgmmHIEhXdpv2cmqT30PY73Bxb7q7d52nvdJjCQ1cAAAAJmDajWbQMtnOUHX3cG9nRgwT6shg2jmN7/VWy3Eeeplhw+MNZVpTcSmxpl1fx8LoPe3iP9/D403prGjzIF9Sxj2aYWfBtEMQpCurTbvsOVej3QS2gY8w4+VtKKdNuWd6LMG0BxfUTXBB3QQX1E3i4H3pV1lg2m2DKXaOfKhaof5ANNts8zx1z3VMQ2ky7dzZrr0TXuYhynLy1vIzlelDEaZdblc4ecXF0mBHv6efP4p9oZbhYfKcHiWeP0dskzteySudFW0e5Fts1qMZdhZMOwRBurLatLPpdoa7W/e3m3rU/Zj2pk2bWr+NAAAAQBz4VWaZ9joTG3HNyCfRlMJ8QTURvjcQBOnKJtOuP3TO2EHuYc7VtFd6LNWkUQalRqib4Ap1E1yhbupWMO21Fd/PLr7ETi87C6YdCpjwvYEgSFc297Sz6Q71lPOD5ewnwoc9cK6c2uSYHkSnpccQGrjBFeomuELdBFeom7oVTHuaCeYLqonwvYEgSFc2m3ZW2CvftO53aejtdHfvuik9mg477DD7ExQ0oW6CK9RNcIW6qVvBtKeZYL6gmgjfGwiCdGW7aYcgCIKgdBJMe5oJ5guqifC9gSBIF0w7BEEQBKWPYNrTTDBfUE2E7w0EQbpg2iEIgiAofQTTnmZi8wVATYAgCFKCaYcgCIKg9BFMOwRBEARlmWDaayf9QXbxPLCuJg+yg2oufX8n60GDkF/xmxrUWxgs4TgKiiLrBsdQ8ATTDkEQBEFZJpj2Wojf657fQzRzWdzYNb0aLo50KDni/R1WP/b7+VE/dSh+VSIbOs0Y4jgKiAx1g2MokIJphyAIgqAsE0x7ohR6bzv3NLl7nnjaKx1KkiIMB+qnbsV1wIaOjxXNGIYJx1HdyKNucAwFUjDtEARBEJRlgmmvvbhhqg8FjWiock9im3LPdCiJkj1/3HsY6vFD/dS1zKYdx1EQZKgbHEOBE0w7BEEQBGWZYNoTJe6FsgwHGrQBUdhQXe8eXNRPqmU27ZZwHNWtDD3tOIYCJ5h2CIIgCMoywbQnTtxgNTVc1bRXOpQkhRkGDO0NjqKZdmu/4ziqK7nqBsdQIAXTDkEQBEFZJpj2mosbpOENWtNDmkK9U57pUHLktx5QPykS71u1n3m34zgKjsLrxncdoG5SIph2CIIgCMoywbTXTvqrqkLGg9uu1v25+j26LK90KDnS97dWPaifOpXLGArhOAqKIusGx1DwBNMOQRAEQVkmmHYIgiAISh/BtEMQBEFQlgmmHYIgCILSRzDtEARBEJRlgmmHIAiCoPQRTDsEQRAEZZlg2iEIgiAofZS+pr2qmPLsBx4o8oqr7JlxivPIKybTUlXFhaH88/KosMxn3ukstW8Ly+wEVhUV5/G+MO8vCIIgKH0E0w5BEARB6aP0Nu21NZAeeVQV50lz6vj0qjIqzMkjv9cEUiJ9GxKxT1gyn7zwvDhNXsBIQP4QBEFQnQqmHYIgCILSRzDtEXlwj3JADbpJiTLquuw8iwu1/VBWSHmFAph2CIKgtBdMOwRBEASljzLLtLvT9GnxuZCHd8ve4kLLjMaTh1uufOQAcrmMyFOYXGuoPg+nl9FilpbGhbrzV9N2HoV2HnnFZXZ+9tB8NT+sbHvIupxWedh5i89+1jNMKh826rZrL2MDX6blz/NkHlo+xnWEIAiCgiaYdgiCIAhKH6W3aXdMIyMMojKbdohjPqW51XqNVbo7nmVKc2SZZHV/uzTk7FZ5GWWuWWxoZR48rF4zzNHW0c7DuZigf3bm2xcbZLJWtsrP+ex3PV3Sy5TzxXaETbukx5vWEYIgCAqUYNohCIIgKH2UHT3t0kzqBp9x9RwrmfJVipa/KV38Zz28TRjl4jIRp8+zZcrD9NnPcvHEstzTSk46r38hlcmh8ZEXCArFdjn700/+EARBUJ0Kph2CMkyze1B+ThsqtyczS+XUJiefesy2J3XJ7bbaom0iNt683Owe+ZRvzCyK4ty/5W3sdnF+D/JZAgRFVRaZdsNQbaOpdPXK64qWvyndnuQH2VlD0mP0tKt002c/y8UTy3JPK2np3FvOD6WTHeZOuv1gPtVj7zd/CIIgqE4F0w5BUPoolmk3mWlehg105HJsrCMNfgJV3gamHUq4Msu028PRneHZzvBve7h4aNy22WTaksO6RbrypKGnx0cZdq7n40yr5WSifTHAYx31PEyf+a9p6LlxOb/r6ZI7T3XBw0l3bUNxYain3bSOEARBUKAE0w5BUPrIn2nnnnTu7c5v00bMcy/HeSV5RAJMO5QEZZhpt42ivLKWR4X6087ZLPNQdZ7HD2PjRI88WGHvaee8tF7lUD4qb1c+2rSej3qom3Ed9TxMn+VfEe8uWxhoOQSfjbVrOT/rGaY40sO2i4fJc7qcb1pHCIIgKEiCaYegutRs6pFvt5V0A2kb0B626WTcw7id4ddyXo+QmdXNa8x8PMo3SeYVKjPUQ23l0UasQ2i+O69o5URfB8/tdMtk2svLRe78gee5lmND7WyEYRt4Hsfo0zJUKyfW/oVph5Kg9DXt2SYvIx0kpcM6QhAEQTDtEFSHkobUNoOyVzjMGGoGUJrHkCGVsZoZtIytl2n3zsez/AixqdVMb5gZVabbtX5xlhPvPFbYdrqlb7dbcl74clxWyGDb2+Bskz2kPmza//6V0zDtUIIF054ugmmHIAiCEiSYdgiqK7mGekeYQY95cjn3vdjRTGW0fLzmuWWb2vBCbVnzwnqYZd5qHaOV42Mey709uqKtf8RyrosQ9jaENi/KtF6OO1/3OsC0Q0kQTDsEQRAEZZlg2iGormQZW2f4tcQ2gG7zFzZtMLN6WoSpjJaPR/lGhce7e6nD/byeFq2cKPPkukbZTrfc26orIi/OR4+tjWn32r9CMO1QEgTTDkEQBEFZJph2CKor+TCgYdOW0Q03yVpecZvKKOXHUtgwcJNp19cxWjl+50WJd2+rLjlPW47XP2yFYdqh9BFMOwRBEAQZ1K9fv6SQ7LzjEUw7BNWdwu7Z1o1wDDMo7/3WzGDYvd4+TKVn+RFymeUwM2oZWn1Z4/p5lBNzntd2uuXeVl1yXmg5zkcVaQmmHUofpZVpf/rppwEAAICEEU1sgufMmZNQlLFOZt7xCKYdgupSbIbZiLrMaCwzKGQZWItYT4/3zsejfJOkoTbF2oa2jT4/fF2jlxN9HTy30y3DPnIk56nleH3decC0Q+mjtDPtEARBEJQIwbSbf5O9gGmHoKDJ1ROeUrkNbh0pmmmvK8G0Q0kQTDsEQRCUlfJj2n/64gkaV3Yb/dSvOU0e1IJ+/eIOmvrlnWH8NrQl/Tbifvrj50FhZloHph2CoJrJMsn609rdw9FTK5h2T8G0Q0kQTDsEQRCUlfJj2tmw07oOtHR6Ec347j45PaOiHf01/zMROcFhw6phVPXVvWFmWsfLtM+ePZv++PPPmMycOTNsOR2YdgjKdOlDypm6NKtBMu3W/qjzdRFyhvXDtEMJFkw7BEEQlJXya9q3rn2Ntq6x2PTXK7RkWpFl5meViIajzcq+NHjgtXTsx/tQ0dcPhplqxsu0fz2qgt778Fvq3HMMvfX+d9Sx+7f0v/dG2ZQLvqOuH3xLg774hmbMmBG2rAKmHYIgCIIyU2lt2ssK8+wrjXlUWGYnCoXScyivuEqlUqGdppYpLiumvLxiUhG6ygpzwvKsKuY8C0UuSpyfyMO0sC1feVQZ1kVP489h629tg54/BEEQFL/8mva/V70q2VLNtJdw+qafH6Otv7Qh+vUJycB+19CRpXvRQT13p6t6X2g01m7T/nb3wXRHu9l0xSOL6dKHFtIlD8yn/9w3ly5qPYcuuGe2YA5d88h0+u/LA+iHyp/CllXAtEMQBEFQZip9TXtZIeU4hpbNr22GOb1Qmd8qKs5TxlmLUTIZZVtssEOGn/MR04JQEptoV34u+crDtC56mmF+ldhWr/WHIAiCosuvad/8V3vZw75pRQhOXzfhEdo46THHtE/s35wGT+pH9bvtSnt1+Te1HfxkhLF2m/Y+nw2kKX9soorJ66ni53WS7yetlYyZuIZGjF1LPYdsoPY9ZtPwUZNo9uzQsgqYdgiCIAjKTKV1T3tIliF2zLAmxzjHMsVu6RcF2PCLz2W6CZcXB6JZdiE/edTAtMs8Y1w4gCAIgszya9o3LnuZNiy1WfIyrRdwevW4h2ndT4/QtAkt6Yp+eXRl7zy5zI19r6Z/99yeDn1l3whj7TbtPP3PP0SbN2+JYNOmLVT159/UrO1cernzdzR23KSwZfU84hVMOwRBEASljzLDtLOhNZpXraddxnBPtzW0PNLIs6nm4ebKFmuGWJlrjrdNdngvupd85BG2Lrb0NMN8c087l2nozZfLF1KhfetAXnEZFcvP2jZzfu6h92o5e7/liM/W2kMQBKW3/Jr29YtfonWLXqR1C1+ktTacvvT7B+jH0c3p/L5HUf8Vn9Fl/c+Xy1zao6k07bu22yHCWLtNe1lZGW3dupXWr18fxurVq2np0uU0esJSuqVouvi7jAYMGCR/N/XlGZh2CIIgCMpMpb1pZ+PrmHCX5DyX6ZX+lIfTs5kvto2wnHb31Id67zkfy2dzHOfn3bMfLh95SHOtDLOGvv4R89iMy6XDxPfSq/0h94G6WKDMvPuzKkOXSpexhc56OvlBEASlufya9jXzX6A1816g1czc52mVgNPLh99M1391Hg1YUUYP/9ycDu9Sj1r2uY32eXNnadp3fnr7CGPtNu0ff/wxbdq0iVatWuXAv49z5y+j8sqF9OmXc6h00EKau/gfGv/zIir98LOw5RmYdgiCIAjKTGVGT7s0wJEPfTOaUVtyfiH3LNu97wYjahlt3Vyrz9ybHV+Pc9x5mMyznuaeL5bnfIz+2YnVyvXKy/WZL16EXTDQ57Pc0xAEQWkqv6Z91ZznqXp2Ma2cybSjv/5sR33Lrqbrhp5H5etGUOsJV9JZXx5Mh3WuRwd12Y32/cgy7Ts+sV2EsXab9tLSUlq7di0tW7aMli9fLlmyZCl9VzmL7iyeQxe2nkWFbX6ngaP/oUc7/EZd3v8ibHkGph2CIAiCMlMZYtrZS4aGmvPn0L3kZoVMO/dWs7kNN/1SPFxcxFg945akCefl4u1tjjcPkxl2GeqI+WrIfYSUWfdY3viZLyKIZVTXvUrXY1nuaQiCoDSVX9POJn3F78/RihnP0fLpz9GCn5+i/EGN6dv1X9N9E/Lp4q8bStN+/ID96PDP6knTvvM729N5L50dYazdpr1Hjx60cmU1zZ+/gBYsWOjwx8yF9N34JTS8Yik91q4vdfroT2rbvi/9+lvk+9ph2iEIgiAoM5W2pl0ac2FYLfOomW42lYZe8LB42cvNBlUzoMblOM7VC89GWaTFvp9dKc48TGZYTzOaZVdvvSZ5UUIYd6cMr7ycz1ZeoXCxjpzO88PSMTwegqDMkF/Tvnz6s7Rs2rO0dGpbOV352W10Ud8TqXXlJXTdd8dGmPZ9PtiZ9n1qLxo2bmiEsXab9k6du9H4X1bRsDGLafj3wqRrDBsjEH+fL+lPjxa9TmMqxoUtq4BphyAIgqDMVBr3tAubqb+n3XaVfD+3M7zbxjKuhniXEZaGVJvmZfhiQLhBtw2/nhRVcebhWhcpo7nWpXrU+bPLwEuzrZXhlZf2mY26um+eDX9oeLzYX3wLAc+LWAcIgqD0lF/TzmZ9cdUztGjK03L6q+630DvvXkHndW1Al3zV0DHtx/bZh/brsAs1fLoBDRsfMuy6sXab9qJ2XanZM3/Id7N7wfP/16UfjRnzfdiyCph2CIIgCMpMpbFph1Ii3eBDEARlkPyadjbrC3/+L82fWCSnB3a9kT7teAMNLr2VzuvYgM4ZcKg07fs8tzO9/OZ5YYZa4WXahw7/lrr0HElvdiv3hOcPGDSMfvvtt7BlFTDtEARBEJSZgmmvtbiH2+6FDsM8bD3tBNMOQVCGyo9pH9/vLpr2zf00b0IRzR3/lDTtpe0vpc5tL6SyN6+iQT2uoVNeqE+N+9SnvZ7+N834dWyYoVZ4mXZm1qzZMXEvowPTDkEQBEGZKZh2CIIgKCvlx7TPnjmdJo98hSYOvIN+/+5R+mnAHTSorCuNGTPGiama8Qtd2fEyurnzjU6am2imvbakwrQDAAAAoG4w/TbXBJh2CIIgKG3kx7Qrpk8aKnvduad9yqSKiPmxSGfTDgAAAID0B6YdgiAIShvVxLTXFph2AAAAANQlKTHtAAAAQKKIJph2AAAAAGQaSTftEARBEJQqsQlOBsnOOx7BtAMAAADZCUw7BEEQBKWBYNoBAACA7ASmHYIgCILSQDDtAAAAQHYC0w5BEARBaSCYdgAAACA7gWmHIAiCoDQQTDsAKaCykiorDekAAFCHwLRDEARBUBooYaa9sohyc3Iop6BUS6+kolyRlltElXpsLSgtEPlxOW7Cyq1bSgtynfXKLaoMny/2U0FOAZVqaaH4XCoo1WKd+YZ8GLnPc6lIN4OcVtv9naK6dMpxMG9/KvGqC3Odloq6DF//sLoIWzZXbmuu+3sapb643vV1qCzifPTvDpdvLjNQ+PlOilj9+LC2Wd/HjDXf87gpLXC+VxH7O4CYt8Pw3SqtxbHt2q9MZZHaT6LcGN/paPXglAHSEph2CIIgCEoDJdS05wpjojcqOY0bd4k0eg7cuAxgo1EYhpwCtb2W0bUa4rbpdTd2/7+9c8eR3NjScK9GakhLkVNOL6MNWWqMowv0HgTIS1tAQeWXU4aMNK5RRhcGaAzQuKgF9N0BJ04wIngieIKMzMoHyfz+me+KjPcrs+PPYGZJ+jg+e6NPYQzrpr0YXz8PbxzvS81l2dZTtP0t1OaiOqcNazDrk+Rt/5BFjNIw731emZeU38/JhV8Dx8xRU57K66NEyhIjXn3dyLV6zRUffCyOyX4U43DM2NfGNa4dWUu+3riujHot4jxYcbAqMO0IIYTQCnRa0/7JbZKVqXAb0vd3joM3mi00bi6vTG68hKl2l6auv79zY1o17WHMkzE5amNfcKm5HLV1SXNazsVAmtOWsfaGfzA35en5ZBna0MnYuOudXk9F2RfhmPV1UJ7pNSCn0uM5UXOVjdnyKd8f5N6vD2vMjhn7RDGuRVlpXTbWYc8DrBFMO0IIIbQCndq078XchU2o39jpRzolzp/4CGFzqjfZUkazaTM29y7/XTxVeh/ifLvuvPH1J01ZGhcmdce2q3LSfVHmsFFtMZj9KVdm0qbySb06TsbLmbKx8Q/EdhbtHcJiv+WkfudNeD/usaxKW2IZ555L3W6Hr0/lN+cylanbrq6LfH6+fD1qDbTMXVaXRs2pT+PmJtRnzZFlyrJ0vm1xDFy75EMaa35kbMWgS/pg1POyjD6FfvfzLm0M86TTaEL6NE6jOe773o+tPU/p9aHC5emAwUjPjf1EvG/fsF6y8JBHxmTyg4ysj32bzXWm0jS/dkK+5vEW9GtG1lb8KozvU7G2Jss/dFzVBx1y0q77Xtab8gR8O4p5CG17+7jCpcG0I4QQQivQyU172tDJRlDfV9K76/47224D5w1Lka6KtQkVM9Vv/tLmXepxm8JPPrzfqKY0ccNctjHdq41tFh7uZ/BtGKW3N9c+bbZJHjbSuTlTZGMYxi6GyX+l39G06uu5PugyfNozzaXkk019xPW3H+vKXOr5kLlzebI+1+bL1+PCG43BeC6KuDgGofz0iLFv8zi9Lmc0l6mNkl+13TP0R/L1ZYe5KPtqEfqdDJGY8Nh2i6lxSu0M//XhlfH24Wr+MmM6h+tfxXwOY5CH6bny43s3GMbRI9y6j/56+KDBl6XfMyS8vG4Yv+bxDshrN65/MbS+L6GubG19Oq78HmNcfR2uPkcaV6teY8zLsNj3s4wrnBVMO0IIIbQCndy0+w272xzKhjJu1OKGzF2LMfEbVL9JjRs12VC6+3KDPUmxCS03fvG+qH82TRke25oIG82YtoI3D7rMhLF5TkSzE/JrI6KNXiRrt2ywVV90XO26Rkpz5rmstaUMV/fxMV5/8i8mRuqR9kWjk+YpIkaiUs8kw1zEsPqcqvhinsqwURrfZinXHjNJLyZtMMfxemodBSbGcZRWMNKP5linketsrAVjvOfqzaj1S9Z32+vG/v2BQNl+q521NGX6klp5Os0M/Yde49e6Xzfl11MOKr8Y1yyvXl85o/VamwddXm0camnK9HBRMO0IIYTQCnR60x42em4T6DfLKVw2jbKhDxvActMWTUEsb5apTai6L+uZS1OGzxkjA28cdHkZRbsL+k2ynFSXZsjYzBftzjb2Oq52XUOlOetc1tpShut7b9DFTMq9GIhPzryr9lljW6tnhn4u+j5Oz2mPTp9w7dVmPH13OMbHNu8Ngyn4D0zk5HioW+q5k3me+2BkahwtsvjKHOs0ct0y3uX9JPbrwxxbRYqPH+CU4TFt2X6rnbU0ZfqSWnk6zSSVNeDw/TihaS/HpTa+rekmxyne19KU6eGiYNoRQgihFegcpt1fxw1iCu83jfE0R/7cUG+C+lMeOU2U01NzQ2hSbu7jhrfPL5vL9Ehm2hAGIxLbIBt8q20pPJQZ29SyudR9NxlvnqWdfZn2pr1po+yRsoNh1nG16xpl+tjeFF6M17FzWW1LZS59XN/HWLZ/tDid/FXmq1pPTnUu9BjU0vuTb+O0Mqu7H58sjY436wlzmvrvkA8CrA9xSsp+l/clWXxljrM0lfG25m+q3oy+3nwMxuNWnauY36fV4QHdfrnO+tiXOUpjXVuU8XPpBZnL8GSA/xpB6Lu5tk75BIPUlfIO4zS9psfzkCjH6ZTjCmcF044QQgitQGcx7ZXw4e8CO8PhNn+yaZRfw/YbOp9ebxKLTeYII97VNfz4UWVDKIY8tkGdXPmNpQ8Pp5gpv6snlTlsRGvtk5PUvpyB3FyV+XqD26d1dRtGTNrWZtpDPyRMx9Wua2NslFuGn2Qua/WEuNFcegoj5k2PMrTWfI3qqbSnMhf1Oa3NXV5+n8bNoeTTbRWKtqX5S2n6/o7XUGmejD6V/Z4ab2HUlvEcywc20p7058Nqrw8pK+Z1/R/KrY19xOqHq/NTMW5Tr5vsNT4x3v7a5U3t1+Ez16cY70DWj/QBg9G/yfIPH9ehfD1OE+NqzkOMU23x18eOK1waTDtCCCG0Ap3MtK+Rm98suo08m+XLsN93+8xknxrm8mDe9PpnvKtgwlcFph0hhBBagTDtbC7h1pBT13AKmjF1UrtBLvb6v7Hx5n11VWDaEUIIoRXopk07AADADYNpRwghhFYgTDsAAMBtgmlHCCGEViBMOwAAwG1yPdP+5ffup+I7Iz/9/iVENkrK+On3zsr15fcPQ/k//dR9+OvAsleuzfT/FOsEIYQ2IEw7AADAbXJd014x3M2qlPHl95+cUf29Sz71y1/dh3c/dYv0eroPpxgTp6v1/wx9OUk5p2oLQghdUZh2AACA22SDpv1L9/tPCzXolk5uKK/Y/3OY47OtE4QQWpcw7QAAALfJskx7Gabv3fWHn+Lj3h96U9pSRqminL9C2E9S5oefwiPY8ji5T+2iVJhUWpYf70MZH0IZP/3+VygvPJoe47O6xWDH+1hGKNtdH9LOJF2GpYlyY9slvL928UX69GGAnN7HcN8O199T90Wky9H6Sz3+r/POtcunmRsD165y3hFC6MrCtAMAANwmZzHt//d//1clSUySN0WR3iBmBi3dF6fHMbxML7LCknqTHL/f7Q25uD3J4w1eyCWG0Jchj5UrUzfVxlBG+jBBX6f4wfRmdcfy0vWh7VTS5Y00Xe7vEq6vfXpj3GM5qTPh8fu/VN1l2mP6IvLpinUSopIOaddMe/p+G/Mu10HWugYAeAstwrQDAADcJmcz7bNKRkupDIv33jhp4yaUZizIKjdqqnwr3P2fGDz/Q26//+XS6bggqwzr+pB8LWlF5b3ICotqKbe8bh13kVWODhPNhYfbpInwD25eUrusMqN0eJkm3mfhxrwjhNCZhGkHAACAKVZk2qdOWLXEcDljaRmtqfKt8HArJ7b9Y9wzJ+0x3Lo+JF9LWlF57/XG/pfXzePuZJVTpp0LD7dJZng8QQ+htTKjdHiZZiqvnvcQhBBCpxamHQAAAKZYlmn3Zkw9Qp4emQ6PNKeICaPl5B95duHR06XHpL+EcqxHo3U56T7m84HBDFfaqMuwruW/Op9Vd7o+tJ253tT/rMzKuI/CQ/mHPh6f6nEq76PM8GIOfv/Qn7THuqbaFdNMtieOl0/h0sdrhBA6vTDtAAAAMMXCTHswUeEx7A8f1PecxYA5s9U/Ch0MW83oOWV/p1zKig7W5RnKiWUX5ah7XU78++BmG3UZ1rX/r0tf1u0MopjI0Sm+uz6knaWO7v+oDmPcy/BU/hn6UgnP5sWN61DuTLv6zLPtseYdIYTOoSWY9t3du+5uN9zvf/vRvf/ddbuUZtfdvfux+23vrve/dT/++Fu3T3FFmFyH98+BH7PyNfvf7ob0P0q6vZlu8Rj9/vG3lfYFAAAWxfVM+62pZkoRQgjdtJZg2sWkDwZz3/3mzPOPDm/SJcwb0mDiW0x7Eb/fOWNe5pFw+XDAhe9SPerDgSLtSZlp71GcopxTtQUAADYFpv1SwrQjhBAytATT/l9nqsU892bRGWd3vdNGXuLvdv21ZSxnTbCYcX1yL/QfDpzdoFucwxyfosxztAsAAFYPph0hhBC6ohZh2rWpjgZdDGQw6tlJvGUsdZgRb560zxlUF3/3Y3xsXp/y33V3d/L4fh/eX7v4Iv3wlIB8CBHC/WP6u+63lM7Vr9sxUedvsc7ao/66HI303ecr8s61y6eZGwPXLjc3qQwexwcA2CSYdoQQQuiKOrdpl/JrDOmGU28x6L2x7E/c9+WJuJhGbxILlNEcxYvhLE/UaybXI3XK9+x7E+ofo48fJDhz+puE62urjantrpz0gYN8OCF5VN1l2kqd6bv2YsKtdvt0ut/BZJdpWtvVMgb6wxYfntdpzTkAAFyO+H78VjDtCCGE0BXV+m/mW0y7FV7Sm3VtfuO1MoZCMp5D3iysjHf5pZzR6bRVTi0u3tfqkevMMAulCVZY5eiwlvB43xB+5/qf2mWVqdKm8DJNvM/Ce2Pvf8Dvt52LC2kBAODqYNoRQgihjWgppt2fIN/dhdP1PswbeRcWH5P3WIZzymwKruz0nfiE/oCgoCwj3tfqkevJk+2J8Hhdpp0Lj/eT4fEEPZ6oV8qM6PAyzVRe+WAkfk1AhwMAwNXAtCOEEEIb0WJMuzeY73JzLWbbhWV/usw0jRNm01Oc1gf8I98u7fjX4yceDTfrCelH37svw6OJtsppqDNLH+4nw/t+xw8m5M/b9V8jaGhXU3vieMX08RoAAK4Nph0hhBDaiJZj2nuTmP9tcW0KA5Y51WGmea0byuzvtLu6okmVcoYfYTPKLusR45vST/0QnZQff/Ttzv+AnS5zsk7rfiZc90/+jN5Q7ky7fJr59mTlZ3MHAADXBNOOEEIIbUTLMe0AAABwKjDtCCGE0EaEaQcAANgemHaEEEJoI8K0AwAAbI/Vm/bvz0/dw27X7YSHh+7p2/cQszJ9fx76EXh4XllfpA8Pz93BrT4235ROVWZTOd+754edW3vhNirmlf8WcyvE9LU1/O0pT58IGb9/0/meuupymakfIbQdYdoBAAC2x6pN+/fnB2dWnrvk079/6552D3XzcippI9dk6hp0inJO1ZZjdWz9c/mOKfcteXTexnJkLZYfsqSwiTLa1rCEPbn/VXKGfSdhKZ+ro7b2G/swq1OVgxA6mzDtAAAA22PFpl1ONy9g0C2dw7ycosxrm6pj65/Ld0y5bxkLnbe1nFE6tT6rZbSu4dK0V/KJkbeOz98yFgihVQnTDgAAsD3Wa9rnjIiLf3oIjwI/BMPj8zx1T08PKby/lhPLPH0yRHLyGcN38ujyN/8odJ/O1a/bMVHnc6zTlyERhXQ5WvoRaJ13rl0+zdwYuHbJSW8sw3KPo3pCGqtdug9WvrKP8V6Hj8rtHz3395V+DXM1hD84U5vSR0k9yfxqIxyufTvc2Oj6Qtjs/LmaMiPt8w3tzfodVQsfSbfVSfLp+6ip8Gr9lb65uGEcwljGcprzqblBCF1EmHYAAIDtsVHT3hu9aDD9I8jiKiSPMxjP0UDGa5/eMlyhnBgRH13+puou01bqzMyu1W6fLpgdz5T5amjXTHv6fisz6MPLOiv1hNuk2K6D2uc0ylfIjJeyVRvKOmN/5dR5VKbKK/FunL3ZLOvR9cl1y/w5pcfhi+u+DD23YX51PZNS8ySq5ivSRU3Vb/YtH8tUn/5vNZ81NwihSwnTDgAAsD22adrLOG02Ynh5PTI1hsmMssrRYaK58HCbNBH+JCedsV1WmVE6vEwT77Pw3pz5Hz97/ubifOCgWj0iF1dtVy1fGW6ld9eT/ZXrGJeY+EAg3EbJj7uJUf/25PI8uzT9Tf7d87K+hnK9UlyjeZ0qK5Nh2qvmvA9PP2IXP6hpqT/ez4VPxVtzM99BhNCJhGkHAADYHus17c4yZMZIa8pUxPDyumaCdDlRVjll2rnwcJtkhscT6hBaKzNKh5dppvJ+/xYedS7GoFbPXLtq+crwUfqG/sp1y1yV91HeoMsHA6E+91/5ioB54i7pW8v1imuyNc/EGs5UmPZaPte3g77TXmvnXPhUvDU3CKGLCdMOAACwPVZs2sUrOKPpzEL0eMPj22Jq1KPS+tHwaDYy4xHSRxeU4srwaCqtchrqFJX3UWZ4b9aGZsVHvhvaFdNMtieOl0/h0pdGsFKP/6/RrnIs5vLFx6pTvrlyfWhRdlGn7m/KoyV1DH9OT07c8+/7F/VldTuV94WkXvk+fXo0XjSRJ7ZzvIbDvVc/LpkZFoMuYSHdd5n7Ub6gWv3VvuVj6T/okPAYP5dvNDcIoUsJ0w4AALA9Vm3aRdnfuHamJRkNZxiyHxQLYclEjIyHM0YpvfoBLR2eyo8/+iamKS9zsk5ReR9VCdf9y35cba5dfebZ9mTlW47PrKfIF9uly67mc2lj2FNhBn281d+yX7W5cuXEvM6MW+PpEgVDGm716XRqR2V+ReV9Kd+GwjyrdmnieFfXcJLrb+y70lv/TvtDHP+QLOubzlPOr04nyvJV5gYhdBEtwbS/7h+7+/j+cX/fPb68mukWz+t+6Efgfr+yvkgf7vfdqxU3xbH5pjhVmU3lvHb7+51be0V4zCv/LeZWiOlra/jlMU+feHzp873ofI/d/rWoPzJTPwBAyepNO0LovPI/6pc+5UAILVnXNu2v+3tnVvbdSzQrry/d4+6+bl5OhTZyTaaugVOUc6q2HMux9c/lO6bct+TReRvLkbVYfsiSwibKaFvDEvbYvaR7hzPsOwlL+VwdtbXf2IdZTlUOACweTDtCaCT/tYH46T8n5gitRtc17XK6eQGDbnEO83KKMq9tqo6tfy7fMeW+ZSx03tZyRunU+qyW0bqGS9NeySdGPpzCZ7xlLADgJsG0I4QQQhvRVU37nBFx8Y/34cPA+2B4fJ7H7vHxPoX313JimadPhkhOPmP4Th5dfvGPQvfpXP26HRN17mOdvoxQtkaXo9GPQOu8c+3yaebGwLVLTnpjGdbj+KN6QhqrXboPVr6yj/Feh4/K7R899/eVfg1zNYTfO1Ob0keknmR+tREO174dbmx0fSFsdv5KI+3zDe3N+h2phY/QbXVIPn3fEl6tv9I3FzeMQxjLWE5zPjU3ALAqMO0IIYTQRrRc094bvWgw/SPIcgIpeZzB2EcDGa+rhiuUE81sfHT5RdVdpq3UmZldq90+XTA7ninz1dCuljHQZtCHl3VW6imNWGzXQe2z8oXwyXgpW7WhrDP2V06dR2WqvBLvxjn7sMGqT65b5s+RHocvrvsy9NyG+dX1TKLmSajmK9JFpuo3+5aPpTk+1XzW3IR7AFgNmHaEEEJoI1qsaS/jtNmI4eX1yNQYJjNilaPDWsLjfUP4o5x0xnZZZaq0KbxME++z8N6c+R8/27+4uJC2zKPDVFy1XbV8ZbiV3l1P9leuY1xi4gOBeB+QH3cTo/7y6PLsXRr5IENMpxjsmKesr6HcPK7RvE6VlWGY9qo578PTj9jFD2pa6o/3c+FT8dbclOsKABYPph0hhBDaiK5q2ktjpJkyFTG8vK6ZIF2OFR6vy7Rz4fF+MjyeUFdOPLO0Kr681vdW3teX8KhzMQa1eubaVctXho/SN/RXrlvmqryPeIMuHwyE+tx/5SsC5om7VU6tXE9ck615JtZwRmHaa/lc3w76TnutnXPhU/HW3ADA6sC0I4QQQhvRdU17eOTbmYXxL2+LqVGPSutHw6PZyIxHSK8fZ/ZxZXg0lVY5DXVm6cP9ZHhv1qI5kz8N1j/y3dCupvbE8YrpSyNYqcf/12hXORZz+eJj1SnfXLkSXpZd1Kn7m/JopI7hz+nJiXv+ff+ivqxu475A6pXv06dH44WJPLGdb/31+FeZ+1G+QK3+at/ysUyPv8f4uXyjuQnpAGA1YNoRQgihjejapl3I/sa1My3JaDjDkP2gWAhLJmJkPJwxSunVD2jp8FR+/NE3MU15mZN1Wvcz4bp/2Y+rzbXLp5lvT1a+NpoRs55Ku3TZ1XwubQx7LMxgrdxRv2pz5cqJeZ0Zt8Zz+DAj3OvT6dSOyvxmacJ9iW9DYZ5VuzRxvKtrOOH6G/uueOvfab+P46/TxXudp5xfnW6UrzI3ALAqMO03pn//+9+bB51P1nhvDbQ+WfO4NVq1BNMOAOfF/6if9dg9AGwWTPuN6ZDN3xq19f5dW6wftESxLgdh2gG2if/aQDpp58Qc4NbAtN+Y4ubPmoe1I8J0nVesH7REsS4HYdoBAAC2B6b9xsTmFr1FrB+0RLEuB2HaAQAAtgem/cZkbm6/fu2+flX3K0WE6TqvWD9oiWJdDsK0AwAAbI9NmPZvT7vu6Vu4cfr+/NDtdk/dEPSte9o9dM/f3eX35+7h4bmTyyQVJmWl7wxpQgXfn5+6hxj28ODqzUoKkvp0/SIjzGrLmVVubv/583P38ePn7vPHj93nP//J5mVtiE5huha3nqQ8ndcjaUP8sTpi/bF+2rTYNZQtmu/d84PkOWwNLFGsy0GYdgAAgO2xCdMuG+IHv/v1d24j6u4dQ5BsWMOGeWaDPGhssv3G26VLe+LvauOdyTDoVphZ73mVbW6//t19/vx399XPw9fu78+fu79XfDIlOoXpWtx6Msr7/s0ZtbeunSPWH+unTctcQ9IGVaZvw4xpN9uxPLEuB2HaAQAAtscmTHvnDMyw8XSbVtnE6k2zxMcTpqM3yP3Ge7QZNjXeXJthV9gQZ5vbf/7sPqpTqH/+/Nj9+U8+N2tCdBLTtbT11FTeETpi/bF+GrXQNfT8pNK7Njw8zXz4c8QauYZYl4Mw7QAAANtjG6Zdb2bjZlg2m2FTnJ16HbtBPmjzahmqEObLeeqe3Oa5f5w1v055ZEMtYZ7wKHTIKxvvLPwA6c3t178/d5///prmobxfG6LTmK6FrScjbTppL+Pivf9vXFuu3up6amxDEOunVQtdQ7IOQr3fxMB/U2W4NE/yuLysEf9eJB8KxPtamj4se09LbdTtzcejXIv+iYEwNqLy6wVzYl0OwrSvD5nfrWP1G86HNQdbw+o3rBNrfreG1e9D2YhpH06cZPPXb/bcJtFvNIvTKNlgpg2jYrT5fcMGuczrFcJ8/bJZ9o311/E7qOXGNSnWXaT3m9/mNvWShSOSccd01bSw9WTVIYZJMpflxHufJ6yzUjpNaxuCWD+tWuAayuY8tCXdS5vEKPelpfeirI6JNGmtqb7JhxWuH77vWTlKMdyXEftW9LNBrMtBmPb1cbr3nWVK+mf1G84HawrWBOu1jY2Y9n4DKZvJYTMcrxs2uuaG8g0bZHPTGcJ0OWWZRdyTa3+2gZ9K36j4wpBxx3TVtaj1NJr3b74tphmK90b47HpqEOunXctcQ9IGV4Z84KdNeVmWFd6SximekvuT/GcX199kTxaM1qLK582+v2gX63IQpn196PW7NUTSPysOzgdrCtYE67WNzZh2vyl8egonWb38plm+s6k3gOXGU2SFlRtkFztsvudkpLU2uGW96V7qdvnDiZaZV1TeNyh7YfCd5LqWtJ6s8qKxqa2JLLxxPTWI9XOAFrqGpA3yo3S+CbW1YIW3pBFJv51Z7/vt2uz+++w/wPCR9lqU67CmvdlPhbWJdTkI074+svW7MUTSPysOzgdrCtYE67WN7Zh2vxnc5Sc0sgl0YemER1RuMEVW2GiDLMke/KlQ3G9Wf6nZqT81GiLku6QjkyXXro6Y35fv29/XPYS7vJKnbKfZ7mllLwx+/XtCC1pPk+UVa0UMk6TN8hRpauupQayfQyTjvsA1JNexnBQuHwBUHn1P7WhJI+r7rb87P/xeR2Ut+jsXJ9+Xz8pqE+tyEKZ9fWTrd2OIpH9WHJwP1hSsCdZrGxsy7f2GMtsM+w1isYEdbTCdrLCwudQbZFH2N5Fd2dqY53LtcZvV/s8sOZ5C+bouuXZlPMhGVcpTbdD1SH7TZJntnlb5wuDvbNe0oPVklift69vizVPML6e4krbI07SeGsT6OURLX0NOOtxdDz8yF9PKVzEkbDD5ozSjsvt+p88q4geWQeZaDHHyYWc+Xm1iXQ7CtFu8dI+7x+5lLux1393f77tXHXYByvW7JUTSPysOzgdrakPI+5L8m/n4osJfu/29C7vC+9U5YL22sSHTjlpkvjC+fu2+rvgkKiKK/UPnEesHnU/fuqd0In+YWJeDMO0WmPZrIZL+WXFwPlhTG8K/L93n703RyE+9X13p/ewYWK9tYNpvTLfwwkDnE+sHnUXW1wYOEOtyEKbdAtN+LUTSPysOzgdrakOE96X94323fw1hL4/d/aMD0754RKdar5j2G9MtvDDQ+cT6QUsU63IQpt1iwrT7je1j9+g2xP5rH8V1yiObZAnz3HePLy4s5JXNdBae1TPPLaxfKw7OB2tqQ0TzLe9B+1cf9iIG/kWZcpfmUR6XT+9b4fF5f19LE8tW73npfVK/Z6pr433wde/yqkf3Xx53B78Psl7bwLTfmG7hhYHOJ9YPWqJYl4Mw7RYzpt1tPvcvbjMcrh/l2qUpN6MJv9F1G+Eivd/QHnGydQvr14rbFH4tRDOTmxozfStxrVlxE7CmNoR+v/Frwb13Zfe9QR+9b2VrZyJNfP/zacJpvnsvkzU8fDgZy1HEcF+GZfbbYb22gWm/McUXxla19f5dW6wftESxLgdh2i1mTHvckJab0yLu0W1okyGLm9Va+gOI82vFrR2R9M+K2xTG3PuT0SPWQwZraoToJtZUJK0BMdXuPUvWlTbl5RqxwlvSOOIpuT/J37s4qUfqCyf8km/0PqjyebNvfdA5A+u1DUz7jUkWztZB55M13lsDrU/WPG6NVmHaLdQJUgyzNq3FBna4F4MfT6Mqea38jcT5teLWjkj6Z8VtCnPujzt1zGBNjRDdxJqKqDUgJ+Tyo3TZCXi5RqzwljSCN+hizCXMrV/3372rs39ipPI+GPKJWfdmX7/PNsJ6bQPTjhBCCG1EmHab/iQobDYdcgo6eoRUrp3JipvO4fH43nwN4S6v5Ck3vOV9I2xYN4Ax9+mkvbZO/H/j94nDCWo8wYyP1rOmRohuYk1F9BqQ6/hBUAp/4+Px2fqS97pd9t354bc9Ku+DMU6+L5+V1Q7rtQ1MO0IIIbQRYdpruE2r24D2fzrJ8Rg2l6MNscTnj35KftmgRkMl+THtbYhuwmD5tRPWTUTMjhic2jrxedTJpUanYU1liG5iTUVqa0CHu+vhR+Zi2hdv1NOPy1lpRmVHcx/u44ebId58Hwxx8sFoeoz+QFivbWDaEUIIoY0I074+2LBugNL8vIphqpyWx3sjfPZ3ExphTcFlkZP2eCJ/OKzXNjDtCCGE0EaEaV8fbFg3gGWura9g6LRZuDx63PC7CY2wpuBiyDqXk/cjT9kF1msbmHaEEEJoI8K0rw82rBvANNf9d4Bfwn/Td4HN77oXaWq/m9AIawrWBOu1DUw7QgghtBFh2tcHG9YNYJrr4a8W+B/+8o+933ePj/YP1DX9bkIjrClYE6zXNjDtCKFmyRvP1kHrkzWPW6NVmPb1ccj8rlHSP6vfcD5YU7AmWK9tYNoRQs26hTdWtD6xLgdh2teHzO/WsfoN58Oag61h9RvWiTW/W8Pq96Fg2hFCzZI3HpH1Ol47otg/tC6xLgdh2gEAALYHph0h1CzMEVqiWJeDMO0AAADbA9OOEGqWaY6+fu2+flX3K0WEaV+nMO2DMO0AAADbA9N+AX1/fuoewi+C7h4euqdv30OMoe/P3cPDczdKUQt3Id+ev3XfrfhqngZJ3thmxdO3EL80le19eOqepzr+lrE5p4xxf5jsyGVVmqN//vzcffz4ufv88WP3+c9/stf12hCdzLSbrx957Yf4U2lUz+nqOOh96xidcK2bpv3r392fH//s/tFhK0SEaQcAALhtMO1n1vfnB7fhfe7Sfvf7t+7Jbayre9OamayFf3MbaynMiq/liZqKn8tb06H5jq2nlJSze+qSX/k2U+6p6o06ZT/eWs6p+6aUmSNnij5//rv76l/HX7u/P3/u/l7xibvopKa9mIPv8lo99byU9Zxo7g9+3zpGJ1ynuWmXtfix+/hRwLTXhGkHAABYD5j2s+p79/xw4Ea3tpE1w6X8YFSt+LlN8VT8XN6lSdqrTbu7esruCy21f6do1xn7lpmjf/7sPqrT9X/+/Nj9+U/+2l4TonOa9tk1eYxG9ZyijiPet47RCddpbtoj/3DSPiFMOwAAwHrAtJ9Tc5tSF//0EB8/Ncy3in9wm2g5+crKiqfsIquuSll9XbIxj/dGG63yRD78qXt6cu3xj7N+6579dXh8VuXzp3VSvsSFdo7CJtvYh0l9fR0hn+VIJF3tpF3GyedV+XW91fhKvXLqGNvpw1U/JvPp/rn4WL+WbpeW1UbRqC1uPsp5zerNx7WfRzVuM9Lm6Ovfn7vPf39Nr+Pyfm2Izmnas5P2Yk6SQc7CK2tEq6hntg6ffmbeizJHKsodr6c+fHZtzdVzgDDtgzDtACDvGVvH6jesE2t+t4bV70PBtJ9Tk5vS3jTH74l6MytOLOUp4t1mPN/Aq1N2keSTzXKJVdaoLkNmea4+Hx5O4cprKSuVqU78fDq5NsJS+ok2ejMaWqlNiZZPp9uqjK1WrC/VW0jHm/WGdkaXFR8bjh8SzOWL4VP1Z/0I46WV8s60pQ+cHNfn2J5GyRuPSF63mPYJjebRIa9XP9wyJ+F142+L+ZxbI1plPa6OvtxKHT79zLxP1tuwnlrqEPl0qu3WWm+UXpcDmPYpYdoBtsvJ/i1bqKR/Vr9hnbBe28C0n1NTm98yLt6X/w3Ro/RiBtOO3KmMF82VZeWJqsXpcOs6hfWbe/8DVv6H8nyicdgoX9BceLhNknC96df37vpJTi2TsSnKnYsXxfsyPKoWPxcebpMmwmfbGKXDyzTxvpZ3RvGNVV63mPYJjcZdnoAIHyRJXJzHhJjcylyFW1O1NK11WJqqt4yL9zp8Kr9Wa7oG6XU5gGmfEqYdYLvY74nbQCT9s+JgnbBe28C0n1XFaZfW3Oa3Ft/fuHKLU6kyvWiuLCtPVC1Oh1vXZT4xK+Vjsjqsmm8mPNwmSXh2UhfHPp4+hxyjcufig2rhUYfmmysn3PZqbGOUDi/TzOWdUfbGynfa67LGV56WSafSxetXVJurcGuqlqa1DlNveN/SYT7BhFrTNcj+Bx/TPiVMO8B2sd8Tt4FI+mfFwTphvbaBaT+z/OOjbmOanhSNJvJ7f+psPmbqN7JGfNzglqfsImsDPFVWVpehWpwOt65TWOynj8wNtA5LJ3+NbSzvoyQ8+2Ag3kudw3eG5c9Y5afUc/FB6T60M2UIfdKPx0/liwshPTZfqMzvVWljLLPWlj6wbVwblb2x8uvxdU3MY/w9iWHeDlwjWtV5rNTROO/x/SY2pf19ywc21dGcrkH2P/iY9ilh2gG2i/2euA1E0j8rDtYJ67UNTPsFlP29Y7fxTZtyt2kdftDJ2PDKdcj38PQQwmXT3HiCVpQ1qsuVIhvw6vemQ92ahydlJIry/bUK0/2OHzKMwooyJsdDVN5HSXgotyc8iuyjVJ0PvRmpttOI99L3YmBiO+N8xvjJfO461HPoD9GZbfQRRlvKeXVlzo5ro8o3Vv5Oe0Xm+MprN3xopectfQ9dwmtrJBr+QlPzaNUxSl8p10mvuYPft1rqqLa93qaa7H/wMe1TwrSPed0/dvdxzd/fd48vr2Y6z+u+u7/fd6+t4f997V72L92rFV/N04DkTa/TgccXI+0SKNt7/9jtX410kbeMzTkxxv1+P7FeLoz9nrgNRNI/K+4kmK8peT8w0r6FUT2nq+Og97JjOPH6Z722gWlH6AryPywYP1VYkcw31q9fu68rPmGPiGL/lqC1rpFr6Bb+wW8Vpv04Xvf3bnO7716igXx96R7dJrpqKGtmshb+4jbRsqm14mt5IlPxc3lrHJrv2HpKpJzdY/cS719myj1VvZFT9uOt5Zy6b4pbeE+04k6CMS+v8vo99VyV9ZxoPRz8XnYMJ167rNc2MO0IXUjf4p/DEvTp6op0C2+s19QW1sg1xLochGk/htduf3/gpra2aTXDpfxgVK34uQ3wVPxc3qUh7dWm/b9iKPR9wVL7d4p2nbFvt/CeaMWdBHNeZtbpMYzqOUUdR7yXHcOJ1y7rtQ1MO0KoWbfwxorWJ9blIEz7EcxtQF384334MM0y3yr+3m2Y5ZQrKyuespf5IpWy+rpkEx7vjTZa5aXwx+7x0bVH2rV/6fb+Ojwqq/L5kzkpX+JCO0dhk20c6uvrCPmsR30lXe2kXcbJ51X5db3V+Eq9csIY2+nDVT8m8+n+ufhYv0a3S2O10acv2+Lmo5zXrN58XPt5VOM2wy28J1pxJ8GY2+ykvZinZJCz8Mq60RT1zNbh08+shaJMK356jfXhs+ttrp4DYb22gWlHCDXrFt5Y0frEuhyEaT+CyQ1ob5rjd0K9mX18UXmKeLfxzjfr6pRdkHyyMS6xyhrVFctUmOW5+nx4OHErr6WsVKY63fPp5NoIS+kn2ujNaB/uzavVZp9Ot1UZ2zJd1s6JeLPe0M70YYn0yY1B/JBgLl8Mn6o/60cYrzJNS1t8+ulx3cf2NHIL74lW3EkYza1DXsPenMs8hddSTHvIutGU9bg6+nIrdfj0M2thst6GNdZSh+DTqbZb6/8AWK9tYNoRQs06xDysUVvv31bFuhyEaT+CqY1uGRfvy//W0osZjGbNitdhtbKsPGWaqXDrOoX1G3n/Y1X+h/IkvxE2yifpGsLjvQ7XG3x9764f5YQymZii3Ln4WJ4VPhc/Fx7vG8Jn26jSpvAyTbyv5Z0hvmdYcWtHJP2z4k7CaC7kqYjw4ZLExblNiMmtzF+8t6ilaa3DYqreMi7e6/Cp/JrWdI2wXtvAtCOEmiVvPFsHrU/WPG6NVmHaj6E42dLMbXRr8f5eyi1OoMr0OqxWlpWnTDMVbl2X+cSYlI/E6rBqvpnweK/Ds1O5OPbx9Dl8wDEqdy4+lFcLn4ufC4/3k+GNbYzo8DLNXN4Z4nuGFbd2RNI/K+4kWGMuT9CkU+niNS3U5k+nKamlaa3D5A3vZVaaGq3pGmG9toFpRwghhDYiTPtx+EdF3SZ0/IvL/amz+Uip37Qa8XEzW56yC9Zmd6qsrC6VJ1KL0+HWdQqL/ZR8hYHWYemUr7GN5b0Ozz4YiPdS5/D9YPmTVfkp9Vy8Ks/fh3ZOPR4/lS8a7/TYfEg3Sq/DK22ca4vP2ziujWCC3sDE3MbfmBjm8sB1o6nObaWOxrUQ34MOfy+TtG11NKdrhPXaBqYdIYQQ2ogw7ceT/W1jt8lNG3C3QR1+vMnY3Mp1yHf/eB/CZYPceFpWlDWqyxkG2WxXvzcd6tbcPyrTUJTvr1WY7nf8kGEUVpQxOR7WvQ4P5faEx45dXFbnfW88qu004kf1ilmJ7YzzGeMn87nrUM+hP0RnttGnN9pSzqsrc3ZcG8EEvQFzzOX1HD7I0nOZvocu4bV1Ew1/SBeZmlurjlH6SrkOvQ4Pfi9rqaPa9nqbpmC9toFpRwghhDYiTDvA6fA/LCinkUbcksEEXZe1rptrwXptA9OOEEIIbUSYdoC38RL/9JU+5TTSLRlM0OXZwrq5FqzXNjDtCCGE0EaEaQcATBCsCdZrG5h2hBBCaCPCtAMAJgjWBOu1DUw7QgghtBFh2gEgmqCtCtO+LVivbWDaEUIIoY0I0w4AYhK2jtVvWCfW/G4Nq9+HgmlHCCGENiJMOwAAwPbAtCOEEEIbEaYdAABge2DaEUIIoY0I0w4AALA9MO0IIYTQRoRpBwAA2B6YdoQQQmgjwrQDAABsD0w7QgghtBFh2gEAALYHph0hhBDaiDDtAAAA2wPTjhBCCG1EmHYAAIDtgWlHCCGENiJMOwAAwPbAtCOEmvU///M/mwehNQvTDgAAsD0w7QihZm3d1GLa0dqFaQcAANgemHaEULMw7QgtW5h2AACA7YFpRwg1C9OO0LKFaQcAANgemHaEULMw7QgtW5h2AACA7YFpR6hFX/7V/fzuXfeu4MNfIf5GZJpaNzYf3n3otjAUmHa0dmHaAQAAtgemHaEWiWn/+V/dl3B7tE5VjqVzlh2Um9ov3b9+jh9gYNoRWoIw7QAAANsD045Qiy5giNcg29T+xUk7QgsRph0AAGB7YNoRalHNtPvwD92/PvwcTpx/Hh6Zd3Ef4kn0zy5e8sdymvO5NLFSKzyU8yGWc1DZoU0hqkWYdoSWLUw7wOWRfzu2jtVvALgcmHaEWiRG2BtgjTOqPlxMcbC+f33oTXl4dDyFeyNdmPZqvp8zoz4ZHsr5l5TTVLbRpv6uSfIP91iYdoSWIkw7wOXZ+r8dmHaA64NpR6hFNYNbhmvjPBU+FT/6cEBM+UR4LKelbCs83LYI047QsoVpB7g8mHYAODeYdoRaVDO4hxrklnjLAE+Fx3J0GbWyrfBw2yJMO0LLFqYd4PJg2gHg3GDaEWpRzeBWjXDxKHp8RD3Gz+WLz8HPhetyrDBRWcbosfl2YdoRWrYw7QCX5+h/O764f5kP+Uf4SsK0A1wfTDtCLRLjO3o8/V3384fC+JYmOqY1f4iuls+ZYGeu+3z6h+iM8LK+2bLdddkmn6hNmHaEli1MO1yU/afuffw3RXG3M9JuGPPfDvfv7dS/jX/5H4v92f+b/HP6tdgY3o/jz2kDcF1h2gGuD6YdoQvoy18funfqH+Ul6Jg2bd3UYtrR2oVph4sipv39p25vxR3CqcqxOGfZgfzfjv6ptt54V0x79uG6pA8/NOv/Xdbh8nScv7mqMO0A1wfTjtCZpD8tz07Mr6i3tgnTjtCyhWmHi3IBQ7wG7H87Jp5CKz40/+uDbc6//OvnRZy2Y9oBrg+mHSHULEw7QssWph0uSs20+/C77tPd+/BB8fvhkXkXd/c+fHj83sVL/lhOcz6XZj8RHsq5i+UcVHZok4Q3cqhpL824bc45aQeAAUw7QqhZmHaEli1MO1wUMcLeAGvuup0PF1O879Pt7npT/t9998mZ4xTujXRh2qv53mdGfTI8lPNJymkq22iTXDdyDtMuYYf+7sy5hGkHuD6YdoRQszDtCC1bmHa4KDWDW4Zr4zwVPhU/+nBATPlEeCynpWwrPN43cGrT7u8XYthFmHaA64NpRwg1S/7h3joIrVmYdrgoNYN7qEFuiZcT/Biu42vhsRxdRq1sKzzeN2D/23Hcd9qXdMIeJf2z+g0AlwPTjhBCCG1EmHa4KDWDWzXCxaPo8RH1GD+X71P5CHslXJdjhVlljB6bD+kaONi013493v9Z1kqeKwrTDnB9MO0IIYTQRoRph4sixnf0ePq77v1dYXxLEx3Tmj9EV8u3q/wQnRFe1jdbtrsu2xTTNdBm2vN76++0y4m7b4Ni/AN1lxemHeD6YNoRQgihjQjTDmtiv7vr3t3tzLhrcUybbNPeoC9f5P8XL0w7wPXBtCOEEEIbEaYdls4u/ck1hz4xvyJvbdPRpn0lwrQDXB9MO0IIIbQRYdoBLg+mHQDODaYdIYQQ2ogw7QCXB9MOAOcG044QQghtRJh2gMuDaQeAc4NpRwghhDYiTDvA5RFTu3WsfgPA5cC0I4QQQhsRph0AAGB7YNoRQgihjQjTDgAAsD0w7QghhNBGhGkHAADYHqsw7QAAANBGizDtAAAA6+GU//6exbQjhBBC6LTCtAMAAKwHTDtCCCF0Y8K0AwAArAdMO0IIIXRjwrQDAACsB0w7QgghdGPCtAMAAKwHTDtCCCF0Y8K0AwAArAdMO0IIIXRjwrQDAACsB0w7QgghdGPCtAMAAKwHTDtCCCF0Y8K0AwAArAdMO0IIIXRjOptp33/q3r97333aF2HvP3V7ne6U+Drfde8K7j6duV44PdZaecP62d25dbAb7vef3ru1cdftUppddxfX61zd5jp7n5U/ynMNrl1/K4e28xT9Mubw/ae9j9t/uhvi3su89uFm/rudCt93n95LnvON+e5O1m2+lpfI0e1cy5q9Mph2hBBC6MZ0XtNebGDnNmRv3bDV8h9b7qnLu1WOGS8rzxvGXUx6NGW9uXL3jvShkpQdTfxc3Ub8fueM3gnba3Joeaeu/63U2nOKfp1obPyHOS58l9aF+jBHp/X5ZQ2pMiSsfM87KdIW/UHTARw6Pm9iLe1cL5h2hBBC6MZ0VtPuNl+f7tQJ5NyG7K0btlr+Y8t9a3ug55hxtPK8ZT6cqR7MlDMV7nqnjbzEx1PTubrNdhhG5S3ttTi0vFPXfy6u0S+zjP7DnJFBtwj55f0tpZcPbu6MD29OxVbnU7OWPl4ZTDtCCCF0Yzq3ad/rTVhxfSePkvqTKTE74dFSfVJVpBk205WTHF1+LbxWppyoxXD/qPMub48v4667C499Dm0s8xWP0sZ8qs7U7qItPlzSp77pfqprqw9Z+1Qdo/T9SWJ1LEI5YkZ8uH7su6VeMS4+X8x7wLyqcDnFTOkjWV19XumnPx1VjymXj8L3qPGLBl3KC/myk3hfj1X30P4yvn7SXhnL0Tj14f1j+yEsPRkgzI9jNuch3hqvGGfOQZm3LD8r04WZbZCxNp5i8HnHbc/muijvsLXhwvx/K2NupZ8LqxHTyjyGeZJHwj/tVBnWHIf2jceswKXL08iYhnvj9T0/VxI+jE8Me//Jvc/5a2nf8AFWtd2xrOrrrWinz6fGVN+769Fcl+nBBNOOEEII3ZjObtrdtWxmh42fhPUGJG4Sk+nKNmzFqVfLZk7SpA1jRG8ca2WG9iTTFkyH3oD7siXMpZnLF8tP+QbzMRjMyhjoNrrNs/RhPHZGH3T7Yt2evJ7WcrIN/FH1Fml8GRJeKadop5gh05iptmXrJhkZmYPC1HiGeiVfbzJc2lR30abROnLE9ljxYpRi/kjR3mEsjXQ+XLU961OZTu6L8Urrp0hvjVd1Dsq8xroNZfbzXW+DGLnhO+Iqr6+nyJfmutauWvqQTqcN7YtpJ8c8m0OZv1hfkdZC1+fzhLVUK0Ont8Y1S18Z16my5+Yqqz+McXk9225VVlqbxutNl1WWm+4rc12mBxNMO0IIIXRjuoRpT+aotjGzwuU621QLapNnUZZbhtfK1Obcyle71mE1yjS1vOo+nlz5kzv5ET3ZgIv5EBMk6Y7tg75vLeeI9HduM57SxLwxzaH1xnsrTN2n0z4xdCMT1CNmRozQYBbidWE85uoetUOeyogfBCgm2ivXo3EKZs3/+NmnnRu3kK+Sv1p2LSzey3+z8RfimDTkjeG1NNm1Gm+rDJ1W/mu165C1UStbp62F19IGZI35NmUGWvrn1o68Pktj7a4nXwshzWw74r2VVseX9zp8Ksy4nmv35OutVq6+l//G8hPGXIMJph0hhBC6MV3GtPeGKX3fc2ojF8P9pq44wZmjLLcMr5U5l692XcunKdPU8up7b9Bl4yz3/Qcen7zhDOmO7YO+by3noPRifmXjHU45dd6Ypqkc434uTTAP/oOO2gc73ljJY8RDGd7Iy7rUxmOubit+zrxk95VxSuniI8vFOE21obyfSiP/teZAM5U3htfS+Pto1o30tXzy37eujZa01XD1AUMWbqDy+/c2ly+9Pn14w2uhKMcqezJvGV/e6/CpsOy6sd1Tr7daHfpe/tsy12CCaUcIIYRuTJcy7b2hC6c24URx+vHPkCY9et6wmaulSeG1MsvwuHFV5emy5/KVJ5ZucxrDUl9rY+Dz9WOlvys7fPe10gfdvoy8Hm9czbZXykn3Leml3bqvbmM/SlMpp2inH4+UJyBpzbGUe1e3yz/Kk9GP65DHIeZDjbUna68RZsWHvldNdnZfGScfHtePjIexllJ5x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" /> </div> <div id="description-10" class="section level3"> @@ -2425,7 +2453,11 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> </div> <div id="waste-heat-recovery" class="section level3"> <h3>Waste Heat Recovery</h3> -<p>In case the engine is equipped with a waste heat recovery system (WHR) the WHR type can be selected from the drop-down list. For WHR systems that generate mechanlical power no further input is required - the WHR shall be considered in the fuel consumption map already. For WHR systems with electrical power output the generated electrical power needs to be provided in the <a href="#fuel-consumption-map-.vmap">Fuel Consumption Map</a> of the primary fuel. The final fuel consumption is at the end corrected for the electric energy generated by the WHR system (see <a href="#engine-fuel-consumption-correction">fuel consumption correction</a>)</p> +<div class="figure"> +<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+0AAAJ4CAYAAAAQmwJXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhe7N0JQFTV/gfw77CJOy65liiCKFGWGhWaaSmK9HxaautLy71M6SWVfy3tpc8K3wvLglJLW19qYRaiaGmlZFamRbiAKGq5G+6owPzP79xzYYAZmIGZ4QK/T13vveeuc8/MML97lmtq3amHGeUwif+ImUZmsbpJm6+IcrcsuW86XjGlT7dYSqn1SyqxvOTq+uHL240t5b1A2q+tdew5ZrkXsBzlHMNUTt5W9LJYV9mLXRXsyeDylPUGqGwGl8Pm7l18XGepxHePppztK7l7ffOS74Ki9MqefznKvT4uOr5+3PLe/i57+bZ3rH2nacvN5gI5LvqeU+nyX0rXxkV/RvT1FJPtF0h/J+V2JTbRUXL5+V96ub2X1j62j0/HsfXns/R1sc4pfz9s7EJeXzVdcWWfX7n0zUueSOFuy9u/zRenRvQabezc6qYVPF4l6Xs128xvi/Riq+gzYmx1U5WuX4Jy3k+ldlK4vsV+iq1SfP3C37baTOl81RVuZrmCmC62Ps1oKxbmYuEHRq0rvn9Mlmn0b8l1VLptxV9D0azFC7C1i3Kvp6689Wydg86O49h7KvavaJXl1qUui93Xozx27qfU8dS8nlxe1jtLuadr5+uRLE7a5vnb+cJs/oHR0y3Pq8S6hbNl7MPWIsnKQpmkp1suV9NWNilSch0xUSyfLTYuOa8rTNInxC8ICtr/3P2jSmCMMcYYY4wxxpgRtLmxPzysRveMMcYYY4wxxhirciJoZ4wxxhhjjDHGmPGYOGhnjDHGGGOMMcaMioN2xhhjjDHGGGPMiEwUtDut90TGGGOMMcYYY4w5D1WP537oGGOMMcYYY4wx4zGZ7Hvk2webV+HCpQtyur5PPYy4dRC8Pb2QdmgPUvf8ItN1VG4vB70EX4xH9xmuTTPGGGOMMcYYY8wubbpH2he0D4ubhG93aevU8/HFp0++gW7tr8XEd57HZz+myKfGmTxEkC7G1EieAnYPD625vEn8d/CNTXKaMcYYY4wxxhhj9mnTY5B9HdENCxsID5MHzGYzLlzOxQ+ZO3D24nls3rNNpsn/aFxiIGJKjhljjDHGGGOMMfLzzz/bNRgNFVCXdV60rLDWuZPYFbQPurEP2jZpIacpGF/9y0as/HkdTpw5JdN0xU+tvBNNxnjxYugF6cP4ZLWoIjLno6epJ+ZnqnmnyMT8ntbPL3l8UXpPi4Nmzu9ZmG4yjRevktBrLX1utI/ir9nKesnjYSrvwtA6hcfS2Do/XfHz1Afah/Vz1Tl2zrb2ZZlO08XPo+yXW3r94q+vvOWMMcYYY4wxI+jevXuZgxH99NNPuLVnL6uBO6XRMlrHWUREY1/Q3qhuAwzu3k8GQOSnfb9hduKbyCvIl/N1fXzh37wtOlx1NdqLoUMLGreV0zTYFo64jKKS+bciVXJFBE7BZvNmTAlU806RgU4z1PllxCFtkAqMM+djzxD9vFcjNHpkYWCakZ6Kcav1ZW+hrJcUOWQc3l5pEaFm7kEaUrEsqSjIzNyThvCQIDVXkrqpsBIYp1KkMs5PFzhls1quDRlx4QiPiynzfEnlz9kai/fBarF//TrbZPm+odcXVOLGRvH31WbnvikYY4wxxhhjtRTdTPh+86ZSgbsesNMyZ95wMIsY3K6gndxz8wA0qFNPTucXFOCv86fltIfYyYQ778fmWZ9g0wva8O3M/+Gb5z/Cxuc+lEP1FYlIPYoN7IRQNUk3CKYURrdBCAlXk1I47I5Xg0IQnrZHhN6azKRlCI2LA9Iz9BSIJIyIshV0BmLKZhGYvjVEzStlnp81yYiNDsUMe4LbSp9zOSKHYBzSsKfETQbbIvFWRhzC315ZTqDPGGOMMcYYY5VXMnB3VcCu8yi3FrvSpU1H3NTxejVXpGHdBrgnbCDmzvk35syeU2zY9N0meHl6qTXtpapOz6cq31aqN8tq8Hr6/BLVrEtM27GPktXKbUpeibfHDbFSEp2B9NRQdJIxaib2pKUiOsjKMQup6ttUMhwYhRFYBq2QWgt2Q6I6IbQwALXcd0XZsQ/x2tLsKGWXXH3OdJ3DR8ChmJ/OKfxtWFYAsE2rnVCsYJ6q8/ecL5YIVt8bFX1PMsYYY4wxxmoiy8DdlQG7CDLsL2n39PAUwfkAeImxjoKUXsE9ENTKH7NmzSo1fPPNN2pNW4oC3OLBs0hPH1JYXTo1OrYoeAqKRqiqfr5UBI9vy3RrytrHMoworI4NzC4jwips+71S7MtK/f3k8YMsAl5V8k37tVotnQLGQQCdv9xXIDqFpqpCahHsinA4KjASQ8apkmabNwrsV/z8rBHnNDvNgZJxR8/ZMo/1YVCJfLNYh67z5iniKJVR/JjF28iLPJpRvIp/8sq3MW4GHbOs94Yz3pOMMcYYY4w5X9Hv7LIHVj3ZHbSTyBtux9XNWstpynQfT28Mv3lg4ePdiBawasPMmTNVqi2WbY8t23+L9Bg1Z1ldmtpPh8dBXxQ4ZUbxttzFlLEPy6Bu0NtILazaXVph2+8hK8X6liWoWont7JAMG22mKZAt3tZ72cggLBuRUaztfmEbcQp2QzvJYDUoRKwrtnO8bbil8s5PyUzCstAZDvUF4Ng5F29frg2rS+SbWqdS1dwtmyUUP2apey30fig8TjJWpqn3VJnvDWe8JxljjDHGGHO+4r+1bQ/MeSyrxFtWlXc+B0raSUPf+hh6U4QWpIs8b9+8LfqG3KKWal544YXCwbjGYbXlG9ieHvAi38JqEYRrMRwFxCOBpeV3chZaWE88VQzhpW8QqDbiySLYHTdEO4/AqBFAelIl2obbf36yTbo6rt1ccs5C4BQsjUsrs+aDVXTjwaEq+ZGIUcfJnD8baSOiLEr2K/DeYIwxxhhjjNUaJduwl2zj7lwOBu1kaI/+aFSnPjxNJtx7axTq1amrlmgsq8c7HXUGlxqNWFUUSwGXw1WRZYdyb9sXGCbTA9B0yVj5tirNTY5FdHml05nzMVtfXwrHiKWbsRqDireHlm3EozEoGkXr0jm+HY3oirYNt3l+qm124eFVm3TLgnF7uOKcFSqpttbbvW169fSye+ov+drlTYZlsYhdZtEBnyPvDZ0z3pOMMcYYY4yxasFWp3OuDNwdDtqDW3dAz07d0KR+IwzucadKLVJYQimG8hVve2y94zZLkXhLPhJMW3+kCB0dr4qs9TYuDlx4XJvPQQ/ag9n6OiZqi649Uo6qgIuTKNpeDNq5U2Co0mQgWfoRdJFvZWDEMnFsveMzBCJqRLiI6S07X6Oq9WJUwfbsts+vpIp2Guf8cy5CpeAie0bq18cay/fNbIRkVOBxgfLGw9t4O9TyfB14bxRyxnuSMcYYY4yx2oeC27IGI+rRo0epgF2nB+60jtNQTNI6uIf5z10/qhT7fPHzV/j69+/xn39Ml498IxSwEMsS9ttvvx19+vRRcy5AvXYHpWNGOc9DZ8xt+D3JGGOMMcYYc5K2Nw9xvKSd9LuuJx7r/1BhwG7Jsnp8+b3HV05ybDRSw0PgaO3u0ixKyAsHOx8F5xZVcX5VfU2MnifWOe89yRhjjDHGGKvtzBQHtQ6+yfznrq0qyeiog7UgRFOfbhJ1GsYlmqwq8XuSMcYYY4wx5hptbhla3YJ2xhhjjDHGGGOsdmhzy90Vqx7PGGOMMcYYY4wxFzNV4JFvjDHGGGOMMcYYcwcO2hljjDHGGGOMMWMyVeA57YwxxhhjjDHGGHMPDtoZY4wxxhhjjDEj4jbtjDHGGGOMMcaYUXHQzhhjjDHGGGOMGZRJe077zh/WoUGDBiqRMcYYY4wxxhhjVeHcuXNqCugSNV4raeeAnTHGGGOMMcYYq3oUn1vG6LKk/UBaqppljDHGGGOMMcZYVTt//jy63DWB27QzxhhjjDHGGGNG4+3tLf5VbdqtlbR/v+ckTp67rOas69ahCdo08VVz5Uv/aiZyzxyAl6cHvLzE4ClOwGRSSzUeHiZ4eNdDs6DhaNTmVpVaO9G1OXv2bKlrpPP19cV3332HPn36qBTnO332Eo6euoiTOZdQYDaj9VX1cZXI84b16A3EGGOMMcYYY8wVLly4gM53TdSC9uzfNqvkIl/8/Cdu6NIWFy/lIb+gAPn5ZhQUmAERuJGM7GPw8faSgXvbpnVlWnl+WfkowqKux/FDp5Bz5Az+OnoGTdp2RHP/EDnW5Z45gX3ff4HAO15VKfaZ/MRk5F25gnsfHo3OwZ1lsEvxrjbWpj1gluPf03di2Ufvo2GDBnhxzmy1h7KVtX/zmdM4t2E9GvWLgFejhnbvn4Lu2267Tc0V5+HhgdOnT6u50qidw9ixY/Hwww+jd+/eKrV8ZR1TdzE3DylbDmHnvnPIOZeHE6fzcCUfaNLIC00aeCG8azPcfmNL8R7gyhqMMcYYY4wx5mxUgHvdkCdsV4+nAP3SlTycvpArgrZcnDpzAcdOncfhE+fw5/GzOHvuAm7p6o+f9p7CoVMX1Vblo9LaZm2aoGM3f9zQLwSNm15CRuoXwP4NQLY2+BacRWbuYXRd3gYv//i82rJ8dCfiigiq6/rWATy9YPbwRIHJE/niZepDHs2bvOAr1rl86VKZQXFJtvZ/Je8izDvHIefdBTgw4h5cOHzcof1r1R5KM4trVdaQl5eHgIAAJCYmYtu2bWor+9g6JqHS9TeX78Sa7//Czj9M2J7thayT9bH/VD1sy/LAt2lX8N//HcTiL/Yh97KI5BljjDHGGGOMORXFe2ZZ8AzxrxX5IminEmQPsQZVZff29oSPjwc8PT1k+vFTOVjy2XfYs+8gPlz/q9qqfOZ8EXCKfReIMVWFb9q6sUy/fPowCs4eBc4fA/7cKpdfuVKAhN1v4sHP/y7XKY+nOFkqnfYU+23drEGxoVXTemjhVw/NG9WFX/06yMun2gP5crCXtf23auKLRn88iRXf7sEDO/djX/bPuPBVcoX2b01BQYHNgTomeOqpp/DKK68gLCxMbVE5VLPiw+Qs7DxYgHP5DXH0jDcG3tICcU90wILojrivf2t412uA8wWN8P6GM/gg5Q9cFvnEGGOMMcYYY8x5KGinkN2zYfO2s6InPqKlWkg/dAatWzTCpSv5hVXA9ergZjPQolkTtGjeBDd28YcZnujStpHa0rYju1ehVYerZGk7Be60HxqO7DuO5o3riv1AtncnF09eQVT4XHyS8REyz+6Dx0UTbrmmp1xmy8rElTKYveGmMHjUaYCzFy7h7PlLOCPGp2kQ0zTQ/F+nTuLnrVvkdnf97S45Lo+1/Z/fOQPfbdqC6QlnEHHzXxjyf+HID5+Gc+fO2rX/AwcOoEOHDlaDeypNv3jxohzbGqjk//Lly/D09JT5Y4+yjrkzKweLV2WjXsMWyPjzEl4c3Q739m2Kq1v4oEVjT3S+pg5aNPXGmu0XULdeXfy08y/c0LEu2ja3v28DxhhjjDHGGGNlo+rxiz77mkrarcvPL5ABOpWGl1Xirq9rrwKxbkGeVtJO43wxkCtintrO77p4Cn/btRozL/yMm1qFI6LVIFysm4eErW/I9cqil2xfupwHHy9xnjTQ+Yrz1ubF+Yuxlwhwqeo/ravdvbBPyf37nvofDmb9jmlvnkePgJOY+mgQzgXMEwFvgwrtvyT9ePYMlTmOjkrME78+iFatWiDrSC4uXirAd7+dwfe/n8XkNw7gyx9Ow9cb6NzWB1e3rAOTuAbe9epjU/pZsS5Xk2eMMcYYY4wxZ9FjPNtBuwigRbiuAnbbgTtF9rSuvWSwLgN3qj4uxirgv3wlH+nnT2HCvm/xaJ/nkV+vuUzPyflLjk9c1MZloRdFw2URMP956hwOi+HPk9pYG87jqBgfzTkvA29aN9+BYNdy/38dWofTh3/C5NjDaNngKOZOaoadXjNxrqARTpy5VKH9lyS3txKgWw4FdeogX2QM1QCoLKrS/92vJ5APX5y7UADfOp74/PscTIo/hK92nMP67WdlDYncK2acOG/G+SsiP02++GnPBZzP5SryjDHGGGOMMeYsFA9SvC2DdqvVrvO0avEUqJcVuFM6rWttHyUHki+CdVnCLkvaReAuBvL7+ZN4+dw+RN8xB98cTMLOwzvwz9WPI/Wk1rN9gQgUre3TctAD2ay9mTiwdw8O7d+Lwwf34cihbDnQ9B/ZWTiQtQf7s/bKdfPEYG1f1gZ9/7knt6NJwXZMmrMT+RcPIe4JD2w6/g8cP+2FnJPHcGCf/fvXWVtGgbh+o0Af8j09ke/tLYeCxo1x7JlnkPv99zDXq2d1H9YGXcl06nzQw8MLJ89chknk82WRT2fO5+P0+QL4t6qDmfc2x1/n8rD2t4u44uGJug28Ub+hD6hJO/WBUHJ/PPDAAw888MADDzzwwAMPPFRsoPiPYnBT685h5n3bv1VhXJGlGzLR99YgnMu9LDegglxtrO2A5vNEwO3XwBdbtu/DyL6Bakvbdqwag843B2knIWN12hfw1c/b8b+GpzCp93P4ZOfr2HH0FxzOOicCw3xcbpSPc1euoGCnGadfPCf3Y8t9w0eoqRLo7oOODmiB2oJ/+L+P1VzZaP8tm3ng+Sm3ImbuRmz/5Re8/WQOPkkNwG8HrkKjhg1F0CvvgxQqb/+bN2/GHXfcgUuXLqmUIufOncOpU6fUnHgZderg7EcfoeDkSXk3xcPHB8dXr8bFtDR0eOIJBM+Zo9Ysm61jnr+Yh8FTN6NBkzbY++dlXMoT5+/tKQJzb3wQ3QbXNPdC8q+5iPvqAhrU85TXtXEdE7xzz+DV0W3Rwo+f3c4YY4wxxhhjzrBnzx4MmPzfctq0i/8sS9itlbhTFXlH2rRTyXr+FVU9/ooZF8/mYnGdbDxx+/NYvvO/yPorXa7X8Gof+DQXgaFgErFlz6vK7oSO6CXh+kA3B7Te3j1kO3Ya9KBae/a8Y23B6/pcwTOP9cLLb/+MH7el4T8TzmDD71fjl6wmaNyoEXxEEF2Z/Zekl67rQ4GXF/a+9RZ2v/EG9rz5JnbFxeHU/v3IbdwYaSJ94003Iff339XWjqN7G2bxX25uHs5eFPnvaUK+yO87rq+HNk08xLvBjA9/uoRGjX3gW18MDXzQsLE3Gougnt4TjDHGGGOMMcacg+JJirNk7/FTxo9SyUV+zDiGoA4tkFegrUi0EQXtclaOfX28kJl9DN07am3Qy3J0zxdo0sIP5nx6lJkZWb/tw+kTZ7G+4Cj+zP0Vxy4ewGVxYpbDpUv5qLO3Ad55YAlaNGqp9mTdRx9+KPar3UCY+szT6BfRH7f17o2et/WSQ6/et+HW8HAkfvqZ7N2dgmwK7Efcd6/cpix5Vy6hc8s9+HRtFpav+h4v/OMU6jW/EYc9hmHI0KGIuuuuCu3/4MGDsid3a8E9PdKNStvpNdFg9vbGH+I1Xs7NRQFVkaeq8mK9PHGMAjF95vRp7Pvf/9Du/vvhXb++thMryjpm9uHz2H0gF5fyveDhrTWD8PTxRKc2PvjjdAGSdxWIIN0H3r7eaCIC9jqmPNx4tRe6d/CFlwjyGWOMMcYYY4xV3pEjR/Dxup/KaNNOUb1YRgE7Bee2StxpGa1rbR8lB0Id0VHJvN6W/dSZAtxz8hr8vm0Xzp2/LNNIXm4BzmdfQdOsVvhidBJC215ndZ+Ww+VLl+RAj0GjuxJT//kUnnh8knwkGlUFpwCYus33FgGvl5e3TKPB2r5KDmcOpuCHn/dgySebMGlwDtq3b4cnXj6Mjz/8CM2aNavw/nXWllFQTa9FH/LEcO7iRZy7cAFn1XBOrHNeBPRnRYDfODQUkdu3o26LFlb3pw+6kunUr+Dg3m3F9bqI+j5a/kLkc/OGnmjkK8b1TejUyhsmEcjXa+iN1lf5oODyFdzoXwe+Yv2S++OBBx544IEHHnjggQceeOChYoNWyCpiby18K00G1SooLzNwF//pAbg9aF3LDuio1/gmufUQU68XLuwRAei5KzL9+M4LmOLdDdunpeG6ttfLtPJcouCchtxcmEUge04E0OfPn5Ml1qdPn0ZOTg7++usvGcRTAEyBcIEI7u1x+rTY18U8PHDHedzU2YSlm3rIntTpOlwQwXNl92+NfrNBHy6eOYPm99+PpmpoPnIkCpo1k8cNmjkTkSkpqOPnp7Z2HL2Wazs0wsORreFRcAFe1BudkCveKy0aeaJhPU+cvQzU8fFAu+aeuJBzEbd18EFouzpyPcYYY4wxxhhjziGDdhGHy+rxk8eNVMlFvvv1IK7vcg3ytB7jBLE2/UvRuxzLf1HH2xO/ph/ArSGtZXpZjmetF4FuHryp2ni+GedyzuLQYRHonj4HX5MZvRu2xVd7s3G5QQFyjuTi3Ue+hLdvY7V1+ZYuWYIrItClkwu75RYkffGlDOJ79eolS8EpeKeS8C2p38ugml4Clcg/PKp08wBLh7Izxbl/huYNTiOvoC5iPzYh8m8j8H1qKi5fqdz+Dx06JKuqU4BfEgXjtE/9TkuBWKdx165ocuutaBIWhmY9e+Lc4cPo8sILaNu3L/waNFBblq2sY3p6mBDSvqF4nZeRti8Hnt6+OH/ZhA27ruDbvfmoV9cDV4nDHNx/Gj1amnF/eH14c7V4xhhjjDHGGHMqatb86be/lS5pv3jxIo4fP44z58/By8MDdb28UdfbB/W8vVFPBNv1xdDA1wcNfeugUd06Imj3kuvSNrRtWbr0ewnwbo/jh47i0sXL8BL7vPr6+9D3vvmIGvcx+t3/Ab58fBsC/roFg9sPR32/dmpL+zz08MOydJqqyJ88eRIzZj6P6TNm4OjRo/L8KI1KxHPFeVLJdW5urhwoMC7L2nVf49tf62H7kVsRv/wsLl2pK3uFp/1P+7//k20Njh07hhMnTljdf0VQsE/Xk9qyU3Ctl7afp0D+1Ck5nPnzT1wzejTQsCFyxDlQKT+9Ftq2MurX9cTkYR3w2qQAdGt3Cfnnj+OvU6dx6vhpZO8VeXf0JJ7qVx+P9mnI7dgZY4wxxhhjzAX0PsjkI98yfvpazhAK/A4fPoyVm/fglAhO7dHU+yKG9OyE1q1bo0mTJirVtjNHtuPQjiUw5+ei9U3T0PQqf7Wkcujcf/zxR1AP7ldddRW8vLxkOpVSE6olQC/82NFjIhDW2s83bNQIYWFhqFPHdhXvI0cOy47z6PFrv/32m0xrJLajwJ0GOg4Neu/xtF6+usC0/9tuu01OW/PDDz/Ix6+VvHFAVe7pJgMF6nQjgl6DrG4vgnhLdDxqQ09jOhdfX1/Zxr5+GR3R2TomY4wxxhhjjDFj+O677/DovE+1oH3Pj1+pZFYVGjRoIKvXu1NVHJMxxhhjjDHGmH02btyIcXGrbHdEx9ynKoJnDtgZY4wxxhhjzLhks2eT6ohu0tiHVTJjjDHGGGOMMcaqWkZGBtb8tJeqx99s3rllrWzvzRhjjDHGGGOMsapF8Tn1Z9ZlWExR0E6oMzPGGGOMMcYYY4xVHb0D8lJBO2OMMcYYY4wxxoyhy7CnuSM6xhhjjDHGGGPMkEygoF17hjljjDHGGGOMMcaMRT6n/c+dP6hZxhhjjFV3p0+fxtSpU9UcY4wxxtxt3rx5aqpyugx/hoN2xhhjrKbRg/aFCxeqFMYYY4y5y9ixY50atHObdsYYY4wxxhhjzIhMVD2+y83mP9O3qBSgwFyAY6dPwsvTq9zm7vnmfLRs3Bxms7nUc94vXLqI82Iw0VF0th4FT8cpsawwif6xOA8trWjlwimVpv9rmS6nxT96Kp1r4Xp6emGavlwuKDZWqbSC1fGff/6JgwcPwuThoaXb6cqVKwgJCYGfn59KYYwxxiqOS9oZY4yxquPUkvYRVD2+RNCeV5CPDzetxKqfv0Y9n7oiIFcLShJR6eUrl/BAz8EYclN/lag5eS4HC7/6H7btS4ePl49KFTzEZnJ/KiRXka2WJgJfmhABsLZYC4QpAKaT8PCQcyLZBA+Th5wXU/AUY0+al2ke8PLwgqcnTXvCS6R5eXqLNBp7wdvLSxuLdbw8PeFN02KgNB8vsR6NaZm3t5z3Edtq62jzdWhd2oeYlulqP55iuiAvHzt+3SEC98OoV6+evJFhLw/xmo4ePYqePXuiffv2Ms3ajRDGGGPMHhy0M8YYY1XH5UE7lbR/v+cX9Jo5HPV8G6hUa8woKDCjZ3A3rJ/+npgTQaYMs4GVP63DxEXP49T50zKopWCb0DoUXGtReREPNSuDVBWnmmQgrs3IQJ1Kr8V6HmJ/tA9PmpdBugi+aV6ky2kvHy0gp8BaBNV68C2Dbu868PH2QR1KE4OvWLeOmPfx8YGvt68YxFik+XrXha9Iq+tTR6xbB3XFdr5yEMtEmg9N69uKIJ6OmXv+Ao4dP46rrroKjRo1EtfRzqBd3pDwQEZGBr5I+hK339Yb3bt3Lwz6OXBnjDHmKA7aGWOMsarj3KD92eJt2ilQFKEyglt3QHDbQBmQ1qvja33wqYsGvnWReTRbbquVlmv2H/8DJ0XA3qheA7FuXbk+BcD1xTSNtTQ1iP3QUNeH1qH9irEIoOWYlslttGV15XFLDBRA0zIa6pQIsL1FYE6Bt1yHxiLIloE2Be3amIJ7H08frdScgn5PraSeSt1pngb9BoG8YUBjEUhTKK0F1IV3GbRlYiC0jl2DWJ+ue1BQEIbdfQ82bd6Mb779pliw7kipPWOMMcYYY4yxGoJiRjUpUaBIpeFN6jfGC8MmIyfnRLHgsRgtasXFSxeRuvtnOU2OnTmJ3w7ulsGvJX0/1vZXFJIWraNVD9fSioJWSrDYntLV/rR11DT9Q+nif3o9Oqp+T69QOweRLrfXl9HFoMtBAbncUBDztFwM2iYF2rxcQ1ugjTUVDa7119uuXTs8+MADsuT+5VdelukFBQWFyxljjDHGGGOM1S7FgnZCASJVNe8ecB2C/TvjSl6eRdhbkllWA39/00o1D+z5cx++Tf8RPt7eKsV+FBjrsalWAk1TWpBNg5yjRDVNQbO2EqUVbSvJJFrP8iXSSvJ/tUwba7uj1KIdUC1+2cZemyv8TyPSaZJuAhSeS+Xo+2nevDnCwm4SwfuDeODBBwtL7p11HMYYY4wxxhhj1UepoF13VcOmiLzhdtkLvO1wUUau+Or377VZYdfhvcg8uk9WK9fZW0pM65UdnBaVkpvFSF9ThtMiyqayclpM61AJe4FYRi+Q5rU0OSO309JUQKzmZYAs00WCOBc6bW1tjdxGjLV2+dp2dC6aovUqizq7a9OmDebFxmLmrFnIy8uT6XR9nFXiTu0dExMTsWLFCpvDp59+imPHjqktqga93lGjRiE8PBwfffSRSmWMMcYYY4yx2sFq0E5hYeN6DTHg+ttwJf+KlmgDBccUWFFwf/bCOaQfykQdH1+1tIgekFsGnTRJoa4MhFWJMqH1dBaTgsXp0m4oiFYryN2qdamtuBZgiwQ51tBYT9emCzcRtKnCf0VgTsE5zev7UQtL0c6h6HU5A10PCtwnTpiAJ554QnuUHJ27PFblzZ07F3fffTeGDx9ucxg2bBg++OADtUXVoF71ly5diu+//x7vvvuuSmWMMcYYY4yx2kE+SK0kPe36dsF4oOffcPFyrkqxjgL2BWvfw9GzJ7FqGz0qrnTQTsGmHrhLepAtY13bAa8M7OW2tHqB3EQG3TKA1dahaYr5ZZt0EWjT3ii819ZVy+X6WhAuN1SDTBODTu5X/Efry7OS64gRTZopXVtX7p8WaHuU2zgbXa9WrVphzuzZWL58ObZsKerlv7LOnTsnx/R4uqioKJtDt27d5HpVpVmzZrKTPrqJQaXtjDHGGGOMMVZriJiTolw1VxwFrG2atMRtwTfhQu5FLdEKilsvXL6E/32fjIPH/8Teg3tkz+uW9NJ1LchVIbqY1JqMi39Uun4mMnBWaToZFNMtBvqflpXYRrshIAYxLQN0CuFNnmJM62rrEJqn7Sl8149BI/3uhbZcTYuxPBfxHwXpVCVfpsvzoJmidanGgbPp59dUBK5Rd92FI0ePynlnat26Nb788kubQ58+fdSaVcPb2xt79uyRTQReeOEFlcoYY4wxxhhjtYCICT20MLc0PfWG9l1wQ4cuZVSTFzsRQeyxMyfw0hdvoUGjZoVBOqFpy6rvhPZdQLG6nNZKtOU2egQsFFBH7XKWAmNaS1tXmxJnLbcX/6llWlX2ou31wJr+o2VyuRzUWmpVbV5bVlitXgxUak//aevq+6Jp7Tj6f3JHcoFr5V25Is+vtqI8YYwxxhhjjLHaxOQpo9LiAXVJNwVcj8iufXBJBI0ULFtDATFVod+SuUM+I90WCrtovYuXL+HylUvIFeOLV3LFvsW0GGjZpbzLclqmieW5cvllkU7zYplcfkWudzlPjGk6/4q8qXA5/7IY58ke72nZFbEOpWtDHvJoKMhDfn4+8gtoKECBGBeYaVyAfLNZjukGgvhXDvKGghpk4CiWyfDRIogs7GS+Fli8eDFmzJiBI0eOyPmtW7fiscceQ2RkJB5++GH873//K3bTpqTc3Fy89957GD16NIYMGSK3efHFF/HSSy8VDmvXrlVra2j96dOnY/v27SqlSGXPh1Bne/Pnz8cDDzwgmwSMHDkSixYtwoULF9QajDHGGGOMMeZ+HiJoN7W+ro/5z183qKTiKGSl0uSPNq3CPz/4twiKr8DTold4SxQYlSwNtUyjwD7nwhlM6PcAPC0DXgqBKagSaTJV/KOmJCox10rCxZiWUYk4rSHSqeRZlod7eMBTuwMhxl5y3kusR+dKA1XX9xLLPT285PPjqWd7SvOk9cRYSxODl0j38IaPF6V5a+me2ro+cjnN0zJaj7an/dPxPXHh3DkcO34cLVq0QIMGDdTZO8/vv/+OvXv3YvDgwSqlciZNmoQ33ngDHTt2RGZmpkotX2hoqDyXNWvWIDk5WQa7JVHAvHLlSvj4+KgUDVVzHzRokHwdZenbty++/vprNVd0TAruKUC3VJnzIR9//DHGjx+Ps2fPqpQi11xzDT7//HPceOONKoUxxqoHekLI1KlTsXDhQpVSHWRjcWR7jFmjzQ1ctB/Jo/3l9MYYE/rOk5PS1A1mxPYRWyyORHu1geX6ttIZY4wxdxg7dizmzbP4w1UJ1z4ySwTtN/Qz//nLOpVk3fEzp/DYO88jece3qGulkzlbKGiXVeNFTE43APzqNUTGq1+ppTXL+fPnZU/ntSVov/baa+W4e/fusmS7bt26spd3vZSc3qRPPfWUnCbUJr1r165IT09HWFgY/vOf/8hjp6WlYfLkydi1a5fcNwXQ119/PXr37q22tC9od/R8CAX5VLJO71MqXX/88cfRsmVLuZ/nnnsOP//8c+E8dYjHGGPVRXUM2mWgvesZmLVoHJHtV2DY/mSM9qdgfgKQQNNqZSLX2YVnzLHoIwN+tQ5spHPczhhjzE2cGbSHiKDdw+RpveRcRwHNVY2aomdwdzSoU0/OUxBeHrmezkTV4i/hsf4PqYSah0rh6TUXe93VwMmTJ+UPu5JDTEwMfvvtN7VWaRTIPvroo7JHexrff//9WL16NW655Ra5fMmSJXKso5JzCtipt3rq4K5Xr16yE7z+/fvjs88+k+vQciqJtwzY7eXo+VATCQruKb8mTpwol990001o166dLJnfsGEDrr76ankjhm5uMMYYcy3/0clawC5n+mHYQG0S2IddGIZ+JYLu7PUrgEWTRGBO/NFvGLBifbbNdMYYY6w6oujS1PamSPOhrau1lDJs3fsrJiyagb1HD8Db28eiAntxlkGrrNJOa3oAx08dxR8JW9G6yVUy7dKlS1i/fj22bP0BdX194UlV0r291ZalFYggi7axeeASqOK8p5cHfHzqyPO4cvkKrly5LEv87SXPvRy0vzriGD169ECXLl3QoH4D1K9fXy11DF27kk0MdBSUuqKkvSyxsbEygLekl2xTCfWqVatKdTIYHx8vg2FPT09cvHixME//+9//ypLu2267Dd9++61Ms0SPtqMAmaqr33fffSpVY09Ju6PnQyXwAwcOlOnUHr558+Yy3RIda86cOTKYp7byjDFWXVTP6vEWqBRdFpCPhr8sUR8DVWue6rtjv0jH4khMQEJR1feNMTAlRWF/55etphfeEGCMMcZczJkl7V2oenybHpHmP34sP2gnDy74J77ctgE+3vRIN7ujZ9mB3KT+D2LOfU/JdufUOJ1KOk+cOCGrldetVxf79u3H/n37kJ+XXypwpf7lG/n5ISQkRG5XJrEpBc35+QU4JoLAX3f8Kjudo6rYQZ3oed8UvF1AgVhujWzHL45P7Z+10nO1wCazbK/foKEI1uvVl9tSIGiprGC8JFvruipop2B15syZKrU4CoQ7dOig5jRlBdCEbsRQ6Tmh/NWrlcfFxeHJJ5+UJd/ff/+9TNPRa/YT+XvmzBkkJibKDuos2RO0O3o+ekBO29uqUUAd4FG1+UaNGskfwIwxVl1U66C9WLV3gYLuvsAGNU/t21/uvF+E5RMqHLRT3ykbN25Uc4wxxljZLAum7eHUoP1RCtq7DzT/8VOySrJBlsmLP5i/b8ETS1/A4ZzjMlC1ZPlCKOjUAk8tjdrE//5KMrq0DRLpamdKytq1mDnjOXiIQPeyCO5l0KqW6Whft4SH47UFr6uUsj09NQbfb94s90W9ldMR64ggnOa73nAD5r78Epo0baqtbAWVyr+VkID3liwpt9Sc9unr64uRo0bh/oceVKm2ffjBB4hf8Aa9KNpYptGNiJBrr8Xsf/8brdu0lmnyOlgE764K2ivapt1WkLxp0yZZmk4OHz4sS9DJDz/8IAN2uhFCvcBTG3Qdla5Tz+1USn7o0CFZbd5SZYJ2W+dDPcu///778hpb66CO0JMErtCj9sR5lXuziDHGDKTaBu0lA3ZrbATn1Cae5ksG83p6YRBvA/09yM0t+i3DGGOMEV9fk4zNHOHsknYPMz0Q3U63h4ShSb3GhY9FI5YvgP7gFa+ebMKVvCvoEXAdWjVpIZZTm28tWKUgKOmLL/DoyFEymPrzjz9w8sQJnDp5UrazthyohPRMGSWd+jmsTUnBzd17YMWyZTL4+0Ps89SpU3KfdAyqBp28ejV63Roujv2lfB2kZCbQo+FOnjqJffv2Yf/+/eUOBw4cwOkzZ9TW1v3262+4NexmPPd/0+V50ev9888/5UDn9dX69ejbuzeeffoZtUXNcvPNN8u26tQh3e233y47eqPHqj3xxBMYNWqUXGfChAmlAnZXoaryhErRqX29tYHO984778SUKVPkuowxxlzIRsBOQbcpRi8Vz8bil+dhYOcO8KfG6mMWQFuyEQvGAMP6+dtMZ9UX/WBmxsR5Y1ycNzWLBwrsKEFUeU6l63dceyvq+fiKpKI7DjS2LBW2nD6bexEvDo+WPcdTGbpcJP45fvw45v57rqxKToMe7NO2JQc93Rr92NQB2ZTHHpf7JbQ/fRt9mgYq6b0ozunhBx/Cju3bZeBubd/aaWo3IcobxJ7l+iXp1+fTFZ/idhEEHj96VM7TNkQ/J5qna0Cluu8vXYonp0TL9JI3E6ozKg2n0vYmTZrIgHn27NnyDtSCBQvk66TAmKrQuwsF6yQgIEBWoS9roPb4jDHGXGujiK7XYB76qr+NJlMkFmdrHdRtQF+V1h5jQjdopeb+o5GwKE2t3xdpixK0HuJtpbNqi2tAGBfnjXFx3tQgIis9RMSk5sqhVnth+BS0aNwcBeaiEno9+KTBEgXErfyaIbh1gAz4LZdStfX9+7Plc86LsXI+Msi1FhULdEwqiX9szFi5T/08ZMAr/hdzpYJfSvNr4odbbgqTz+fWlpc4rkwyy9egl8hbom30ZdQOvsTWEp3Htp+3YfLjj8lgldaxvEb6PmisnyNVtf/fRx9hftz8YutaTldHr776quxI8N///resmbBixQokJCTg008/lTUPKGAvqyNCZwsKCpLjrKwsrvrOGGMG0CdW+1tYNBQ9pq3YMou26bLHeZVuWf3dVjqrnrjE0Lg4b4yL86ZmEUG7ndXjRb6LP39ysqUI2vUgUi81tqStZcJf509jwp0PokWjZvIPp6XLIoC7fCmXolE5T8ErPQ6szx13YNjw4binxNCzZy+5njX/en4mzpw7J0urLY/T7KpmiIgcgAEDB6JN27YyKNT/iNNa9Ez1hDfj1WspemNTUE/Bc6PGjdHYzw+NGjaU6+j7pjG9bgr8G/s1lqW2derUkctKGj1qlFimPdtePzZtS9vQ89wbi2P41ClqU03L6TrMmjEDhw4eVKlaenVGzQgIBejUGdw999wjn8l+991346qrrpLL3ImqvRNq9/n555/LacYYY4wZD5cYGhfnjXFx3tQc1CWcR1GoWj7Zh5zw5iPPo75PXRl8UjBZrBSY1hEDtZVv0aAJ7rqxD+r71iu+DlEBrJ5+8cIFRA4ahNlz/41ZL76AmS/MKhyenzUTY8aNtRq4Hj9xAj/++FNhJ3aExnfceQd+3LYN8W+9hfi338Km71Mx9J67ZWk8tavOE+tTCWv8G2/IaunaiWt86/ri6WnPInP/Pmz/7VekbPhaBvh6iTudc2BQIH759VfsSEvDlp9+xCOjHy12fLI+ZV1h22kd7SNi4AD8tOMX/Jr+O7an/YYZzz2Hps2aFnt9TUVgO2Pa/6k57ZiuQMeka2JrsDynyujXr58cU7X49u3bo2fPnhgwYIAM3h955BHMmjULP/30k1zHHegxbnoHddSWfvPmzXLaEgX0b4n3T8ne7hljjDHmPlxiaFycN8bFeVOzeFgGq+XR1wxo2R7XNG8jAzqt+rmWTmOa9BD/XMy9gNtDbpFV6TX61tZR6XLSl19i4rjxGPPIaIx9tGgYP3YcDmRnWw1cfxYBe0FBfrHHrFHP8IvefVdO0znqgeeQIUNx4403ygDcXwSO9Ai51tdcIzuDo/J1XclA9eL5C6XSCgpKvx79/PTxiy+8IANffZ72EXrddXgjPh5envTYPM1DDz+Mx594AnXr1lUp2rqWvbqXPL6zUPVwOq6tgYJpZ3j66afRp49WpTFb5GVqaipSUlLw2WefYcmSJXhBXCsKpOmZ6u5Cx23Tpo3sB4E6nuvWrZt8Rjz1ZB8eHi7fJxTQ8zPaGWOMsarDJYbGxXljXJw3NYuHI8GgZdA8qvdQXLxM1dspnYJKOSkDdiqRz0cBIrrehjZNWmgLLYJia0weHrJU+qcff8TGDRvwzcaNhcN3Yjh/7pxas7iDBw7ggtiOzo0Gej3dundXSzX6ed986y14cc4cLIh/Ex98/BG+WJ2E779Phb9/8fZulq+T2H+FiqPSf31fdF6+Igh+bNIkOV/SPcOGoXGjRoXBOW1H7e11lO7MttfXXXed1aYNJZVcR28GQM0HrNHTaTvLNurUfp2eiUu9w1OJ+sGDB7Fnzx7s2LEDycnJMlAm8fHxWL58uZzWlXXMip4PoU7ofhTvNyrpp0f7/fLLL/jkk0/kI+iodJ2q7dOj8fRzY4wxxpj7cYmhcXHeGBfnTc1BcWD5UZsVFFeOueNeXNWQOlejkmwRZIpBBuxi+aX8y7i9cxh6BavguUQQbAsFpVYH6qxNrVPSpcuXUCDW0dGLatiggZorCsDpPGn6r7/+ws8iaExenYwl7y7Bf2JjZYd4zqYH34Sm6djeXl64NTxcpRZHbdwLxHqW22nV9jXUDpyeqe4s1J6cri0dr6xh5syZagsNlZDTY/ieeuoplVJcjx49ZLXyM2fOyHMmdPMhJiZGTi9evBjdu3fH1VdfLTuDu/766zFw4EB8+OGH8rFwZMOGDXKsK+uYFTkfS1TS/s4778j3xa+//ipvLFBVeXpkIA2vv/56lbS5Z4wxxpiGSwyNi/PGuDhvapYKBe16ofnoviNwhUqTVZII8+S/l/Iuo1eXHghq3Z5WswsFqEGdOuGe4cNw3wP34777i4YR994LPz8/bUURSFq6qnnzYqWsVKKa9nuanNbboBOqxk/VoP87bx6mPfMsZj73HGY9/zymPv008iyCY2ehIJ2CcBr0GwdU8r4mKUlOU0BsiZ5RTxdRX5dYlgxTCTUFuFWNSrabNm1a7DxLohsQVHKtS0tLw4ULF+Q0tWW3Rc+vhg0byrGurGNW5HysoWtNtQ/oGfJUNb5t27ZqCWOMMcaqEpcYGhfnjXFx3tQsFQvaZXAOjLr9Hly4dFHuhGImCpzyzQVo27Qlrr+mswyUy0JL9eD1r79yZMC+4M038d+4OPx3ftEw79X/yt7fKQCWB7LQJeRaeHl7FZYak6y9e/HJ/z4pVbX7sxWfynbiVOJKPbdTO/rgwEDZqZwrUPDpYXG+9Miz95YulcFpySBz+bLlOHP6TLF0CjZrglatWqkp4E2RvyVvWNA8lWhTVXVCndMxxhhjjBEuMTQuzhvj4rypSSpYPV4Pxq9u2gpDbx5QWEJKAeelvCsY0LU3Im8seo6qVfTcdrG+HqI2btwIny5fgUdHjsKYRx4tNcyLjS0WAOuu73p9qWrPBXn5+Pfs2Yh+YjI2b9qEDV9/jSenTJE9xVPgrAfGFOjT4+WkEoFkZehB6b9feknWAtDn6bi79+zBuDFjcejQHzKNvBWfgAQRzFKbflqH1qeBah4QffvqqkOHDnjooYfk9LRp0+T8sGHD8Oijj8ox9SY/efJkuZyq44eFhclpxhhjjLGaVGLoNXsW6ojXM+suE3xf0gZ3+dc/msPcwIR3e5mQfVp7FG9lOZo33x7YiOQbTLjoZ8Krj3dRqcwVuKS9ZjG1Dr3N/Odv36pZ+1EYSW+Fbft/R49pQ9CysRY4U4D5f0MmYnLkKDlvC/UG3/PWcNnOWw+iqW26ZXVyS7f36YOlH7yv5opbs3o1Yp6aivPnz2tBr0ijR87RdLPm4gtKTOfk5MhHvem9zNOyvdn7sX/fPrTz97d6TN2+rH144N57cfjw4cLtOwYGIuWr9XK6LGHdu+PE8ROF+6cbHLQP6pncy9tb1gY4fuyYrD5uWTPg1KlTyBTn1qx56XbY1RG9bnp8GrVp3759u7xhoqMaD1Qt/Z///Gfho+EYY4xVHPXlMXXqVCxcuFClsPLQ32kumWKu5uPfGqajR3CkAdB6qpaW+6x73nfpwb64MfuSnM44sAvtWgTLaXdKTfsSfXv8TU5/1605wlKPy2nGjIxugDhaiDp27FjMmzdPzVVOl388X9Hq8RSwa6XBIW0DEdymg+ws7nLeFXQLCMU9twxUa9lWx9cXAR07yjbxOg8RzHqJIJ6CWsuBgtmSVd0tDRw0CBEDByJPBYIUHtMfXxpOHD8uOyrTg2XdiRMnZMn+Ne3aifVtB+yVterLL3H+3Hk1p50XnQvdAKAbF9n798sSdv310XI63//EvVoYsFf3knZCr2/ixImy53i6ubJv3z7s3LlT9iJPncStXr2aA3bGGGOMlVKTSgzzZ8yEuesNeKGcCqmuEH9nY2xvBXlss3r6TmU5mjd5jRrgpV7ArubAin5Xq1TmClzSXrN4qObpFaAFxT5ePphz71O4ePkifLy9cUP7LmjbhNowl71jKmme+/JL8BBBOpWAl7V2eW85Cmr/8+p/Zad1p3NyZBqdG6Fgkab1eRpTIP/kP59CZNQgLd1F72k6r1atW+OTFcsKO2IjdEw6L/2GhKUjIpifGhODR0ePVilFr6WmoM7jqEp8586dZS/yljdTGGOMMcYs1aQaEPljJ+DyD78gboVZlrC7q5SdvP7mUXTZb8aza8zwb2x/Z9FlcTRverfrgyfXm9HhkBmv/OsXlcpcgWsO1SwiYqxMhpplvNu7y02y9+3mDZuiV6ce2qIyImEKZikQpV66P//yC1nV3FcEcoUBNo0tBiqBN3nY3h9tQ/t8ZV4s3lq8WPY0T/N0M0Bvb0/VsWmaSvgXL12KGTOfQ926de0OiOkc6PzkOaqxvfrccQe2p/0GvyZN5Dno50TnqF8LOlfa71uLF4lze16mM8YYY4zVdlxiaFycN8bFeVOzmFpf28v8Z9p3arYizDh/KReTl8zCoVNHsXbaksJA1BGyyviff+LSpcultjWjAHV966F1m9YqpbSSx/x1xw6krF0rq2BT+Ns5OBh39uuH7j30mwqlt7GFHtVG1dnz8/LV+mZ5k+Lqa67RVnDAxq83IDb2FWRl7oWPj4+8mUAlz/c98ACefOqfsnkAY4wxVhncpt1x9PedS6YYY4yVRDdAHC1QdXab9koH7XT+FMeevnAWK39ah5G971ZL7ONIgG/PuvoFLWs9e9bRlXVMR86d2Hv+juyTMcYYK4mDdsfR314O2o2JfjBz3hgT541xcd44jxGCdvvreNtA8SW9iMb1GjocsBNHAlR71qV19PVsXVzLdcpT1nr27kNX1vr6uTq6T8YYY4yxmowDD+Myat68/mMcli4cg3lrnkVOrtbfVW3Dn5saRMSJlQ7aiVEDzeoUAHOwzhhjjDFWGpVyMWMyat40nTET455YjNEPvYwzZ46q1NqFPzc1iFnEilQ9fufmL1UKY4wxxmoCrh7vGLp5ziVTjNUM39xUHxG/XUCuF3AofQeuaXe9WsKY46q8evyDzzmnpJ0xxhhjjDFX4BJD4zJq3uyd/SzWjbkTH708Eg1btFOptQt/bmoWDtoZY4wxxphhcQ0I4zJq3jw64Dn0XrAeDz6+BH6+fiq1duHPTc3CQTtjjDHGGDMsLjE0Ls4b4+K8qTlMcFJHdIwxxhhjjLkClxgaF+eNcXHe1CwctDPGGGOMMcPiEkPj4rwxLs6bmoP6wOOgnTHGGGOMGRaXGBoX541xcd7UJFw9njHGGGOMGRiXGBoX541xcd7UIFzSzhhjjDHGjKymlRiadu/Ctwc2Fg7uQsf6eeN7Tj2mo3mTk5tTeB47jm5XqcwVuKS9ZjG1vraneefmJDXLGGOMsZpg6tSpWLhwoZpj5TGZTPwj16CoxNDIefP119kYO3YN6tTxwMWL+fDwMMHHR5tu0MAL58/nibVMqF/fC28ffBV9L/2OhB7AxLu07Vu8+aZclp9fgEuXCsQ23nIbHx+T3BdNN2lSBzk5l1CvnhcKCoDLl/PFNt44d+6KOK4nvLxMYjoPjRv74MyZy/D0NMl0y3N4vu1ETPgJWBMojp33Nq5cKZD7omPTNtbOoW5dT5lG+7F2DkeO7EOLFu1FHnlZPYe6db1w9uwVNGqk7e9ymwxsyv4vOp8Anrv5Krx76MVi5+Dr64GGDetg7tzbERHRQbtABjXmPzfjnve3Yr8fcO17G9C7XR+1xBiM/rmpTuhamqlhuQPGjh2LefPmqbnK6XL/dA7aGWOMsZqIg3bHcNBeOxw9fwSvzx6AsLRT+H7Q9Zg7sXK/gTdtOoS///1TEZBeUSk6ei+VrJ5sxmG8iFY4iy1XA7eOUcmzYsU/tK6z33/Fz+H7q2NwyyHgSAOg9TkKJvTj6etZOwfnnpdfu3Qc/vNd+OYB/+vQAPfvm6mWFD9X0rRpXTz66HXiu+xm+PnVUanG8fWdrRG5+Yic3rrsDXQd/JicZjUPB+2MMcYYcwkO2h3DQbtxObPE8MCx3bgmoLMMGrcE+uLGtItqieNSUvbJgJ1+y0dFBWLixBvw11+58Pb2lCXVNN2kia8cE5pusD4JQdvW4v+6ZGJrQEP4+HhicqOFYlldXLmSL0uvW7asj6NHz6N+fR+5HW1/zTUNcfDgWbkPcuHCZbRooa1Hx6P9/PXXRbFeo8K0kuewftNQ3Lf1OJKua4qBI1LkjQY6Hi2nbWydA6VRib61c3joobuwePEqsZ63zXOgadofnUP2pV3IXT8Vt+7Mwbq7bsOt179S7BzoeJs2HcQ77/wq9k81FCBL7K+7rgWWLo1CcHBTmWYEM6Z1xfT4X2VJ+8l1a9ErKEItMQYuaXeeKg/a7/s/DtoZY4yxmoiDdsdw0F47ZJ/ej4JrO8jq2e/c3ggPrj2tljjmX//ahFde2Yq8PDNuvrk1vvnmAbWEOcsHH6Th5Zd/QEbGXyoF8obAQw9di5kze6oUxlzPCEE7d0THGGOMMcYMi34wO0vL+q3wx4a1sjpz0LtrtUQHvf9+Gv797y0iYC/A3XcH1eqA3Zl5U9JDD4Xit99GY/PmB3H//SEwiUNRSf/cud+jWbP54tp/JkvnmXWuzBvmflzSXsu88soraooxxlh19PTTT6upsnFJu2O4pJ3Z49//TsW//pUqpx955DrExw+Q08z1cnPz8N//bsXixb/hjz/OqlTg1lvb4L77umD8+BtVCmPOVeUl7fdOE0F7iAjaUzlory0oaJ8zZ46aY4wxVp1Mnz6dg3YX4aDduOgHsxHy5plnNmD+/J/l9ODBgVi2bIicrs2qKm/WrNmHhIRtWLt2n+xTgDRvXhdDhwbhxRdvN2THde5mlM9NTWCEoJ2rxzPGGGOMMcMyQuAxe3ZqYcA+Y0Y4B+xKVeXNwIEdsHLlPTh8+AlMnHijCNJ9ceLERSxc+CvatFmAmyZ2wqK7rsZjL92ktqh9OGCvWTxKPF2BMcYYY6wKZGNxpEmWeNMQuThbpYsliyOdks6qJyrlqkojRiTKoJ1MmdJdBu1MU9V5QyXqr756J44cmYT4+AjccEMLFBSY8V5yBh5f/wfmzPsJTz+9QT5fvrap6rxhzsUl7YwxxhirctmLJ2BM6AZZBdG8fxEwZgJkvJ29GBPGhGIDpZv3Y9iKCqazaqsqSwwnTlyLVav2yul//es2vPxyXznNNEYqzX3kkeuxZcvD2L17rHwMG6Fn0r/22s+4+uo38Pe/f4bU1EPaglqAS9prFg/xF01NVrGseET4+cEvep1KIFmIjxBpEfFiygbarqzlrmTr2BV9LSWV99qc8NqTx/dUpRE9MT5ZJQpF6Sb0nJ+pp2K8StO3mZ88Hz17zoe+hqXk8aZi+8ycT/scL/aio/2JfVjbmGTOF8st17d1XkW0Y1ieoxqsnaPYf08r61qeM2OMMffwH50Mc2wfNdMPwwZqk9nrVwCLJkFb4o9+w4AV67MdTmfVV1WVGA4e/Cneffc3eHl5iMD9Hjz99M1qCdMZsTTX378x6q/agC3v/gdvjnkVgYFNZE//1P79jjv+hxtvfBfz5m1VaxvbjqPbEbdqKhYvnYBVe1aqVPtwSXsNYjIbrKQ9LAxh6ZlFQWjWWiRWj89UadXhtSSPx6C0Ecig0oiMGcAgFSBTOlS6OQMjlgVZBLLjsFqm07AZU4JUshVBIeFI26OHyplIWgaEh6ehKGkP0hCKToFqvlAm5vcUAXRQNN5WKVKZ56UJnLJZnZsaMuLEMcNhsyJbeJzaX9HwVqRaZi8K/m3cuGCMMVYB2euxAsPQz1/NW/DvGIo1u/apuSKOprPqw90lhtRLeY8eS5GSsk8G7HPn3o6IiA5qKbNk1NLc3u364Mb7/4nXZ0QjLW00fvjhYZGnreDpacLOnScxY8a3aNToVdm5oJEfG5ex8xtMeeA/eGz8W7j86lyVah8uaa9BRFYarHr8UAwNScRaPdLduxsYNQpharZ6qQavJfItmDdPgYyZA4MQogfUlP6WShf/Ro1QwTcF2eEhKCNOLyawUyhSlyWpYDYD6SLgnjECWJakwtuMdKSOG4LSMXIgpmymAHo1xqkUydZ5lSE5dhlG0EFdKXAKNuvXkTHGWOVkL0Zk+114Jnk0rMTsTtG3b99Stax0eukUj40z1gd93rVjb9x9d6II9I6L9wWQlzcfTzzR3Y7teGzk8c03t8SmTQ8iP/85kb+dRMpFXL6cLzsX9PePF+tF4/PP95S7H3eP502Jhm+enETjnIt2b0djfdDneVzxcVXzMJuM16Z9QFQIElWkuy4pHUOjguW0tC5aq3YuhwgUq30urUN0BKWrSDkrXsyr9SOiEV9Y7G3B2j5ltXOxfnRE6WNZ7DNiQiLKKjwv87WUOLfCl2Jr//a8lsrITMKyVOul3knLUhGqL0hdhpFUCi7+kpWunp6M8T2pmr1KjxyCcanpIlwXklfi7dBOiIwSAXS6TEHmnjSEh9h7C6CkEudlTeZ8zE4bgShHDyFLzsdjvrWmA1RlX71+k3itstq9XtJu93ZinbLvNTDGWO2kB+zmWFW9vbTsvWkY2Ll0qacj6Rs2qLbzFoNOL53isXHG+qDPu2pMJexBQQn4+utsNGjgg3Xr7hNpWtMKe7bncXUYX8BHHw0W4+dkk4cuXZrJdOBq3HvvKpHvcXjppe9x5EiuTLV/v64Zv5XyCz564V4kTxyAvKnP2L0djfVBn+dxxcdVTvyNMl5HdB1FYJu4FlkijE1KH4oBHVU66R+HlJwc5NCwbSjSYy3ac2dRwB6L4IQUxPUPoATEi6A3OEGtnxCMxAlW2n/b2ufWdOyOStDSl4eodNrnNCBmm0xPiAmRu7DJ5mspvp9tQ9MxXLtbYGP/dr6WCpLtwIOigbiYUqXemfNHIhpxiNEXhI/AjKXiB07GaoRS9XT9Ef+ZFLDPRsjSzXgrUg+ki0rvKUAfN0TsJLATQtP2iJBbqy4/Iqpi5dOlzsuKTHGA0BnllICnRiNIBtj6oJoIpKYhfchS7cfc6lCkzabq75mYP1JcpxkZWvrSEaWr3dvcbpm4NtoPQ/PSECwbydXpGWOsGBsBuz81Sh+zABvl3EYsGAMM6+fvcDqrvtxR2kVVpG+6aSkyMv6Ct7cHli//O3r1ulotZbYYpSSyIqjJwy+/PCI7ruvb1x/163vj3LkrmDUrVT427t57P8dPPx1Ra1eNri1vwD3P/A93vLoGkd0fVKn2qc55w4ozi6w0XtAeMABDsRt71yUhPSQQFH4XkqXNqvS727SiUuitiZgwYTiWhMRgor6BbEO+FdO6qdJpWl+sV1hdXWdrn2FDMVkG/wIF34T2ibmF6QEivczq7rZeS8n9DBiqtX+3tX9br0XrzLTStHbgpduIUzA/ctkIZBRWodeqgcuYPDASMVQ9PT1dK30fOQhvh87AlGIRMlVhp4J1LUDXCtVFII9lSMrMQLrVkv3ylTovq5IRuywUdJ+gTKXatL+l3bgIH4EY/eZDkLp5QrUR5I2CMk7a1napqYgOUjcGgqKRKq6Z3kqAMcaYCK9FdL0G89C38CZqpNbru/9oJCxKU+l9kbYoAaMpBnc0nVVbri7toseBDRiwTAbsDRv6iEBtlAziWPkMUxJZCdRxXXLycPzxx+OYNu0WEbA3QEFBAT7/PAO9en2Atm3fxJIlv6m1q4+akDdMQzlpvKBdhLYDhqYjNjYdIVH9VRpZh+huiQiOUaXf2+ZaBMwhiEnYhrnpw0tUmR+F5bRu4ZBSFNRLZe3TGWy9loqw8losayFUWvE24hQYB4nAeKldbbVDMWNpBuLSBpXuGK5TKNJWxsr27FqhugrkY1cizWp79rLZe16Z82cjbUTpmgNVx7IDPxo2l7jBwRhjtVufWMvvSBqSC4Nt2bO8Sk+2iMAdTWfVkytLDClgv/baxdi16yRataqPNWuGIzi4qVrKylOTSnN9fb0wc2YvZGWNx/r196F7d63jupMnL2DChBQ0aPBfTJ68DtnZp9UWxsYl7TWJEavHC1TyjK0hKB3nhgAdtag7a+1ui1LxYJEcgIkJc5E+XLUPp1LusCVI0ht/Z9l6PJqNfVojS86n4TXVZj5rbdlt2onV12JtP1QSb2v/dr8Wx8hq8SLKVmF6URvxzPkYGR2K1SUC42LrZyYjNhoYMURcP+qcLjAQU5bGIU3vgV4XOQShb78t27Pr+6JA/m2Rpore7WfjvErTSvYrWvXepsAojEA0YvU2+xnp2rg8tF3421ipN2TX28Brc4wxxhgrg6tKDKlkPSxsqQzK6tXzxjffPCACtdZqqWuYsvfDc2GCfIzX7E2z5OAudMy1z9yFBSvEDzgncTRvsk/vx1sfT5Ln8UnqmyrV+Sr7Wnv1ugabNz8kAvgJGD++q3h/eCEvL1/8ft2B4OCF4n3zngjs96u1jYlL2msSgwbtCJiIlJw4FI/Z+2PyXCBRVRGfkGglYBLbJcxNx3AZ0FIQv5w20KqUT9iNoQkTi1e3t2efxeg3BrR9il2WXzJv9bVo+0Gstp9uiUOxLY7WsLV/e16L4wKnLMVqzFZtukcifUSGfNxZsojGU/E2Bsl0baBO54qtHzRbfCMuLf7It8ApWBqXhkHFAlJq105xvcWK1EEdwh0Oqm2dl+wAz/J57pkZImIvWVXfhlJt2sU+Y229D/QbE0HaurPTxPnYg7ZbDSxT241Mx4il9tRgYIwxxpgrSgyzs0/jtts+xIEDZ9C+fWMZnFE1aVfzHhwJrycmouv//UcE7C/IwV3omIPnJyEqer5KqTxH8+bgsT14eOIb8jwa/2uOSnU+Z73Wli3rY/78/jh1ago+/vjv6NixiUg14ddfj2H2K4PwV3MTdrY3IeHrBdoGBsIl7TWI2QxT65Bw885UEVCwWuGVV17BnDmu+5KsTTKTxyNo5RCYHX6wO2OMVcz06dPx9NNPq7myTZ06FQsXLlRzrDx0U5VLpmq+bw9sxM+P9sWQXcDEHm2we8cMbNnysAzO3MGnaxeYdu/CmkAg8iEtLfdZ97zvNoSaMDAT2NUc6HCoat7rmzJS0P2mAfDLBT7v0wYD1/yhljiXK1/rb78dR1zcT7jup9F4ZvdhmXZX0O3466oJiI+P4OYVNRDdAKHmVo4YO3Ys5s2bp+Yqp8uIGIOWtDNmUMmFj3MzQVY2KKv7esYYY4xVmjNLDNM3ZeHZTUDnE8A/d5/Bzp1j3RawkyurkpH3ejx2/PspzOg1Uw7uQsdcNSUKSXFTVErlOZo317TohPfiH5fncfr56SrV+VzxWnXXXXcVFi+OxIkJYdhyNfC/UOCrulchNfUQunZ9ByEhi0WwVl4DWtfjkvaaw7tRfS5pr224pJ0xxqovLml3HS5pr/l27DiG8AdewArvN9FnP/Dm/cF4Kn6XWspYxW3YkI3XXvsZa9bsKyyRpUfIDRjQAa++eqdbbwwx56vqkvaQsTO5pJ0xxhhjjBmXM0oMP/wwXbZhz9/bAf+8tBCmI1c4YHcCLs3V0CMCExPvxuHDk/DCCz3RuLEvzp+/gs8+2wN//3jcdNNSfPvtQbW2e3De1BxmmDhoZ4wxxhhjxlXZGhApKfswYcIaXL6cjzvvbI9ffhklAhovtZRVBtdOKc7Prw6eeeZWHD06CcuWDUZ4eFuZTu3gIyI+Qdu2b+Cf//xKXLc8me5KnDc1h4cJXD2+tqHq8Ywxxqovrh7vGlw93rioxLCieZOYuAf3379KTg8eHCQCqb/LaeYclcmb2uLo0fP4z39+xNtvby8M1r29PWVA/9pr/VzWcR3njfPQtazSjuge/D8O2hljjLGaiIN2x3DQXvO89NL3mDNnC65cyUfv3tcgJeVetYSxqvHaaz/hnXd+w65dJ8Ucfd+YcMMNLTF8eDCeeqrcB0mzKlLVQfu1Dz1H1eO5vQNjjDHGGDMm+sHsqPffT8OsWZtlwD516s0csLtIRfKmNps8uQe2b38EX399H+66KwheXh5i/iimT/8Wfn5xePjhL2XJvDNw3tQcZhO3aWeMMcYYYwbmaA2IcePWYOzYNXL6/vu7YPbs2+Q0cz6unVIx4eFXY8WKIThxYjKmTg1D8+Z1ZdX5Zct2yo7r7rjjY3z44e9q7YqxN29ycnOwdOEYfDupH95Z+6JKrRx6Hn/Sc0Pk8O2BjSqVVZTWER3fhGGMMcYYYwblSInhI4+sxnvvpcnpKVO64913o+Q0cw0uza0c6hBx9uzeOHTocbz//l3o27e9TE9N/QOjRyej9Y3TMHvE7Uh6ahCSflsul9nL3rw5c+YoBk9bjP6LvkLHGS+p1Mo5+tk7uDv2czkc/zhBpbKKM3NJO2OMMcYYMy57SwxnzdqEjz9Ol9MLFw7Eyy/3ldPMdbik3XmGD++M5OThyM6eiAcfvBaNGtWBf8EveHHVt7j7jWT8+uT/yefB28vevDHXqaOmgEtezrkJk+dT9HQGy2lWQWYO2hljjDHGmIHZU2I4aNByvPTSFjlN1Y3/8Y9QOc1ci0vana9ly/pYvDgSx449gb5RgSoVOHr2CiIjlyMo6C3Mm7dVpdpmb940ruOHpe88hY9euBd7581SqZXT+p4xePv10XKgaVZ5ptbX9jTv3JykZllNVxse+Wbv45AYq634e6B24N7jHcO9x7vP+78twdX3P4LOJ4D3nonCM09+qZZUzL33fo7PP88UU2Z89NFg3H13J20BY9XcjqPbseXrRfDOPI63Mv2x+/PW4nsqXy7z8fHEPfcEY9KkG9G9e2uZxlyDboBU6SPfHnqOg/bahn6sz5kzR83VPNOnT+cf64yVg78HagcO2h3DQbv7rP70Xxj64Ew5vfauEPRZUXaHW/SD2VreUMdd99yTiK++ypa9cH/22VBERHRQS5k72Mob5hr0nn/llR/k0xEOHjyrUoGgoCaYOPFGPPZYN5XCeeNMRgjauXo8Y4wxxhhzm5Od2mFNILDfD/ihZ/lBtq2A/aab3pMBe506XnjrrYEcsFcBDgrdizque/75nsjIGI9vv30AXbo0g6enh5j/C//859do2jQO0dHrkZZ2nPOmhuGgnTHGGGOMuc0/rhuFvmlmtD5itqtqPJVyWaKAfcSIz0WgckoELCYZvDz4YIhaytypZN4w9wkLa4NffnkEf/zxOB599HrZcd2FC3lISNiOHj2Wirx5Anv2/KXWZtVaAXdEx8qSmUn/l2YrnTFWffHnmjFmUJYlhjk5l9Cx49tISdmHJk188cUXw9C1awu1tHzURvjVx7tg0+0tEbfwIZXqPh6rVsL74fvx9PM3IuKjvnJwFzomve4Xp16nUirP0dJcd11/V7zWkl5fNwtrBrbF0oc6IiVrjUp1Ltov7Z+OQ8ezxs+vDt58M0J2XLds2d/Rvr2fSKV88Ufv3h9ix45jcj1WjZnoOe3OlBWPiIh4ZKnZQnq6reUVRfvz8xNv1uJD9Dq1vCpYnlNEBOJdeS7OuJ7J49FTvBGoLV/P8ckqkZJ7whQ0EiOD7EuvdtZFqzxyxvsxC/ERBnjvMRvfCRHOz5eyPnvV7TtAqDGfa0fx9wBj1YJemnv06HnceOO7OHnyAurV88Y33zyAO+7wl8vsdf74IUQv3YU7fziGHh+4/8Pq9cREeCz7H+7/aDu+PbBRDu5Cx6TXPWmJ9hx7Z3C0pN1d198Vr7Wkzu98hr9v/BPjVmTBe71rXgvtl/ZPx6HjlWfw4CDs2jUGv/76qJg7jpyciwgPfx+bNh3SVmDVkqnKntPupB+aUthcbMvJEW/KoiGuv1pmL6edzzpEd0vE0G3qXBKGInF4tEg1qmSMH/Q2QlebYTZnYAQGQf5ez5yP2WkjkGHejM2UnjYb86kEzlZ6dTVqOXJSJiJAzVZcACam5GD5KDXLqlaJ74Rty0OQHlvG59uZ30fV7jtAqGmfa0fx9wBjhkeluVTC3rfvxzh8+BwaN66DX34ZhU6dmqo17JfXqIFsS0/2XtNAm3Ajc9cb5Hh7KzlyK/2Yzjy2oyXt7rr+rnitJe26Vtt5jq/WT4Mr0H5p/0Q/nj06dWomPjNzEBDQBPn5ZgwatALvvPOrWsqqo6oJ2gMmIsUpP5KcxFnnk5WJ9LChGKDviPabEwdH7yG4TfJKvB0eh5hImgnElLfMeIumM9KRGtpJpGjpnUJTkZ5RRjpjBhbQPwohW3djr5p3qer2HUD4c80YMzhf36YIDHwLWVk5aN68HlavHgZ//8ZqqWOub3EDDqZuQOqapbjhP5+qVPe5sioZl3fsRMePNiDlAW1wFzomvW7P1c47pqMl7e66/q54rSVFTHwN32z+FD//uBa33XSvSnUu2i/tn45Dx3OEn583tm0bhREjOuPy5Tw8/vg62ayEVT/Uc73rgvaseESrqoIRExKxVSVLesmWHEcjPjpCq6JoWY3VYnuqYupQ9UVH9+vw+Yh1rJ1MwAAMxTS8Fr9O7EulEbVfy+0LS95s7deO9FLX1UGZe9KAwh/rRSg9PCRIzQFBIeFI25NpM71a0/NGz3Nr+VRinQiRv9p7hN4fdr8rWRXJWpckAulgdKSZddEW1ee1/IufMA1bt05DN/07pjKfvWr2HUBq5OfaUXr+8PcAY4bz88+H0bLlHJw7d1kE7HWRlja6Us+k9vP1Q+92fdC9z8Po2lIr9XY3c3BneQ764C7663bmMR0taXfX9XfFay0puFln3NL9bvQKikDL+q4p0qf90v7pOHQ8R1DeUG/z7713F269ta0M/IYM+Qxz536v1mDViYuCdu2HMGK2ySqiCTFl9Oi5NR27oxK0qqSF1ViLb09VTMPU6qXQj236YVU4qB9YFd2vze0SEZwg0uR2wUicoH7gFxOAiQnLEbw7Ft260blEFP3QFr+s9e23DU3HcHk3wNZ+y0q387raKRwrMb5n6TbttYrI82DK821zEWY1n9Q6k1PkOpgWC8jpoeL9sVbkCjOUEt8J3UR2xSSomjT945BCnykaVP4NSBD5TlXqZW2byn72qt93AFP4e4Axw9m9+xQGDlwh27LTc6jT0saI79U6aikzAu493rgs82bDhvtx553+KCgw44UXNiMu7ke1hFUXrgnas9YiEXMxub9WRzSgY7DtoDtsaOF6EOtJJbYvU6k27aoqakX3a2u7rVsxTf4IF0M3KplLxFprv9IC+mNinPghRz/2RNA/Tf7QFsKCC6vMBgwYirD0TGTZ2u+6MtLtva52SkUIYjarNu1pqk17bUPVmfU8t5ZPNGNZ5dlymhmP5XfCtuXiE5OOJL1uvCylVqWp9LlSyYXK+kza+9mrZt8BTOHvAbtsjNFu8joyxLivny1Wg3z9dTa6d1+Cs2cvyYB9/fr7xPchB+xG42hJO3OfknmTlDQc0dE3yelnn/0G8+f/JKeZ8Ym/plXUpr1aGoXleiAghxRMLOcHG7WlHVVuW1or+5X1eG2lO09gp1CEh0QVtmWNGqFVi6X0VItGrRnpqQjtFGgznTHDogA6JgRLkqikVOskLjhG1aShElVtrRKc99kz+ncA4c81c9TARftlNcvyh/1YNFBtxJgDNmzIxvDhicjLK0CHDn7IyJiAli3rq6XMSLik3bis5c1LL92OUaO0x+A988xGPPDAKjnNjI1uv7gmaNfbdap2fllrHWx3WWJ77N2tjSurovul7cKWIEmv5yrbNqrSMwtZ8RHwiy5Kp7a0S/S2tOKHu14yL69HSCACbO23rPTKXNeSIocgNDoWybL5aiaSlqkf60EhCE/bI1K09D1p4ZBNXm2l1yTW8kmbZdUVBc5LklQb8hCgo5ajWWt3l/78VPKzV+2+A0ht+Fw7ir8HbOoTa0byaHsfseWP0clmxLqvyS6rAaijLOrp+vz5PERGdpS9xOfmXlFLmdFwSbtx2cqbhIQBePNNrYvczz7bg9mzU+U0My66/eKiknZq1zkX6cO7yaqdE0Rs7FgVzuLb+8Wm2/5hWqpNux8iXrMVjDuw32K0dqpIVNuJFzRUbyNrIWBiApYjsfB8qC3tcn29sHTsnqDSE4dim3wuna39lpVemetaUiTeWg3MDqIqjEFYFrpa6z0+cApmhC5DkKknesr0GZhCBW+20msSq/nEqreOCBb5mpnVH5Pn0sdKy98Jiena4oBAGQh3k/1hVO6zV/2+A4Ta8Ll2FH8PMFYlXn/9ZwwdmihranTr1gqJ4vNHHWlxaa5xcd4YV1l58+ijXfGvf90mpylo/9vf3P8kBeYA8Z1oan1tT/POzUkqxZiy1kWjW1IUcpz8w8lV+y2FSskmAAkGeMzdK6+8gjlz5qi5cmRmIhOBCCz5A95WugFMnz4dTz/9tJorg8h7v5J5X8l8Whfth6SoHPDve1aKgb4DiNXvAQN/rh3F3wOaqVOnYuHChWrOFTYixtQX89Scpakbql8JO7W/51LDqkMl7HffrVWJj4jogFWr7lFLGGOu8sILm/DyG+sx4sYEjN5/Hj/c3w1TZ32jllbcRz8vRNPps+BzpQCnnnsWw/pMUUuqJ7oBQjcTHTF27FjMm2ftL6TjQu6bbtw27ev0R+9QSUcsMHeyc34BuWq/NZL49W71B7yt9OpmyXA49ChBm7IQH+GH4UvULGPVUU35XDuKvwcqbGOMCNinblDt14sPXCWeOYJ6sh48+FMZsP/970GlAnYuzTUuzhvjsidvZs7shbffuRPxPxxFv+xz+Nu7qcjNzVNLK67O+q/w941/InLzETT9vJY+ncqJDN0RXX/V+7IcUuLK7fTNXq7ab5kCJiLFICVsTOkfp94DFvlS4XwKwMQU7T3FpezMKv4OMCb+Hqi0gZ07qCnGKuZf/9ose7ImgwcH4pNP/i6nLXENCOPivDEue/PmttuuwRp10351Oy+Ehb1X6cD9YJerkeMrzsEL2HdDe5XKKspsclmbdsYYY4zVZH0mLQLGLAA/0Y056uj5I9iUkYIXZ87Fv9/+XKbNmBGOZcuGyOmSuDTXuDhvjMvevGlZvxWafbYBi5cuwvSjY7Fnzyl07foOsrPPqDUcN/T2Sfj5x7X4fssX6DfkWZXKKsrsxY98Y4wxxlhF+HdEKOahb4nnsvOz2Vl5vtr1BbrfNACzX/4/3Nf+U0yZ0l0G7bZwaa5xcd4Yl7154+vli97t+uChe0fj++Uz0LSprwzY77zzY+TkXFJrOca/cXv0CopAeOhdcppVkgjaTa1Dws07U1erFFbTUQdUNZ1dHVAxVovx90Dt4OqO6DbGmNAXG2B2egP2bCyOXICOybHQ9yyPZdGfj97RXfbiSLQfs0am0fPj9cfR2UovC3dE5z4PjxyJTz55T06/06sjHlyvPXTSFiox5LwxJs4b46po3qSlHUe/fp+IgD0XTZrUxZYtD8Hfv7FaWjvRtaT+Whzh1I7oxj7PQTtjjDFWE7kjaH+5s30Bsf30HumnYoNZD9opiKcu/ZNR7FDZixHZfheeketZrAMb6eWcJgft7nH//auQ+NsXmNY4ETd7eODgPx/B2KEvq6WMMSPIzj6NG254Fxcv5qF16wayc8jrrrtKLa19qjpo7zp+BlePZ4wxxpjj+sRuQKhT27RTgJ2EKPMGEbJb2oddGIZ+JYLu7PUrgEWTVGDvj37DgBXrs22ms6p3++0fITFxD7z2d0Grh9dh4HfH7ArY6QczMybOG+OqTN5Qyfq+fRNx7bXNcfjwOfTt+zF27z6lljJ3a1zHi4N2xhhjjDlOPvLNqW3a/THaokp8oey9SFszBu31/UcuFuF9af4dQ7Fm1z41V8Raet++fUuds07/octj542pJ2pf3wn44Yc/RYoZ4+Pz0On1bjjcyoQ+EfZsby5zuUPjzia828uEv5qb8OLU6+zfzknjl8TYx781ooeZ4PuSNhB7t6/MmI5Jr/ulgeK4dqxvz1hn7/ruuv6Wr5XYu50j4+ffvhv7rjZhQ6gJfmH2b+fImPZL+6fj0PHs3Y7G9n5usk/vl9eJrlf0oKJ0P786+P33x9CsWV2cO3cZN920RKR3Klxe1rhVPxN+CdTOe8GK6HLXN/q4qnmLgYN2xhhjjDmsT2zp57Prg1Obue/bhTWyury27w2hYzBhceVKzjdsKP18eZ1eRZ7Hzhnn5FzBrbe+L6YCUb++F9avvx931svFwEygfQ4wq1GIXK+s/dAP57KWOzL+esUXmPCTCCrOAQNSj9i9nbPGM/38YDp6BOPFOViyd/vKjOmY9LqnbLFvfXvGOnvXd9f1t3ytxN7tHBnfkbIbnU9AvpdX/eOJwnRnjmm/tH86Dh3P3u1o7Mjnhq4TXa8ndvvI+aLlF7B373h06dIMly8XiM/wY9i06ZDN/ejjN/rfi1sOaecdsnlXuesbfVzVzAUctDPGGGPMyPrEiqC6qAS+T9RUqyXq2XvTrD433lY6cz0qYb/ppqXYufMkfHw8sGLFUPTqdTVOdmonnwu93w/4oWf5eePMH855jRogoQdwpAGwNryVSnWf/ElTYG7ZCm+Jc3A3Oia97vm3qAQncDRv3HX9XfFaS/o6Ihi7mkO+lw+FX6dSnYv2S/un49DxHOFI3tB1ouv1YXhDlVLE19cLv/zyCP7+9yCcP5+P/v0/QUpK6e9gS/u6tseWq7XzTu/ZWaWyiqKn5nNHdIwxxlgN5IqO6Er24m6L3rt7xVBndNS2XQvUZU/wu55RvdRTu/f2WDFsP5L7rbfocI62eRmd95fsiM4inTuicyt6VNSQIZ9iy5Y/4eXlgc2bH0LXri3UUsdYlhgyY+G8MS5X5A31S0HNXOgz/cILvfDUU2FqSc1G19KyRpY9nNkR3Y0TuPf4Wocf9cQY4++B2sHVvceXVPiYtamVfQxc8aBdpljeLLDYPz/yzZgoYO/SZRH++usi9zzNWA0zefJ6vP32djm9cOFA/OMfoXK6JqvqoD30sZkctNc29GN9zpw5aq7mmT59Ov9YZ6wc/D1QO7gtaJePXhuj2p0XBdrVDQftzpGR8RciI5fh0KGzaNTIBz/+OLLSz3jm0lzj4rwxLlfmzaRJ67BoEQXuJjz3XLj4uxuuLaihqjpoD5n4PLdpZ4wxxlhFUFV1E0wiYMei/cXanbPaiZ7t3Lv3hzJgb9OmAfbsGV/pgJ1wUGhcnDfG5cq8WbCgPx54QOtE8sUXU/HPf34lp5lr0E1lDtoZY4wx5piNMeJHRHuMwSLsN5vtqn7OKs9jq+oKuww7jm7Htwc2yiEnN0elWke9mJ/c+WPh+rtP7lJLHLdnz0lcf/27+OuvXFxzTUNs2PCAfGSUM1ApFzMmzhvjcnXevPNOlKweT9588xfMnp0qp5nzeXhw0M7cITOT/meMGRl/TpldqL25Caa+aVi03wxz8mhwuO4e3r1v1YaH71cp1sV89SQiPuorh1+Pae1OrTHt3iWfF97mxjD891/a+vO2vKyWOmbNmiz07PkBLl3KQ4sW9fDjj6Pg799ILa08Ls01Ls4b43JH3lB79qlTtc7oKGinpjHMBURW1pygPSseEX5+8CscIhC9LkstrADaX0Q8KrGH6iNzPsabxiNZzZLk8T1lVQwaes7Xfslnzi9KKxpKble0PpH7CRqJkUEifbzlmlVsXbT2PnF6HmchPkJ7D0avU0nMfUp9D9BA3wVqubPY+n6w+j2klhmYYT+nrqZ/D9Bg47tgXXTxz3JWfIRYPxpFSesQLfI5Pqt2fPY3xojATk6twZj2Jf8eFA0xG+VKzIlM2fu1if1qXEmF+xPoeekVtWPHMYwYsRJnz15Bnz7tsGfPOPE5cE4Ju45Lc42L88a43JU3s2f3xtKlUfK7f8OGAxg8+FO1hDmLucBcw0raw+ZiW04OcmjYFoPg2G6IiBc/w2piAO6U15SJ+T3FD6ygaLytUqTk8RiEEcgwm2E2Z2DEsiDQ7/jAKZtlJwyFQ0YcwscNQaTajIL/2ZY7ovk02s9mbKb9pM2GRTxf9UYtR07KRASoWecIwMSUHCwfpWaZ+1l+D4hh2/IQpMeW8Vlx9vdDse+hoWUf2wiM/jl1Nfoe2DYXth5a0zE4DOmZeg5mYW2iyOKwdBQlZSIdIQgMqB2f/T6xFn8Dyhgq1Xk8syrv/Y+RP3YC8l6PVynWdW15A3q36yOHxnX8VGppBREDkffiXGSOHYHMv/WW63dq6thzoL/+Ohu9en2Ay5cLEBTUBCtX3i0CBS+11Hm4NNe4OG+My515c++9XfD553fLR8HRM9yHDv1MHJ+eLs6cgW6/1Nzq8QH9MTFhLpC4FlkBE8UbyNnBWU0QiCmb6QfWaoxTKVLkWzC/NUUsJYGIGhGOtD2lf8Unxy7DiBg9ZM/E/JHLEDrOovfIjHSkhnYq3E+n0FSkZ8gZxtwmoH8UQrbuxl4171YBgVV3bHvx57RMAYEh2Ep/R+TcXuzGUMQMpT8tKmrfuxtbR0WhvzbHmMsU9O4jA3Zz1xtUinWxd76KlAc2yIEC+LLkxzyLa17/BF+O/EauH3Prs2pJ+T77bA+GDUvElSsFCAlpJnuJd0XATrg017g4b4zL3XkTEdEBb701QH4PJCdnoXv3pRy4O0nNb9Ou/2C2KEnTqjaqaquFpfDRiFbVGv3EdKmajeuiLaq8WlR3zVpXtJ1MVz/ixD4t90eHKTxOtHb8iPh1iJfT9m2nrVt0nPgJ07B16zR0c3kNgkwkLUtFaCftJ30hVToXpScnx2JZ6AzEaB1JSpl70hAeEqTmgKAQ68F/lbOZj1bS7clHZihZ65KQHhaMjjRT6rNs5bNk7XNYIj1iQiK2quSyFDt2if3KrxF6PxVWtaZq1lamrZ0PbVf4PrTyneWAavM5dRv63Ft8nvtHYZR+40Xk55KQQPQfIKL23dqtmKzMdIQFyxyuFeh56ZGLs9VcebTe5bmqfM1DJWkPPrgKFy7k4d57Q7Bt2yMuC9gJl+YaF+eNcVVF3jz44LX45psH4Olpwt69fyEqagUH7k7gISL2mh20i5/KwVSNsbCYax1emxaC5Xq11WmvaT92xa/v4ARVlXZoOoaXbJDYPw4ppaq70o/94cDQbSo9Bhg+QWvXKH7Q6/vLSQhG4gQVDGxNR/DkFFkVE9NiATlN+6NSnLK32x2VoKXLqr5rMSBhLsKoGq6LaxBkzh+JaMShsEBdyUxahtAZeml8MsbPBma8VWKlaqGsfLSSTu+lMvORVTkKwGVQrg3dRBbFJKjPSanPcsnPkq3PIaVPEzvS3g8JlnenSrI4Ph17qDx28e0Lv2cCBmCoXtWaAkLxXxJ9/VCVaxns2zofOo54H8rvhTgu5XUWeaMuVlzvFMT1179Z1d8RcdEpQB8VJa423RBOz5TvC6ouP3RA7arHtWZM+1Jt2K0P7TFmjdqI1Rj/+tcm3H13IswiHujb1x9Llw5SS1yHS3ONi/PGuKoqb7p2bYFffnlEdkq5efMhBAcvFL9VLqmlrCLy82pam/ZS9mL31hAEFhaC0I+vJRhOpShrA5GwTf3YFT+O9d9cAQOGIkz+GLMgS7pUSXe3aVoJW9ZaJGIuJk/UN+yPuJwUTIRI37oV07qpoIHW35qItRTshQ0tPE6xaUL7K2O7yfoPyI6OtTerDOp4buSyEcjYrAfnumTELgvFEBWjZ86fjbQRMUVt26uTsvLRWjq9l8rKR1b1irUpXy5yMR1J+o07a59lS7Y+h+vU+0F9DgPE59BWG+hix0+Jg3wL6e8zffvC75kABIZslYW265LSMXeuOFuK2vfupkgQAeV8LwwoDCxZpYnrOmHCcCwJidHyrFAAtIJ1LUDXCtXF3xKRo2uz1N+YWpQN9rZptxy4fXvN8f77afj3v7cgL68AkyZ1R3LycLXEtbg017g4b4yrKvOmU6emSEwcivr1vXH06Hlcd91iOWYVQ7dfanbQXlhapdM6CspJiEHw7lh062ZPtdJ1iO6WiOAYVdJdRodFRUZppfmFgwr2ylXR7ZyPAvYgEbAvLRWwlwzSterzqdFBsmQlKFqbph7kAzuFItWicWxGupVq9oy5EvVtEROCJbL42t7Psns/h/2jRiE9Mx5J6SIIn6iV4MZnpiOkMBJ07fnw51QXgpiEbZibPhwlK1tRu/b0pNdke3btJp0K5F9LQjq3Z2e1xL//nYqxY7WqE2PHdsW8eX3ltDtwaa5xcd4YV1XnTffurbFt2yg0bFgHx49fQJ8+HyE7+7RayhwiYqyaG7RnrZPVUUNiLKuPUzvRCMSLn1gT4xIwV686v3U39D6FstYmYmtIoMU2JAToqKVkrd2tlc5RtVZMw2t6g1eqVin3TdVdlyCpMJ3anqrqrGWR1WQrsJ0rZM7HyOhQrLYSsGtBOjCisDG73pmdNmTEhSM8LgObp4jlQSEIT9sjtiCZ2JMWDoums8ZQVj5aS9dLbFn1QW2SlySpG3RWPsuWbH0O9feJaucsvyfklJ2sba9/z1BHedOmIZ1K1sV3U1RIIqYlhoBqYbvle6E6fE7dgW7wUg/wCXORPrzEDV3KoyVLZHt2/W8DBfJLRJoqemesRnv00ST861+pcnrMmOvx+uvuvVXFpbnGxXljXEbIG3//xkhLe1Q+XWLfvtO4/vp3OXCvkJpWPd6yLWu3WOyO2Ya4Yn9X+mPy3BAkyqqm3ZA4NEFVd07H7gnadt0Sh2JbsY1oG6ht/DAhMV2l04+75bSg8HhYLvYnf/RZpE/Yrdq0lsfB7QICZRDQrZKdUFmTHBuNVLyNQRZtEwufvZ6ZISL2GaCYvFyBUzAjdBmCTD3R0xQkO6qzazu3sjMf9XT+fV4N6W2SbXyWi32WbH0OKZ2COS1dJNtR48aStj1ite2Lf8/Q+aGwZL1/VIiY0UtvbZ2PE1WLz6kbBUxEwtx0DC92c0TLo2IdztHNIPEuqG3t2VntM3t2Kj76aKecXrhwIBYsiJDTlXH0/BFsykjBj9//D7tP7lKptjmzxDAnNwffHtiInze+hx1Ht6tU9zLt3iXPQR/cRX/dzjymo3njruvvitdaEr13t/z8mXwv03vaFfTPCh3Hns+KJXvzJjcvt/B6bf1zi0qtnOzT+5Ga9qU871zf4/juu4fQqlUDXLqUh5tvfh8bNtjboSnTmVqHhJt3pq5Ws7UQlVxNABJqySPhXnnlFcyZM0fNuUlmJjIRiEA3BALTp0/H008/rebKsC4afklRyCl+V8dp1kX7ISkqp8RNI8aMwer3gBs/p65Wld8DRvrsT506VQRZC9UcKw/doOZSw+JGjEjEqlVaFbNp027FzJk95XRlffTzQgy9cxz8coE3n7wdo+e6N3C9JrwvOp8A3h4WgJEfuLcKnffgSHikrEFCD2DiXVpa7rPued+928uECT8Ba8T3fN+0qnmvu+v6u+O1vj47AlNnr0OOL5C0Mg7D+kxRS5xnxcb5iBoi/laJz8q8Gf3xxIwUtcR5KMDO6tkBAzOBD8MbYtjXZ9SSiluwIhqPj5oP3zyRz6+Pxsixi8T3ax7uuONjbNt2FPS0Ceplnjqtqw7oBgjVKHbE2LFjMW/ePDVXOTc8Pqumd0THDEFEAYYMBJYMh5/TmyBkIT7CD8OXqFnGqgujfk5dzWnfA/zZZzXLvfd+LgN2k4l6jL/NaQE7afjnCRmEkHb7T2kTZXBmSbvXmXNon6NNdzx4TptwI9MOrXT5BtcUzJZJP6Yzj+1o3rjr+rvitZbU+Xdt5/RebrbngJx2Ntqv/lnRj2cvR/JGv04hf1zWJirpqoMnZMBOWmVqO6dAffXq4bjhhpYygL/11vfxySdaLR5WPg7aAyYipZaUsjML/eO0Tr2cnvcBWmeHYt9cys6YwTn1e6B2fvazF0eqZlSRWJzNz2WvKQYP/hSff54BLy8PMb4HTz99s1riHHWuvVGWsib3bIX9I8p/9owza0DUv+pqxI3sjK9uboGfHnL/hzXv9XgUjLgPHz9wA3q36yMHd6Fj0uteMCpUpVSeo3njruvvitda0q5H78bnfdrI9/KVfq55LbRf2j8dh47nCHvzxtfLV14nul6rRjnn5lx+79vx4aB28rxz/l70WEg/P19s2fIPdO/eCgUFZowZswbvvPOrWspsMYv/uHp8LVMl1ePdyO5qsYzVYvw9UDu4uno8BeztVwzD/uSOWGB6GZ33J2M0FiOy/QoMo2l/tWI1wdXj6Ud+Hnr1+hBpacfh6+sp3j+RGD68s1padajEkJsuGBPnjXEZPW8efXQ1PvooXX73fv753YiI6KCWGA9dy6qsHt+Vq8czxhhjrCL27VqDgcP6oVhs7t8Pwwauwa59ap5VGxSwDxnymQzYqUr8N988aIiAnXBQaFycN8Zl9Lx5551B+NvfAmUwTN898+Y59FyeWsVDfCdzSXstQyVsNR2XsDFWNv4eqB2qpKR9XwxMfdOwiEvaq5WcnEu4/vp3cOzYeTRo4IOVK+9Gr15Xq6VVj0tzjYvzxriqS97QIyX1J1S8+OJtiIlxbnMcZ6jqkvYbJ83ioJ0xxhiridzRe7wM3MesUXNkYLUM2EltDdqPHj2PsLD35LhePW98+ukQ9O1bDTOQMVZtvf76zyJY3yCno6Nvwksv3S6njaLKq8c/NpOrxzPGGGOsYvxHJ8sfMkVD9QzYqwN6trdn7EswZe9XKda9/9sSzN40Sw70KKey5C55H3G3P4jTwZ/CJ+IrxH5xlSEDdvrBzIyJ88a4qlPePPFEd0yZ0kNOx8X9hJEjv5TTTDFz7/GMMcYYY4ZHz/f2em4avMY+olKse/+3pSJgf0EOZQXtHt9uROMJD+O/+z/HfU2/wuXwNdiSs04tNRaufm1cnDfGVd3y5uWX+2D+/H5iyoxPPtmF0aOTtQUMnh4mDtoZY4wx5riNMfSoN+sDP/bNBfz8io8rydy4aD85vmrCoLg017g4b4yrOubN+PE3YOnSKHh7e+DDD3/H7bd/pJbUbuLPKrdpZ4yx2oY7oqsd3NGmvZSNMTAlRcEc675nTzsL3WwwcsmU6egRmL7ZiIKIgWUG7lQ9Xi9h/8d1o+DfuL2ctsZj6xZk7duGD9oek/PXt7gBgzsNkdOMMVZVPvwwHRMmrMGVKwW49da2SE4eDl9fL7XU/egGSFW2ae/OHdExxljtw89prx2qJGhHNhZHtseuZ8yobnG70YP22ox+MHPeGBPnjXFV97zZseMYevb8AHl5BejXrz1WrBhSZYF7lQft/Jx2xhhjjDnPPuyy7EyeMSfgoNC4OG+Mq7rnTdeuLfDFF/egWbO6WL9+P7p1WyofT1lbcdBey9x5550OD4wxxlhJ1tu098W8qRuqXSk7MzYq5WLGxHljXDUhb+hpFhs23Ie6db2RlfUXbrzxHezZ85daWnvQ7RcO2muhn376ye6BMVZLZGbS/4zZrU+s5aPeLAaO2JmTcWmucXHeGFdNyZtOnZph+/ZR8PPzxeHD53HnnR8jO/u0Wlp7GCtoz4pHhJ+fyBR9iED0uiy10EG0r4h4lNq61DH8EBHv4DEc2DcN0cZ8ggpjtYP+uSz2QcxCfIRIs/Y5dsC66OKf9cKhmn3ok8f3hCloJEYGmdBzfC16xMq6aC2/6H0g3ycRKPbnwNZ3fSnq/ST2xd/3jDkfl+YaF+eNcdWkvPH3b4zvvnsQ7do1wvHjF3DDDe/WrsDdbDZgSXvYXGzLyUEODdtiEBzbzfGgujyWxxBDysQAtcAJSuybhrj+apm97P6h6BoHDx5EZGQk1q5dq1IYq+bCwhCWnln0mcpai8StaroS+sfpn/PlGCX+W65/7h3+0FehzPmYnTYCGebN2GzOwIi02Zhfm0rcRy1HTspEaH8FtmLahIp89wZgYkoOlo9Ss7VEWY98sxz48W+ssrg017g4b4yrpuVNUFATbN06Es2a1cPFi3m48cYlWLOmqqIl9zKL/4xdPT6gPyYmzAUS11ZZAFslAiYipfBHpHtRwD5u3Dh07NgRvXv3VqmMVXdDMTQkEWv1L5K9u0WwNgpharZWy0hHamgnBMqZQHQKTUV6hpypfcLmYq54n7zGpeV26TNpEQZiKjZYVo3fMFUsKZ7GteWdw5S9H54LE+Sj38pCj3ybvWmWHPRHv9nikbIGhxa+XLj+qj0r1RLX2nF0O5YuHIOk54Yg6bflKtU2Z5YY0jV56+NJWPvMXfgk9U2V6j56Psatmlp43d2Fjkmve8GKaJVSeY7mjbuuvytea0n0efn8xWHyvUzvaVfQPyt0HEc/n/bmTU5ujrxOdL3eWfuiSq2cbw9sxCevPiTPm6adxc+vDn7/fTR69GiNCxeuYPjwlbKX+ZqOboAbv017QCBCtu7G3pKlz5bz66ItqqVTlXq5hv3K2reYjlbVHv0iootXnbSX3J/YNjqi9DkW279YTsfVj2/3dhU8rxIsA/bY2FjUrVtXLWGs+hsQFYJEFbWvS0rH0KhgOS1Z+w4RaYXV5+mz6BcNh75aSnxG5bbqMx0tP9Mirdg6JT7/cieC5XyJfTrjc5+5Jw3hIUFqDggKCUfantrbuH3A5KFIj7W4/qRYvlGTqnXqe7kSTbhqgI0LxgCLJqFYTN5nEhYNnIckLl13Ou/BkfB6YiK8xj6iUqx7/7elIhB8QQ5lBe30jHbaZ8cnnkVmgrb+Fxmfq6WulbHzG4x7YjHujv0cefNfVqm2ObPE8OCxPXh44hsYPD8Jjf/l/kdf6vnY9f/+U5hP7kLHpNcdFT1fpVSeo3njruvvitda0uVX52LEnE/le/mPTatUqnPRfmn/dBw6niPszZvTl3LkdaLrFfKMY8ewZd/aD/DwtA/lef+1dIFKdQ4K3NevvxfBwc3kc9zpsXCff16zSxu0oF38Y2wdERyWjsy9ataa/nFI0aulbrPyg6ukrdPQTf44p6GsH+JZiJ+QiOAEte+EYCSWV3Wy2L4t9r81HbujErT9LA9R50j7nwbEbFP7H1q65M/mdg6elwWq9k7V3ylI13HAzmq8jiJIl7V21iEpfSgGdFTpxNp3iEhbHjINEyhAE5+3kOVxsL/Se/HP9rah6Riu33ETn+lg+ZmejEyx38J1YkK05TZV7nPP7BQwETHWStsp3yaniPeH+EEzLRaQ0/ReqWU1wSx06DwQa8YsQLH4fOMCjFkzFVFcus6ciNtNGxfnjXHV5Lyh57Xv2PEIbr21rXyO+0MPfYkPPkhTS2sek7la9B6/F7u3hiDQ8gd2SbL0SZVGd5uGcpuqFmt3XsYPcdnudSumdVMBOO17ayLWlnUDoVSbdrX/sKGY3F9VeKfggdD+Mbco3Rpb21k7Lzt/OVK1dwrOKUinYJ0DdlYrBAzAUOzG3nVJSA8JLN78xMZ3SP+45QiZNhzTQmIc65uixGc7YMDQojb14jM9gNLlOkWf7wDx+S6zun4lP/fMfv3jYoCSN38p3/Q3jeV0LeY/Ohn7F6Whr2q7Loe+wAZzbPHSd4dlY3FkTLGbAdmLIwuPEbk4W6U6nl6dXVmVjLzX45G38F2VYt0/rhuJGb1mysG/cXuVWlpB2C1yn3tffwmBE7T1/xb0d7XUtYK63I63Xx+Nz2L+Dq8pz6hU25xZ0n5Ni054L/5xrJoShdPPT1ep7qPn445/P1WYT+5Cx6TXnRQ3RaVUnqN5467r74rXWpLPk9OwbPo98r3cttdglepctF/aPx2HjucIe/OmcR0/eZ3oeqW/7NgxbOkw4CG8N/dBed5NRk5Sqc63YcP9eOKJ7rhyJR9jxqzB++/XzMDdy/Bt2klWJtLDgmE7Zl+H6G6JCI5RpdHb5jq5napF51JySMHEsm4guI2V87LzRyQF5RSc64E7B+ysdgjAgKHp4n2ejpAoywi8jO8Q+v6hsWUndlWq4p97WwI7hSLVohF7RnoqQjtpLdxrr/6YPDQRE17breaZLRS4F7Znl0NlA/aNiDG1h/jtVSR7MSaMCVXt5Pdj2IoJkHG4o+nVnNm/PfLHToC5ZSuVYt0/rhslAsFZcigraCcFEQNx9dhnCtcf3GmIWuJaXVvegJFjFyHqxZWIum64SrXNmSWGdE3G378AA17+EveGP6ZS3UfPx+jB8wqvu7vQMel1TxoWp1Iqz9G8cdf1d8VrLYk+L39/boV8L9N72hX0zwodx9HPp7154+frJ68TXa9HBzynUiund7s+uPfJD+R507Qrxcb2xeDB2u+WsWPX4qWXvpfTNYkvCgwetGdRtdRpCImZiADVtl0vVcqijqQKhQAdtV+uWWt3l1/SXpKtfVPJXNgSJOkNR2W7RidWR5Ulf9Pwmt4msthrKoMTzssycOeAndUWVOKNrSEoFrNL1r5DtOroIcu3YXmICOAcaUBe4rOdtTZRHLZE6b783ikqKS/63nHz91FQCMLT9kBrxZ6JPWnhsGjiXmsFTIxByJIljv89qUWo93jnlmJTCXsSoswbQN3Z6bLXr7BoO++PfsOAFeuzHU5n1ZczS9qZc3HeGFdtyptly4bgkUeuE1Nm/Pe/P2mJNUhDTyN2RGfZJrxbLHbHbFPVUvtj8tx0VTU0Aq8lybUFSgcSVZXRCYmyXMxBtvYdgIkJy2nn2vlM2I2hCeX06l6qTbsfImyW1tD+5yJ9uNp/bLqdPxArcF5WUJC+YMECOXDAzmoFejJDqSYx1r9D9sZPUNXiA2R16ZBpExzo+E37bCNW+4x2SxyKbaXq1/dH3PKQouMW+05z0veRPQKnYEboMgSZeqKnKQjLQmdgSm0vaJcoH/j5AmXpEzUVa3btU3PO4I/RyeWX1Pt3DLV6XEfTWfXB7aaNi/PGuGpb3sTHD0Dz5vVw5swlfPttUb9dNUETHw+YWl/b07xzc+GvQlaFstZFo1tSlEuf8XznnXfip5/svwPVo0cPfPXVV2qOMeYyVHI+AUhww+MeX3nlFcyZU6LX3sxMZCIQgTUgYJ8+fTqefvppNVcGekKAE79z10X7ISkqx7H+D1xo6tSpWLhwoZpzPipp7ztPzZQwdUNlHvVGVeSpxF0L4Kl9+gQkIHm0v1ocA5PIt/2dX3Yo3WxxQn379sXGjaW7uKeSKfqhy2Me85jHPK6O4wHim5z+CG8X8x/Ysb79Y2oC5oixY8di3jwbfyQdNGn6rOrQEV3Ntq7wcW5+6BYLzJ3s+l97FIjbOzDGagkRrdeEgN1hS4YXPdqvwrIQH+GH4UvUbC3RJ1Zvx156cOWz2bP3pmFg5w5qrogj6Rs2bCh1zjr6gcZjY431H876PI+NM9bZuz6P3TeujZ+b3buXybGXVzccPXre7u3KG1e1OqZq0Xt8zdY/LqWoU6mUuEp3KlUeKjV3dGCMuQFV3XdDKTuz0D9OffdW9roHYGKK9j1ulFL2msSfGqUXPlpuI+jx8MP6+Tuczqovo/xwZqVx3hhXbcwbf//GaN/eTz4GLiHhF5Va/VWTR74xxhhjzIgsH62mDZHO76ndfzQSCh8t1xdpixIga747ms6qLSoxZMbEeWNctTVvHn2UOqQDDh06J8c1wcW86vDIN8YYY4wZDgXs7QsfraaGDaEY076ygXsfxJZ4dJzlo+UK26oLjqaz6olLc42L88a4amveDBigNYeqSZ3RXSwwc0d0jDFW21BHdDWdXR3R1XDu6Iju5c77SwTF9Ni29tj1jGvbtbsC1RTgAMSYLNvmMmPhvDGu2pw3rVq9jpycS9i9e6ysMl9ZdC3pJrAjnNkR3b3/fJ6DdsYYY6wmcnXQXlTSblEqTj21903Dov3J1a5KOgftjDFWM4wY8TlWrcoQfwMH4h//CFWpFVfVQfvdTz7P1eMZY4wx5jiqgr6/sO24GqppwM6MjX4wM2PivDGu2pw3t912tRz/+utxOa7uCkTIzkE7Y4wxxirEsu24NnDAzpyPa0AYF+eNcdXmvOnatYUcf/LJLjmuCThoZ4wxxhhjhsWlucbFeWNctTlvwsJay9pfx46dl23bqzsPM5W1M8YYY4w5iDqiiyzVTTx1RGdCjPaQdMacgktzjYvzxrhqc974+nqhZ8+2cvrbbw/IcbVmNnHQzhhjjDF7aUE5lWD0nQesGdO+qD27HNpjzJqB6Kw9cYc5kceqlfB++H54fFv2HZGYr55ExEd95bDj6HaVakVuLryem4YjI+/C3Ytuk+vHfv+SWuhaKVlrsPShjvj6ztZYmPiMSrXNmSWGdE1efbwLNt3eEnELH1Kp7qPn49PP31iYT+5Cx6TX/eJU7TnWzuBo3rjr+rvitZb0+rpZWDOwrXwv03vaFfTPCh2HjucIe/Pm6Pkj8jrR9Xpp7p0qtXI++nkhVtztL8/7k9Q3Vap79enTTo6/++6QHFdn+WLgoJ0xxhhjdvLH6GSt/fqGqcDARftLtGnndu2u4vXERHgs+x88Z0xTKdZRUPTtgY1yOH0pR6WWRsG/Z+xL8P8kCe3WbJLr7zm1Wy11rUu//4JxK7IQufkI2i9LVqm2ObPE8PzxQ4heugt3/nAMPT5Yp1LdR8/H+z8qyid3oWPS6560JE2lVJ6jeeOu6++K11pS53c+w983/infy97rXfNaaL+0fzoOHc8R9uZNbl6uvE50vQYv2axSK8fz22/w4OoD8rz9Pl+tUt2rd+9r5LgmPK/dbOKSdsYYY4xVQJ9Yc4lntDNXMne9odi4sszBnakoTk5vbyVHbnO2TXPkaIfGgfZNtYkyOLOkPa9RA+z306b3XtNAm3AjPf/cfc2JfkxnHtvRvHHX9XfFay1p17Xazum9fLKTVqrrbLRf/bOiH89ejuSNfp3S2/poE5V0/JrmyPXSpo8EujATykDt2qma/I4dx2pEu3Z+TjtjjDFWA7n6Oe01DVXvN3obUNPuXVqwXQYqaddL2K9vcQP8fFWEZE1ODk78dQDpnqfkbMv6rRDcrOz9OwNVx83481fUOXEKjTrd4JZj6nJyc/Drse2on3UAXl2uR9eWzrkJ4gjKx2/qHlFzQO92fdSUa1GpPr3u8wHt3HbMktx1/d3xWnef3IW/9qfLGxFBba6Xnx9n0z8rXmfOoUn7EJd8VqikfeufW+T1yu/UCWFtblFLKi779H78cTANHpcuo3VgN/g3bq+WuFdExCeypH3Zsr9j8OAgleo4ugFCNckc4czntA+eMouDdsYYY6wm4qDdMdUhaK+t6Acz540xcd4YF+cN8OSTXyE+/hf07dsOyckjVKrjqjpo/5sI2rl6PGOMMcYYMywOCo2L88a4OG+oMzqtXfvevbb796gOKCc5aGeMMcYYY4ZFpVzMmDhvjIvzBhgwIEBcBy8cOHCm2rdr56CdMcYYYxWSvThSPeotEouz+RntzDW4xNC4OG+Mi/OGblx4yQ7pSLV+XruJgnYH6+czxhhjjFHA3n7FMOw3b8BUmeKP0QmLkNaXAniZwJhTcImhcXHeGBfnjUZ/9Nuvvx6X4+rK1Dok3LwztWqen8cYY6zqvPLKK2qq5nr66afVVO3j6o7oNsaY8HLn/UgevQ8xppfReT89n51K29tj1zNmxFZN59QVxh3RMcZYzbNqVQZGjPhcBu8pKfeqVMfQDZCq7IguaspMCtp7iqCde49njLHahoL2OXPmqLmaZ/r06Ry0uzBoLyxpT+6IBXrQvi8Gpr5pWCQDeLViNcFBu3HRD2bOG2PivDEuzhsNtWVv1ep1+Ph44tixJ8R1UQ+Qd0BVB+2DRNDuQXXkGWOMMcYc4T86GfuHrUB7U1/MwxqMaW+qtgE7MzYOPIyL88a4OG80fn51cNVV9XD5cj6++CJTpVY/3BEdY4wxxiqEAncqfSgaOGBnzkelXMyYOG+Mi/OmiN4Z3e+/n5Dj6sYk/uOgnTHGGGOMGRaXGBoX541xcd4UGTkyVI5TU/+Q4+qIg3bGmGtkxSMiIh5ZarZasOecaR0/P/hZDBHR0RV/rc66TpXeTzLGy0d36UNPzLdViyxzvlh3vNiitOTxJvS02DB5fM/C/Y232CBz/nj01NNtHshN1kUX5aez37Ni3xEREXLQjxG9Ti2r9jYipth7pmjgx74xZ+ISQ+PivDEuzpsivXu3k+OtWw8jNzdPTlc3HLQzxozLMhB1JCh1ViBsS9hcbMvJQY4aUiYHqwXV3TisLqzmvBlTAlVyoUzM7ymCsqBovK1SihHB/GzLBcnjMShtBDJofxkzgEEq0BfrjYwGZmSo9OiRtm8QuMuo5cjZNhdhatZZshCFhJQUpMSEiLfNNiwfpRbUABtj+mLe1A0WVeOLhurWczwzNi4xNC7OG+PivClC7dqDg5vKgJ0C9+qG/q56gPOTMVYdBExESspEBKjZMjmyLtNk7kFaeAiC1Kx1gZiymYKy1SK8L0kE9COXIXRcuJqnXaYhfESU2EoIjERMXBpW6qXtdCxaINKHjEtFeoaWXNME9O8v3odZiI9Nx9ABNe8dObBzBzXFmOtwiaFxcd4YF+dNcWFhbeT4228PynF1QjXYuKSdMeZastQ7GvHRevXgiKLqwWJZdIReLVmsQ0Xjav3oaJHWbRq2bp2GblRqbll6TlWOVVXjYvvT6euWeex1RceW6ZUvl98bL45jcTLrxGuIjhfn4BcNLVUc0+r0bqy19/qUlV5ZqcswkkrSxR8HyyrudkmOxbLQGYgJUfNCYKdQscskEc6TTCSlpyJtj5gLjMIILEMSLchMxsq0cRgSKVcyEHp/WLwvil1zkVcW769olXcR8evUe634dhERryEwIQUTa1jM3mfSImDMAnBNeOZqXGJoXJw3xsV5U1zv3lfL8Zo1++S4OqGc5KCdMeZ6W9OxOypBq06+PATpsRR8ZyF+QiKCE1Q184RgJE5QQblYPzhqm1Zdmaqilyw17x+HFL16+rahan822Dz2cGCoOIbcRwwwfALi96ptykM3EmSATYMeeAMdBwxF2JKkwqA8ackoRE0cgKFh6cikE1yXhCXivyRaISsT6WHB6EirOnR9yrhulRU+AjOWmmHOWI3QZUHF2qCXLRnjZwMz3ioReUe+hdWhyxBE7Zx7xiIdeil8IKYsFWH7yJ7oOVJuCEPF7PKGTqy4ximI60/vPLrm04AY9X5JEPmsram9VyenyPcqpsUCcprek2tlnqx7jW48pSN2ggjknXZ3xRg2LhiDNZiHvqodu+XAbdqdz/P1OPh07QKPZf9TKdZFfNQXvi+Z5PDtgTIyIjcX3oMjcfqmQLSfoa0/NukRtdC13v9tCT6+xYR9V5vw/Nt3q1TbnFliSNfk1X7asZ9+/kaV6j56Po56SLvmNLgLHZNe97NDnHdMR/PGXdffFa+1JHrv/hJoQmIPEz76eaFKdS7aL+2fjmPPZ8WSvXmTfXq/vE50vaaOa6FSK+elr2dgQ6h23nGrpqrUqtW79zVyvG3bEVlNvjqhnOSgnTHmemFDMVkGP0JH1f47ay0St27FtG4q+JWl6olYS4GzWH+Avr41stRTlUzTdirZKlvHxlxM1os+A/ojLicFE2UEbYdibdrj0F8lU7X8mFEqKKcAfVSUWBaAwJCt2C1e17qkdMydOxfptMLe3cDQAdrNCEeuz7oyrltlBE7B5s1TEKmqrMeMCNdKxe2QOX820kbEWA28I9/arLVz3vwWhiBVS8ycL4J1YOnmzeKYSxEyu4xO79xNXMsJE4ZjSUhMUcm4/n6x9p6k96qebDmt9I+j90gKUlJSEFfDitr7xBa1YS85cJt25/Oa8wJMu3fB6z8vq5TK8UhZI4cWv+3FfWkq0U2a7TmAUduBzieAO1LEd2E5nFli6HXmHJ7dpB172PpDKtV99Hx8RpyDu9Ex6XXPdOJNNUfzxl3X3xWvtaTbNmTiFvES6PPT+uddKtW5aL+0fzoOHc8RjuQNXSe6XhO/Oq1SKifox0wMFKdL5339Bjd/wdjg798YzZvXQ0GBWfxuqn7t2jloZ4xVoVFYXhj8asFN+YHzOkR3S0RwjCqZdkHnYZXRP2oUloigXAbok7VwntLSM+ORlC6CuomBCEnPRHxmOkICywvibF2filw3V8lE0rJUpEYHyRLWoGhtunT1+kzsEX+3QzsFIjNpGaC3dRf/Ro0Alsm68kYQgpiEbZibPryomQJjBpD/j1FUdIb8YfeqlMox33wLzMGdcbZ1c2xsrxLdJKd9a2y5GjjSAPjthrYq1TZnlrTnNWqAlZ3FOfgCm29srlLdR8/HT7QnULkVHTPXC1hyg0pwAkfzxl3X3xWvtaRtYe3ke3h7K+Bwd/GiXID2u0tcJjrOlp4dVKp9HMkbuk50vb64sb5KqZyDXa6W573fD9h3g5u/YMoQGan97tqx45gcVycctDPGqkYAVRtfgiS9yrBs+2tvNe8QoKP2xZu1dnfZJe3W0LExDa8VHpval0fYXz2+LP2jMEoEfMMpQNdjcpEWMm0a0mXJen9EhSRiWmIIogqL6K2wdX0qdd1sy5zfE6bxySK0pplkxEZTXF2q+3gr9M7ptCEjLhzhcRnYTF3PJ48X+5wv95mZHIvoVK3teqm27iLop2DeEKjJQkAAJibMRfpw1fRBf7/o7dSplkQttTHGhMjF2YXTJavF6wNXj3e+vNhXcSnnIvJjnlUp1qU8sAG5z5rl0Lud7SoP5patcHnHTvjsO44tcdr6C6PeVUtd64HuY3FjphlNTpjxxIwUlWqbM0va6ZpEbjejbo4ZT76xU6W6j56Ps77UrjkN7kLHNJ0zY+JG5x3T0bxx1/V3xWst6Zknv5Tv4S77zfI97Qq03w6HtM/Kc5M+V6n2sTdv/Bu3l9eJrlf0ilMqtXKiB8+T5936iBmjRyao1Kqnt2v/7jv317KpLA7aGWNVhAKj5UBiN62a94TdGJpQou16QKAMlrpZtBsXETAmz6XNtOrhExLTVbojShy7WyywPKFEabVlR3GOoKCcakqrqu9SRwSHobBkvT+tEEJV58ti6/rYcd0qIHDKUqzGbK39edBsIG6peuQbPb/d+jPZy0Vt2qG1aQ8alIZxq1Xbdcu27qYgLAtdjZLN4atcwEQkzE3HcHlDRA/i1TWPTXf8RlENQVXik0f7F05bVom3HLh6PHMmZ5a0M+fivDEuzpvS9Hbt3357QI6rE1PrkJ7mnalJapYxxljlUCdmSYhKsWjrblCvvPIK5syZo+ZqnunTp+Ppp59Wc2VYFw2/pCjkxNmXY1li/W4OrG+JniiQFJWDCmzqsKlTp2LhQtd0jlQTUQ0BZ5boMsYYM57g4IXIzj6NH354GF272tfxHt0AoRvSjhg7dizmzZun5ionasosLmlnjDGnoeDPbzjSh042fMDOSlgyXHuMm5otaV3hI/n8QBUz9P4K7JeF+Ag/DF+iZmuAsqrH6wNXk2fOwCWGxsV5Y1ycN9bdcovWj8aKFdWrqRsH7Ywx5iz942THcCk17YHcNZ3Kt5ySjxa00D8upajjv5S4CjxzPQATU7Tt3VHK7g59ougxPlOxwbJq/AaLtP2LkNY3EqoJPGMVxjUgjIvzxrg4b6xr1aqeHH/5pTM6MnIfDtoZY4wx5rCNSfMwcNEkFGu+3mcSFg2chyQqYffvh2ED12DXPm0RYxXFJYbGxXljXJw31j322I1yfOrURTmuLjhoZ4wxxpjDOnQeiDVjFqBYDfiNCzBmzUB0lk8m2oddhdOVU7Iqvl7tPntxZGGa3qs9sZXOqicuMTQuzhvj4ryxjp7X7udXB0ePnpdt26sL7oiOMcZqKeqIrqazqyO6GsotHdFtjIGpr2VHO1Q1PhZ9kI3Fke0xJnQDzJXuSp72NQFISIbquF6TvRiR7XfhmcLjqXVgI91yWysowOcfucZEJYacN8bEeWNcnDe2jRjxOVatyhB/IwfiH/8IVam20bWs6o7oOGhnjDHGaqCa03v8RsRE7sWk5NEoHrNHYgISCh9Bp88niH+tpevztnDQzhhjtcPrr/+MmJgNMmCnwL08VR60T+be4xljjDFmZNl7kbZmDNqr6u6myMWwVuHdv2Mo1lhpQG8rnVUf9IOZGRPnjXFx3thW9Lz2g3JcHXDQzhhjjLEK2IgYPZAuMTj1UW/7dmGNRS/1G0LHYEIl26n37du31Dnr9B+6PDbOmGpA2LMej90/1tm7Po/dN+bPje3xzTe3RN26nrJN+4EDp8td3whE0M5VwRhjjDHmmI0xfTFv6oaix71ZDJVuxm6pT6zYJ7VPV7NRU62WnGfvTcNAK73eWUvfsKH0eev0KvI8Ns6Yfjjbsx6P3T/W2bs+j9035s9N2eOWLRvK6c2b/yh3/Spn4pJ2xhhjjFWQtSDZ2WRP8IVF99lY/PI8eVz/fsOAwt7rN2LBGGBYP3+b6az6MswPZ1YK541xcd6U7fHHtUe/bdt2VI6NjHKSg3bGGGOMOazPpEUWwbHr+I9Oxgbo1dm1Hullp3L+o5GwKA19ZXpfpC1K0HqIt5XOqi0jVVFlxXHeGBfnTdmqW7t2U+tre5p3bube4xljjLGaxNW9x9Oz04s97c3C1A1OriLvBnRTwOglU6ajR2Bu2UrNWbfj6HacvpQjp69vcQP8fP3ktFW5uTh+6gB25v0pZ1vWb4XgZp3ltCsdPX8Eu0/ugs/xU2jSPsQtx9Tl5Obg12Pb5bHrXh2Ari1vUEvch/Lxm0u71JwIHtq558Py7YGN8nVfvqqp245ZkruuvzteK72HTx7ORF6jBvI9TJ8fZ9M/K15nzqFZ60CXfFZy83Kx9c8t8np5tG6DsDa3qCUVl316Pw4e2wOPS5fR9ppQ+Ddur5YYS6tWryMn5xKOHHlCPrvdFroBYtmMyh7O7D1+0OSZXNLOGGOMMcf1iS3eJtxyqG4Be3Xg/fD98PFvDa/npqkU62K+ehIRH/WVAwVHtlDgWKd9a7TuHIqn/6utP2/Ly2qpa3216wsEhfXF7T3vQUr8ZJVqmzNLDOmaNLxDO/am5+5Vqe6j5+PPj2rXnAZ3oWPS6z55t/OO6WjeuOv6u+K1lkTv3Vtv+Ruu69YX3/34iUp1Ltov7Z+OY89nxZK9eUM3Bug60fVKG1v+48/skfjNAnS/aYA87/UrX1KpxtO7dzs5/vbbA3JsZBy0M8YYY4wZnEfKmmLjyjL9sAXIyYHn5Svos18luonf/sNor1UGwHXb/9AmyuDMGhBUYnnLIW36prRT2oQb6fk3MFOO3Eo/pjOP7WjeuOv6u+K1ltRxz3H45gGtzmnvaVeg/dL+6Th0PEc4kjf6dbp910VtopKu2XkIfrnaeXfY7uYvGAfcdtvVcvzdd+pNaVQmEwftjDHGGKsY2UmcbDseicXZ2Vgc6eTHvbFCV16LR0HEQOS9OFelWEfVjak6MA2N69iuGk/7yh87AQeH9sf+AeFy/U5Ng9VS1/K6MQwfDmqHr25ugazh5ZfsObOkvf5VV2PB/YH4rltz/PjgnSrVffR8/PD+6wvzyV3omFuva4rXRoaolMpzNG/cdf1d8VpL+mNohHwPL+9/NQp6uyYfab+f92kjj5N97yCVah9788bXy1deJ7pen4+8VaVWzqV+d8rzTu7ZCqf+HqlSjUdv175kyW9ybGTcpp0xxhirgVzdpp0C9vYrhmF/ckcsML2MzvuTMRqLEdl+BYbRdDXr/K06tGlnjDHmPDk5uWjb9k3k5xeU2a6dboBQ0y9HOLNNe9SUWVzSzhhjjDHH7du1BgOH9UOx2Ny/H4YNXAMrj1FnrMKcWdLOnIvzxrg4b8rn5+eLnj3bymkjt2unGwYctDPGGGPMYR06D8SaFeuRrealjQswZs1AuOHx7awW4RoQxsV5Y1ycN/bRq8gbvV07B+2MMcYYcxg9P33/sBVob+qLeViDMe1NMPVNw6JqWDWeGRuXGBoX541xcd7Yp1o8r507omOMMcZYRVHgbvmoN7OZA3bmfFxiaFycN8bFeWOfsLDW8PX1wo4dx+Qz242q8kF7Vjwi/PzgZzFExGephSXQuhHxyNLHKrmQrfTKcOc+Kb3YtYhA9DqnHrlQVnx00bEiXHccxhhjjLGqxCWGxsV5Y1ycN/ahgP3661vI6Z9+cs2j+5zBOSXtYXOxLScHOWpImRigFtRCltdiWwyCY7vZvolRQVnxEeiWGIyYbeo4CTHA8Alw8mEYY4wxxqoclxgaF+eNcXHe2K9RI285fvPNbXJsNHT7havHu1JAf0xMmAskrnViSX8W1iYCcxMmor9+b0QcJy4nBbX5XgljjDHGaiYuMTQuzhvj4ryx34gRneX4xImLcmxErgnaS1Yfr2wVdbF9dIReFTwa61Qy1llUEZdV0VW6xfoRExKxVSUXY21beZ7RiI+OqNg+rQkIRMjW3dir9h0t9y1egx3nTtXe/Upet6y1SMRQDLAWoMtjWLnuxY6tHa+wVJ6W0fmoacvrzCX3jDHGGKtqXGJoXJw3xsV5Y7/BgzvJ8a+/HhfXLU9OG40HHHxQvFVbp6FbYQBqEVQ7RRbiJ0wDYrbJquDbhqZjuB7h9o9DSmFV9KFIj6WAtfj6CTEh2rolWd1W2JqO3VEJWvryEMf2aVVHBIelI3OvmBT7Dpb7jkN/O849J2EowrSdVF7hsXOwfNRWJK7VIvKstYnYOioK/eWxExGcoM4pIRiJE9Q1YYwxxhirIlxiaFycN8bFeWM/P7866Nq1hQzYt241Xrv2AhGuu6BNuwhIVbJTyJLluZis6oIHDBCBbHqmFkzKkmFVetxtmlb6XXL9jsHWA19r25KwoYXbQmwr2btPq/Zi99YQBHYUk2LfA/R923HuTmVx7P6T9Sr7qqr9ZJFjdOytWzGtm7r5Que0NREqtmeMMcYYqxJcYmhcnDfGxXnjGKM/+q0at2lfh+huiQiOUaXi2+Y6EEhXZlsHZWUiPSwYFLMXqcTxAwZgqAjtKxVMF+6DbhJYVrUfheWFN19o4HbyjDHGGKtaXGJoXJw3xsV545jbbrtajmtX0K7aceuBZdbe3dpERcgAcxpeU480k9W5QwKhxZIhQEdtKmvtbq202tr6cqokK9vaYvc+S8haJ6u7h8RMVOdrqfxzh9XrFoABQ4FpE+JR+JQ3cZxoaqcOe6+7to/ECYnA0AHaudGxw5YgSW/InlWifTxjjDHGWBXgEkPj4rwxLs4bx1D1eMCM77//Q1w747Vrd1FJe39MnpuuqlpH4LUklWyPYu3jxRC9V+uBPbabnO+WOBTb4qgCPh1DBJ6qOveExHRtexGC0vrpw7X1J4i4tXQptq1tbbFnn4rl+XeLxe6YbZCnW4x95+4Xm2715kDAxBRsG7pbXJKi42B5AiYG2H/dqZkB7XxoYTE7HXs5nZS2T/EihyZYu9nAGGOMMeY+XGJoXJw3xsV54xh//8aoV88bV64U4IsvMlWqcZhah4Sbd6auVrPMSLLWRaNbUhRySkf9jDHGWJmmTp2KhQsXqjlWHpPJZOiSKdPRIzB9sxEFEQOp1ySVWtr7vy1B9un9cvof142Cf+P2ctoaj61bkLVvGz5oe0zOX9/iBgzuNEROu9KOo9ux5etFaJUpXtO9D7nlmDq6Nl+si8M1Ow/h/KABeKD7WLXEPfR8fKXRduQ28JVpM3rNkmNXm7fmWQT9mIl9XdsjevA8lepe7rr+7nitq/asxMWkFchp5Ydb7hiDri1vUEucR/+s+B3JQd2oYS75rOTk5mBJymx02LEfR3t1x7i+09SSivv2wEbsW/sBfM/lovU9Y9C7XR+1xNgeeGAVPvtsD2bMCJeDjm6AmB3svH3s2LGYN885773IybOqc5v2mmld4WPZ/EAF6LKTOMYYY4zVat6DI+H98P3wHveISrHu/d+WYvamF+SgB+/WmHZsh3fvWxE88nGkLdLW/yLjc7XUtTJ2foNxY9/AiDmf4vKrc1Wqbc4sMTx4bA8enDBfHrvBrH+pVPfR8/HaZ18uzCd3oWPS6x4w+T8qpfIczRt3XX9XvNaSzi94BQ9P+xCTH3kDB7Ymq1Tnov3S/uk4dDxH2Js3py/lyOtE1yv46dkqtXIyNvwP455YLM/7+McJKtX4IiO1OsZGbNfOQbvB9I9LKeoILiWOO4JjjDHGGMQPg+LjSjKdLtqPX66acBOvy1fgq5qM1jt/WZsog7NrQOivt8GFKmi3qvLP3dec6Md05rErkjfuuP6ueK0leV/JV1OAp3hPu4Llfi2PZw9H8ka/To0uFmgTlUQl7DrLaaPTe5Cnx74ZrV27Z8Orrpk1afSDapYxxhhjNUFKSgoGDx6s5lh5XnjhBcyY4Z5qyhVB1eLNba9G/rQZ4he27erxhKrpUnVUGvx8ra9r9m8Pc6fOyO55PQ4M7IleHe6Q6wc366zWcJ1LDerhq5bnkB3aDhg9HkFtrldLrKMSQ2fljdnLE59fcw7H2rfAqXGPIKT9LWqJe+j5mHhPKMJCBhbmkzt83ioH55s2wOaxg9DjukEqtXIczRt3XX9XvNaSslvXw56Gl/DzoG5oP3g0WjVopZY4z4VmjbG5/gns7RYAz9GPoVPLa9WS8jmSN5/5n8OZqxphz/j70DW4r0qtOGoy8HOjc9h9Syc0fvgxtGtW/DlaRuXn54v33/8dJ09exNChndCqVX2ZPnv2C5g1y7HvoC+++AIRERFqrnI+TN7IbdoZY4zVTl999ZWacq4777zTpfu2F7dpd4zR27QzxhhzvbFj14jAPQ2xsX3xxBPdZRrdAKnqNu0VCtpfecWxNhWMMcaYkTz99NMysO7Ro4dKcY6ffvqpMGh31b7txUG7YzhoNy76wcx5Y0ycN8bFeVMxFLCPHbsW11/fHFu3jpRp1TponzNnjppjjDHGqo/p06dz0M5K4aCdMcZYWtpx8fd7Kby9PXD27D9lmhGCdu6IjjHGWK134rcFOPLDdJz46TnkbJ+Jc7/Nwvm0F4oNF9P/hYu7X8GVv7arrRhj7kA/mJkxcd4YF+dNxYSGXoWrr24kn9e+Y4f2OEwj4KCdMcZYrZd34TDCoq7HNaFtUNevHs5duAIvv2vQqusAdBn0mByCB06E/81/Q+6fa9RW9qM79Ffy8sod8vMd6x2YsdqAa0AYF+eNcXHeVFzfvu3k2DCPfjNx0M4YY4xJBSKwbtamCTp288cN/ULQuOklZKR+AezfAGRrg2/BWWRdPoqBm7ojfo/91d4ysv7AV5sPIvmbP7F64yF8+fVBrFqfrYYDYjiEFPHj4Lf0fbh06ZLaijFGuMTQuDhvjIvzpuLCwrQnAfz663E5NgKnBO3J43vKtmAmU0+MT1aJQlG6CT3nZ+qpGK/S9G3mJ89Hz57zoa9hKXm8qdg+M+fTPseLvehof2If1ja2Qj+n8fNtHDPT9rkwxhirucz5ZpgLzCgQYw8PE5q2bizTL58+jIKzR4Hzx4A/t8rlVG3u/YNL8cR3j8p1yrN770ls2dsea38NQvIOGgLlsPqXjvhyWwcxtMe6Ha2xZccZnDh1Vm3FGCNcYmhcnDfGxXlTcWFhbeTYMCXtQuWD9uTxGJQ2Ahlm8WMnYwYwSAXUlA6Vbs7AiGVBFsH3OKyW6TRsxpQglWxFUEg40vboIXQmkpYB4eFpKEragzSEolOgmi9TMla+HSqP/VaUSmKMMcYECsbz8wvEmAYteCd5eQW4IgZdO1ND/LfrQuSLtE2nU7FwxxtqiW3NGhXgyX+0xrRHGmHGo43x/JgmmDm2KWaNb4YXxPDsqGb4253t0KjljTh7wUP8bVQbMsa4xNDAOG+Mi/Om4rp2bQE/vzrIzj4th6pmEr8JKh+0R74F8+YpkDFzYBBC9ICa0t9S6eLfqBEq+KYgOzwEZcTpxQR2CkXqsiRV8p2BdIzAjBHAsiQVtWekI3XcEERqc2Vz8NiMMcZqDxms52nBOo3zxUCuUDBfUIBdF0/hb7tWY+aFn9G1aQ/c3uROXKybh/fS3pXrlcXHKx+hAT64qYs3bgoRYzGEXVtHDb5o08IXG344joKL2WhUn3oyVxsyxrjE0MA4b4yL86ZyOnduJscffpgux1XNuW3aM5OwLNVaqTeVkKciVF+Qugwje5asNq9LxvieVM1epUcOwbjUdBGuC8kr8XZoJ0RGiag9/f/buxvAOqo6b/zfW3xpFTe3RW2L0iQ0aWmIbVqhSLLbULXQtGxNWYm77iPhEWwAlQYfqou0K7sUUctKiq7QCi7B//oSXJvtkqa0al/WhlfbpoSUJmmbRBSiYm/QSgOl939+M2funTt35r4k9yaT5PvBa2bOzJw583Jv5zfnnBkjRcXhbSgtcobhjibz0uRdmuIX1qKlpRaFMc3rFTW9xipPdQNadDIREY0fZu26BO5nIjXu4vU33kT7yT/ihuN78enL/hlvvuPdRvqr/ebd9z8OJL8LLw+YC4fP4PTpN2I+p069hn6Vzx9P/BFvnn4Nf3NpEV7+ba9KP6WXJCLWGPoXj41/8dgMzezZU4y/Tz75W+PvSMtY0G70NVdBMerWxNV6d22sRi3qsMaaUFqFtfXSnH4biqXZfJNO75KAfT2K6vdhU4UV+Udr7yVAX1WpMimYheK2DnTp5vJVy513CSpQuaolUhvfpWZqWbVNra8OpaV16AxvspWxCxurVbnXdhrN9evXFut0IiIaT6S5u1HDbtS0q8BdN4l//uQr+Pqfj6P2w3dhz6+bcPilVvxry+145k9PG9PPvJG8NuONNyRIP238tT6vv/46Qq8O4Pljr+O3fa/h8kvfhbz3n4P35S/EE0/xtXJEFtYY+hePjX/x2AzNTTctMP4eOfJH4+9Iy1jQXrB6nwp6nX3XJWAvQ3VDFTojTehXY58aNmLyggqskWbz7e1m7Xv1MmwuXovVMTG4NK2XinUzQDcr1VUgjwY0dXWi3bVmX4Xta+qkDX0ksK+L3DFwkNYBxg0FM5OCwiKUGkNERDSeWH3a33zDDNjlby/+hG+feRGfLV+Hx49/H0//5hcIq1h++x//GwGzwl3Nl1rQbgXq1vDAwOs4/uKf8f3tb+C7/3MGTf97Evs7gB/u6MfJN96plyQi1hj6F4+Nf/HYDI29X/tIk6uMzDaPt/ddVyRgL1QBe70VsCdUjLX1nahrWxYT9Avp197WuMHoz25WqutAfkMj2rz6sxcsV3NLYC9BubUcERGROytQN2rZVSD+2p9O4aG39+Dz5f+MRw9/E8dOmP3a3vX+t+Ft7z7LGA4MAAtzFhrDiZi17KeNQN36SNr73vt2VC+biC9+6p04750H1cXBcbzzzedwWVmRXpIGo+ehCqPLm3wqHurRqTRascbQv3hs/IvHZugWLTLf1+4HQw7ajWbxKsrWYXq073rXRlTXFmObI2CPmb+rGRtqgapKdXEiD4grKMDq+jq0WU+gt1RUonjzZqM/u5WXBPKbVZquendhBvYN1Ub7ee+bBkZwX4sNug+90ZTeGCIiovFEgnXzAXRncLT1GH595Dc4/XoYPzp0D/pOxgd+4dPAO7vfhduXrNMp3k6+dgadLwbQdvysmM/R356F11TgL92zcs4+C93Pb8EV6iLh7EnmTQEahJ6HcMP1xdhlvKGmGx//yQ1g3D66scbQv3hs/IvHZuj+5m/er4dG3pCD9oLV9diG9Sg07mhXo72qE5sqgGYVjbdgM5bpO93GQ942dsXOX7geqKuPfeVbwWrU17VhWcy70qVfu8T1thnlAXUodfRnlwfQRQP+AonaVQQe3+fdzrpRUGiUsbpdrUdPISKi8SPSPF4F7eKPr57B371yHp7f/wL+fPJ1I02cPnUGJ3veQE7ne/D9v/tPzJmWvFb8pT+cxrd+9Hv82w9fxz0/GIj5/NsP1Uf97QrNxXnn5Usneb0UDUbPz34CPPg5XGaM5eKjHwd+8rPRH7VP2Lsbb/n8jQi0Jn7ewZqf34LLf7DY+LT2JZ73rA1fw68//wlcWV9uzL/hia/pKdm149h23PvZOdi+9H341s47dKq3TNYYyj6589YPGOu++wfX6dThYx3Hm752ceQ4DRdZp2z3F/95vk4ZunSPzXDt/2xsq5Ocuz+5Khf/vmq2cU5ng+Qr+ct6Uvmu2KV6bPpOvmzsJ9lf/3zfUp06NN9/7mHU/5+ZRrl/8Kvv6tTRZ9Gi8/TQyAtMv7AsfHif9SS41HzjG9/AXXfdpceIiIhGj9tvvx1f/OIX8fOf/xwXXXSRkfbyU7djxgUzED4Txhn1+U3XiyrQfgOnXg/jHcG3YkPolziTq6a97Qw6n/ojbpn8Qfyfq/4/Y1m7Z599Fh/5yEdi8hbtLxzHsd+cxuunvWvQ5bVw555zGnNm52HSpEk6NcrKO1W33norvvvd0XuxNFjSNP4GPIDm63LNhN1rEGhajvAGM4wXixcvxu7du/VYlFzkSu2UH/+eUH+nqTI+qT7zE81/QwDIMzYHOz65C5fPWuw6X6X6a1Vy3Hgl8IA6XT/1gWvx/b972HX+TP599NGv4uNXf9lY99dmAbccSjy/xWt6On+nzQrgpd8CE08DP7/kvfjoU79LablM/Y0cx/cDl16vt+ufUl9+KH+fUOv80Ivq9+5sYPqfR+Z8H679f6AgENnWyX9Ifbl0/v60qgQrG8wbY4sLgO1tqS2Xzt+lxQHs0rWYW9T6rlLrS2U5+WtJNt+RvuP4q5n5mKbOiSenq9+X44nnT+Vv5UL1+3LIXP/W1cvxsY1NKS3nx7/B4H0IhW42WsSl4zOf+QzuuecePTY0S2/+Sqb7tBMREY0+gbMmIvT7fsi72aWJvAj1v4rf/+EVnDrxJ9x69gKceu51vPbqaWP61Zd/w5gnVUUX5GOZuqqrXJLv+ZHpC0rmuAbslFm7du0yLsDsH4tcqPnx73sXfsj4u7Dq742/XvMtWhS9OSG85vvv1sPGX9Ed1AOK1/yZ/PuXc3Jw6i3GKKZddqnxN9H81scaH8rfhp/tQmiiMYiXz5mY8nKZ+msdR/s+F6kuP5S/1jrlbyrzZ+PvcO1/+7aKVJdL5+9L78sxh9W5fP2368zhFJZL56+Vr+jNn5LycvLX+ljjif5a++n308yHoKa6nNffils+a/wVoWnBlJfz49/bbx/5NtgB9R+DdiIiGvfeO38NXg+/D79/sQ8Dr72Ot7z1rZg8829RcsUduOSqb6FkSR3q/34nzutbgCumr8Dbzz5XL5m6CRPUP7pJPpR5PUfbsPSCfD02er2x9wnz88gPdYq7DR+516hhl8/c95bo1Hjh2Rfg9Z6X8NsDT+ML/2zOf+uHvqSnZtdl867CE0/+D1q212PBV76nU71JbVemyD55/onH8eR/fxeF9/+3Th0+1nE856fmPpfPcJF1Pt3w7/jTLzK3znSPzXDt/2xsq9Nf3/qAcQ4/tee/8DcXf0KnZpbku2fffxnrWXzzv+vU1KR6bKa+c5qxn2R/Bf/rZ2biEC1ddqtR7l/u+iE+9On1OnV0+vznP6iHRhabxxMR0bji1jzecuqP7eg/9l8Iv3kKkwpvRM6U9B5C49U8PhPYPD5FPQ+hIu8FfCm8AZdhN9YEvo4LupthtZb3Is+1sWpXiIiILHIDZCSbx1fcfAdr2omIiCwTpxRh6kXrMO2Su9IO2Mkncq/DAw+2YbHxENzFaHvwgaQBO/lbJmvaKbN4bPyLx2bsCKv/Bl3TTkRENFp51bQPFWvaRy/WtBMRkZuRrmmXB9ENKmgnIiIa7SSwzgYraM8GBu3Zw6Ddv+SCmcfGn3hs/IvHJnMYtBMREVFWMGhPD4N2IiJy44egfQL47xMRERER+ZRcMJM/8dj4F4/N2CE3lfkgOiIiIiLyLbaA8C8eG//isRk7AupQMmgnIiIi8rlA38uY0PAjIBTSKe6+/9zDWP/LO4xPT3+3TvVw6hR+/9sO7O3dbXyOvPKCnuAvrDH0Lx4b/+KxGTvMp8cXlYUPt7BPOxER0VjCPu3p8Xuf9rddMh+B1oM4s6ISbzRs0anxLv/BYiMAFzs+uQuLZlxmDDvJTQDMmYPwwEl86DNv4OA04J2d12L6U/+BCbpK521vAwYGgLe+FbjgAvN+wfvfD/z+9xIQAJMmAS+rbPLygBMngLe8xUyT+d797mhaMAi88gpwzjnGfQIcmfQw/uHQ/0Wemu/BRStx3oSf4s031frfCeTkGMVSxwP44x+BqVOBvj7zr/jLX4D3vtf8e+aMWcZ3vAM4fRqYO9dcVyKhUyE8vGM9zjv8In731xfhxrJb9RQiIndyA2Sk39OugvZSFbRv00lEREQ0FjBoT4/vg/bZ+Qj0dOPMosvwxo5dOjVeqkH7hK2NeGvVSmP4lqVA3YfUwMFrgcb/MNKy6bKCf8Kurq8bww/kz8aNx4enhl9uRpz5q268dDof0/4M/Gj2O/Gpo382An65GSE3KN71LuDVV80bAeL114G/+ivgz2p+uVEhNyGE3CyQ9Pe9z7ypITcvZs40/559tnnzQG46yA2GggJzfrnxcNb/7saC5+qxduZBPDMzaCx777xdRhkWLjTXMZpIMMNm2P7EY5M5Ix20L1vNoD1j+uQ2MGXdVOtWOxERJcSgPT1+D9oDR14wAu0zVX+PcG6eTo0nzeOtZvGf+sC1yM3xmPfUKbzxuVtw7MWjuPHSk3j1nLehAFfg79//T3jjDTPgnDbNDEIl4Dx0yKzxltrykyehLmDNwFTS5K/UqgsJeqWmXdL+9CezBnzyZODXvwamTwdeew148R3fxeafrzJq2lcvXYJX3thhpL/nPUBbmxk8S0271MpLANzfbwbL8pHgWdLkrwThZ51llkeCbCmr1L4LI0DXw3YTc47g+JsXGEF748x3YOVRtfAwegnTMQ0v42W1DdOtSv47Ep93si9kf8v2y/4891xzH1n7WAJ9Cf7lBoPsf2nlIC0W5KbCSy9FW0K8/ayp+NIvf4f/vkAdx+uO4x2v50VuJkjLBdmHo/HGAVG2MWgfQyRonzVrlh6jbOjo6GDQTkSUIgbt6eEr3/wrkzWG0jz+v79/K/Jbu9H1t+X49BXrjPS9e6M3G6ym90KCXbn0kJsOcrNAWDc0fvlLcxkJcqX5v3XzQgJrK2CWGxEHD5o3GaT5/zd+/Q/42Gs/wo+KgX/4uJlfsC5s5CE3HawA3fqbSU9Mn4gPvaSifWVSzgs41T/bGPZilUG2X7ZJtk9ukMh+ePvbzfRf/OK7qKj4jHGjQNLkZkFZmbkf5GaN3BQoLARyc8085YbS/+ysM7onnFx2BT75wc+YEyjjWNOeOSMdtFeYQfulKmhv1knpYe1yLAbt2cWgnYgodQza08OgnYaLdHPYE4g+JNCrC4MbaX3w9NPRmnG5FJdadgmO5cbClCkqOH/CDJoluJam/nKzQGrkp//p3fj6z17BwyXAN948jtN/yDNq52W63HyQPOTGQTZNzN2B469cYbR0qCt6P+7+w6+N1hJSBmltIX+lm4GQGyOynYsWmTdBpKznnQfMnm3eMCAaLiMetBt92ud8KHz4ie06KT0StDOIMrGmPfsYtBMRpY5Be3oYtPsXawxHlrRCsG4SyI0BCe6lZYGk//SnD6Ci4gajpYB0SejqMueVlgVSUy83FOTGgtxsEBK0n/jNFZh4Gni4YBr+b9dL5oRBknXKzQkpkzwEUf5KWT4wZyru3f47NF4AtF1xHHnBPOMBh3IzQ2r9pRvAWMfvTeaMdNC+1AjaZy8MH35qh05KD4P2KAbt2cegnYgodQza08OgnSj7pHn87ob1OK/9RfzxYxWY8Y7V6Okxa84PHzZbCuzZY3ZBkGBcbhJINwPpwy83AqTPfm+v2Vw/kS0z34nKo38xhifntCLUP9cY9iLPapD1SW2/dAOQwF6eISC1/fJMBSmfvJ1AbgpYtf0/f/G7yGlswh9mvBuXVa31fn4EjXojHbRf8fmvSNB+kQraf6aT0sOgPSqloL2rDqWFt+AJGb70Uty7rgW1FcaU4SNluAZ4pKUWBTppSOzbpF16bydaatPIPcUyMWgnIkodg/b0MGj3L9YY+pcfjs2RI8Dx42ZtvgTVLS3Ab3qn4pvbzJr2/5x2HL2H8owgXIJy+Uh3AGkJkGYcFuOfPjgTd//qmDE8/bz/wp9PXGUE/LIeeYWh3ASQZxpYbxiQGw+XXGL2+5duADLd3t/fTd/Jl3HkFfPtClPfOQ2zz1EblCJ+bzJnxIP2m1XQfu6sBeH2p3+hk9LDoD0qedDejJrAnZjTqQJ1iUyNYPcw1oU3YVjj9mwE7UPNj0E7EVHGMWhPD4N2ovFJgv3du2Ob/ztr++Wheq2t5jMCJDCXmwS3zosN2l/+9VXG8FBJ83653JU+/OFZ30XzEfNNC19YvgR/nrDDuNlw4YVmOaTWX0g3AWn+n+gGAA2eL4L26TPnhg//aq9OSo9n0H7sO1iy4Mt4Ro8CF+PaR3eibokeHQlxZVKl+up+7LzpfD2WAsmjBti08yY4l0oatGc6WB4sBu1EROMCg/b0MGj3L9YY+td4PjY/+FVs8/hQd54RzEugf/So2dRf3jAgwb/cCJBm/tLU/ne/M5v3S+27PPhPgnMvlxX8E3Z1fd0YfiB/Nm48bta6p+Z15OW9LfI8Aqnhl24A8gpAuVHx13+tX+H4Zgi/fv5WXPRiN3quir5RgaJGOmi/XAXtE4bULiSRi7+K/aEQQvLZvxLPf+M7MO9FaRIAL3GkZZu9TOqTVsA+VAVXogq3YENds/GQjhgqaK0pDRgXDIHSGtRZ07uao+mBUtQ06wmO+Y1n/0vgK8vWlNrmN+aOmb/0moZoU/bmGpQa89rm1/nUWPlEMpHZA9E8EzHyqENkM+3jtrLEbCsRERGRCwbs/jWej428rm75nY2o/syDRn/2efOAykrgox+Fuo4Grr4a2LgR+P73gYceArZtA/btAzo7zZr6jg6z5l4CaPtHavQfe0we8gcUf+4yPPI378fjs9+Nx0uX4x/+QQVwl5uv1ZP39c+YYX4k+JYH8anLa5u3obvbvEkgfyXfX/wC+N73gB/8ALjpJuATn1B/b+zDqo0PYVn9zzH9C18zavqlFv+CC8wn+c+fD1x7LXDVVeYyKhbFf/wH8LOfAdu3m10NnOTZBb/s3GF8ZJiGSB3YCcAwfNnOL8SFz3TgqB41nH8TdrrUWI9dBah9ZBvmHL4ThYVmkGwGrF2oU4H0nEfCxh2c8CNz0HCNBLiSvgyo6jTTO9cBy65Ry0j6LcA6M72z6jkssyLpJ57D4cpHzPm3fQDP3WnlE53/kXUfMOcVFZvQIvMa+Vfp+RWVzxzJp/NeXLq50bwpoP6/cfMqVLq15X/iFhQagb989E0EV17bSkREROROarnIn3hsMk8ecieB/zIVBtxzw1J8YuevcVnr7/Gjh/7NCJa3bgV+/nPg2DEz8JfPb35jPhlf+utbwT+Qjx07zJsG8vnGN8wg/ZprVAigruelr70E5RMnv91Yrzj1FvN4yvIS6Eu+8oDAH/3IvOkgAb/kdeONwJVXmjcp5GF9EujLTQP5K+/s/3TV1/DBi68wPutu+RpWrgQ+/3ng0UfNgF/ePCABv1lOSkrFTSpoz75jO5vw/MWzMNOoXa9Fbe0SBINBBKWm3ZG25Ds78R1jeAlqd+p6+J21WCLzGx9Jl0wdeRmJpp21QXOeZJy1/fZxNVy7RK9Trec7mWgSUFCB2k0tRsDaqYLqWyRg7XoMDU88gVuMQF595KFuTzTgsWaVjnuxxnqgm1p2U7gFtdDpFWZ6wZVVuPS5I2bge2lVJB2Fc8y/kr99fpV+qTGkGLXeukbd/jA5lc+VMn9BLdat2oxGicKbG7F5VaV7//tL70WnFfwn6qPvta2dejoRERGRA2va/YvHxr9OnTpuvONeavzlc/PNQH09sHkzsGWL2YT/+eeBFw4GUf+9/4cf/Msn8PJ37jACaamVl5r+H/8YuOsus3ZdAv6qKqhYyexLLw/Rky4A8p59ocIAgzzlv7DvZQRVPvJ5x/6X0axiCemt9alPmQG/tBaQgF+FWUagL8335SaCtBqQfKXVgryWb9Uqcxkpu9w0+M//NAP+8RjsZy9of+bLWKAD7QXfAFZu0rXqzzyPWcs3IbT/q7jYmFGRtJt3Gmn4sprZGJYm9dvNAHpJHXZazdrtTe3teT3cBDNO34mmh6/Fcrf+87YyBYO1en43x/Cdmi2YtUmvc9MsbKnJbFP+gopKrHriMMx4dRW2RYJe+ajgXJ2w2dWMmsIGzFmna+alVl1PsauoXIXNKmpvbnwO967JxCPzRmJbiYiIaLRiba5/8dj4V6rHJjgxiNoV9+DvvvQj3Fh2q5Emtf1S0/+xjwH/7/8B3/qWGfA/8gjwP/9jNvF/7jngt78FTp40g2jr89RTKpivuRz/ffE0PDpvGn794eX42781a/cLCszA/HwVFEqNvOXMGfPd/9KUXx78J28EOHTIXJ/UzsuNBmmef911ZsBvBfv2gF/ylIB/6VIY65MWBXKz4YtfNJvyWwH/qKQOZfaCdnv/8Z11iHQfv3glli5xNIqXNPt0x2Sz1lvXqNsfJmfldf5N+OK1D6NJovCdTXj42uVwfeZdTJ/2Ovd5xLHt2PLMM/jyAh3gyzqf2YLtMe3709NVV4pATbQpeJfUXF86B4XS1/3SzWi0Ondb/b8jfeCtdHn6fCnqoNN1//auxxrwxAdmez/AzcrHPr8xJD6gzm5zya7HDse8ti1Cbi48twzLnqvClZ4rcSiYjQ88cRiPWUXvPGwOeG2rOUZEREQUh7W5/sVj418jdWyklvyrN96Epf/7ElY89RKavvkZI/CW2v22NrM5f3s78OKL0UDfCvaldl+a38tfqV2XwFtaCUitu/Sxf+97gfe/33yVXkDfk7ACfrmBIAG/vAlgp4oJGxrMvO67z2zKbwX89qb88lfyKyoyuwpIsC9N+f/v/wX+9V/NmxV+CPQD6r9haR4/NDtRu2ALZn1xk65pt9XQ2yxZfi0eVlH7zqbn8dWbM/GY+mvxaCTAl89O3KQO5mAV1D6CbWiI9P0uvBPY9og8Ld3s646GQrPJ+DWHUeWWbi6A2gJJvxe400wvbKhC56ZENeDm/M8tM+dX2esa9QqsUdk06Kbq1zQ8Z6TGq0Cliu0vrbpS5ZQqyfs53Qy+FBsadbLnthIRERG5Y22uf/HY+NdoOzYS7EvtvgTp8lf64EsNuwTeEjgfPAj09sJ4oLcE5/b++9J0Xh7ed//9wL/8i9mMXx7aJ036JV+pgZcXUEmwbxcOA3/4A4znA0j/fQn2pSn/D38IfPWrwJo1ZqA/0sJnVOA+/fzi8OH9v9RJ6Un4yje3V6PZ063hTeYTFmPSYoYLcV+wCbP2m7X1x75TiwVbZmG/fTkjcxXcL7kaD+Or2O9cr3Atk1rGnvfOWtR8Y5aaZym2L1mAjpX7UWeuNL6sOgdL8ve0j1byBPtGVLYM8/vkXfCVb0REqeMr39IjN5NZa0hENL40Npp98+WBe1L7Lx/ply818dIi4F3vAp58coRf+fb5O0ZDTfsS3PxVYItuql6z5Xmd7rQEyy+UFvNL4wN2T5L387oZ/BLc16STVQ43bZJ2HAvM5vE1HdE++eNJc426iFmG56rWjHjATkREROMTa3P9i8fGv3hsUiMPxJMH9knF7J13mk+3l+b8UsP/q1+Zze1H2htnzmSppn1ESE17E5bvTNBXPYvGbk27f7CmnYgodaxpTw9r2omIyI3cABnJmvaPfm7daKhpT8HOWgSDV+P5lTePSMBORERERNnBGkP/4rHxLx6bsePst581RoL2JXXGw+J2Rh5RT0RERERjAVtA+BePjX/x2Iwdb1MR+9gI2omIiIhoTGKNoX/x2PgXj83Y0dv7h8H1aZf+2xSPfdqzS/q0ExGNV+k+04N92tPDPu1ERORGboCMZJ/2OR/55OCDdgaoREREw2MwD+Jk0J4eBu3+JRfMPDb+xGPjXzw2mTPiQfuHP8Hm8URERETkXww8/IvHxr94bMaQ8JsM2omIiIjIv6SWi/yJx8a/eGzGkMAEBu1ERERE5F+sMfQvHhv/4rEZWxi0ExERka/tXhMw+pxbnzW7zfSehyoiaRUP9ZiJilc6jU6sMfQvHhv/4rEZQ8IBBu1ERETkZz042rYUD3aHjQcByWfDZZL8EG64vhi7jLRufPwnN8CIz73SadRijaF/8dj4F4/NWMKgnYiIiHztOF7Ax/HRXD2q9fzsJ8CDn4PE70AuPvpx4Cc/6/FMp9GLNYb+xWPjXzw2Y4g6lHzlW5bdfvvteogoPXfddZceIqLxbly/8q3nIVTkXY/tehRLH0R383XAQxW4AQ+g+Todze9eg0DTcnRf8HXX9LBRPe9NmtKzZoqIiJzkBsiIvvJt8d8zaM82CdoZfFG6eN4Qkd24Dtol6F4M7ApvMGrPpX/71y/oVmH5DYMO2hcvXozdu3XHeCIioiRGMmgv+vDfs3k8ERER+Yf9oXPGA+cu26AulsyAXVy2/FZsf+G4HovqOdqGpRfk67Eot/Rdu3YZF2D2j3Cm8eOPD4+Nfz88Nv798Nhk9jOSZP0TAhjZQhARERFZLtsQvUiSynHjSfDW4+LRg4e+fo8RhOdKZ/Xrvw1zym58+3rg4x/N9UwnIiIajeQmNmvaiYiIyLdyr2vGLizWte95uL54l9n0Pfc6PPBgGxYb6YvR9uADMFrEe6UnkZeXp4fIb3hs/IvHxr94bMaOsPpvQlgeRzdSujaizPhHNfop29ilJ6ZI8ijbCOdSzTWx+UY+Nc16jhEQt71lqGlOc3tT4bFPRNfGmmgZymzrT7AMERHRSLLXvtv7pktAb6VH+rArXumJHD8e3+Se/IHHxr94bPyLx2bsCJw1wQc17aV16NT/sMpn3+oCPWFoKjZZeW7DKvXfNmsdmyr0HCPEvr2da1G0vtC8UTEMQXPXxjIUNhRhbadef/1aYFk10r1PQkRERERERNk3u2i2BO18h9+IKajA6vo6oKEJXQWrsW/famTmloWbLjQ1AHX1q1FhrUStf1N4HzJ0n4SIiIiIiIgy6S1QQftZ6v/9xFnjbB9XwzVlVtPumkHVEEtts72JvDSjr9ko66iJyTsyRwbWmVDBLBS3tKMzhe00yi5p0qw+mpha+bqa0IAqLGeAPiKefvppPRQv0TQiIiIiIhq/Xns9rIL2wAi3kG+pRaERiMrHFizH6cLG6gYU1VtNu4vQUJ1+c/KC5VUo3dyo19OMxs2rULlcDbYgkndnVRuWGYF9ZtaZWCGKStvQ0alHPdfZjA21xWYz/84qtNVuUCnDUT4aqldffRXf+ta38NOf/lSnREmaTJN5iIiIiIiI7E6fOeODoD2mT/smePY4l5rilhbUFuoAv7AWLS0NaIoEuykqWI21qzajUWLy5kZsXlVprrO0KFILbQT2bR3o8lpnRqPiTrS3FGNWoR71XKcE95uxTB4e1zQL9Z1qX2Vqn1BW/dVf/RX+/d//HVu2bIkJ3GVY0mSazENERNlhf/d7xUM9OlW/Ti6NdMoO+/6Ovt6Px2dk9eChijX61Ykmfo/8Iv7Y8Ds0tk046ywVtE84S4+OBrYHyhmffVhtBbtpqKhchc0qam9ubEPdmmQPpnNZZyabmHd1oK20CLGb4bbOAqzep4br16KofT0KC61WCSnuk4LlqEKmbzhQqpyBOwN2IqJhsnsNFrc9iG7j38hufPwnN8C4Ru15CDdcX4xdqaZTdsj+/snHI8fnwbbFMGIOHp8RtBtr5PWK2/Wo4PfIJ1yODb9D48KEgN+Cdt3H2wouuzrbzQEJOks3o9HWl3vQT1uvqMSqtmVY1mbr421fZ1MDWopnoSCT63TT1YyN1bUoXmt7AJ3nOptREyjDRlRg9aZ61EmTeqRTvgIsrwJqqzci8pY5tX4jz4xtECViD9wZsBMRDZPLNiDcfB3MF78dxwv6YrfnZz8BHvwczBfI5eKjHwd+8rMez3QaLktxQT6Pz8iRWtwmLA/vwq06xcDvkQ94HJs4/A6NNWH1mYCA354eX4E1dW26yXcZNjTqZBV0rq7fBjQUms05qttRVT/Yp61XoLIYKK1aHl1eBcHt1WYzkcKGKnQar4bL5Do1ex/+wvVoX9uJ2LfQea1T9kuxSpZlC9FQVW/WvqdRvoLV+9BZ1Y71Rh7m+rFN8tEzUNZZgTsDdiKi4WU2B12MtgcfgNur23NnFmP7C/HvNfZKpwzJvQ7NDwA3GNdGNwAPNPP4jKhcXNe8QQd08fg9Gkkex4bfoTFPovWRfeWbx2vOJLi0mnpv2rQpOo+8okyaiMu0fZvMYDPpq9LktWbOvvLNaGxbhbUx0WoV1kTytuXnts7BkrIa22V91PZZ71+zb4fHOgtWq32hl428zz7NfWLPw3P9lFUSrDNgJyIaXrnXNat/96QpaB77cPpJz0OoyHsBXzKuS76EF/Iq2FTXx/g98iF+h8aFCeHx9p725hoEAsvQVrXGEcgTERHR2CZNQZe61ir1HG3DUmlT6uCVThly/AVsv3W5rj3MxwVLjYE4PD5+wu+Rr/A7NC6M8KPjR0DFJsTUVAvWMhMREY1JRnPeyNOUe/Czn2zHrcsvQ6505Lz+2/oJzLvx7euBj3801zOdsiT/Aiy9p0nv72hfaR4ff+H3yMf4HRoXxl/QTkREROOGNOfdhcUwnuUiT10u3oUNUiWVex0eeLANi410Wx9dr3TKDsf+xi7dH5fHx1f4PfIxfofGhcD04kXhw7/cqkdT09fXh1mzZukxSuT222/HXXfdpceIUsPzhojsOjo6MHXqVD2WmltvvRXf/e539RgRERENl8985jO455579NjQXH7zHaxpJyIiIiIiIvIr1rRnmdSYEg0Ga9qJyMKadiIiotEj0zXtDNqJiIh8jkE7ERHR6MHm8URERERERETjhAraw3qQiIiIiIiIiPyENe1EREREREREPsWgnYiIiIiIiMiHwuEwg3YiIiIiIiIiv2LQTkRERERERORTDNqJiIiIiIiIfCgQCDBoJyIiIiIaVj0PoSKwBrv16NiyG2sCFXioR4/aGdsdMIKQNXEb775cz0MVqHDNLIEU9+/uNWZZAhUPIc01EA0rBu1ERERERMMp9zo0hzfgMj06vtyKXeEwNsRsvATsi3GPHrM7/sJ2FM/M1WMpSnH/XrYhjPCuW/UYkX9NgPrSEBERERERDTepSQ+ogL3t1luxVKdF7UbTPbdi+fi8u0EUwZp2IiIiIiJPPXioQjejtje51k2wHzKCTnO6sxl3pPm1Me2haPNve/PtpPl4rN+Nrfm5fKJN0M081qgyRKc780q0nsRliN3Oozo1RTO/hO5wGM2fu0An2Oxuwj23Ltc15i7bIBu4e01k3ca4MWs6+5fI/xi0ExERERF52L0mD9cX7zLeldz9YBsWx3TGvgc/wQPGNGlmvf36b0cCWqlBXtz2oBGQyvQvvXC9a/Nvk3c+iddvp4LaG36Cj3eb65N87vl6bF/te65/AV/S5THysgXgidaTeFoAi2FOk0/i7YyXe9ll8Gr83nO0DUsvyNdjpnt+AjxgrGsXbr1nMQJfv0DvYxn/untf+gT7l2g0GL6gvWsjyqy7YPpTtrFLT0yR5FG2EW5LdW2sieZfVoaa5jTzHs2sfVvTrBNEFzaWyb5w319ERERElIw0z16KBz9n1vXmfvTjWHpPky3gW4qPf1SHnPkX2Jp378a3r9+OW790XSQgvWyDCir1cDzvfBKv32k7rv+2nnrZBoSbo+sXSx/8XKSfd+51X1LluQdNxuyJ1pP6NHHZ5x50aeY+GD34mQrQI/tFi+7TfFygVhQ7vh0vHDdGHLz2L9HoMLw17aV16NR34eSzb3WBnjA0XRvLUNhQhLWdOu/6tcCyaqR7T2BY2G88JLgJkbbSUpS2dUTz6mpCQ4seJiIiIqJBUoFwnq4YyrtejbXhaKQ2txjez0hbCkclcQKJ8km0frtcXNesa591RZazGXjsA93MoDcq0Xo8pvUcVUMOuTPV1mTCcbywPdF+SUem8iEaGWOgeXwXmhqAuvrVqLDuARRUYFN4HzJ0TyB7ClZj377VyEwxq1BV3IAmK2rvbAdWrUKpHiUiIiKiwViKB60m58anGdelFAB61fqmK531X4YN1nxJm4FLUKwHDYnW4zEtYwG6i5j+7ETj28gG7c6aZkctdI0075Y7emU13rXmUqOsAtblXpGvIx+jAbmxHpVnTZmZHpDm9MbcapItTVbqVUadR43Oo2xjs85PN823psesuwsbq2vR0lKLwkge7tubrJxullcWo0FH7c2NbaiqLDKGDc227gNWPq5lJCIiIiLTZVh+q63JufHQs/gHscW7DJ97cGlMn/Lda9xfaZZYOut3ec/50gtgr+y/Z3F02Z6Hvo57lj4Is2V7ovWkMO2GoW5nvN1N9+BWPjaeyDC8QbsEq5HAMVGAKMFtA4rq9d28+iI0VNsC55SZQTLWdhr5dFa1YZkV9ba0ob2y3sx/WzHa1kv+zdhQW4xtktZZhbbaDYmDWJVH0Zp9at46oHY9YAyr5dY3mWVtQWQbzHV3YnV9HUqlm0BMDXu65fRQqIL0Bll3MxrbqrC8UKeLik3YJ3lY22blE1dGhu1EREREFqMvutXkfHEbHuxO7f3qudc1Y1fx9cjT175fv+DBBH3avaW+/suwYVdxtBm7zPtAbJ/2W1UBFuvy5F1fjF22Pu+J1pN4Wjgj2xmrB0fb0uleQDS2jWCf9k2o0MlxjP7YLagtNL/8gUKpnW5AU6eeniqjFr4Oa3S7+YLlVdF+36VVkXQj2DUHUFS6GcvkQXZNs1DfmaCMQuURqeG3D1tKiyJpMet2SrucHgqWowrt6GxuRFvxrNhm90ZNvq6xl/2pk1MuIxEREdG4ZGtybm8ynnsdmsO2ANo5rkhAay4XRvN1M3WqYp83aT4e63cjD59LNO9y+/TYsiZeT+IyxG7ndWreJOV0Y2y3tZz0z3fmIWlhbIjuKO/xtPYvkb+pr5Wf+7SvMmu8I599WG2vObYYgaqtL/eQFGD1PrWu+rUoal+PwsLR1ly8AMur2rB+fRuKK+23G5pRU9iAorW6xr6zjn3diYiIiLLGfKe4/UFwZnP0j8PxMHQioqRGNmgvmIXilvZIwN0lD08TEoiXbkaj1ZHd3vc7jgSqQG31RkTe8talgtRAGTZCAvpabNATupoa0OKsgY5hLVeB1ZvqUVfahg54lDEV9uUSrdu48ZBOOb1JbblaGDExu6EYKDRz7Gpqj9a0p1pGIiIiIkqR+ST34uvzzFaO6uNsjj5+3WM00fd83fwwknfMBxZnogc+UXaNcE17BdbUtelm8GXY0KiTVdi4un4b0FBo/tBVt6Oq3vsp6wWr96Gzqh3rI83p1wPb6rG6QPKpg5pgpBc2VKFzU6IG71KeYrVayacQDVWSh1cZU6CC/vZqs0yRdRfMMgL0wpg+/emWMwF5In1c1wPZBtmdZlmqG2wv53ArIxERERENkb1JuXxGskm2syn5CDGappv7Y8TLokSa9fNmCvlcYPqFfx0+vO8xPZqavr4+zJo1S4+RK2kdUA3UZ+yVblkwGspIRETo6OjA1KlT9Vhqbr31Vnz3u9/VY0RERDRcPvOZz+CeezLTimPJ5+/wc592IiIiIiIionEs4OsH0Y1y0kzd7zXYo6GMRERERERE4xiDdiIiIiIiIiKfYp92IiIaE37605/qocy66qqrspp3KtinnYiIaPTIaJ/2m+/IbtB+++236yEiIqKhu+uuu/RQPAmsL7roIj2WGc8++2wkaM9W3qlg0E5ERDR6ZDJov3w4gvZEF1hERESpSvZvCoP2WAzaiYiIRkamg3b2aSciojHnD899Gy8/dTv+8Ow6hA5+BX9+7g6cbPuXmM9r7f+K1458A2+cOKiXIiIiIvIfBu1ERDTmnP7LS1i4fC7OKz4Xk4LvwJ//8gbeEjwP0+ZdgTnLbjI+s5feiNxL/hanfrtdL5W6cDiMN06fTvp588039RJEREREg8OgnYiIxqQzKrA+59zJmLkgFyUfLULOlAF0tvwP0L0L6DE/E8/8Ccde78PSX34Q93ek3oyt89hv8PN9v0bznt9i2+4X8dgvfo2tP+vRn171eRE79v4az7Ufx8DAgF6KiIiIKH3DGrQ315QhEAioTxlqmnWiEk0PoGxjl5WKGp1mLbOxeSPKyjbCmsOuuSYQk2fXRsmzRuVikfxUHm4LW7pU/o511jTbFoibbi8vERH5SfjNMMJnwjij/k6YEMCU6TlG+uv9L+HMn/qAk78Dfvu0Mf2NN87g+7+ux+f/99PGPMkcOfoKnjyah8cPFaK5VT4FxmfbgZl4bH+++uRhZ+t0PNn6Kv7wxz/ppYiIiIjSN3wPomuuQWB9ETr3rUZBlwqgCxtRGd6ECklvVOmbVLoKxzeWFaJ9bRibKiTI1vOYOZhBczVQL3noJIsE6dWox77VMkXyqUaDGqqq3wczSS1b2I619vycnPmrcm6sXoaGqk4z3wTrJyKi7ErnQXTSn33+Ry+ECttV9G4kGQ7+vB3F578bZ501AW9/21lG2oEjfXgx/2NY9Uw1Xn/jTdx03ufxmXmfNaZ5PYiu5ckDuPCDFfjTyTelrbyRJk3mrb+vDQTw4h/OMv69XHD+Ccw+fwoCAWNyxHA8iI6IiIhGxhh4erwZVKvo1wyobSLB9/Km+AA5UdBsvykgteplHaisasB6K5A3bg5UIrzJM2R3z9+exqCdiGjEpBu0z1s8x4qnjcBdBp/bcxizc8/BW98SQG/4T1jT8yQCrwHf/ptt+OLTN2Prn7bhPS8H8b//+KyxmFfQLukrV16F06dP65QoWWfniwF8/T9+iwumHseHF/4Vzp02RU+NynbQTkRERKPfyD09vqsJDS3FmBUX+XahqaEFxdaElgZUl3k1Q5fA3NZ8vaISq1ra0SnDzY3YXDwLFcurgHYjBV0dbSgtKjSG01IwC8VWvkk5muBLkC9N9OVvWQ1qdDeAso3N2GgM28rfXGNreq+7D1jL6X0QUMO2HgBERJSANHs/8+YZnDl9Bm/KX/URUpvefvKPuOH4Xnz6sn/Gm+94t5H+an+/8fePA+bfROQBc+HwGRW0vxHzOXXqNfSrfP544o948/Rr+JtLi/Dyb3tV+im9JBEREVHqpAXfsAftRl/zwlqgbk1cM/WujdWoRR3WWBNKq7C2Poxw5zYUNxSipkmnS/P6svUoqt+HTRVW5F+IotI2dKgYWAL0VZUqEwm42zrQZdwMAKqWD6Z+PJqvoaUWhZHg2hlEV6ByVQsamsyZu9RKW1ZVmtvZ0oaiNfvUttQBtesBY7gKbeubVOmUik3Ypw6IHBQzXffdb4HaTjO9s6oNy+wd94mIyNObKlg/czqsAmwVvEvgrj7i+ZOv4Ot/Po7aD9+FPb9uwuGXWvGvLbfjmT89bUw/84ZVPe/tjTckSD9t/LU+r7/+OkKvDuD5Y6/jt32v4fJL34W895+D9+UvxBNP8bVyRERENDjDHrQXrFbBargTVRKE2+JPo1l8Q5Vu3q4UrMY+NWzE5AUVWFNVirb2drP2vXoZNhevdTStL4BZsW4G6Galugq40YCmrk60u9bsp8KxbGkdOq3g2qV/fMUaFZQ3SCBulqPOugNRWoXIPQP7sKVro9FywLgZUFgrsbqptCgyb4HawFLjJgQRESUjNe1Sw/7mG2bALn978Sd8+8yL+Gz5Ojx+/Pt4+je/QFjF8tv/+N8ImBXuar7UgnYrULeGBwZex/EX/4zvb38D3/2fM2j635PY3wH8cEc/Tr7xTr0kERERUerkqmSEXvkmAbYKwnX1tQTshSpgT62veDHW1neirm1ZTNAvCmYVo61xA9phBcU6kN/QiDarxjtdXR1oU4Fzyg3rC5artcuNgib1/y7Buatm1BQ2oGhtva5pr0OpnkJERINjBepGLbsKxF/70yk89PYefL78n/Ho4W/i2Il2Y753vf9teNu7zYfSBQaAhTkLjeFEzFr200agbn0k7X3vfTuql03EFz/1Tpz3zoPo6TmOd775HC4rK9JLEpGvHTsm/yMi8pVhC9qNZvEqytZherTvetdGVNcWY5sjYI+Zv6sZG2qBqkp10SMBdEEBVtfXoW2Zo3l6RSWKN282+rNbeUkgv1ml6ar39BhPj69F8dp0Hjxn3ihoqDba46exXDHUhhlDXU3t0Zr2lnbo1vZmc3vbthERkTcJ1o3m8erv0dZj+PWR3+D062H86NA96DvZo+eKCp8G3tn9Lty+ZJ1O8XbytTPGw+bajp8V8zn627Pwmgr85QZsztlnofv5Lbhi0QycPcm8KeALx+7H5cEggrU7dYI4hvsvV2mX36+GMmNnrcpP1uP8xKx3ZO2svTxSrsvvd2y52k+1wVrYSxud/3K4bYZsc1w+wtjnlyNmkqQNdX8P07GMrCfycd/+4eR1LNyP6U51LGPL73aYjGUX3IAbFqhlnRuY4HjJcbfPfux+KYP93JH1u6/TV9I5J9W89u+Huc32fSwfc7rn92ZnbeS8itvfPuS+HS7n1s4hfLcd+1Ucu9/aT2q9Sc7pRMeBRrdhC9oLVtdjG9br/uDVaK/qhDzIvVlF4y3YjGWRfuLmQ+di5i9cD9TVY7U97i5Yjfq6NiyLeW+79D+XuN42ozygDqWp92e391lX621fa5YzMXkAXfQGgjRjl6g79T70FTBa1Rea661uaNPpSmkb2qvNdGmN0Jm8MEREpESax6ugXfzx1TP4u1fOw/P7X8CfT75upInTp87gZM8byOl8D77/d/+JOdOS14q/9IfT+NaPfo9/++HruOcHAzGff/uh+qi/XaG5OO+8fOkkr5fykYULsbC9K3pReexxbDG79GfMkroQQiH5PIpr1X+PGsPqU7dEzzHCVMBwNVZiv1Gu/Vi5ZYG+ENdB74Lb8LAxoybzt+v5968BrnZcCKuL7Q0xCzg9jdtuyGAgbRmGY2lYeLfeV7L9K9G+IQvbkiqvY+F5TIXtHAztwI3n62SLHD8jzx3YIcu2b0g5yJ45eyHau6yZj+HxLXJY2hFN6kI7ilDgXGc2pROAp8X9+3H+jTv0vtWf/Xdj4bXLscTze6OCzqsfRtGjMr/a3+rI+TpuT/j9d5xbM3VyWjx+d9RxvOE2YM1+vd7bbrCdl/HntOdx0EvQ6KTCwOFsHl+Aik3Sn136gu/DJt0hvWKT1T88+jHfte4yv+7nboXCRv/4mBr6AqzeZy1vqcAmtXxs/3cPkn9MWewPulMc64+Sddj6txv52NZpX85juGB19EF0+/bZt6sKa9Q2GeVxXTcREbmRYN3+ADp5avzkU+/Amnf8Nf7ScRon/2wG078//BesfusC/KJmL+ZMTa0Ze3lpET40sxvLSo56fmR6/vvfife8R3eW95WVWFm0BY9bF39Hj6jrv2uRvGPAGLKkDqG6G2HGUefjipVW4HU+btwhF7xys8FG5t+h5z9/JmbbgzK54L5hC4quTbAHVdB7t9rn92U8MBmBY3l+AYqePoKjenTYeR0Lr2MqQfPC2UgYS6n99nRRQWTZgqKncSTFDTy/oAhPb3lcB8hHcUQdkzUrgS3WQZG8x0zg5PH9cNh53xasvFltsdex2tmEh9V3QmYx8qwLwS/389wc62rHwpVX6O1YgpvvbkeTfJdTObdSkmC/Sv6yYrXe5dfq8zLF9UaOA41ygZHq0z6SpFZc16THfPg6NSKisSJw1kSEft+vAnZ5crz5YLlQ/6v4/R9ewakTf8KtZy/Aqedex2uvnjamX335N4x5UlV0QT6WLS5A5ZJ8z49MX1AyB5MmTdJL+csVy4siQcXOpnasXD7bGDbsjDZbjTQFVWmRJtdSizeUJpdq+VqpVZL8L9f5SJ5quNZogqrSYuZRabJuYx5b7aF93JFntDZKmpEmK6vUjj6NolSrQo3abFvN6c77sKVoDW627UI3V9zsUkMds93SpHsn7jeGZb9bcybehuE+lsdUwBUJGBz7PXIsI3nay24bdjteMftC5kvh2DmPRYTjmD69BTfo9bl1YTCCstnRECi29txJlUudk5Hjs2Q5rrVuYkgwqoL/JVeoqF1H/bF5u2yT3m7zuEsZ9XHy4txPccdYbiLdhqefvg0Lkn0/bOmX37AF0UYaKex7LypPabVwhfOY2I6V7BN1cMwg2E3MNppldj3PbPOk/N3Ry6W8v5XYGzPq3DrydPT8cD23juBx1/zT3K/nX4GV0Dflju1EU/u1WG7F4EnOadfjkLH9SsNtHAbtUitu1aTbP/FPgh9xnjX7RESUyHvnr8Hr4ffh9y/2YeC11/GWt74Vk2f+LUquuAOXXPUtlCypQ/3f78R5fQtwxfQVePvZ5+olUzdhQiDpx9dmqsDOuAiVC0F1YWevslH7Z0ekeaUONFXao0W34Qa5gJNa5UfrBllzaAYUWLPfyH//ynZcbV3RPt2O2csfUOk3o0utIzLPmmQtIMya7tkP6DI/MBtbIk3Rl6AulLisx+6/AbfBqvVLzOgzukCV/+6bdZ7qInyDKmoq1YTn34g1brXtst037zCasuI2lZkxLPvdChKSbMNwHEsJAI0AJIgFqogrH5DaU49jKYGGvUZV/RdbK5ngeEXOASlT4u2OPxZRccd04UqskfXtfxRFMc3m06QCp9rLN6iy70DdEisaitYgSzB6rURV0hrB6LZgNpdfGYmcPLZJbfcRY7tVGR8tSt79wL6f4o7x47jigbuxULo0GLXcXvs79vg9EPM9S/698XJMbXDRGqvFg8ntWC1EU/SGgdsBsbZRmng/jUj5434zBvPdSXd/G9+ZLeZ34PL7VEhua8viPLceV2me+ae7X8/HjQ+osP2Gy3H5DcYPTXTZJOe023EwZGS/0nAbh0E7ERGNdVLTHiz8R7wztwon/vAnnH7jDeQXzsOMGTP0HMC73v5X+PbK+/G1FenVso8ZRg3OERyVWlNnjdcxqX0za1nkQtuqfVtSpy4Ob7satxWtGXxTVqltM4Ipc43nX7Ey2idbXYReIenGPCuj86igNGFzb6MG72nctsAMAIwyP21rMp6ABBM3bFmpg5vkzD6j0f7Sx+7fgPaV8UGjlyV1awBngCDbba3cPpyq4TiW9j7tO+rMPuGexzLavFxq/u+++260S9QuTfelibHX8ZKKaescSIHzWFjijun5N2KHGjaylabNka4QaZKazRuuxsNqn8X2iZem+FKxbgboZqW6CuSNGtKjOOLaEsBBbbe1H42bMMnY95PHMY7w2t87Hccv2fcsJTtx35aiaG2w5nasnlZ76GajSbg8Q8ClT7t9GxfOjnwv4n4zdHrMcDLp7m9lSZ1sg3n+L7f2stu5dUSd54PI35XUet8APLBjh1rPA5i9QT/QMOk57X4cDNncr5Q1DNqJiGjMmjilCFMvWodpl9yFnCnv16lkkkCjHRs2tKMo5spuJ2oXbMHsNbqWSGpj9BSjplT+Whd2vmJ/KJN8XB425iDB3QIV3D2QYsAeZfWX3mk0wX76tgVGMLTgNnPYtalqhFxgq+DvPnVhnzH+O5ZLll+rsr7frPm/0ax1vr9LlS8SvbocL3sLgZTZ+q4rgz2mRvNnWyf2o0fcuksUYc0D+3G3S4Apy7c3SQ2sFeDoQP6+JrRntT97gmMcI1P7O7HEN7Gix0r218LZuo+44xj63zGYrfvTOcMGR2rLjRtdxph5TkWelZBAujcTyf8C0y/86/DhfY/p0dT09fVh1qxZeszb7bffroeIiIiG7q677tJD8X7605/ioosu0mOZ8eyzz+Kqq67Kat6p6OjowNSpU/XYEEVqblRQI8MLjmCNNNeMpBfgvmATZu83a1PldUMLtszG/h1X4HE1wxEVHCxvugEbZj+AHcmiYoMKKlR+yyNNQo/h/ssXqHz2G82LjSDryBqEbu6KlstYZoMqgxl4H9tZixs2zI4vWyRdyqbyXKnyNAtty8uDfdt1UqzYclvl3F+3ROVpbUPsw7OMGl647Je48kjeVxsP4tr/AHCD/Xi4DRvLuHDOn61j6VkWj2Np7BRzG9vv3m/kLa/Lurq9CI/ukP2pl3MeL/u+MFfgyvNYzLTtAz2viJlfmrcviJ5bETHbKHkaI9F57NNlOG49+phe+2j0DQny7ICrH8ZCvQ88Ofevc9wpZrp5nsYd45h96bG/re+N/fil3OrEXG/0ey3i95vnsVqil1flXnK+Pd1cLmYbZVjt75WRbdTnmf03wzm/Nayzi+Gcnmx+IceySe3XuhuN4QVXA4+qbZ/pdm49uhJbNqSZf4Rjv8p61W9cpJuD3k83dyU6p+OPQ4RzP2Vyv1LWLLn5juwG7URERMNFAutssIL2bBjxoF0nGWzpUBf+N9z2sNEAdOHChervSjy6cguulgs646paLiyti0THRWYcl+lqXbU33IaHjRXofrfOcqmL1ctVwGPMcu21QLsE51I2dWF5m5GKa68tQrtONy5cpemyuQDufsC8EHVdvyLv1lbZx4gNrpzLHVPL3KCW0eu++wEzALKRi97UgnZzXiNASilo99jHLvkabOkZOZZe6xFqWtyxNCfEBmJG0LM8GtC6HS841+NRHo9j4X1MZfVuxy42f+PGglpe9hJU8L3DKqtw7IPI8XNs7xYVGMeeQ84bBC7b5Ny/ifa3iCtL/DHev6NABeRX47anpYZdrcvr+yF56Sb1C+XtB+1WKwWvfW9x246duP9x4MYb7Usk+N7EfMcT7G9jeAuK1JxmNi6/GV7Dmdjfmnl+6O14VJ5pIKku23fF4wnyT3+/Rtdr308J9qvrcdDi9tNg9ysNp49+/isM2omIiPwuo0H7aDTuLxbVhfzlXbiZF8vZd0wez3Y+zs/ajuaxTNuQvv/c354YhI8aErSzTzsRERGRry1BHS+sh4eK1rMXsIt0jqXUuuqHx8V8BvkqtnGJ+5vGhsD0orLw4ZYmPZoa1rQTERENn3Ff005ERDROSZ921rQTERERERER+RSDdiIiIiIiIiKfYtBORERERERE5FMM2omIiIiIiIh8ikE7ERERERERkU8xaCciIiIiIiLyKQbtRERERERERD7FoJ2IiIiIiIjIpwLTi8rCh1ua9Ghq+vr6MGvWLD1GRERE2dTR0YGpU6fqMUqHXLMQjXb8/hONX5fffMcIBe1ddSgtvAVP6FFx6b2daKkt0GMpkDyuAR5pqYVzqa66Glxzy2Yz/0svxap1j2BTRRp5j3JjZvszcZ4QEY0BDNoHjxUNNNrx+080vo1s0O4RcKfMI4+uulIUNlRh2yO1MOLUrmbUFN6JOZ0t8F2sZ9+GTOwTZcS2Pwvb4nWM05KpshARjaChXLSzphkM2mlUY9BONL6NwaC9C3Vmov8CdDcZDyhHcPuzERxn7TwhIhpdhhq0j+cLfta002jHoJ1ofJOg3T8PopPgqrROhZ2afVwN15QGEAioT2kN6iIzOXQ9hgZU4Uqv6MyRT7NOK5U8a0rN9EApaowJMsmWJiv1KqPOo0bnUVrXrPOTvKzl1PSYdasA+5pb8MQTt6Awkof79iYrZ8QQtt8qu6Sbw2q6Y/7IfpfaeyvdKIfa3kxvSyLNNSg1lnMsm6xcxjzJ9oEql/O4ExERERERjZCM17QfPXpUD8WbOXOmOSBBUkxf5VXY1jkHd9prRGUeY/xKPGavPbbSHwGucdagRpZxq1WVWuhCHF7XafTvNpqRH16H8JojqiwN+MA23e9bAsI756g8ZmNDoBGV4U2oMMp7GOu8yihlUXlUSRN0yLy24cj0wyptk7ENMeu28ovZ3nTKmZntr1L51hY+Fh2uQGytvbN8VSofY2N08/ttVWi4M4PbIiQf53kix0OPGdIpVyr7oKITNc7jbltnovObiGgwIv82JsCa9sFLpaadz4LJMpdyiVX33ovnGqx/o0dQ5FoithzNNQE0VobVuWCOG9cNt3zAdi2irjUCuguidc1nz8Oer+s+UOfatpZI/l5Y0040vmWlebwENUkvQNx+HJ1p1rgR8Mb/yN0bE4xpbvlaEuXvlq6DwFvkB7VqHdZcWaGmp5CHfT3J1uG2XCrz2tOtceGWZnFOc8vXPo8Mp7rfhXNZZ972eVLZFpEgveaaBmx+Qpfu0nvR6czTYs/DmZ81HrOsGdjHHPeYDImIMielfzMVBu2DlyxoNwIxPgsmKlNlsfPKc7DrGqb85Ny4Bo/omx5yfXANGtRQlb1Cw7q575aHPc1leldzDa5xq7RwYNBONL75q3l8QlLDGkY48lE/loV6kl3BlVAhJR7LSIvmAtS2qHU9sg5zDt+JwkLdlNrPMrr9IsX9PqzkYqoBc9Y9Ypap814VXmfSKDzuRESDsLM2iNqdekQ59p0lCAZrEU3aidrgEnznmBo89h0sWfIdyGCEPU2Gg0G1vP2zJCZ/i6w3dj79cZt5GDymorB7rYBdFFRgk/x7lyiKyrSCWrQkCdwoBRnejwWzP4AnGh5T4broxGF1lbWuCmiwLrQ6D+OJVZWxLQDTUFBRiQ88cVjlTETkTWIe/wTtBbONHy7rd7BL/RAaJBC9dDMarb7FcqfS6p8cpwBXqh/TW66pg3QlN8gd80Ap6iAB7S3YoCd0qX+ln/jA7AQ/7NZyFajd9AjuvfQ5HIFHGVNhXy7Ruo3AO51y2mVw+732u1W+SLrO3+1fnCFtSyIfAArNXLoeU/9gykAq5UqpPC7HXWdJRDSWzJx1MZ7vtMLwY9i+Bbj44ucRTerE87gQhefr8WQu/ir2h0II6c/+Ry/E899wBPrKkjprnkdxrfrvUWuZuiV6juHVoP5l4LNgrPQRfBaMYz3p7Tv78bDK7VxOZ+i1L9yooHqVFVQ3N2KzumaokAutw+bFRdeR53DpnMHXZnSpPJ+7dA5GvD6EiHxNfq98VNNegTX3PodbCs0f0Q2NOlmFVLWPbFP/qhaaP7DXHEbVI953UQtqW9BZdRh3GvmoT+GdgPRVLpB87oWaYKRLU7jOhJ2IpDwfUKuVfArRUCV5eJUxBSr4O3yNWabIugtmG0FkofxDr2cztzedcsbK3PZ77XdHupV/Rea3xZ0cA1m9uX3XNDyn01MpVyrlcTvuehIR0RhyfuGFeGbLdh1UH0UHVuKLK4Et23WYfbQDz1y7HIMNpc9fshwXPtOhch6tuozgEOs6jVqOzqrnsMyK8J54DnMqHzFbe1nD4TU4ck0D5jyiW6c9MgcN10gAKfksA6rMfMKd64Bl6t+odWpZ6d4VUzOceJ2HjfWoPLZ9AM/dqYNTJwlm5d9B46P/Ta7YhBZZzlh/lV42lXKlsA/ClThs9PPWed+ywXYdYBNTLlvZDLKeIew7+/GI5Odc7hrzRoDrvvBSiDn65r0E6KsqzWu3Dzx3xCjbYw1qFfY7Ps5tdHYzdEyXS5V1Ca5piYgsI9OnfbyRu8CD6WNFRERj2sj2aZfm701YHqrDkp21CDYtR+jmTiy5rxA765YYzeVrsAk7bzrfbP5eA2zaeRMiFe/2NJfpx1SeNd+YFbtMDNv61Zisb0HHFyM17tKMvmnWV/H8lg5ciIfx8DMq8eJr8ehOc35Zf23NlyPpX91UBymqU7I+7VLD7frvs/Pfbmucz4JJ/1kwCcoVyW+o+84+7LVtQs2T8r5QpF/7htmPYI75JGLUFsj2yvA6HC7UD641Z4zfRq9yGtOkxcCdOLyOD6IjosRGUZ92IiIiyqyZmKWbwx/rfB7XLleh8PmFuPD5ThzTzeVXLrVFwc98GQvsfdAXfBkSL0c4pi/4BvDFTV4Be7zzl67ExQ836T71O9H08LVYvlQNqpXM2qSb3K98Hlcbfd+P4Ts1WyLpoU2zsKUmvil+KvgsmKEqyNCzYIZj36W/L6Rf+3ONG4z+7GalutkV8fCGRjw3hP7s8uyE2nUfwObGwe0tIhpfGLQPBz5ghoiIfOd8qDgZHUfNAH2WUeGvAnlswfZjR9HxjKM/u6PPemj/V3GxnmSwT9//KL6K59GUTtv482/CF699GE0Sk+9swsNW0/yLZ8G6d2AE9nJT4dh2bHnmGXx5ge0GwjNSbnO+dPBZMAnKNVzPgsnEvrPzWs4YddkXicjD4jZvNvqzW9stgfxmlYYh9Gc3SJ/5zY2DvMlBROMJg3YiIqJxSvq1P990n9Gf3QyMdSB/XxOeH0J/dpy/BDd98UI8bETgqVuy/FpjmZ1Nz+OrNydbu+0hdsZnp2vz+GT4LJhE5UqlPCk+CyauT3sApRusB/pmYt/ZeSxnPJvIbV8kIv3aEfvAOQm2cWlsf/ZBifaZJyJKhH3aiYiIRsjIv6dd+pVfjYevfTT69Hbp3371w7j4q/vN/uxiEH3azbyjfdbjuU1XaUtUefBV7LfyXdCBlfvN/urRfu8z8Z0lC9Cxcj/qvPrca8n6tBP5Hfu0E41vuk97WI8SERHR+CL92qUFuu3GwZLluBYXx/ZnH5Ron/nULcHyC1V5Vi6NBt8qj44a3U9+y0rsN24unI+bNj0KbFlgNo+vUYF9Gv3niYiIRouAfKYXlYYPt2wzU1LEmnYiIqKhG/madr+RmvYmLLc9Id6rBj1VrGmn0Y417UTj2xV8ejwRERH5gjTLD16N51fePPi+9ERERGNOmEE7ERER+cCSOuOBcpF+9OL8m7BzCLXsREREo508OJNBOxEREREREZEPsU87ERHRCMpmn3b5t5pM7NNOo5l8/4lo9Mj0MyiW1d4x/EF7/6G92HPgOE7IyOTJyC8px6IZOca0UaX/ELY2HjC3Q5s8vxIr5o6ibZFt2AOUr5iLtEo92OUSyVSeKeXTj0NbGxEqqVbnnk4S1rLlwB7HsRX5i835vc7h3r312HXcmDVW/mJUqwX7e9VyagZzuXzML18E19NFypFg/UQ0dmQ7aGewSkRENHyy8eDI5SpoH9bm8f2HtqKxO4iSympUV6tPeQmwaw8O9esZskWCoK2HVKjmGB6qyfNRKduhP2kH7Jksi58M13ZZ60l7fTnIzZuMUCh2if6ebiAv1wz2HcdWPmbA7n0Oz1hkzbsY+eq/xdaysqAK2Bt3wbZcEN2NW73PfY/1p2Wsnl9ERERERONEOIzhDNr7ITHR/PK5iFSs58zAouoV7rWN2ZIzFysyWUNMI2cIxzInNw/o7rEFtOb5mZebKLfBnsP9OHQwhPmVi2zLqbIvDuJAa69OyAKe60REREREo5r0aT/rXe85747PXfePZkqKTp48iXPOOUePxTpx4gSmTJmix2z6O/BUTxDz5k3FRJ0Uo/8Q9u7Yjt1PtqK191VMmZ2LHKkp3HEEfX2t2L37SSP9VWO4D1Py+9Fqm3/CtFxMlYz7e1U+jWa6CohenTIJ/U89geMnXsYLvROQP60PO3b0YdpsVY4E6xxQ69ku6zTymI24WG6gD0d6VJAn+egkQ+9ebG3cjSdbrfXrZZOVK0l5zH3QhwkTVLm263JNmIZcY6Nt4taj5slR87iVa6JtG9yWQ4dat95XRt5SFjWu4t0ea7m4fKep7dqdcLuixyqa3ts3gBMI4gJrXULW9+MjmFQitd+qfPWtCNiH1TmwR/ZNz2G8ZK3PKFsIgWTHb+JEDBxpRf+02bostvPT69gmO4cjVHDfGkLQKKuMquUOqvwu0eMR/eh98mW9fTae609wbsbs4160HhmInuvG31SWsx0bIhoWnv9mOrzyyis4++yz9VhqEv1bTURERJk3mH+vk/nB9t3DGLR7BSKGfhzasRunSirxsfJLkD+ggosjk1Ay7RSOHHwZ0+aX44qSSei1hsunoWdHKyaWfwJXXFKi5uvHU3skuJyIDhWAnMpT+VxxCUryJ6Fn+0FMvHQOBvqnY6nUOkbKIfN6rxNqPZJeMqUPrQf7o4GrRfI5eAAHjWBVPirIluArJxezS1SZ5JM/gNanUixXKvugfBKObD+F+dUfQ7nkvbvHEfBJHs71PIX+fBWYTnUpVyT4diufWm56ECG1KyLHzNp39qA9bnv7Ma98Ovr67Nvldayi2zttUh9eeHlibNAugXXvEZySwPp3rdjdfRyBKSXIRQ9a+yZitlGOibjEvj7juKRw/NTYxIEjaO2fhtkqSu3veAo9wXmYJxFr3LHVx/eCiXjZ8xy2cwTtkp+U17ncxAH02eezJFq/67bF7suSaQPotR8n+eu5nNuxSbZ9RJQpDNqJiIjGjuwE7bt88sq3/h50Yz7m6bbD0nR5ciikQh9lch5yrTbF1rDMry50DjTWo75efeShXSe60aMiFSMfq61yoqbLSdZppSMnaP51E9PveBGMLsdSc7l1a7RcRloK5UppH+QgOPk4dqn89/YEUS7NrWW6JdF63MplSaV8XhLlKyTvRMfK2l61nycbQ3Zqe4MnIF3Pe7tDmD9/PkLdvSrPkIpEHYGuXYrHL9pE3qVpfFyfcse+TtcJfSzt1HaoLTHIQ+yM/bNXN5f3Wr/btjnOHVdey7kdm7iCEhERERHRSFFBu7SSHwY5uchToUXmAgLbg76MT4pBZlb1Ym9jN4Il5WaZKue7BKJDkYO5K1S+5SUIhg6isXGvWmMqslWuVPMd/LGakZePUOgQukN5yJ0bVNsdwiH1CQYzcLAj56QEvSr/ZFkO9hyW5SarAN25nAraT+TnGcF45CF2w/54eD9+j4iIiIiISATUf8NY0y5P7AYO7DmEXit4kX7U9VtxCBIMHUCrniBP8T4RDHrXpBpB0HF0W4/e7j9kPiXbCKpUPpF0nb8zWBLWvKmuM2VBlbeZS3+PCspkIJVypVQea3/NwNxF5ZjvDAQTrselXBav5dQywROhSJDaLzXccRLkKyTvRMfKvr3GkMOMPAQPHEDIqFmfgbxgNw50B5GXkdjWPCe799ieGp9QgnPYGneVg7klQRyQmyzWbuhV+2FXCPPnZWBDHPvSaImQCq9jY44REREREZEPnPWu98wYnj7tysSps5E/cARP7dYPLnuhH5MXl2Ph1BxMnTYBPU/tNh6I9cLAHFRePiv2gWD2YfXf1GlT0NOqH6DVNwlzyhcid6Ij3cp/RgADR55QafZ+ybnITbZOKbRz3OKanoPghB606u3rGwjglPFwNVlXknKVzMaspOWR/Pt0/i9gYM5SLMq1l8pj+6dOdS+X9HWO7Auv5fRDAFt7MRCYiFOnJtr6tM/CNLd85wURiNkur2M1Aa3b9bKTJmHSKRWMO/ez0t/7glrZJUZNeE5Abf+pPJTLiLVv7Otz9jv3On7axIkDOHIwhLwPzYs+gE2WietT3oreCfmYN3eexzlsz93Rp12oADl/Sg+e0tv7Qr/aD0svd6/V9lr/wCRA9n/ctpnnsrUvW/sdxzdyvNyWczs2MhMRDQf2aSciIho7stGn/UeP70ZgelFZ+HBLk05KTV9fH2bNmqXHYh09ehQzZ87UY0Q03PrlnfDdeSPQ1J6I0pXqv5kdHR2YOnWqHktNon+riYiIKPMG8+91Mitq70Dg3AvLwu37GLQTjWa9e7di13HdwWByPuaXL2LfdKJRwK9Be/+hvdhz4LjZbWnyZOSXlGNRoodd+pV0+3E8JHXy/EqsGE0/kLINe4By440saRjscolkKs+U8unHoa2NCJVUq3NPJwlr2XJgj8sDcPMXm/N7ncPy4Nddx41ZY+UvNm52y43vPWoGc7kE/55KORKsn4jGp2wE7R9j0E5ERDRy/Bi09x/aarTWWVw+F0acLs/uaDyIYGWWH1RpD+SGNThMIlNlGazBrj/ZcoPJdyjLSJBtLZtiPnIu7kF5zE2WSFpuj2ceqZ3D8kyabuTZ3w6jAvb6XcBieTuPsZwqZ6Oax+3cH8y+cJOpfIjIF7IVtPvjlW9ERETkA+YrMOdbwY5I5zWgmZIzFysYxIwNQziW0VezWlxe0RpnsOdwPw4dDGG+FbALKfviIA60pvaunkHhuU5ESQRwBmed/d7hexAdERERRfnuQXT9HXiqJ4h58yhYiHYAADxfSURBVNwf3im1gnt36IdX9r6KKbNzzVrTHUfQ16cfXKrSXzWG+zAlvx+ttvknTMs1H/opNZ87Gs10FRC9OmUS+p96AsdPvIwXeicgf1ofduzowzR5gGaCdQ6o9WzXD0t9dcrs+Fd3ej2MtHcvtjbqh3fal01WriTlMfdBHyZMUOXarss1YRpyYx5WqsStR82To+ZxK9dE2za4LYcOtW69r4y8pSxq3P4Q0rh8p6nt2p1wu6LHKpre2zeAE8YDdvW6hKzvx0cwyXj4qtRetyJgH1bnwB7ZNz2H8ZK1PqNsIQSSHb+JEzFwpBX902brstjOT69jm+wcjnA8NFaWO6jyu0SPR/Sj98mX9fbZeK4/wbkZs4970XpkIHquG39TWc52bIjId7LxILqG7btw1rsYtBMREY0I3wXtXoGIoR+HduzGqZJKfKz8EuQPqODiyCSUTDuFIwdfxrT55biiZBJ6reHyaejZ0YqJ5Z/AFZeUqPn68dQeCS4nokMFIKfyVD5XXIKS/Eno2X4QEy+dg4H+6VgqtY6Rcsi83uuEWo+kl0zpQ+vB/mjgapF8Yt7GIW81UcFXTi5ml6gyySd/AK1PpViuVPZB+SQc2X4K86s/hnLJe3ePI+CTPJzreQr9+SownepSrkjw7VY+tdz0IEJqV0SOmbXv7EF73Pb2Y175dPT12bfL61hFt3fapD688PLE2KBdAuveIzglgfXvWrG7+zgCU0qQix609k3EbKMcE3GJfX3GcUnh+KmxiQNH0No/DbNVlNrf8RR6gvMwTyLWuGOrj6/zLTKeHEG75CfldS43cQB9zjfCiETrd9222H1ZMm0AvfbjJH89l3M7Nsm2j4hGQjaC9h9v38Pm8URERJSC/h50Yz7m6bbD0nR5ciikQh9lch5yrTbF1rDMf+IEDjTWo75efeShXSe60aMiFSMfq61yoqbLSdZppSMnaP51M3k+KqurUW18dP9lqbncujVaLiMthXKltA9yEJx8HLtU/nt7giiX5tYy3ZJoPW7lsqRSPi+J8hWSd6JjZW2v2s+TjSE7tb3BEwipndDbHcL8+fMR6u5VeYZUJOoIdO1SPH7RJvIuTeNjjq3t+A7WCX0s7dR2qC0xyEPsjP2zVzeX91q/27Y5zh1XXsu5HZu4ghLRmBUAg3YiIiLScnKRp0KLzAUE+VgcE9SkGGRmVS/2NnYjWFJulqlyvksgOhQ5mLtC5VtegmDoIBob96o1piJb5Uo138Efqxl5+QiFDqE7lIfcuUG13SEcUp9gMAMHO3JOStCr8k+W5WDPYVlusgrQncupoP1Efp4RjM9YpPfNsD8e3o/fIyIaNipoD0y/sCx8mE+P961f/epXemjs+uAHP6iHKNN4/pAf8byMGl1PjzfesYVQSaXx6ixjvlAJqueFok+/7j9kexJ2v/nKrjw1v0QYkWm56IlJ1/kvVqHWQWc+et5E6zQLHTtucU1X66tXQWyl+SoveTVYY3cQlamUy9qmhOWR/K0nlcv8xgRbkOXcL9b+LUFIgmtnuSJPXfcon3M5eWXZwaDtae1BtLptr/1p7smOlX171blR6dzPxjbvQki/Ts94DWkoiMUrFmGGlVeip8d7HT9N1runWw3k2Z4kn2AZq5xDfXp8f+8h7NmV5tPjPbctdl8azy+wH6eY4+GyXNyxcd9XRDSysvH0+KovyCvfisrC7S0M2v1KLm7HclAy1rdvpPH8IT/ieRnlx6BdxLzjGpORv1i/p10FDHv3HMBxmSBNgyVwsAcRzoBCgqU9u/T8tnde29Mj+UvguAsHTuSroCmIg7Y8E65TsnCOWzzS7ds3efJk9VcHosnKJQFeCuWJyd/tvfCu65Gg2KVcMcGu13IqSD1gLIX8/CBCKmC2B4Fw3d6gCgbt2+V1rNS26Sb1k/MnQ0WP8fs5cjNDv6Ncgl8VNBs10pF9Y1uf/fgai3scP4tRBkfwbCuXnbW/Pc/hCLW9zqBdGep72ifn56t9pPa/27bZl1HHAfbj6xm0y3Iex4aIfCcbQXv1F9ZJ0F6qgvZtOik1DNqHj3Xx198/9jov5eTkMOjKMp4/5Ec8L6P8GrQTUXbJzQFpDTD8Te2JKJuyEbTf/E9fYZ92IiIiIqJsk24DxsPk1KfxIDB/HgN2Ikru7LcGGLQTEREREWXbjEUrog+TW8Em7kSUIhWxn3X2e95/x+eu+z86JTVDfU+7vDKjNVASeQKo9MX68fY+892pRor0M9pjvrN04BC27nC8j1L6+ei036m8Gnfb35GpP69OQYlagfRp2rF9N56UtN5evDppmlqv882Wsr5WBCLrFy5ptvUO17sxX3rpJZx77rkYGBjQKcrv9+DRrz2DCR++EO/RSaPRxIkTI9s3FL47nyS/H28354l81LxTZid/6m0igzj/eP6kxrfnkF5GJ+LQ1h9j+5EJyE/jHPAjnpdRvntPOxEREQ1aNt7T/pOf7VZxe1iPDaOc4GSEIu/UMN+7Odn+mg3jnZhBpPKmkMjrN6oXI9/+SoxFM4wLb3lCakmlTisvAXbtwaFR243y99jz7XVYd9/PcEinkE/PJ8e7WysXBxE6eEiVbiTx/PHiz3NocvT9z8J4V68e9iLB/taRPs/SxfOSiIiIyEvfydMj0zw+JxjEie4efWHZry6G81CSB3RbL9W0vRNz8MwL7/nW6z5EzgwsGtXvtnwPyj93J+6885OYq1NodJxPOTPyEDxhC8BGBM8fL/48h/KQF7S9a1iVAfn5yOz7pP2A5yURERGRl9CbI9WnXQUw+VYA09uN4+qCeUauukLW1Vr9oRAmp1KllYjUSqmL3iE1RxZGzdVe7JWHhxiv6Qih1XqQiErv1bPJ60226oeL1NdvxV6ZoJc9FHnwiE6nzBoF51O/KldoctB83Yu9JtQat59n9eq8cjufKHt8eg7l5gUjNw56u0PIU+MR6pzZu1WfI8ZvUT8O7VG/UScOoNE6x+LmMdOi55pMs37HpAuAy7DLuSgtBuptJ6V0L+A5SkRERJR5p84YQfsItI9HDoK66alcDOfnzZCqLgSNpqBmbVSe/cpWLkIjF43q4/JezKxSF/PBvHJUV87HZDUMGZYmz3kh7LKuVGcswgqrGWxlXrQptJo/pOev9kUT6bHIh+eTYx3ylNiSco/3z1qs80zeGet1PlGW+PQ3SZVBRe2qBL3oDtkDfjNAR0ml7beoH3PL1W+U9d5o13n071XkXKvEfKsbgNysUP91yyzSHUBuMsm8LucicvMw+Xh3JMDvPp4P2WVERERElFlnwgEEps+5JHz4icd1Umoy8Z52qalpDZYjeHAPUC7NQ+UhSzJcglBjN/IkcDFnhJFsXIRqbmlGzVCS5Tw5ljXotMogzCKqfJx52sfV8N496qL3hL50lwvncmCP1/zGTMm5v8/4MB5d14biO6/GHJ0yGmXyPdu+Op+c8/b3quDpIEIlK7AoxzlNj7ucK0nPpxTw/EmdP8+hXPRsbUWwBDjYnYcV80Ke50tcunN9bvOoZKkl786rRl73VoSCeegOBbEirxtbQ/OwQtrtq+XizkW1bL9ebhH2oj7Ndw3zvIzie9pHnhyvsS5Tv5NjGc8DGot4Xg+/bLyn/ZLP3oHAuSpobx+BoN1octkNBNUF4jx98WhcNKtx6U+6wroAdF54Cre0uMDbuuBOpc+xy7xuF7jO9UbGg2itP4jg4nLMlc6qbsvGzG8vd2K8uE2Rn84nt/xU+YzAxgq6rGmu54qsO4XzKQU8f9Lg03NILQQVM6vA3XbTx+u3JZXfK+eyst1qG4NqHfPkt2yr1MJ3qwBerW+Gx7koy+pzejEOIjQvld/ZKJ6XUQzaR15Gf0d8aKxvX6bwPKCxiOf18MtW0D5y72mXB3MdP270HbWu9eRhUMdVWkqPaE4qR1pw4sCeQ+i1rgv75QJ0q8uTmnMQDJ5AyHYB2S8PnrKVLeJEKPJgqP6ebts8QblaM4b6e9SyxhANG1+dTy6kz7Q0J5Ym1/ZzSB4u5orn07Dz6TmUIwudCMY2P8/JRR4OoFVnFPtbpKUyj5DtPnAAoTx5vd0M4+F3B7rt6/M4F+WcDu3Crphm+0Sjl9xEGmsfSp/bfhztHyK382K0f8aX8AgG7eryMDgZsQ93kotATI7tOzoEOXNXGP04DzZa/U4PAlJj5JL9jEWVCHbvwdatW43PHnXRWuna3DOE7j1mfo3deXqeGZg3H+jW69nT7RWIUfb463yKZ/WZlnMlhANGHlvR2q0nx+D5NDJ8eg7lzMWKSG29Jcfov64yMvKJ/BblqGBbBeqNxkPkPOaJY253UG/3DHnYXdB6Un6ic1ECfLW/jGCfiIiIiLJl5JrHU0qsZh9j8Y5Sxps3UxyeP5Q9vdi7tRt5K5w3FJLjeRnF5vEjj+cjCZ4HNBbxvB5+Y695PBERjU7Sn71+F0J589IO2Gk8km4g1usELS5p8swE+ysxiYiySX5zpNVbzDtL5fkzKo2/ReQzDNqJiCg9MxYZr4Azni5PREQ0Wk2ejMnG6121/h50J3uQEG8w0jALS5/2kXhLOxERERER0cjKMx7Aaj0gGPKA4Hx5mg2Rj6iAfcTe006pGet9kNjHKrt4/pAf8byMGh992qUpvP31h0KnVQZxcE8IwWAIx4+fACbnI982vNh6ZoK8mnDXcf32gsnIX2y9AjGkLrhDOCDzW+lp9tmwjhf7fI5vPA/GIes1piUh7AnNM1qP9e7dilBeHroP6tebqnn27jkA8ydGfpPmIbS1EQeM8fmodJ1H/W4Zedt+26DSjd9A+++hbdjlN25eaCsaQyWo1j9qvXvr0Z1XndZvHM/r4ZeNPu0LP/sVFbRfoIL2Jxm0+5WcjGMd/xHJHp4/5Ec8L6MYtKugvVH9Nd6i0IOtajiohhfNyFHX07EXrBHWhXY5sMc2vxHYHwyaF9p61lTwonaEyHFsPOB4pengbrzEsM4PngcRDNo92H9LjHMmiNatIcyLjOeiRwXooZLK2N+keSHbOSZ94D3msX7b1Pl8yFwAc/v3ol4F5/mLVfBt3Hi08rGJ+Y0LoSQu2E8dz+vhx6CdiIhojGHQLjXt+qLVGWzZx9Xw3j3dOH5Ch3hSwxW5sHaZ35gpNbyoHSEux6u/dy/2DOLGSwyeB3EYtHuInCsSnLciWAIc7M7DCiso9/qNsac7zze3eVSyVUue170VoWAeukNBrMjrxlZdwy/Lxf3GqWX7rdp1qGBflS3uJmYSPK+HX7aCdj6IjoiIiLIoB8HJIYTs14z9anxyMMWgSgX4UqNeUm48ALG6cj77m45ROTPyEDxheygY0bDIQW5eCAcPhhDMG0ozD28z8vIRCh1SwXoecucGEQyFcEh9gkEjpPf8jZPljnf3orc7hPnzslM28r+A+o9BOxEREWWRCtqDJ1TQHg3F+lXQfiLoErSrgM16IFR/T7dtnqBUqxhD/T1qWWOIxpr+3m7zZo7UVtqfzm2NG3/3Yu/eraiXVwZKlwh5ZZfx2YqYN3cRpSEnN0/9/gQRE7Pn5CIPB9Daa56Jsb9JWirzCLkhdeAAQnm5atoM4+F3B7rt6/P4jVPL5Yd2YZcE+3GZ0nhhPD3eeBwdERERUZbMWFSJYPceFXBtNT571MVqpWszzxC695hBWGN3np5nBubNB7obzfQ93SFzVhr9ThxAYyToVsf8IFBSnqRZ+wmpDZUayUWYMWMRVkjNpFE7mYfQQb6GiwYpZ646l5z9xXMwt1z9+BxsjP1NylHBtgrUG+XGkdc8caTFkQrNjZp1icVVkB7M0+tL9BsnAT4w2Qj2aTwLTL9gYfjwkzv0aGrYp52IiGjoxkefdn9jn88RYvX9jfQF7sWhPQcRKrHeDJC8n7BrP2DnPCnieUD+1Iu9W7uRZ71JI008r4dfNvq0X2z2aQ/oUSIiIiKiEZAzA3NLgkb/3dTwWQc0xvXuRX39LoTy5g0qYKexJMCnxxONZXIHcqxjzcHow/MyijXtI481USPEWdNu0G8VqM5Dt/obrFwE48Ha1lPlY2rRzXkj8xzai0bpdsGa9jisaR+/eF4Pv2zUtF/02TsYtBONZWP9H2lehIxOPC+jGLSPPOt48aJ2mLkG7fLOayMRuT1b0XhAmr1PRn5+EKGQM2g3A/U9B44bD+2aPHmy+pvHoN0Fg/bxi+f18GPQTkRp4481+RHPyygG7SNvrP+O8HcyNTwPaCzieT38shK03/QVBu1EY5n1Y8bgiPyE52UUg/aRJ8drrOPvZHI8D2gs4nk9/LIXtM9RQfsTDNqJxiIGR+RHPC+jGLQTERGNHQzah5G9jxQmT0Z+STkWzfDoGeXaJ0vxSkc/eg/1Iyc3FN/nynOZFMiyjQfMMtvkL65WZdcjfuIs7+R8zC83Hybjaij7Jptc9vvk+ZVY4bkhw8s1OPr9Hjx63+9QfOfVmKOTRqOMBu2u3x/13V+8IrPfn7j1ZG4daf1uDUYGz3Wel1EM2omIiMaObAXtE/Qwaf2HthpPHy2prDZfIVJeAuzaAxVnZ0ZvKw6qsHNQl9Jy0bz1kAr7Pcj7SaXMtk/SYCBZnk7pzp9QPhZbZS0JontPpvJNQSa3w7Hf0w5iMrpPE/k99nx7Hdbd9zMc0ilk4ziOlYuDCB3MwnGxr6cyLyPryPrvlmWo57ornpdEREREiUxAWA+R0o+ebmB++VxEKqhyZmBR9QrvGuC09OPQQaDEJ7Wwhpy5WJFO7XW686dqRhDBE6FhCFy1bG2Hr70H5Z+7E3fe+UnM1SnkLWdGXvbPyZxMnPfZ/t3KNp6XRERERF4CgQDOete733/H567/lE5KzcmTJ3HOOefosVgnTpzAlClT9Ngo09+Bp3qCmDdvKibqpBj9h7B3x3bsfrIVrb2vYsrsXOQM9OFID5A3Wy1jm97bN4ATCOICSdeLo/dpPDVxHhZOVSn25fTkmLS4dQXRs2M3jp94GS/0TkC+fTnhlp+QWtwdR9DX14rdu59E74QpGDiyB9t3H8GrU6YhFx1qeh+mqeUGDm3Fj7c/idbWXrw6QU1T5ZQavJi0idH548uo9ode34Ba33a1PmO5KbOR6wwepLwvnMK0ErWMjPf2oLV/ImZLvr17sbVxN55sVflay0+0bZ/bdCRYb3+vKmejWU4j3bbd0/qww3M5+/b1ovXIQOr73a2MrmWZhP6nnog9rgn2q3kc+zDF2m9JvPTSSzj33HMxMDCgU8Qf0L7rd3jvhy9U4dLoNXHixMj2DZnLcezvbcWR/qB5TjqOyYRpuZCvcUrniJ1jPUnXMZDCcR/M71bM+aTOe5X+arJzy+tcHwSel1Gp/pv5yiuv4Oyzz9ZjqUn0bzURERFl3mD+vU5mc/NuBu0xEl6U9uOQCppPlVTiY+WXIH9ABXlHJqFk2im9zER02KZPm9SHF16eaAva1fJ7+pC3aLZ5QSzrOngAB42gTn9eeBmnJk1Xy8TmZa5rMq64ZDJ6+6ZjqVsNsVt+reoC/YKJePngy5h22QpcccEEHNn9AoLG8ABan+rHtDygxyi/Gt9+CvOrP4byfDW8uweTSgI44kyT/Fy2N2Z/qPVhfrmRXjKlD60H1Xqc+1TK+8JhHLbK2j2A6ZcuwmzZsJxczC4pQYl8ZL1PqeA6Uk6Vj9d01/VKObfjVJ4q5xUqPX8SerY/hf7pQYTU7HkJl4tuX8m0AbmvEH9uxO13tc8l6HEro2tZDmLipXMw0G8d1wTnmRxHVc4ryvU5lAIGRyly+f680D8Zl5YvVMG5HJNWTCz/hPoOquM5rR9Pqe9yyueInWM9so45ah25XuvQ52fC4y55eq43hfOpZBJ6Uzm3vM51PTkdPC+jGLQTERGNHdkI2jdt281XvsWQ2ievh505p1nj5TAfKGf9dU63xqXmNTQv2gfUbV3OPL3WZV/G4pafsKe7DUfyzEXP1kYckAdj5ZVgXu4MFXiqC35nmtRoxyyXpIyJytUYQkn1Ihjd7u3janjvnm4cVxezBulHa8832XRJs9brTLd4TU+W7pWPS3rSMlrseTjzs8a9lk3C9YFfOIxH17XxQXR2cfu9F4f2HESoZAUW5ahpLg+pm784D90HXY5VomPkNY+kp7ION4nWG7ddetx+PiVa3i7V+VLA8zKKD6Ij8gf53o51Gfn3kkYVntfDLxsPopv/2Tv4ILoYOblQl8joyXgnVhX8+q0ve5wczF1hPsAqGDqIxsa96HVNyxLZ95NDCEnz8cZuBEvK9YO65qvQxS7ZdD8YDWWkhHJmYG5JEMe7rTPe9tBE45ON/uKDXEfWfreIiMYXufgfqx8av9zOh7HyGS/eRJhBe6wc5OYBB/YcQq91ASxBZP1WHIJcGB9Aq57Q39ONE8FgtMbJuHB2TDeGlN5WdOfNM2uUU+GWl31dWWFtpwpWFpVjvhVAx6Xp2TNdxv4edJ8IImhkEFT5mzn194QctY8i2XQbq5zWY7StbbK2w4tj+9AfMv+mzKWMqZRlRI49uZqRh/zj3eiVYzL5OLojx+2Q+bT/IZ8jNl7rMMeSGMLvFhERxZAWQGPtQ+R2Xoz2z3hyJixPj6cYOXNXoDIvhION9aivV5/Gg8DicsxVAdjc8vlQE4z0xu48VMa8T82cHtplTt+jrt/N2tXB1LJ7rCsnaFyAN9Z71HifkGm63PqztTXVQGIG5s0PotvY7kZ058k2u6Xp2b3KmJbj2GWVVWqmF0tTeVkn9DrVfux2lj/ZdCcp52JZQK/HOp56sqfY41l/MMnNgRheZfQoywz7cc3EfqXMyEHQuFHlOG7qy51XLk3EE50jEjSn0zLFax1O7vkO/nfLTbplT3d+IiIiIkqVvOyNfdqJUtDfu9cIeKpHWQDt3nd4bMhon/YMGK3nyEjgeRnFPu1E/sDfJRqLeF4Pv2z0aS/+7D8zaCfy0rt3K3Yd13Wnk/Mxv3xRCjX0/sIf6+waC+fISOB5GTXag/b+Q3ux58Bxs5XJ5MnILynHohkeXwKvhxl6PuSwH72H+pGTG4p/EOdQHowoy8Y9+BHIX1ytyq5H/MRZ3mS/NUPZN9nkst8nz6+MPqB3hPF3aRi4fvfU78biFZn97sWtJ3PrSOs3bzAy/D3heT38shG0z7vpn9k8nsjLjEUrog8FW8FgjOLxHKHxrP/QVjR2B1FSqb8D5SXArj3JnxmSqt5WHFRh56C+VnLhm+i5EPJGD+u7qz9JL+iT5emU7vwJ2R5UWRJE955M5ZuCTG6HY7+nHYhkdJ/SiHCcA5WLgwgdzMIxta+nMi8j68j6b55lqN8TGnMmsE87ERERpa8fPd3A/PK5iFQy5czAooy9WcGHb13JmYsV6dRepzt/qmYEETwRGr7ANVvbQaTkzMjL/vmck4nvTLZ/84i8vWXCBJz1rne//47PXf8pnZSakydP4pxzztFjsU6cOIEpU6boMSIaSS+99BLOPfdcTJw4ccx97NtHowvPy6hU/8185ZVXcPbZZ+ux1CT6t3rI+jvwVE8Q8+ZNhbnVDv2HsHfHdux+shWtva9iyuxc5Az04UgPkDdbLWOb3ts3gBMI4gJJ14uj92k8NXEeFk5VKfbl9OSYtLh1BdGzYzeOn3gZL/ROQL59OeGWn5Ba3B1H0NfXit27n0TvhCkYOLIH23cfwatTpiEXHWp6H6ap5QYObcWPtz+J1tZevDpBTVPllFq4mLSJ0fnjy6j2h17fgFrfdrU+Y7kps5HrDACkvC+cwrQStYyM9/agtX8iZku+vXuxtXE3nmxV+VrLT7Rtn9t0JFivvHliR6NZTiPdtt3T+rDDczn79vWi9chA6vvdrYyuZZmE/qeeiD2uCfareRz7MMXab0lY39uBgQGdMnbIb5Mv/r10OQf6e1txpD9ons+O4zlhWi7kJyCl88vOsZ6k6xhI4ZwZzG9ezLmovjMq/dVk56XX92SQeF4Pv8H8e53MQ9t3S5/2heHDT+7QSalhn3ai0UH6+ox1fuvLRMnxvIwatX3a5WLUs990Pw5tbUSopNLo62k0KQ2VoHpeSC+Tix77dHmI48EgKiN5yfKtCK6QN4rIqFpXXD9YRZqQOvOKW5dL+Vzzy8fiyiAONnYjr3IF5kpgax+WvMqh+9YH0VqvplWr8hl5hVBSnYduZ5rk57a99jIab07RfWIleFX7Ia7MceX16J8r88WU0yUfa7rrenU581Q5pepQgubGg2o+tW0HU1hOb19kPUm3Q5r862NsiSybpCxG3gnOMzl2xttZYkqQEPv+DoO4c0CZrM6DcnUe5MjxNA6+WXPtPBeSnV92zvVEngPhsQ59bic8ZxKuN4VzMacntfPSWXa370kaeF4Pv2z0ab/opjsYtBMREY2UMRm0O6fZL4ztf53TrXEJBkPzov043dblzNNrXfZlLG75CXu623AkTzOIOCDBc14J5uXOUBeP5kV7TFpcsJ+kjInKZdwY0Bfu9nE1vHdPN46f0Jf4ciPDnm+y6ZJmrdeZbvGanizdKx+X9KRltNjzcOZnjXstmwSDm2EQd8x6cWjPQRXsrsCiHDXNGdCr79P8mBs1ijMPN17zSHoq63CTaL1x26XH7ediouXtUp0vRTyvh19WHkRXcwf7tBMREVGacnKhLnPRk/HrQBX8+q0ve5wczF1hPoQqGDqIxsa96HVNyxLZ95NDCBm1z90IlpTrh23NV+GHXbLpfjAaykhZkzMDc0uCON5tfVtsD1w0PtnoLz7IdWTtN48oudPhMIN2IiIiSlcOcvOAA3sOode6iJUgsn4rDkEubg+gVU/o7+nGiWAwWmtkXPw6phtDSm8ruvPmpd4U1C0v+7qywtpOFXAsKsd8K4COS9OzZ7qM/T3oPhFE0MggqPI3c+rvCTlqEEWy6TZWOa1HYVvbZG2HF8f2oT9k/k2ZSxlTKcuIHHvKuBl5yD/ejV45npOPoztyzA+ZbwoY8vll47UOcyyJIfzmEQ1R+AwwIYCAHiUiIiJKTc7cFajMC+FgYz3q69Wn8SBg9N3Mwdzy+VATjPTG7jxUxnTANqeHdpnT96hrcLN2dTC17B7rygkaF9GN9R413idkmi63/mxtTTUYmIF584PoNra7Ed15ss1uaXp2rzKm5Th2WWWVmunF0lRe1gm9TrUfu53lTzbdScq5WBbQ67GOp57sKfZ41h9McnMghlcZPcoyw35cM7FfaeTlIGjc5HIcc/XDkFcuTcQTnV8SNKfTqsVrHU7u+Q7+N89NumVPd34aS8KnzyBw7gWXhNuffFwnpYZ92omIiIZu1PZpJ/JgPFhQBS3VoyyAZt/f0WG0nl8jhef18MtGn/Y5n7pd3tUe1qNEREREROnp3bvVrHmUWsaDwPx5DKgoc3h+0bj3Bvu0ExEREdEQzFi0IvpgrxXyai09gSgDeH7ReBc4w6CdiIiIiIiIyJcCYfWZPnth+PBTfE87ERHRcGOfdiJ/GCt9vr2M9e0jdzyvh182+rQXVd0mQfvFKmjfqZNSw6CdiIho6Bi0E/mDXPyPdQzaxx+e18MvKw+i+3sG7URERCOGQTsREdHYka2gfQL4nnYiIiIiIiIi/wmDD6IjIiIiIiIi8iOpYmfQTkRERERERORTDNqJiIiIiIiIfIpBOxEREREREZFPMWgnIiIiIiIi8im+8o1oDLv99tv10Nh111136SGi0YevfCMiIho7svHKt6JP8D3tRGOaBO1jOagd69tHYx+DdiIiorEjW0E7m8cTERERERER+VBYfRi0ExEREREREfmUCtrlde1ERDZdXfI/IiIiIiIaSYEAa9ppjOraiDJ1ggccn5pmPX08U/umJlADr13RXFOGQGE1qgsDKLPtMCNd78eyjfERfXONezoREREREQ0eg3Yau0rr0BkOI2z7bKrQ01IlwX/ZRmQlFM1m3q66sLFMBd2FtdisU+KoMq1vq1L7bR/2hTtR1bYeRhzeXINlkHTZjyq9oTD2Bogs55kpEREREREN1gS2jidKoGA19u1bjQI9mlHZzNtVAVbvk6B7G1bplDid7WgpnqXLVIBZxS1o71SDFZsQ3mSVtQDLq0rR1mHdbujCxuoGFK8q1eNERERERJQprGmn8cWo3a7BxkhT77JojbGaViM10ZJepqZLLbhVG57ycmqeSCzrkq7zqbHySStvXSY9KRu6OtpQWlSox4DCIntwbulCU0MLimfp2w3NG9BQvBZrisxRIiIiIiLKDKljZ9BOY1dLLQqNINj66H7cLW1or6w3m8xvK0bbegmEpba4FljbaabXVyGu3thzuQYU1UsNtixXhIbqROlmPkWST2dddB2DLdMI6NpYjVrUYY3R1aAZNetVEdPud0BERERERMnIK98C0y9YGD785A4zJUV9fX2YNWuWHot19OhRzJw5U48RjRCpva4G6p3Nz53p1ng9UJ0oPdH0wlq0SFpEKeq2VaFhmUe6CnKNfFJdtzPdGk/B7bffjrvuukuPWVSgHWhEZXgTnKF218YyVKMe+1aba3Adb6iKlME+3TnvcHDfPqLRI9V/Mzs6OjB16lQ9lppE/1YTUSz592Ss47+XRNk3mH+vk5nzydsZtNMY5RXgOtNTDZwTTS9sx1pnACzTvdKtfFJdtzPdGk9BukG7PHAu0FiJsK45lyfCN1aaD/CToLxQBeydkfV3YWNZIWpj70ygtK5z2AJ3Bu002jFoJ/KHsf7vCf+9JBoe2Qnav8zm8USGguWoQi02NOv+253t5t9kZLnSzWi0OrJLYC39zr3SzbHUDLZMQ1FYhNK2Dl3OLnS0lcLo4q7KX11bjG0xNwysB9uZn8660mEN2ImIiIiIxrrA297GoJ3GsLg+7QGUbfAKfFUAWl+HtmWF5rzr2xxN273IctuABr1cdTuq6iWw9UpPx2DLlC6pedf9/QtWY21xg9pvZSgLFBoPmJMYvHmDNPXfjGVSDv3hO9mJiIiIiLJrwlvYp53IVVdzDQptzcT9YDBlGnRzuC55DF4BCnxeac7mfjTasXk8kT/w30siyoRsNI8vvn4ta9qJLM2RV64FULgeqDMfjz6iRqxM6urD7xcgRESUAdJ9S/87Y/9EXj06nql9E2mJ5sL4N7qwGtWFAZTZdpj93262SiOioXrrhAkM2oksFZv2Rfpnh/dtMpqFjzQ/lomIiMaY0jp0Wv/W6E/aDc0G8+yWVGUzb1fyoFUVdBfWYrNOiaPKtL6tSu23fdgX7kRV23oY8XlzDZZB0mU/qvSGQt4AIaIhecfbGLQTERER0VAVrMa+NN5ukpZs5u3KetDqNqzSKXE629FSPEuXqQCzilvQ3qkGKzYhvMkqawGWV5WirYO17UQ0eKE/nGTQTkREREQORu12DTZGmnqXRWuMpdm41ERLepmaLrXgVm14ysupeaxY1i1d51Nj5ZNW3rpMelI2dHW0odR4vYqpsMgtOO9CU0MLimexmRwRDV4YZ/FBdERjmTx4Zqzjg3VoNOOD6GjESSBcKG8IsVuFbZ1FWF/YgOJt9dhUoYLO5hqUrS9C/b7laCorRPvaTjNdlq8G6uuBauuv53Iywz6zq5e1nFe6zqdK5bO6sCkmLeUypVE77/6gNnm7SiMqw5vg7C3QtbEM1aiPvObUOS4krbChCp3D2krAHR9ERzQ8svEguqJPfJlBOxER0Uhh0E4jzivAdabbg+lE6Ymmx90cKEXdtio0LPNIX6/zSXXdznRrPAWZDtqNcRWwp1OGbGLQTjQ8shG0X6iCdjaPJyIiIqJhsArbYh54tw+rjRbmXun+VTCrGC1GJ3ZTZ3u0GbxVw+6XgJ2IRrlAmEE7EREREaWoYDmqUIsNzbr/dme7+TcZWa50MxqtjuxSGy79zr3SzbHUDLZMQ1FYhNK2Dl3OLnS0lcLo4q7KX11bjG0M2IkoQ84EwKCdiIiIaFxrqUWh8WC36Kdsg1fgW4DV9XVoW1Zozru+zdG03Ysstw1o0MtVt6OqXgJbr/R0DLZM6ZLm8vq97QWrsba4Qe23MpQFCtFQvNbok9+8QZr6b8YyKYf+8F3tRDQ06reEfdqJiIhGBvu002jX1VyDwsZKhNN+sXv2DKZMg+7z3dWFLrn14PNqdfZpJxoe2ejTPufvb2dNOxERERGlrjnyyrUACtcDdWtGPmAfsTKpaN3vATsRjXLqd20CwnqEiIiIiCiJik37og+N27fJfFXbCPNjmYiIMoMPoiMiIiIiIiLyJz6IjoiIiIiIiMi/AtNnLwwffooPoiMiIhpufBAdkT/Ig9rGOj6Ijij7svIguk/ezqCdiIhopDBoJyIiGjtGVdBOREREqWHQTkRENDZkJWj/RyNov1gF7Tt1Ump4IUBERDR8GLQTERH5X3aC9rV8EB0RERERERGRXzFoJyIiIiIiIvKjQIBBOxEREREREZFfqaA9oAeJiIiIiIiIyE9Y005ERERERETkRwEG7UREREREREQ+xT7tRERERERERL7FoJ2IiIiIiIjIpxi0ExEREREREfnUhADCepCIiIjGva6NKAuUYWOXHheSVrYR9qSMMtYZQMDxqdmY5fVS5rmdK0M4f5pr1HnQrEeUro1l6tyoQTSpGTXW+Zps3a7nWVlM/oYhlDcjRnr9qUq3nJnYLpdjWKZ/rLo21kSnlclxdVmTtXzMQe/CxjJZJnv7vLlGztvYc9mPBl3O0XLOjlbqmLCmnYiIiBxaUFs9zBfjpXXoDIcRtn02LdfT0uVVHl5YpscH+6uwqBRtHVYJutDUoE6V0jZEkzrQhmLMKtDjyTjOs85txWhbn+VtHO3nXTbLP5i8Hcdw3+oClU0ZChuKsLZTp9evBZZVx958tJSWorStI7rOriY0tOjhrGhG4+ZibFPl2lShk1I1rOfOEMpJWaaC9rCK3ImIiIgi1EVxXXEDNvi8VihtBauxb99qpBrf0cgrmFWMloYmHbR0oh1VWFsFNDTpMKazHS2rKjHYGKOgohLFLe0qZ/KUze9NRvI2b+bU1a9GhZVRQQU2hfdBxfMuqlClft+sU0jOIaxahVI9mnFyY6m0CIV6NC3D+Zs1lHJSloVZ005ERETxlq+pcq+B7NqIGmlKKk1My6SZchc2VteipaUWhVaNkGOeaG2XNGW2N21Og1eeXSpPK91o6twcWx6jpqoGNbrZZ6QJbNxyji21lovZVi1uH5hpZZFts2+nbdhtG2LKZ1uHiJlfTU+0f3U+G63ttDf7TmW9zbamxXp/pHxcbell1Q1wr7Rsx4bIMTC302jqbmuH62wKb1BB9SorqG5uxObiWahYrqL2djPM7upoQ2nR4MOMLpWne6DSjia3fRm3n8xks9m+TovsGJF8Pzo32RS/vwxex8BiHVdn/la6dbxdyyDnqq1rjCyj543U9tqWiznWjvxSPjesvI2/HudvMlJTrgLx5WlEtssriyM3fpob21BVWWQMG9yOsS5f/D5zcOyHZtmnhfr4u3y/kx8rSY/uHyutbKP6nTOGpXx6Zycqt5WXbafGft8c5TSW08dc2MfVsOuxpqxi0E5ERETxClZjbVxtuxmAYG2n2bS4qg3Lajqxur4OpdJk1agRknkaUFRvNVMtQkOkqb3Ufm1yrxU1LhatC0752C9wvfKU9GVAlVmecKc0iV2vymcvj9LShqLKejVdpUfycy7n0pRWRRjWOs1tNa6CXfaBSi9Yjiqr2bYEl+q/RmN2q/YqwX6xyhezb2LXE66vspXdO592Ix+VHmn2neJ6KzZhn0yXT6fcsGnC8pSOa2w569cWS87x1Lqgy2btswIVfJdubtTHWZrmrkJl3MlRiCK9XyVAXyUzFMxCsdG82axhrbJHa87zSAIRPcngmF4op0u9S02m675U4vaTpDdjQ63ZrNhIq91gO3cLXL4fLuePk8v+Snjs7VzPW0m3jvcadLiWoQKVq1oiwWyX2rmxrRi8jvUQzw2L1z53ijmGjkA4VYUqSDdacKjzrk0F/Pa7Nq7HWPHarxFuxxbYJL87cvzdfvuSHavIb5YiaWv2GWmoVSeuMWx+V73PTb2clZfn9039NicqZ0SK5yBlljrXGbQTERGRq4pNKpi1XzgbNVp1WKPboBpBl71vqDD6h7agtlBfVBu1N7amqF6Mi0V9IWh8bBeOXnk26/JYbWCtJrHOatNSdVEeaTerWNvhXM4Zualg24oHI9vquQ8KMKu4xagAlpq7uro6tEnULk1vq5ajwGsbpMLYWT7hWE9Eknwi80tQIlJdr1F7pmvjZB4zNcorH+sYWPtDrde1mbGtbJF9JjeGVumbG3Kjw7WZewHU7Gq/mgG6WamuAnm11qauTrS3OPqzO88je9Aj7NM7t6mSt6HRrLSP5bYvhet+khsLm7FMHn7WNAv1nQmCHsdxdf0OCbf95XUMnAu7nbcyYh3vBGWoWKMCQiOY1U3O19i2xLmcdayHem5YvPa5U8wxThRgmqRG2SiXPciWm2xoR6e0tCieFXvTxuu74LVfLakeW7tkx8pO0qwk+7DFs9w6r5S+b0l4HWu37xBlFIN2IiIi8lCBNVUNqN6gAs+0rDJrHSMfr76l6XDJc/CtorOionIV2jo2mjV3q83a4I0dbSiORJWZ2oZ080k2vzSNbUDRWl3L6Qx0IzJ/DGSfbVZRhHGjwx4g2ki/9rbGDUZ/djNQ0YH8BhVwDaE/u9ysWb222Fh/arz2UwFW71Pj9WtR1L4ehYWDrP1NicsxGPJ3y8YIZuVGgASgLoGhp8yfGymLlFmPO1Rs0mWKebqanENtWL9efT9jmnek+l3wm9TKncr3LbkRPNbjGIN2IiIi8lSwei2KN282a22Mi+NabNB9KI3ms85aKqOZ+GY0Wm3Nuxx9IwfDK0+rPJF0deEqfXKT1fp4LecsZEt7JBCIbGuifSAPNautRZvUrKtQsrK4AbUNxWYT1HT3i2M9Ro29GEw+Kc1fDBSaR7KrqT2+pt0rH0c5jf1hDDm47UsZkT7rbcuwTG50eAWIsl/VOSj92a1ZJJDfrNJ01fvgyfojTYZT4baf9PmjjvnqTfWosz/d3sltfzm/Q8Lr3EvlWHrta0vCMpg3RBqqjX4HyZez0odybgyZWWZ544VelVqZx3faRmq21Ya7dMnw+C4Mab96SJZnWpJ8h0Uq3zchXVDsZRvs7w9lDIN2IiIiSqACa+qsOhuzfy7WFxpNIwsbqtAptVfqAk8uVs0HLck829RVvzlPoLodVZE+w3Ih7VELGdenPYCySA2/V56OdOmgvK0eqyvs5XHjsZzzIlYFX+3VZlki22os67IPDNJMWl0665r1ikp1EV1s1QQn2i9uzPW0LdPzr2/TF+GDySfZ/HKMZRZzW6sb2szklI5rbDlVskfNZJsKBM38Y/eZ3NyQFryOADGGuV9jHjgnwYdaU0x/9kGJ9plPzmM/GenFOr0QDVWOcyluP3qdP3Zu+yvFY+963tolLoMZzDqeFWDwOtZe5fKaP/MKVu9DZ1W72iRzuz2/03byZPa45vVex1gZ4n51lTTPVCUod4xUvm9C8mvTzeDLsKFRJ3sea8omtasRmH7BwvDhJ3fopNT09fVh1qxZeoyIiIiyqaOjA1OnTtVjqeG/1UMkNUjVQP1wvW4pia7mGhQ2Vjqa+I4Fzagpa0TlvuR9kykFPjtvx4xs7NcROVb8vmXbYP69Tqbo2jswwQjdiYiIiMhXmiOvvwoYTzkffB9Un2quUdu2DG1VaxhAEGUbv2+jVlh9AtPnXBI+/MTjZkqKePeeiIho+LCmnYiIyP+yUdM+x6hpJyIiIiIiIiJfYtBORERERERE5FMM2omIiIiIiIh8akIAfBAdERERERERkR9NMJ9HR0RERERERER+MwFhBu1EREREREREfqSC9jN6kIiIiIiIiIj8ZALOMGgnIiIiIiIi8qMJYTBoJyIiIiIiIvKdcBgTAuzTTkRERERERORLfE87ERERERERkU+poJ3vaSciIiIiIiLyowlsHE9ERERERETkRwE2jyciIiIiIiLyq8D0gvnhw8/u0qOp6evr00NEREQ0HKZOnaqHUsN/q4mIiIZfuv9eJ1NUfcfggnYiIiIiIiIiyi4J2icA7NVORERERERE5EcM2omIiIiIiIh8KBwOY0KAQTsRERERERGR/0jQrgeJiIiIiIiIyE/CRvN4xu1EREREREREvhNQETsbxxMRERERERH5UDgsr3wrCR9+drdOISIiIiIiGl+CX3tJD5GX0D9N10Pufv7zn+sh8vKRj3xED6Vuzv9Zx6CdiIiIiIjGNwbtyaUStF900UV6jJyeffbZwQXt/8ignYiIiIiIxjkraO+58R3GX4rKvf8vxl8G7UMzlKCdT6EjIiIiIiIi8iO+8o2IiIiIiIjIp+Tp8XqQiIiIiIiIiPyENe1ERERERERZ1v09XJWbi1z5XHUVvrdLp5On7u/dFrPPbtvVradkkRynq76HYVhT6sKsaSciIiIiIsqiXbit/DFcuacHPT3q880r8di1t6lU8tL9vatQ/lghPh/ZZ58Hrv0CvueraHp4BNSHQTsREREREVG2dB/HkQ9eiQ/n6fG8T+OnPXdjsR4lp2784jHgK9/8NBZH9tli3N3zU3zaGh9HwurDoJ2IiIiIiChb8j6MK/Ev2PS9Xeh21hTvsjUBz5Um4EYiblPDkVplo2m9rplXw7ddZTUZv21s1jx3/wKPqT0Wucnh5LbPjGbtan/cdpVjX8o0tT+tfWak6502ivYlg3YiIiIiIqKsycOnv/kwCju/hfJyM3CMBIiL78ZPpfm3fPZciSPfkv7Ui3H5J3+Fx35hztT9i8fwq09erlK78b0vPIbCb1pNxgvx2Bd81v96OLjuM+VXR9B5+TfN9Idn63TZZ9cCV+7R81vN7EfRvjQeRBeQVvJERERERESUFXmL8em7f2oEiHtUQPkvVoBo1Pbq2uHyf8GvjJlVXFrzFaio3Qg6jabiNYslesdjv/oV/sUI/PX8v3oMOrYfPzz2GT54JWqs9vT5heZfo9b+K6ix2tVbzezhsS+Pm7P5DWvaiYiIiIiIhkne4svxyV914rh+QF3h53Xt8J6v4IN6HrNJvQTkzqbin8TDMm/kMwb7eUe2XY/HSLDP0uayL/P1JJ9h0E5ERERERJQl8iT03NuiTa+7d+3ADz5YCDM+nA3km1F39y86o7XGyMOHrwQe+8JjwJUfVmOSpILZD/4AO6y29UY/bp826R4Sc9ulNULkLW/SLz3SrcBrn7mIPE/A2mc6H4yifWk0j1f/R0RERERERJmX9+lv4mE8hnJphq0+5d8CHv7mp1VouhhGK3jdRPsLjx3RS5jyJHJVEemV0cfOG33j1QJmk+4vdOJKI5+xJ+/TP8WeKzvxrUjzdWOn4dN5ifdZPMc+i+QzmvZlGIHpBSXhw8/u1glERERERETjS/BrLxl/e258h/GXonLv/4vxN/RP042/Xn7+85/joosu0mPk9Oyzz+IjH/mIHkvdnKp/4oPoiIiIiIiIiPyKfdqJiIiIiIiIfIpBOxEREREREZEfhYHA9ML54cPP7NIpRERERERE44vVp528sU/70Ay6T/vVX0LgXBW0tzNoJyIiIiKicYpBe3KpBO2UGIN2IiIiIiIiojFEgnb2aSciIiIiIiLyozAfREdERERERETkU2FMUIE7EREREREREflNOGw+Pf4XW3+gU4iIiIiIiIhopE2fPh1z/u5WvvKNiIiIiIiIyI8kaJ8g1e1ERERERERE5D98EB0RERERERGRH4XDDNqJiIiIiIiI/EmC9kBAjxARERERERGRb5w5wz7tRERERERERP7E5vFERERERERE/hTmg+iIiIiIiIiIfIo17URERERERET+xKfHExEREREREfkXg3YiIiIiIiIiX2JNOxEREREREZE/Gc3j+Z52IiIiIiIiIv8Jy3vaiYiIiIiIiMiXGLQTERERERER+RGfHk9ERERERETkVwzaiYiIiIiIiPyJNe1ERERERERE/sWgnYiIiIiIiMiP+PR4IiIiIiIiIv9i0E5ERERERETkR+EwAtML54f1aIoC+q8XKzvnfF7pY4B9k+x700pPcw9nVyYLM8Rjmer+SWc1yU6zJOsKBBKvLByXQaorSmcjLC7LBHS+YY/8IslprM9tVq/iJ9l/rmLyN0ecq7SyjVmNfV2RBZxLZthQs0+2f1zyT2eV6idbDzklSbcmO8vnXEym29MiB8KRQWQeZwYWl3SvWV0E1H/O75qZll3y/Q+rfxjduE9TpZJ0PRbl2Ng0tj2hJL9PMQVxm9XrdyNVmdqOQUtcgOS7xzZDZFDOLHMkcs5ZGcUd2PjjH8OWpzuV7jVJSPb26c7jaT//7BtrpSfbAQlXnkDSfC1qPvusSXaXV3m8/x0206O/DWrcuY8MXssrnvNIRgmWc+WY3zNvRW1T3G+Ymk3mNNcs02zb5cI9VS1vTUhyXWCd53Yx5XHjdc5ZPFZpTIisN/o39idUbXHSAthFZzbyUv9vL1I0L8eKI+ISTFaysyyO7ZWxtIrr4HVeR36XnDvDOX/cuP4bWT46aEiyPYm4zRm/7eZcqWWb7rGOZ//22PNy/gscM2afMXxGD3iJzSeGyif2OxplrT9++3SClS77SYblOj5uXjuPieEw/n9OyKiofCfe+AAAAABJRU5ErkJggg==" /> + +</div> +<p>In case the engine is equipped with a waste heat recovery system (WHR) the WHR type can be selected in the lower right part of the window. For WHR systems that generate mechanlical power that is directly delivered to the engine’s crankshaft no further input is required - the WHR shall be considered in the fuel consumption map already. For WHR systems with electrical power output the generated electrical power needs to be provided in the <a href="#fuel-consumption-map-.vmap">Fuel Consumption Map</a> of the primary fuel. For WHR systems with mechanical power output to the drivetrain the generated mechanical power needs to be provided in the <a href="#fuel-consumption-map-.vmap">Fuel Consumption Map</a> of the primary fuel. The final fuel consumption is at the end corrected for the electric and mechanical energy generated by the WHR system (see <a href="#engine-fuel-consumption-correction">fuel consumption correction</a>) Similar correction factors as applied for the fuel consumption (WHR Correction factors) have to be provided for the WHR system. The weighting of these correction factors is the same as for the WHTC correction factors.</p> </div> <div id="chart-area-2" class="section level3"> <h3>Chart Area</h3> @@ -2463,7 +2495,7 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p> <div id="gearbox-editor" class="section level2"> <h2>Gearbox Editor</h2> <div class="figure"> -<img src="data:image/png;base64,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/> </div> <div id="description-11" class="section level3"> @@ -2520,7 +2552,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <h3>Gear shift strategy parameters</h3> <p>Since version Vecto 3.0.3 the gearshift polygon calculation according to the ACEA White Book 2016 is implemented and since Vecto 3.0.4 the ACEA White Book 2016 shift strategy for AMT and MT is implemented. The AT-S and AT-P strategies are implemented since Version 3.1.0. For details on this topic please see the ACEA White Book 2016.</p> <div class="figure"> -<img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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" /> </div> <div class="engineering"> @@ -2880,8 +2912,9 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <li><a href="#fuel-properties">Fuel properties</a></li> <li><a href="#engine-torque-and-engine-speed-limitations">Engine Torque and Engine Speed Limitations</a></li> <li><a href="#gearbox-gear-shift-model">Gearbox: Gear Shift Model</a></li> -<li><a href="#gearbox-mt-and-amt-gearshift-rules">Gearbox: MT and AMT Gearshift Rules</a></li> +<li><a href="#gearbox-amt-gearshift-rules">Gearbox: AMT Gearshift Rules</a></li> <li><a href="#gearbox-at-gearshift-rules">Gearbox: AT Gearshift Rules</a></li> +<li><a href="#gearbox-mt-gearshift-rules">Gearbox: MT Gearshift Rules</a></li> <li><a href="#torque-converter-model">Torque Converter Model</a></li> <li><a href="#auxiliaries">Auxiliaries</a></li> <li><a href="#engine-only-mode">Engine Only Mode</a></li> @@ -3032,20 +3065,36 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge </dl> </div> </div> -<div id="advanced-driver-assistant-systems-eco-roll-engine-stopstart" class="section level2"> -<h2>Advanced Driver Assistant Systems, Eco-Roll, Engine Stop/Start</h2> -<div id="engine-stopstart" class="section level3"> -<h3>Engine Stop/Start</h3> +<div id="advanced-driver-assistant-systems-engine-stopstart" class="section level2"> +<h2>Advanced Driver Assistant Systems: Engine Stop/Start</h2> +<div id="description-13" class="section level3"> +<h3>Description</h3> <p>If engine stop/start is enabled in the Vehicle, the engine is turned off during vehicle stops to reduce the fuel consumption. During vehicle stops the energy demand for certain auxiliaires and for starting the engine is accumulated. In a post-processing step the final <a href="#engine-fuel-consumption-correction">fuel consumption is corrected</a> to consider the energy demand for the auxiliaries and engine start.</p> +</div> +<div id="model-parameters" class="section level3"> +<h3>Model Parameters</h3> +<ul> +<li><strong>Delay engine-off:</strong> if the vehicle stops, the engine is switched off after this timespan</li> +<li><strong>Max engine-off timespan:</strong> if the enine is switched off at a vehicle stand, the engine is turned on again after this timespan. This basically limits the max. time the engine is switched off at a single engine-off event.</li> +<li><strong>Engine stop/start utility factor:</strong> In practice, the engine is not switched off at every vehicle stop. This is considered with this utility factor (0…1). Further details are provided below.</li> +</ul> <div class="declaration"> -<p>In declaration mode, the engine is switched on after a period of 120 seconds of engine-off.</p> +<ul> +<li>delay engine-off: 2 s</li> +<li>Max engine-off timespan: 120 s</li> +<li>Engine stop/start utility factor: 0.8</li> +</ul> +</div> </div> -<p><strong>Engine Start-Up Energy Demand</strong></p> +<div id="engine-start-up-energy-demand" class="section level3"> +<h3>Engine Start-Up Energy Demand</h3> <p>The energy demand to ramp-up the engine depends on the engine’s inertia and the engine’s drag torque and is computed according to the following equation:</p> <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{ICE,rampUp} = 0.5 * I_{ICE} * n_{idle}^2 + T_{drag}(n_{idle}) * n_{idle} / 2 * t_{ICE,start}" title="E_{ICE,rampUp} = 0.5 * I_{ICE} * n_{idle}^2 + T_{drag}(n_{idle}) * n_{idle} / 2 * t_{ICE,start}" /></p> <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{ICE,start} = E_{ICE,rampUp} / \eta_{alternator}^2" title="E_{ICE,start} = E_{ICE,rampUp} / \eta_{alternator}^2" /></p> <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{ICE,start}" title="E_{ICE,start}" /> is the amount of energy the combustion engine needs to provide to compensate the start up is the ramp-up energy multiplied by the efficiency of the alternator. <img style="vertical-align:middle" src="data:image/png;base64,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" alt="t_{ICE,start}" title="t_{ICE,start}" /> is assumed to be 1 second and <img style="vertical-align:middle" src="data:image/png;base64,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" alt="\eta_{alternator}" title="\eta_{alternator}" /> is 0.7.</p> -<p><strong>Utility Factor</strong></p> +</div> +<div id="utility-factor" class="section level3"> +<h3>Utility Factor</h3> <p>Engine Stop/Start is usually not activated at every vehicle stop. This is considered in VECTO via a utility factor (e.g. 0.8). This utility factor (f) is applied for every engine stop as follows:</p> <ul> <li>the auxiliary demand during engine stops is multiplied by the utility factor</li> @@ -3053,17 +3102,135 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <li>the energy demand for starting the engine is multiplied by the utility factor</li> </ul> <div class="declaration"> -<p>In declaration mode the utility factor is set to 0.8.</p> +<p><strong>Auxiliary energy demand</strong></p> +<p>In Declaration Mode the energy demand of all auxiliaries except the engine cooling fan and the steering pump is considered during vehicle stops.</p> +</div> +<div class="engineering"> +<p><strong>Auxiliary energy demand</strong></p> +<p>In Engineering Mode the energy demand of all auxiliaries is assumed to be drawn also during engine-off periods and the fuel consumption is corrected in a post-processing step.</p> +</div> </div> +</div> +<div id="advanced-driver-assistant-systems-eco-roll" class="section level2"> +<h2>Advanced Driver Assistant Systems: Eco-Roll</h2> +<div id="description-14" class="section level3"> +<h3>Description</h3> +<p>Eco-roll is a driver assistant system that automatically decouples the internal combustion engine from the power train during specific downhill driving conditions with low negative slopes. The aim is to save fuel during such phases. VECTO supports eco-roll without engine stop/start and eco-roll with engine stop/start. In the former case, the combustion engine is idling during eco-roll phases while in the latter case the combustion engine is turned off during eco-roll events. For vehicles having eco-roll with engine stop/start the fuel consumption is corrected for the engine stop/start events and the auxiliary power demand during engine-off phases.</p> +<p>In case of AT gearboxes eco-roll can either be performed by shifting to neutral, i.e., disengaging the gearbox, or opening the torque converter lockup clutch. Which option is supported by the transmission needs to be specified in the vehicle configuration.</p> <div class="declaration"> <p><strong>Auxiliary energy demand</strong></p> -<p>In Declaration Mode the energy demand of all auxiliaries except the engine cooling fan and the steering pump is considered during vehicle stops.</p> +<p>In Declaration Mode the energy demand of all auxiliaries is applied in the fuel consumption correction during engine-off periods</p> </div> <div class="engineering"> <p><strong>Auxiliary energy demand</strong></p> -<p>In Engineering Mode the energy demand of all auxiliaries is assumed to be drawn also during engine stop periods and the fuel consumption is corrected in a post-processing step.</p> +<p>In Engineering Mode the energy demand of all auxiliaries is assumed to be drawn also during engine-off periods and the fuel consumption is corrected in a post-processing step.</p> +</div> +</div> +<div id="model-parameters-1" class="section level3"> +<h3>Model Parameters</h3> +<ul> +<li><strong>Minimum speed:</strong> minimum vehicle speed to allow eco-roll to be activated</li> +<li><strong>Activation delay:</strong> delay between the point in time when all conditions for an eco-roll event are fulfilled until eco-roll is activated</li> +<li><strong>Underspeed threshold:</strong> Threshold below the target speed to disable eco-roll</li> +<li><strong>AT EcoRoll Release Lockup Clutch:</strong> Required only for AT transmissions. If set to true, the lockup clutch is released during eco-roll events and the gear is engaged. If set to false, the gearbox switches to neutral.</li> +</ul> +<div class="declaration"> +<ul> +<li>Minimum speed: 60 km/h</li> +<li>Activation delay: 2s</li> +<li>Underspeed threshold: 0 km/h</li> +</ul> +</div> +</div> +<div id="eco-roll-model" class="section level3"> +<h3>Eco-Roll Model</h3> +<p><strong>Calulations during simulation</strong></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{veh,est} = \frac{F_{grad}(x) + F_{roll}(x) + F_{aero}(v_{veh})}{m_{veh}}" title="a_{veh,est} = \frac{F_{grad}(x) + F_{roll}(x) + F_{aero}(v_{veh})}{m_{veh}}" /></p> +<p><strong>Eco-Roll State Diagram</strong></p> +<p>The following state diagram depicts when eco-roll is activated during the simulation.</p> +<div class="figure"> +<img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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" /> + +</div> </div> </div> +<div id="advanced-driver-assistant-systems-predictive-cruise-control" class="section level2"> +<h2>Advanced Driver Assistant Systems: Predictive Cruise Control</h2> +<div id="description-15" class="section level3"> +<h3>Description</h3> +<p>Predictive cruise control (PCC): systems which optimise the usage of potential energy during a driving cycle based on an available preview of road gradient data and the use of a GPS system. A PCC system declared in the input to the simulation tool shall have a gradient preview distance longer than 1000 meters and cover all following use cases:</p> +<p><strong>Use Case 1: Crest Coasting</strong></p> +<p>Approaching a crest the vehicle velocity is reduced before the point where the vehicle starts accelerating by gravity alone compared to the set speed of the cruise control so that the braking during the following downhill phase can be reduced.</p> +<p><strong>Use Case 2: Accelerating without Engine Power</strong></p> +<p>During downhill driving with a low vehicle velocity and a high negative slope the vehicle acceleration is performed without any engine power usage so that the downhill braking can be reduced.</p> +<p><strong>Use Case 3: Dip Coasting</strong></p> +<p>During downhill driving when the vehicle is braking at the overspeed velocity, PCC increases the overspeed for a short period of time to end the downhill event with a higher vehicle velocity. Overspeed is a higher vehicle speed than the set speed of the cruise control system.</p> +<p>In VECTO a vehicle may either support use cases 1 and 2 or all three use cases.</p> +<p>Predictive cruise control is only considered on highway sections of the simulated driving cycle (see <a href="#engineering-mode-target-speed-distance-based-cycle">sistance-based driving cycle</a>.</p> +<div class="declaration"> +<p>In declaration mode, the whole long-haul cycle is considered as highway. Moreover, the section from 29760m to 96753m of the regional delivery cycle is considered as highway.</p> +</div> +</div> +<div id="model-parameters-2" class="section level3"> +<h3>Model Parameters</h3> +<ul> +<li><strong>Allowed underspeed:</strong> Threshold below the target speed the vehicle’s velocity may be reduced to during a PCC event (use-case 1 & 2, <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAOBAMAAADKyLEKAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMARGaZEO8iMs12iavdVLtyOmIFAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAjUlEQVQIHWNgVGZwTWBAACfWAg4BBJdBIJ+BE1meYTUDE5I0A8NZNP4XhjKWWUJmDJwzHXhnPmBg+MKgwMtfsIjhOW/BZZYABobLSgwMdQzb2Q9dZDjIvgFi1EyGAF4DoFLOCRD+c8Zt4htYBAI4CiD8ByybGBYpMWjqQ7hw0gfOAjGYCmah8LkmLWAAAEo5HfieAkIIAAAAAElFTkSuQmCC" alt="v_{neg}" title="v_{neg}" />)</li> +<li><strong>Allowed overspeed:</strong> Threshold above the target speed the vehicle’s velocity may reach during a PCC event (use-cae 3)</li> +<li><strong>PCC enabling velocity:</strong> Only highway sections of the driving cycle with a target velocity greater than or equal to the enabling velocity are considered for PCC events.</li> +<li><strong>Minimum speed:</strong> Minimum vehicle speed for allowing PCC use-case 2</li> +<li><strong>Preview distance use case 1:</strong> Preview distance for use-case 1 PCC events. After this distance (estimated) after starting the PCC event the vehicle shall reach the target speed again.</li> +<li><strong>Preview distance use case 2:</strong> Preview distance for use-case 2 PCC events. After this distance (estimated) after starting the PCC event the vehicle shall reach the target speed again. This distance is typically shorter than the preview distance for use-case 1 as only the acceleration phase is considered.</li> +</ul> +<div class="declaration"> +<ul> +<li>Allowed underspeed: 8 km/h</li> +<li>Allowed overspeed: 5 km/h</li> +<li>PCC enabling velocity: 80 km/h</li> +<li>Minimum speed: 50 km/h</li> +<li>Preview distance use case 1: 1500 m</li> +<li>Preview distance use case 2: 1000 m</li> +</ul> +</div> +</div> +<div id="predictive-cruise-control-model-use-cases-1-and-2" class="section level3"> +<h3>Predictive Cruise Control Model Use-cases 1 and 2</h3> +<p><strong>Pre-Processing</strong></p> +<ol style="list-style-type: decimal"> +<li>In a preprocessing step the road gradient where the vehicle would accelerate on its own is computed for certain velocities. If the vehicle is equipped with eco-roll the powertrain is declutched, otherwise the engine is in full drag. The slope is calculated for every simulated cycle as this values vary with the vehicle’s payload, rolling resistance and air drag.</li> +<li>All positions in the driving cycle where the slope is lower than the road gradient required that the vehicle accelerates on its own are marked as potential candidates for PCC events. At this distance the vehicle’s velocity shall be a minimum. Denoted as <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAANBAMAAAA+k6ESAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVGaJRKsi7zLNEJl23buB3ZRqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAfElEQVQIHWNgEDIRCmNABiwJ6QIVyAIMjAzuKHwQxxRDZBK6CNc3BgeegLUIYXemDxwJCrc4ESLdEsIiDFwTmJgCEGJAFqMBE6MCigiPghdrAsdBg0UbNHwgEmx7HDgZVjKEpQU8YIIrzU5wZpjAJDChDSHiwOwD1LjRAQBxTxcgLNMb5QAAAABJRU5ErkJggg==" alt="x_{v_{low}}" title="x_{v_{low}}" />.</li> +<li>For every potential PCC event, the end position is marked in the driving cycle. This is the first position in the driving cycle after <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAALBAMAAADl1DJIAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVGaJRKsi7zLNEJl23buB3ZRqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlElEQVQIHWNgEDIRCmNAASwJ6QIVKCIMjAzuEAH3BISEKYTJjhBhmARhtyKEuL4xOPAErGU4w8Cj7HCUISqPwZ3pA0eCwi1OhhcMgQyXeBcU8DF0SwiLMHBNYGIo4LjA8GEtxwMeiAGMBkwcD5g2sEyQZjJYBBHiUfBiMmTZwNdwiPmAFESIbY8D20YGGwuGbMVNDgAfyB7z/flaVwAAAABJRU5ErkJggg==" alt="x_v_{low}}" title="x_v_{low}}" /> where the slope is greater than the road gradient required that the vehicle accelerates on its own. Latest at this position the vehicle shall reach the target velocity again. Denoted as <img style="vertical-align:middle" src="data:image/png;base64,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" alt="x_{end, max}" title="x_{end, max}" /></li> +<li>For every potential PCC event, the earliest start position is marked. This is calculated as <img style="vertical-align:middle" src="data:image/png;base64,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" alt="x_{start} = x_{v_{low}} - d_{preview}" title="x_{start} = x_{v_{low}} - d_{preview}" />.</li> +<li>For every potential PCC event, the vehicle’s energy is calculated: <img style="vertical-align:middle" src="data:image/png;base64,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" alt="E(x_{v_{low}}) = m \cdot g \cdot h(x_{v{low}}) + \frac{m \cdot (v_{target}(x_{v_{low}}) - v_{neg})^2}{2}" title="E(x_{v_{low}}) = m \cdot g \cdot h(x_{v{low}}) + \frac{m \cdot (v_{target}(x_{v_{low}}) - v_{neg})^2}{2}" /> <img style="vertical-align:middle" src="data:image/png;base64,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" alt="E(x_{end, max}) = m \cdot g \cdot h(x_{end, max}) + \frac{m \cdot v_{target}(x_{end, max})^2}{2}" title="E(x_{end, max}) = m \cdot g \cdot h(x_{end, max}) + \frac{m \cdot v_{target}(x_{end, max})^2}{2}" /></li> +</ol> +<p><strong>Calulations during simulation</strong></p> +<p>If the vehicle enters a potential PCC section, the following calculations are performed to decide on starting a PCC event:</p> +<ol style="list-style-type: decimal"> +<li>Current vehicle position: <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAIBAMAAAAy1HOFAAAAJ1BMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAilU6eAAAADHRSTlMAVGaJRKsi7zLNEJkpJscbAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAMElEQVQIHWNgEDIRCmNgSUgXqGBgZHBnAAFTMDkJRHIdY3BgcGc6wJHA0C0hLMIAAIu1Blzz4u0sAAAAAElFTkSuQmCC" alt="x" title="x" /></li> +<li>Position in the cycle where the PCC event shall be finished: <img style="vertical-align:middle" src="data:image/png;base64,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" alt="x_{end} = min(x + d_{preview}, x_{end, max})" title="x_{end} = min(x + d_{preview}, x_{end, max})" /></li> +<li>Estimation of coasting resistance force:<br /> +<img style="vertical-align:middle" src="data:image/png;base64,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" alt="F_{coast}(x) = \frac{P_{roll}(x) + P_{aero}(x, v_{target}) + P_{ice, drag}}{v_{target}}" title="F_{coast}(x) = \frac{P_{roll}(x) + P_{aero}(x, v_{target}) + P_{ice, drag}}{v_{target}}" /><br /> +<img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_{ice, drag}" title="P_{ice, drag}" /> is set to 0 in case the vehicle is equipped with eco-roll</li> +<li>Energy demand/gain for coasting from the vehicle’s current position to the point with the minimum velocity <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAANBAMAAAA+k6ESAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVGaJRKsi7zLNEJl23buB3ZRqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAfElEQVQIHWNgEDIRCmNABiwJ6QIVyAIMjAzuKHwQxxRDZBK6CNc3BgeegLUIYXemDxwJCrc4ESLdEsIiDFwTmJgCEGJAFqMBE6MCigiPghdrAsdBg0UbNHwgEmx7HDgZVjKEpQU8YIIrzU5wZpjAJDChDSHiwOwD1LjRAQBxTxcgLNMb5QAAAABJRU5ErkJggg==" alt="x_{v_{low}}" title="x_{v_{low}}" />:<br /> +<img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{coast, v_{low}} = F_{coast} \cdot (x_{v_{low}} - x)" title="E_{coast, v_{low}} = F_{coast} \cdot (x_{v_{low}} - x)" /></li> +<li>Energy demand/gain for coasting from the vehicle’s current position to the end of the PCC event <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAALBAMAAAB1x0uHAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVGaJRKsi7zLNEJl2u90Wq5wmAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAhUlEQVQIHWNgEDIRCmNAAiwJ6QIVSHwGRgZ3JO7aA0COKZIAqwOQMwlJgB3I5vrG4MBw5tQaE+0EBqOTDAzuTB84EngbJAR+MCvwNpxmYOiWEBZh6FN04LjA2tDOEAjVLs3AwHOAnUGV4RVUoJVhCW+Da4owxysHiAizkgIvw1IFbsUYBgCyOhn9qkLsxgAAAABJRU5ErkJggg==" alt="x_{end}" title="x_{end}" />:<br /> +<img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{coast, x_{end}} = F_{coast} \cdot (x_{end} - x)" title="E_{coast, x_{end}} = F_{coast} \cdot (x_{end} - x)" /></li> +<li>Vehicle’s current energy:<br /> +<img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{veh}(x) = m \cdot g \cdot h(x) + \frac{m \cdot v_{veh}^2}{2}" title="E_{veh}(x) = m \cdot g \cdot h(x) + \frac{m \cdot v_{veh}^2}{2}" /></li> +<li>Vehicle’s energy at the end of a PCC event:<br /> +<img style="vertical-align:middle" src="data:image/png;base64,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" alt="E(x_{end}) = m \cdot g \cdot h(x_{end}) + \frac{m \cdot v_{target}(x_{end})^2}{2}" title="E(x_{end}) = m \cdot g \cdot h(x_{end}) + \frac{m \cdot v_{target}(x_{end})^2}{2}" /></li> +</ol> +<p><strong>PCC State Diagram</strong></p> +<p>The following state diagram depicts when a PCC event is activated during the simulation.</p> +<div class="figure"> +<img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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      >    body = Move to next PCC Section</text
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      >    body = </text
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      >        Without eco-roll: P_eng = 0, clutch = closed</text
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      >    body = </text
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      >        Without eco-roll: P_eng = 0, clutch = closed</text
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      >    body = P_eng = P_driver_acc, clutch = closed</text
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      >Within PCC Sction</text
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      >PCC Use Case 1</text
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      >PCC Use Case 2</text
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      >PCC Interrupt</text
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      /><line y2="57" fill="none" x1="45" clip-path="url(#clipPath31)" x2="39" y1="45"
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    ><g font-size="11px" transform="translate(299,64)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="5" xml:space="preserve" y="12" clip-path="url(#clipPath34)" stroke="none"
      >x &gt; x_end_max</text
    ></g
    ><g font-size="11px" transform="translate(295,530)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="5" xml:space="preserve" y="12" clip-path="url(#clipPath35)" stroke="none"
      >x &gt; x_end_max</text
    ></g
    ><g font-size="11px" transform="translate(308,384)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="5" xml:space="preserve" y="12" clip-path="url(#clipPath36)" stroke="none"
      >x &gt; x_end_max</text
    ></g
    ><g font-size="11px" transform="translate(324,483)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="15" xml:space="preserve" y="12" clip-path="url(#clipPath37)" stroke="none"
      >v_veh &gt;= v_target - v_neg * 0.95</text
    ></g
    ><g font-size="11px" transform="translate(581,478)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="15" xml:space="preserve" y="12" clip-path="url(#clipPath37)" stroke="none"
      >v_veh &lt;= v_target - v_neg * 1.05</text
    ></g
    ><g font-size="11px" transform="translate(612,168)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="51" xml:space="preserve" y="12" clip-path="url(#clipPath38)" stroke="none"
      >v_veh &lt;= v_active ||</text
      ><text x="15" xml:space="preserve" y="27" clip-path="url(#clipPath38)" stroke="none"
      >v_veh &gt;= v_target + 1 km/h</text
    ></g
    ><g font-size="11px" transform="translate(271,151)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
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      >x &gt;= x_v_low &amp;&amp;</text
      ><text x="43" xml:space="preserve" y="27" clip-path="url(#clipPath39)" stroke="none"
      >E_veh &gt;= E_end + E_coast,x_end &amp;&amp;</text
      ><text x="18" xml:space="preserve" y="42" clip-path="url(#clipPath39)" stroke="none"
      >v_veh &gt;= max(v_min, v_target - v_neg) &amp;&amp;</text
      ><text x="97" xml:space="preserve" y="57" clip-path="url(#clipPath39)" stroke="none"
      >v_veh &lt;= v_target - 1 km/h</text
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    ><text x="145" xml:space="preserve" y="12" clip-path="url(#clipPath40)" stroke="none"
      >x &lt; x_v_low &amp;&amp;</text
      ><text x="75" xml:space="preserve" y="27" clip-path="url(#clipPath40)" stroke="none"
      >v_veh &gt;= v_target - v_neg &amp;&amp;</text
      ><text x="36" xml:space="preserve" y="42" clip-path="url(#clipPath40)" stroke="none"
      >E_veh &gt;= E_end + E_coast,x_end &amp;&amp;</text
      ><text x="45" xml:space="preserve" y="57" clip-path="url(#clipPath40)" stroke="none"
      >E_veh &gt;= E_v_low + E_coast,v_low</text
    ></g
    ><g font-size="11px" transform="translate(355,324)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="15" xml:space="preserve" y="12" clip-path="url(#clipPath41)" stroke="none"
      >v_veh &gt;= v_target + 1km/h</text
    ></g
    ><g font-size="11px" transform="translate(329,225)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="5" xml:space="preserve" y="12" clip-path="url(#clipPath42)" stroke="none"
      >x &gt; x_end_max</text
    ></g
    ><g font-size="11px" transform="translate(329,275)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
    ><text x="5" xml:space="preserve" y="12" clip-path="url(#clipPath43)" stroke="none"
      >x &gt; x_start</text
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>
" /> + +</div> +<p>The fuel consumption of vehicles equipped with PCC option 1 & 2 and eco-roll with engine stop/start will be corrected for engine stop/start as described in <a href="#engine-fuel-consumption-correction">engine stop/start correction</a>.</p> +</div> +<div id="predictive-cruise-control-model-use-case-3" class="section level3"> +<h3>Predictive Cruise Control Model Use-case 3</h3> +<p>To consider predictive cruise control use-case 3, the driver model’s allowed overspeed is set to the model parameter <em>allowed overspeed</em> in highway sections if the vehicle supports PCC use-case 3.</p> +</div> </div> <div id="vehicle-cross-wind-correction" class="section level2"> <h2>Vehicle: Cross Wind Correction</h2> @@ -3328,6 +3495,11 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="FC_{final} = FC \cdot CF_{Engineering}" title="FC_{final} = FC \cdot CF_{Engineering}" /></p> </div> </div> +<div id="dual-fuel-engine" class="section level2"> +<h2>Dual Fuel Engine</h2> +<p>VECTO supports to simulate vehicles equipped with dual-fuel engines, i.e. two different fuels are used simulateously. Therefore, the engine model contains a second fuel comsumption map and VECTO interpolates the fuel consumtion from both consumption maps. In the .vmod and .vsum files the consumption of every fuel is reported. The CO2 emissions are te sum of CO2 emissions from both fuels.</p> +<p>In case a WHR system is used with a dual-fuel vehicle the WHR map shall be provided in the fuel consumption map of the primary fuel.</p> +</div> <div id="engine-torque-and-engine-speed-limitations" class="section level2"> <h2>Engine Torque and Engine Speed Limitations</h2> <p>The engine’s maximum speed and maximum torque may be limited by either the gearbox (due to mechanical constraints) or the vehicle control. Engine torque limitations are modeled by limiting the engine full-load curve to the defined maximum torque, i.e., the original engine full-load curve is cropped at the defined maximum torque for a certain gear. Limits regarding the gearbox’ maximum input speed are modeled by intersecting (and limiting) the upshift line with the max. input speed. In the last gear, where no upshifts are possible, the engine speed is limited to the gearbox’ maximum input speed.</p> @@ -3372,11 +3544,24 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <p>The final fuel consumption is corrected in a post-processing to reflect systems not directly modeled in VECTO (e.g. electric waste heat recovery sysmtes) or to account for systems not active all the time for different reasons (e.g., engine stop-start).</p> <div id="engine-stopstart-correction" class="section level3"> <h3>Engine Stop/Start Correction</h3> -<p>As the energy demand of auxiliaries is modeled as an average power demand over the whole simulated cycle, the energy demand certain auxiliaries during engine-off periods needs to be compensated during engine-on periods. This is done using the <a href="##vehicle-line-approach">Vehicle-Line approach</a>. The energy demand of the auxiliaries that shall be active also during engine-off periods as well as the energy demand for starting the engine is accumulated (see <a href="#advanced-driver-assistant-systems-eco-roll-engine-stopstart">Engine Stop/Start</a>) during the simulation. The final fuel consumption is corrected for this “missing” energy</p> -</div> -<div id="electric-waste-heat-recovery-systems" class="section level3"> -<h3>Electric Waste Heat Recovery Systems</h3> -<p>VECTO currently does not model the vehicle’s electric system. The power demand of all electric consumers is calculated to the equivalent mechanical power demand considering the alternator’s efficiency. Thus, the electric power of an electric WHR system cannot be considered directly but the final fuel consumption is corrected for the generated electric power. During the cycle the electric power generated by the WHR system is accumulated. This electric energy is converted to the equivalent mechanical energy that the combustion engine “does not need to provide” considering the alternator’s efficiency.</p> +<p>As the energy demand of auxiliaries is modeled as an average power demand over the whole simulated cycle, the energy demand of certain auxiliaries during engine-off periods needs to be compensated during engine-on periods. This is done using the <a href="##vehicle-line-approach">Vehicle-Line approach</a>. The energy demand of the auxiliaries that shall be active also during engine-off periods as well as the energy demand for starting the engine is accumulated (see <a href="#advanced-driver-assistant-systems-engine-stopstart">Engine Stop/Start</a>, <a href="#advanced-driver-assistant-systems-eco-roll">Eco-Roll with Engine Stop/Start</a>, and <a href="#advanced-driver-assistant-systems-predictive-cruise-control">PCC with Eco-Roll and Engine Stop/Start</a>) during the simulation. The final fuel consumption is corrected for this “missing” energy</p> +</div> +<div id="bus-auxiliaries-correction" class="section level3"> +<h3>Bus Auxiliaries Correction</h3> +<p><strong>Electric System</strong></p> +<p>In case smart electrics are used the electric energy generated may be different from the electric energy consumed as the smart alternator may generate more electric power in drag situations. Moreover, the state of charge of a battery may be different at the end of the simulated cycle than at the beginning and thus the fuel consumption needs to be corrected.</p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="\Delta E_\textrm{ES} = E_\textrm{ES,consumed} - E_\textrm{ES,generated} + (\textrm{SOC}_\textrm{start} - \textrm{SOC}_\textrm{end}) * \textrm{Capacity}_{\textrm{RESS}}" title="\Delta E_\textrm{ES} = E_\textrm{ES,consumed} - E_\textrm{ES,generated} + (\textrm{SOC}_\textrm{start} - \textrm{SOC}_\textrm{end}) * \textrm{Capacity}_{\textrm{RESS}}" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_\textrm{ES,mech,corr} = \Delta E_\textrm{ES} / \eta_\textrm{alternator} / \eta_\textrm{pulley}" title="E_\textrm{ES,mech,corr} = \Delta E_\textrm{ES} / \eta_\textrm{alternator} / \eta_\textrm{pulley}" /></p> +<p><strong>Pneumatic System</strong></p> +<p>In case of smart pneumatics the total air generated may be different from the total air consumed by all pneumatic consumers as the smart compressor generates more compressed air in drag situations. The fuel energy difference is corrected according to the following equations:</p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="\Delta \textrm{Air} = \textrm{Air}_\textrm{consumed,total} - \textrm{Air}_\textrm{generated,total}" title="\Delta \textrm{Air} = \textrm{Air}_\textrm{consumed,total} - \textrm{Air}_\textrm{generated,total}" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="k_\textrm{Air} = (E_\textrm{PS,generated} - E_\textrm{PS,off}) / (\textrm{Air}_\textrm{generated,total} - 0)" title="k_\textrm{Air} = (E_\textrm{PS,generated} - E_\textrm{PS,off}) / (\textrm{Air}_\textrm{generated,total} - 0)" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_\textrm{PS,corr} = k_\textrm{Air} * \Delta \textrm{Air}" title="E_\textrm{PS,corr} = k_\textrm{Air} * \Delta \textrm{Air}" /></p> +<p><strong>Aux Heater</strong></p> +<p>The power demand for an additional fuel-fired heater is calculated in the post-processing. The HVAC steaty state model calculates the heating demand (weighted sum of different climatic conditions) and based on the engine’s average waste heat over the cycle the power demand for the aux heater is calculated.</p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_\textrm{ice,waste heat} = \sum_\textrm{fuels} FC_\textrm{final,sum}(fuel) * NCV_\textrm{fuel}" title="E_\textrm{ice,waste heat} = \sum_\textrm{fuels} FC_\textrm{final,sum}(fuel) * NCV_\textrm{fuel}" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQMAAAAVCAMAAAB193vLAAAAM1BMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADxgEwMAAAAEHRSTlMAid2ZuzKrRCJmEHbvzVSLlL00kQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAAvpJREFUWAntV+vSoyAMTbhflOX9n3YDgaKt9aMd253Z+fihgic55ECCQt43+G2/Cvx/CsjpkFBkRJRKT1tcAAxyyZKayuoCb8cuHJZxNxWXMgVrsyu3r7W1soKeX6xXp4Y1IOVn7HJFhRxnwJdhcmJXn2PlHTa1tG0D6Gwvi2/Ckc0BoGzTJsWEyYsQW9XVy4wZMkqtM+DLMCjI1efyoDgvIuMqcCIZODHjSiZfbGJFuXxUA643k+VAxYhYE2GdqqEQ9tXTLo/7eQOR5tZqoa5Ch5J5ttpNkhazjdfSPSVOPKkn5cCK7ZxtHoGnub2Q7iqH3Pork6Msv4Pw6LimWg6IzsIk6ZHXM2LeBvZZOdiZtnIwpvfjU1jvAtz5q+YPkHunslUf9yjfPXT0H7yeEAfWAPk2fPSnnakYKF2Cs+gpTX2MfGil7O2CoBQmTOBiQpuEpHc3BFWf6Evh4ZGKYwjzHeaCaGkh4YiUDG+88B5x5HWichAsx5Qygl5aB4oGPYTQz+kyYXrhaIFM0CSM4RwxFkwCD3TaCiDPjvrkf4MAKSGIPlJxFcISHF5dO4gjSXFESkad903i9vkpNMQWE2CE0AMsrD0EXLMa25FexFqr0aSErEGSEBVpELxfgl5KnS0abBBV06WPVNwPGhCroe9zI0pVOCIlDTrve8SuHTkJvWsxgRMURu8Q6zaEsVJjOqOCw5LC6qyjs1MEFxKJQBo43CDIDEiDOsK4Chl+T58OScmCeWkR3yFuC8jEvK4Aq95rsAlhzJCmQ2KBc5oyQjuw5Zwwpm4EEnZxKkCQtHJON0S1ZQ14pBSTxaUCGX5Pnw5Jb7zADl8lbqnAxBwT5X85hluHWLch3GaoVxNoD3pSi6+q1EVLeUAJb7yP8g9VP0f/OaQgI4qtFspF+umoI4xzFXJzfPZwTEoWzPseseaC3nnbXEM9jGpnw9pBz+6jVDxDfGD8AtLynXzQaHFfblRGv9+uIG0VcTf56F74GhuW/0KCj/1I+ngYzl8vJB3fHLvyaQAAAABJRU5ErkJggg==" alt="\overline{P}_\textrm{ice,waste heat} = E_\textrm{ice, waste heat} / t_\textrm{cycle}" title="\overline{P}_\textrm{ice,waste heat} = E_\textrm{ice, waste heat} / t_\textrm{cycle}" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{auxHeater} = P_\textrm{HVACSSM,auxHtr}(P_\textrm{ice,waste heat}) * t_\textrm{cycle}" title="E_{auxHeater} = P_\textrm{HVACSSM,auxHtr}(P_\textrm{ice,waste heat}) * t_\textrm{cycle}" /></p> </div> <div id="vehicle-line-approach" class="section level3"> <h3>Vehicle-Line Approach</h3> @@ -3385,10 +3570,24 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <img src="data:image/png;base64,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" /> </div> -<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="\Delta FC = k * (E_{aux,ICE,off} + E_{ICE,start} - E_{WHR,corr}/\eta_{alternator})" title="\Delta FC = k * (E_{aux,ICE,off} + E_{ICE,start} - E_{WHR,corr}/\eta_{alternator})" /></p> -<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="FC_{final} = FC_{final,mod} + \Delta FC" title="FC_{final} = FC_{final,mod} + \Delta FC" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="\Delta FC = k * (E_\textrm{aux,ICE,off} + E_\textrm{ICE,start} - E_\textrm{WHR,corr}/\eta_\textrm{alternator}) + k * (E_\textrm{ES,mech,corr} + E_\textrm{PS,corr})" title="\Delta FC = k * (E_\textrm{aux,ICE,off} + E_\textrm{ICE,start} - E_\textrm{WHR,corr}/\eta_\textrm{alternator}) + k * (E_\textrm{ES,mech,corr} + E_\textrm{PS,corr})" /></p> +<p>The fuel consumption for the aux heater is only added for the main fuel:</p> +<p><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATUAAAAQCAMAAABA1xgHAAAAM1BMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADxgEwMAAAAEHRSTlMAEN27iTKZIkSrVGbNdu9O4A0PgwAAAAlwSFlzAAAOxAAADsQBlSsOGwAAA5tJREFUWAntWNuWpCoMBQTkIh7+/2tn5wJqtb1O15T9NjwgxJCwN0mwyhhu1smTehtdj2hLb/LO59iaWWV26D0zsnFXb8szBqcV73rAxOa+FBHaicTDKb00tW/6UlTe6u3iT/pb5klje96xee/SSePJoXoL8UmjZKs5wTEMn5G0Lt7sePkXzq0J3R7rutCfiK5FQyCom0PrqZF6M4/Hcm0MymowXZAUxfuJU9CzHKQnsghRwiPug82nE2iQPryZv8+UYcqcE8ak1XKNKYLgiiRw9hoOjLn8vcEK9dCp5+Y3PGQDaQSCeQKU2r8+PJXU48iuL9+cnaozEpTOHAYknF6QWAZmPwk1rliLFAG4cZvPehMs5PZ3G7zF/QnWsjfZ1CMlwEjogCbMvCLpFBYfkcYhrDGLS4eCt1JNM6ZPKnn6pQtEL3Ujj0XDzrg9r4h5tiOVLAFL32XnW/YbzB8bsRW+t8Wscou9IqE76DY/N0E+N259vOwuOZmqcFTLQnVfXBkNOQhuecBpUjByN91gUHT5WfbNmMtyAOn3S96y35w/Ti/RjktfiTy0VyR5M/f5qWVQVqFvNVy3JiQONQ5nqEUqa9r2EcO3xwKlW1R2u/oZ1u6ew9t6OdCp+Yb96kIM24xiYWv3iuAVid+vd8f0+DqIr1iENT0MXKNCl5uOwaCWCT4WX3wxaS9UZAtKUV7CibXa8ClsWKe4iCEL0l5pzO02Q4c3VLYP7QMdAEyMAssPti5IsJ3auQglV6uvpWYEKfsPOHERyqbTlotiFkSGWWslaWt8r6xUaGZzDDlwDwZxSdEipOW6MZOhgyycG4qbMTkY0ckwoQJUmpdCMW3TYHhrOKrP7Z/uriCscdlkj2ckECRN2QjH+HxoUD/8Qzh/LRFewayImLW9Hw2k+K1ffie07FsT3LZWfL0pa6ZyZM4M8rkUH4zoEGsqyPeZx0DYW/beZ0efiJ/bP6pa3J3QdtzOJyTwbrUOERwU8gryDv8DI+2SxjJXRDT5eUN0GXewlrh4HaxxXqsOWFs9Cyj+fth+2/79NpQgsHbyr0JeQWOZKyKa/LxVHNu+FsRyogytFhQedS3g7MKqOrGsQQRvsPbb9u+RKkFgbe59sCQLSEEwK6L3WLO51hbXNdbaW90Tbo90+p4qkOMPBtYJVC1YkPb8zTfLFxC/bf+LQxIEt6yt13Xbgvj/b8tWhbwA42AEsyAKULg19U/4Pwz8ATgDJaIsqSzEAAAAAElFTkSuQmCC" alt="\Delta FC_\textrm{auxHeater} = E_\textrm{auxHeater} * NCV_\textrm{main fuel}" title="\Delta FC_\textrm{auxHeater} = E_\textrm{auxHeater} * NCV_\textrm{main fuel}" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="FC_\textrm{final} = FC_\textrm{final,mod} + \Delta FC + \Delta FC_\textrm{auxHeater}" title="FC_\textrm{final} = FC_\textrm{final,mod} + \Delta FC + \Delta FC_\textrm{auxHeater}" /></p> </div> </div> +<div id="engine-waste-heat-recovery-systems" class="section level2"> +<h2>Engine Waste Heat Recovery Systems</h2> +<p>VECTO is able to consider energy recovered from the combustion engine’s waste heat either as mechanical power or as electrical power. The following options for waste-heat recovery system are availabel:</p> +<ul> +<li>Mechanical WHR system included in the FC measurements</li> +<li>Mechanical WHR system not connected to the crankshaft</li> +<li>Electrical WHR system</li> +</ul> +<p>The first type of WHR systems do not require a dedicated simulation as this is already covered in the combustion engine’s fuel consumption map. The output power at the crankshaft is usually higher when such a WHR system is active, or for a certain measurement setpoint (torque and engine speed) the fuel consumption is lower compared to an engine without waste-heat recovery system.</p> +<p>For the other two types of WHR systems where the recovered energy is not directly connected to the engine’s crankshaft the generated power needs to be provided in the combustion engine’s fuel consumption map (see <a href="#fuel-consumption-map-.vmap">.vmap file</a>. The final fuel consumption is corrected for the latter two WHR systems via the <a href="#engine-fuel-consumption-correction">vehicle-line approach</a>, taking into account the accumulated power generated by the WHR system During the cycle. In case of an electrical WHR system the electric energy is converted to the equivalent mechanical energy that the combustion engine “does not need to provide” considering the alternator’s efficiency.</p> +<p>The power generated by a WHR system is interpolated from the engine’s WHR map (part of the fuel consumption map) multiplied by a correction factor similar to the WHTC correction for the fuel consumption.</p> +</div> <div id="fuel-properties" class="section level2"> <h2>Fuel Properties</h2> <table> @@ -3541,52 +3740,446 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge </div> </div> </div> -<div id="gearbox-gear-shift-model" class="section level2"> -<h2>Gearbox: Gear Shift Model</h2> -<p>The Gear Shift Model is based on shift curves that define the engine speed for up- and down- shifting as a function of engine torque. As soon as the engine operation point passes one of the shift curves a gear change is initiated.</p> +<div id="gear-shift-model" class="section level2"> +<h2>Gear Shift Model</h2> +<p>This VECTO version contains a new shift strategy called EffShift.</p> +<p>The shift strategy is on a first level based on gearshift lines for upshift and downshift (similar to the classic VECTO gearshift strategy). Additionally “Efficiency shifts” can be triggered between the shift lines, if the fuel efficiency (g/kWh cardan) in a candidate gear is better than in the current gear. In order to cover a large range of the engine map with the “Efficiency shifts”, the area between the downshift and upshift line has to be of sufficient size. Hence, the shift lines are defined as shown in the figure below, with the downshift line (green) to the left and the up-shift line (red) to the right. Due to the superposition of the gear-shift lines with the EffShift algorithm as described below the upshift line is not relevant for upshifts in most cases.</p> <div class="figure"> -<img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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" /> </div> -<p><em>Example shift polygons</em></p> +<p>The points P1 to P4 are calculated according as follows:</p> <ul> -<li><p><strong>Down-shift:</strong></p> +<li>P1 (upshift line) <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAK4AAAASBAMAAAAwKvjTAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVHYQZqtEIs3du5mJ7zKFHavXAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFklEQVQ4EbWTz2sTURDHv/vzNXGz7sVDESS0VfHkHjTnVPQg9BCEeKqweNTLehD8cWj+BMF/IJXSQw8loC0UCi5aEKXIXtSLwiII1h9QWkjFQ3HmbbLZt0lVqA7Jm5nPzHx57+0ucBjrHGZYmTUWZZo6EZlvNj9sXouUFmhTp1Tw50xsdLmp55zQ8vEedl0dvIGxRCV/kUldQLoybkF04Qbq3DzMhkp+lzlpMa97HR7Mbdi+OrcPO4Y2ce5SoHKMhKVh3ceErFZxWOzB3UVtrq4NlUbAWctss0J+v3zaSpVp3lzS3UMwDr0N0ebKSpNsloIUahGMR/Y7rgB684o8bk5X84jPJcA9bjjCw80ILEo/rMOqYuYBlwYmoUH5VcQ9eua5DHK6FoOzgPmy15I6Qfe7C7zF0RCioCsht8VuI+2+/PVzxFFO9zznS/S/y8HAutBiiG2M2z3dFT4J30MKT8K50NKrmJgkFIwh4NGcrnz7d4hJ3ewesAC9AbOFdb24XwnNkr+sd8pJOTlBs6jwInVv+6l8m1J3n5bCfum7COHU8W2yqJvCO25seRVsTQc0C0Mur368xvfEYCc69DTXfr4Y0tWmVrmXrXi/Em6YjZL/BcdlMrw4SZ8V9tvH5EfqPpyOtmoz3ifUcp2DsJyFB+ve3Amzrix4Fj45Vr3vORfrGcoHH/uJ/fR0P/wXnr/i/2H02A62X+nNjJpPFI8SAAAAAElFTkSuQmCC" alt="n_1 = n_{idle} * 1.1 / T_1 = 0" title="n_1 = n_{idle} * 1.1 / T_1 = 0" /></li> +<li>P2 (upshift line) <img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_2 = n_{idle} * 1.1 / T_2 = 0.98 * T_{@ n2}" title="n_2 = n_{idle} * 1.1 / T_2 = 0.98 * T_{@ n2}" /><br /> +</li> +<li>P3 (upshift line) <img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_3 = n_{T99,low} / T_3 = T_{99 low}" title="n_3 = n_{T99,low} / T_3 = T_{99 low}" /></li> +<li>n4 (downshift line) <img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_4 = n_{P98,high}" title="n_4 = n_{P98,high}" /> / (vertical line)</li> +<li>n5 (left boundary for engine speed range with reduced target acceleration demand in next gear) <img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_4 = n_{T98,high}" title="n_4 = n_{T98,high}" /> / (vertical line)</li> +</ul> +<p>The definition of the upshift line depends on the transmission type: for AMT, the pre-shift engine speed is considered for the upshift line and for AT the post-shift engine speed is used. Additionally, the demanded acceleration to be available after a gearshift is reduced compared to the current acceleration: This is done for engine speeds between <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAALBAMAAAD/6NLGAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVHYQZqtEIs3du5mJ7zKFHavXAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAvElEQVQIHV3LvwoBAQDH8e/9cXc43HosjkUy3CAlqSNKmIj5kge41SAXL2CwKclzuFLewOAJjAZ5AicsvuOn3w8hV267/FVZOIL/Z7gm4p5tYRkoVjbZOkmH9+JIJKu4MUOcYencGL/xSsqTSXhCl7RmT1mHpj4wFZhDGlO/nNRND2Sfowhd0OxADYaCnwDd4Z6HAUhWpyaN4kY1/H/ahUipgRa1Mz+THlBnNSFeZex8tfj0kPuenDvfabovhscixLPKAwIAAAAASUVORK5CYII=" alt="n_{T98h}" title="n_{T98h}" /> and <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAALBAMAAAAQKrn4AAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVHYQZqtEIs3du5mJ7zKFHavXAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAx0lEQVQIHWNgVDJxTWBAB2b1DowN6IIMCZIMTAsY2GOVtjIkCTE88WGwUgCp2cPACqS1GbiPT2ASOMDnwJoAEr3GwF/AwLCQgUtlAeOCZjYHTpAg+wcGSTYGhs8MGYwLGCec1WGodNnAwMDSwLCHiYH9ipMDQzP3heqrBhIMFxgYeBwY3igzsAQAtRmJNG8wDdjIPAHIBgOQhQwGTEcEGBomMwJNgADOBwwMzBc4zBQYNk9gTYEKsu8/AGS5HGdw0rE7wKLGAAAqZissWSupIwAAAABJRU5ErkJggg==" alt="n_{P98h}" title="n_{P98h}" />. This shall reduce reving up the engine during full-load accelerations. The demanded acceleration is calculated as follows:</p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{demand} = a_{act} * a_{red}" title="a_{demand} = a_{act} * a_{red}" /> for <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGoAAAASBAMAAABBflYIAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAEGaZdjLNuyLv3YlUq0SvAwPxAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVQoFZWTv0vDQBTHv0kuWttLDOIPHKxH/bGIEH9sOsRfKAiijrq0IOKYQScFBTeXZnRR0v+giIIuUkQcBKGgmyBBHVwUcXL0XdKitSL0Ee7u/fi8u3svBygCtYlqUbxWGwMoNhFTtVJ4JiJdM1UHqKKa0h+qbT8srID6nR96ecm2yqu/Zr2IBoBPNvUHlW6+HumXY6k/9vUklcwKnq6kYN7L+iovH7j65SH1HXtAcA3mln0LpYU+RJjJfUwjPrw64T1fYrEPbY505ySFERihJi1rciDRb+VmWh53eMMWZnxWyOvCCKQvh3YaD9G4IzUpXjSZmxJCQ4BPCOzjwuVuxhTx0BveK/aOaxOJLhvjU08rYbRaqkYW3A8Q88Bd7p/NYi9lE+fJyqtpjDBsMMconDNHZmsuV76XzuhAdYGM5u0eWFfyLFR56nJCYHlM94xgCaifJ+i7y0fQj63w1s0XGbujOKr4AHVZoTxS1GLc6qKLRFrlGKdUFjsqIJ3jNkB/FE6iCJ5fSr6ipVWtBEKtkzrn1SUdDPjGI0AftFLY4I2TGBdaTzXFtmeA1Cm6Z1vy6lz0UhRRHfevhV7lF5kIWYHs16x9AAAAAElFTkSuQmCC" alt="(n_{act} > n_{T98h})" title="(n_{act} > n_{T98h})" /></p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{red} = 1+ (\textrm{AccelerationFactorNP98h} - 1) / (n_{P98h} - n_{T98h}) * (n - n_{T98h})" title="a_{red} = 1+ (\textrm{AccelerationFactorNP98h} - 1) / (n_{P98h} - n_{T98h}) * (n - n_{T98h})" /> for <img style="vertical-align:middle" src="data:image/png;base64,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" alt="(n_{act} > n_{T98h})" title="(n_{act} > n_{T98h})" /></p> +</div> +<div id="shift-strategy-amt-gearshift-rules" class="section level2"> +<h2>Shift Strategy: AMT Gearshift Rules</h2> +<p>This section describes the gearshift rules for automatic manual transmission models. When a gearshift is triggered, gears may be skipped.</p> +<p>The Effshift control algorithm differentiates between the shift rules:</p> <ul> -<li>As soon as the current engine speed falls below the down-shift cuve a down-shift is initiated</li> -</ul></li> -<li><p><strong>Up-shift:</strong></p> +<li>emergency shifts,</li> +<li>polygon shifts, and</li> +<li>efficiency gear shifts.</li> +</ul> +<p>For the EffShift model general shift conditions apply regardless of the shift rule, with exception of emergency shifts, these have always priority.</p> +<p>The general gearshift conditions for downshifting are:</p> <ul> -<li>MT and AMT transmissions: Up-shift is initiated when the current engine speed is above the up-shift curve</li> -<li>AT transmissions: Up-shift is initiated when the next-gear engine speed is above the up-shift curve</li> -</ul></li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="t_{lastshift} + t_{between shifts} < t_{act}" title="t_{lastshift} + t_{between shifts} < t_{act}" /></li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="t_{lastUpshift} + Downshift delay < t_{act}" title="t_{lastUpshift} + Downshift delay < t_{act}" /></li> </ul> -<p>The shift polygons are saved in the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File (.vgbs)</a> and have to be added to the <a href="#gearbox-file-.vgbx">Gearbox File</a> when not in <a href="#declaration-mode">Declaration Mode</a>.</p> -<p>In <a href="#declaration-mode">Declaration Mode</a> the generic shift polygons are computed from the engine’s full-load curve. If the maximum torque is limited by the gearbox, the minimum of the current gear and engine maximum torque will be used to compute the <a href="#gearbox-gear-shift-model">generic shift polygons</a>. Note: the computation of the shift polygons uses characteristic values from the engine such as n<sub>95h</sub>, n<sub>pref</sub>, etc. which are also derived from the full-load curve.</p> -<p>In the Gearbox File two additional parameters are defined:</p> +<p>The general gearshift conditions for upshifting are:</p> <ul> -<li><strong>Torque Reserve</strong> [%] - Required for the “<strong>Early Upshift</strong>” and “<strong>Skip Gears</strong>” options, see below.</li> -<li><strong>Minimum shift time</strong> [s] - Limits the time between two gear shifts in whole seconds. This rule will be ignored if rpms are too high or too low. Note that high values may cause high rpms during acceleration.</li> +<li>Driver behaviour is accelerating or driving</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="t_{lastshift} + t_{between shifts} < t_{act}" title="t_{lastshift} + t_{between shifts} < t_{act}" /></li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="t_{lastDownshift} + Upshift delay < t_{act}" title="t_{lastDownshift} + Upshift delay < t_{act}" /></li> +</ul> +<p>The general shift conditions are checked first in the shift algorithm. The following table lists the generic values for the parameters used in the declaration mode settings of current version of the AMT Effshift model.</p> +<table> +<thead> +<tr class="header"> +<th><strong>Parameter</strong></th> +<th><strong>Value</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFkAAAASBAMAAADCum8zAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAIjK7Zu+Jzd1EqxB2VJkyYkCPAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABY0lEQVQoFZWRsUvDQBTGv+TSkpprDAiKix4Ui+jSwaXgcBSdbEt2lwxdFAfdHBw6uLlkdpDiIsUlQ6GpKITiVCsUERdL6VCcdFD/AZ8JSKVDyfFxfO++3+PdcYAiEGMxGQPGrBWHXokDZ48rcfCNODA+we2wYX2yzdgE0g7UfSBKUzbUWsgdTdKoAwag3wFRmqyBy5CLJvxvqYalT3uUMtlioyG6DxcnXgfXc+RIt3tlC487ymkZHShXASjlzx50ESS8SyaeeKDpns3IkXpfSak47fRhgg5RBHiAeS6QrlgZ5FdLLhPw1RwnR1JzM0L5ds2ejwXgA6B0OR9e6wW7AyABDDSnQY7EAyobtu4NQN9BL6TS2A7pvuasodXUcJ8MXsmRmDhfzKDmoy7P5O8LmxqNC2mzi+SWNAtYKo1cciSGG9noiyyK7oFlVAGzYJTaIT1tSw2nEWO58u6OVdOs8vZH/ADloFoQxJyT0gAAAABJRU5ErkJggg==" alt="t_{between shifts}" title="t_{between shifts}" /></td> +<td>2 [s]</td> +</tr> +<tr class="even"> +<td>Downshift delay</td> +<td>6 [s]</td> +</tr> +<tr class="odd"> +<td>Upshift delay</td> +<td>6 [s]</td> +</tr> +<tr class="even"> +<td>Allowed gear range</td> +<td>2</td> +</tr> +<tr class="odd"> +<td>RatioEarlyDownshift, RatioEarlyUpshift</td> +<td>24</td> +</tr> +<tr class="even"> +<td>Rating current gear</td> +<td>0.97</td> +</tr> +<tr class="odd"> +<td><img style="vertical-align:middle" src="data:image/png;base64,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" alt="T_{reserve}" title="T_{reserve}" /></td> +<td>0</td> +</tr> +</tbody> +</table> +<div id="emergency-shifts" class="section level3"> +<h3>Emergency shifts</h3> +<p>Emergency shifts depend on the current gear and the engine speed. The shifting rules for emergency shifts have been adopted from the “Classic” gearshift strategy in VECTO. In case of application of emergency rule no skipping of gears is applied.</p> +<p>Shift to neutral, if:</p> +<ul> +<li>Current gear = 1 and</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_{eng} < n_{idle}" title="n_{eng} < n_{idle}" /></li> +</ul> +<p>Downshift conditions:</p> +<ul> +<li>Current gear > 1 and</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_{eng} < n_{idle}" title="n_{eng} < n_{idle}" /></li> +</ul> +<p>Upshift conditions:</p> +<ul> +<li>Current gear < highest gear</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFcAAAAQBAMAAACRu/6LAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVHYQZqtEIs3du5mJ7zKFHavXAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABRUlEQVQoFWNgwA7YwrGLYxNlWYJNlIFRycQ1AV3GaCFYBEPOrN6BsQFNcXUYRABDLkGSgWkBquLS7VA+RC5JiCH+l4GVAkhwDwMrmAaxIQCuGCzHPoFJwNmAgTUBJHmNgb8AoghOVsdBmSA5lgWMCxwYGDhBQuwfGCTZGJiUjHVStgN9uwAkxmAD8SBYjnEB44RDPgyVLhsYGFgaGPYwMaxjfMj/4AiDNPMFkFqgKDjoWMByzdwXHvA4SDAApXgcGN4o800RY3jFEMcwjS8ArJaBgXE5kAGWYzASaWBgWbCReQJMagMDgxJQ62cmBagIEmXAdAzo7MmMQDVgwBfAnLCOLTzhAscDqAiCYr7AYe7ALTyBNQUmdsSFYQFzCIOTP0wAiXY5ziCkxHeARQ1JDMy0RBfAzWd5oINbEl2GR+UAuhAKHwAMjkcvwg7CgQAAAABJRU5ErkJggg==" alt="n_{eng} < n_{95h}" title="n_{eng} < n_{95h}" /></li> </ul> -<div id="gear-skipping" class="section level3"> -<h3>Gear Skipping</h3> -<p>Gear Skipping is active for AMT and MT. Whenever a gear change is initiated (by crossing the up- or down-shift line) VECTO may skip one or several gears as long as the required torque reserve is provided.</p> -<div class="figure"> -<img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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" /> - </div> +<div id="polygon-shifts" class="section level3"> +<h3>Polygon shifts</h3> +<p>The second level of the gearshift algorithm is the polygon shift rule. If the current operating point is outside of the shift polygons, the polygon shift rule applies:</p> +<p>Downshift behaviour:</p> +<ul> +<li>If the operating point (Teng, neng) is left the downshift line, shift to the next lower gear</li> +</ul> +<p>Upshift behaviour:</p> +<ul> +<li>If the operating point (Teng, neng) is right to the upshift line, shift to the highest gear which is right to the downshift line and below the full load torque considering similar engine power output.</li> +</ul> +<p>It should be noted, that there is no skip gears at downshifting in the polygon shift mode.</p> +</div> +<div id="efficiency-shifts" class="section level3"> +<h3>Efficiency shifts</h3> +<p>The efficiency shift rule is added on top of the polygon shift rule. The EffShift strategy allows gear shifts if the current engine operating point is inbetween the gearshift lines and a certain threshold above the engine’s drag curve and the combined fuel efficiency considering engine and gearbox characteristics in the candidate gear is better than in the current gear. Therefore the fuel consumption of the current gear and the gears within an allowed gear shift range (parameter allowed +/- gears) is calculated. For AMT transmissions, the current operating point is used for this efficiency evaluation. Since, the velocity drop due to traction interruption is not relevant for this evaluation as this operating point only occurs for a short period of time. Efficiency shifts are only allowed below a certain gear ratio (gearbox + axle) to prevent frequent gear changes in the very lowest gears.</p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="FC_{gear}=min(FC_{gear + i}) \forall i \in \textrm{Allowed gear range}" title="FC_{gear}=min(FC_{gear + i}) \forall i \in \textrm{Allowed gear range}" /></p> +<p>Additionally the following boundary conditions must be fulfilled for an efficiency upshift to happen:</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="i_{gear + axle} \leq \textrm{RatioEarlyUpshift}" title="i_{gear + axle} \leq \textrm{RatioEarlyUpshift}" /></li> +<li>Not left to downshift line</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="1-P_{eng}(candidate gear) / P_{eng,max}(candidate gear) > T_reserve" title="1-P_{eng}(candidate gear) / P_{eng,max}(candidate gear) > T_reserve" /> (<img style="vertical-align:middle" src="data:image/png;base64,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" alt="T_{reserve}" title="T_{reserve}" /> is set to 0 for efficiency shifts)</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKgAAAASBAMAAAA9NIiUAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAid2ZuzKrRCJmEHbvzVTWZWUkAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVQ4EYWST2jTUBzHv0mTZn2pXSeIaD3k3FNAL1OUgooHUaLoBBHpQfQglIA68WR1oBfBlKFQ1BJFHaPCelDmVgY9e6oHvXgwQzxMGUxwKHjx916aNOm//Q7vfb/f9/n9EvICYPuviX0WRtRFcbYlFpugFKH9jSVxc32/8Fth8aZxB+xfPIq69d2+2wKLtpC+XYb6pyfr2mfLHT0a6zb4ag+gtHvDwK84gRqJBVC4fwZW3NDFxYNwJkZh8Sbufjcn7P4Uqkth5iNfRQ3B6Ex1aXnZAFaBU0VhtU2KBtS2Mg+1w2IjMQQjRpBJejEXyHvCSi3KB1Taz9TLZSGGYXQoSFlQzPCtXOS2uVzfOVvGz7ekd+2F/uTcwc61j12yONCH1SdnoVdsfW1OkHerpl7EvS/QuF3wqEWxvnubkpMx33DdREmym3wUL3aAr32Y90GxSjDu6IRTraPl5JGiL0tW+nqSotM1Wy0kLdmeAi7gimoARzkaVj+mFuQbBjYeHvPJQ8wYayPhRRq/AXojjXGXHvMY+ZQJtMKBXRHFUo2FeVNrs6c+mc+YkiMuKWycwpxiTd9P45Pmrqr5m0V2vu10hwUqiiW8imYqZwtJ1nZY7YeRvCXP8zsj28GlqqPgtZNa2lAaidpV5KqYtOjszBGq48FMRDF5qYHcDlZ7R2Sm9CqbWpTe4wWhojFsIUG/hBf1QzTH/H/IB7Tnti+uDWh4pGeZNyDviQQ2HQnra76ZWYyEgcxVkAn0iJ1j7ES5n5jJiuw/xoutWchtGr0AAAAASUVORK5CYII=" alt="P_{eng,act } \leq P_{eng,post_shift}" title="P_{eng,act } \leq P_{eng,post_shift}" /> This condition is based on the assumption that sufficient power for the current acceleration is available in the next gear. The check for sufficient power in a candidate gear considers the velocity drop during traction interruption.</li> +<li><img style="vertical-align:middle" 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alt="FC_{gear} < FC_{current gear} * \textrm{RatingFactor}" title="FC_{gear} < FC_{current gear} * \textrm{RatingFactor}" /></li> +</ul> +<p>For an efficiency downshift following conditions are met:</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="i_{gear + axle} \leq \textrm{RatioEarlyDownshift}" title="i_{gear + axle} \leq \textrm{RatioEarlyDownshift}" /></li> +<li>Not right upshift line</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="1-P_{eng}(next gear) / P_{eng,max} > T_{reserve}" title="1-P_{eng}(next gear) / P_{eng,max} > T_{reserve}" /> (<img style="vertical-align:middle" src="data:image/png;base64,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" alt="T_{reserve}" title="T_{reserve}" /> is set to 0 for efficiency shifts)</li> +<li><img style="vertical-align:middle" 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alt="FC_{gear} < FC_{current gear} * \textrm{RatingFactor}" title="FC_{gear} < FC_{current gear} * \textrm{RatingFactor}" /></li> +</ul> </div> -<div id="early-upshift" class="section level3"> -<h3>Early Upshift</h3> -<p>Early Upshift (allow upshifts inside the shift polygons) is enabled for AMT only. If the next higher gear provides the required torque reserve and it’s rpm is still above down-shift-rpm VECTO will shift up.</p> -<div class="figure"> -<img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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" /> - </div> +<div id="shift-strategy-at-gearshift-rules" class="section level2"> +<h2>Shift Strategy: AT Gearshift Rules</h2> +<p>For AT gearboxes gear skipping is only allowed for transmissions with more than 6 gears. Otherwise, the gears are shifted strictly sequentially:</p> +<ul> +<li>1C -> 1L -> 2L -> … (torque converter only in 1st gear)</li> +<li>1C -> 2C -> 2L -> … (torque converter in 1st and 2nd gear)</li> +</ul> +<p>The model structure for shifting between “locked” gears for AT does not differ from the AMT algorithm. That means that the shift logic also differentiates between emergency shifts, polygon gearshifts and efficiency shifts which are processed in the same sequence.</p> +<p>In addition rules for shifting from torque converter (TC) to locked gears apply. These rules are described below. First step in the algorithm is the check of general conditions.</p> +<p>General gearshift conditions for downshifting:</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="t_{lastshift} + t_{between shifts} < t_{act}" title="t_{lastshift} + t_{between shifts} < t_{act}" /></li> +</ul> +<p>General gearshift conditions for the upshift in a locked gear (1C -> 1L, 2C ->2L, L ->L):</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANoAAAASBAMAAADPiN0xAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAIjK7Zu+Jzd1EqxB2VJkyYkCPAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVQ4EZ1Tz2sTQRT+stnEJLObFg8iPcSF0KIWIYZePChrqQV/tMSzlxwCgvQQbyI9BClecllKPYhQtkWUFoWowVpUWIsKpSvkIJWKyBYKBVGh+A/4ZnY2ybaSBIew7735vu992XmzQMRAb+twb7QDrIjRthU124pO6UgnsAMWMujr78DkkGr5hL0uvINwcoHvhQwGD7LCO9JNKYS3u1eqfxrtBkO3Sl10vpty/a7ZhbgPfnNWbIQNuo5Dvlvo+Pc1/leZWZK7IYM9JK8G7GGevHCATWDIhiiDudHxfxA8pSZC6NHSBOjAdkBozpugJI2jOZGbnJGyAGpYbYCXP5Yf315+RMk94CSHcahfhNCjpQnQphs38BdBcRuKHdQCSIiKVYJ/IU/yBvBeILGA3RZbmiaaWfRxMpCLoKi5qjmIT3r4dHl+uqZ9rh0d8zQbA9OgkvOk2wizzk1Cc1d3NzQ79SynuTXNff1xbhvtmuTuBjUS7V/6t4QMUPoN7coJghKGEzWQ15xIcY1sj2jGFxTMKlQHVPIl3e5ouJYy8rrhwqzGkKMsr5/qM0ohDVxQI6GD/wUIAxdP45YL6KX+GJRCyor8scj22Bn8YpVIGekGqORLum2eV3LR2Zkt5MEqWazNbClUZLEY0hBKjYSOep+mhAwGsaRUQBBfWah2ooZ6gQ6WXUBV9+ImvwtyBNKNdMXYW49PU/fG2YRHAfQqhZCG37i6GD/vLNclVFUvuAbjDb14fDULe0VVcilWSc0l6txqRRVsFoh0Z1yx2YOyqZlT+nObzdrMyicXZts1rGxSo0Ah46ZSvW+z4bLJ60wDO1+d+jcjPcom1pSiuh5/h1dAelSyg/DTQWkMO0Zk5/tFntEvxx6GNIRSo0AgY3riCaa4cN9+q5xvpT1n/6MRzTPrPXs0if+j8cWZYrNJz0l3zV/YIcMhWxg3TgAAAABJRU5ErkJggg==" alt="t_{lastshift} + t_{between shifts} < t_{act}" title="t_{lastshift} + t_{between shifts} < t_{act}" /></li> +</ul> +<p>Parameters used in the AT Effshift model:</p> +<table style="width:29%;"> +<colgroup> +<col width="16%"></col> +<col width="12%"></col> +</colgroup> +<thead> +<tr class="header"> +<th><strong>Parameter</strong></th> +<th><strong>Value</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td>t_(between shifts)</td> +<td>1.8 [s]</td> +</tr> +<tr class="even"> +<td>Downshift delay</td> +<td>6 [s]</td> +</tr> +<tr class="odd"> +<td>Upshift delay</td> +<td>6 [s]</td> +</tr> +<tr class="even"> +<td>Allowed gear range (skip of gears)</td> +<td>Total number of mechanical gears ≤ 6: 1, else 22</td> +</tr> +<tr class="odd"> +<td>CCMinAcceleration</td> +<td>0.1 [m/s²]</td> +</tr> +<tr class="even"> +<td>CLMinAcceleration</td> +<td>0.1 [m/s²]</td> +</tr> +<tr class="odd"> +<td>UpshiftMinAcceleration</td> +<td>0.1 [m/s²]</td> +</tr> +<tr class="even"> +<td>RatioEarlyDownshift</td> +<td>24</td> +</tr> +<tr class="odd"> +<td>RatioEarlyUpshift</td> +<td>24</td> +</tr> +<tr class="even"> +<td>Rating current gear</td> +<td>0.97</td> +</tr> +<tr class="odd"> +<td>T_reserve</td> +<td>0</td> +</tr> +</tbody> +</table> +<p>For triggering gear shifts between gears “1C” and “2C” (if applicable for a certain transmission) the same function as in the VECTO Classic model is applied.</p> +<p>Upshift between TC gears (1C -> 2C):</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_{eng} > min(700, (n_{80h} - 150) * i_{nextGear} / i_{currentGear}" title="n_{eng} > min(700, (n_{80h} - 150) * i_{nextGear} / i_{currentGear}" /></li> +<li>$T_{eng} < T_{max,stat} - T_{eng,inertia}</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{estimated} > min(\textrm{CCMinAcceleration},\textrm{DriverAcceleration})" title="a_{estimated} > min(\textrm{CCMinAcceleration},\textrm{DriverAcceleration})" /></li> +</ul> +<p>With:</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{estimated} = P_{acc} / (v_{act} * (m_{veh} + m_{red.wheels}))" title="a_{estimated} = P_{acc} / (v_{act} * (m_{veh} + m_{red.wheels}))" /></li> +</ul> +<p>and</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_{acc} = P_{eng,max} - P_{Gb_loss} - P_{Axle_loss} - P_{Air drag_loss} - P_{RR} - P_{slope}" title="P_{acc} = P_{eng,max} - P_{Gb_loss} - P_{Axle_loss} - P_{Air drag_loss} - P_{RR} - P_{slope}" /></li> +</ul> +<div id="emergency-shifts-1" class="section level3"> +<h3>Emergency shifts</h3> +<p>The Emergency shift strategy for AT transmission looks as follows.</p> +<p>Downshift:</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFgAAAAQBAMAAABgsKUGAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVHYQZqtEIs3du5mJ7zKFHavXAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABNklEQVQoFWNgwA7YwrGLYxNlWYJNlIFRycQ1AV3GaCFYBEPOrN6BsQFNcXUYRABDLkGSgWkBquLS7VA+RI7xAAPzIrbrYLE9DKwKOBQzgOWYgbJhDBfAaq4x8BegKmaojoMKwOUu8AWAhNg/MEiyMTApGeukbAf6dgFYmQ3EgxA5VQYepwYmBQYlZQaWBoY9TAzrGB/yPzjCIM0MsY0BEnRgORZOg3VMG7gecD2QY+BxYHijzDdFjOEVQxzDNIhtQNMZlwMJsBxDBd8FVgFehpeOCUAhIGDcwMCgBPTDZ6BtGOAISwCnwSsGaZgEXwBzwjq28IQLHA9gQgh6suOBl2Y+Ak8ZzKBiR1wYFjCHMDj5I9TAWYcKtogqVAvwuDjAhSAMSzQ+Hi7LAx08smhSPCoH0ERQuQCbSkYamL2ajwAAAABJRU5ErkJggg==" alt="n_{eng} < n_{idle}" title="n_{eng} < n_{idle}" /></li> +</ul> +<p>Upshift (all conditions are met):</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_{eng} > min(n_{max,gear}, n_{95h})" title="n_{eng} > min(n_{max,gear}, n_{95h})" /></li> +<li>gear < maxGear</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAAAPBAMAAADg/3f+AAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAdlTNu2ar7yIyRBCJ3ZkRO47qAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABc0lEQVQoFZWRP0gCURzHv+/0PN+dxhkI/VmEKEIabGu8BIeLhlOwaJFrqEEibmwUoi3w9ogkWoKIk2hIECRwaXdqEcKloVlz6Xf/cBCs3nC/H9/3+fy49x7wryWkl/7FE3yHiP0nh1dDLA/RDPvZleWD/RFkC2DzK7N5d1fY9pj4EHwMFHD8uwL5xCGKkzKEmMNRoHAHGxP7ymsVfzzRX+T4imTgLOAiNbijgrXl1/Dk/JT24nSWMeo1bgWQFNJeDdKgyLtkAN8QLNyAaQ2Wcthq62OZmc23vYsKEpX+46ZDaaKY83wx+L8CmAnJOe8YumBfMjsF4z0zYpoEnalMBaU667tKM7xkesoa5Nf1w5deFvUd6IjnuBbLtLkVa0Rt3stSkyFj8pRC+tMdQbfeB5R9WEgYTE06FdFMOpKbuo1HTH24qdxrMSVnJJ+jdhvVUue69SRSekvNFO0H3bJSWsTATixE8YBiY7Cmzh2gWwY1U8oPg6VXAKfdeesAAAAASUVORK5CYII=" alt="a_{estimated} > 0" title="a_{estimated} > 0" /></li> +<li>TC = locked</li> +<li>Gear + 1 is above downshift line</li> +</ul> </div> +<div id="polygon-shifts-1" class="section level3"> +<h3>Polygon shifts</h3> +<p>The Polygon shift rule for AT works on the same principle as for AMT. But, as already mentioned above the calculation of the upshift line is based on the post-shift engine speed. If the general requirements are fulfilled and it is not an emergency shift, the algorithm of the EffShift model uses the polygon shift rule. In this regard, two different cases related to a downshift are distinguished.</p> +<p>Conditions for downshift case 1:</p> +<ul> +<li>Operation point (Teng, neng) before downshift is left to downshift line.</li> +</ul> +<p>Conditions for downshift case 2 (all conditions have to be met):</p> +<ul> +<li>DriverAction = Accelerating</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{act} < 0" title="a_{act} < 0" /></li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="v_{veh} < v_{target} - 10km/h" title="v_{veh} < v_{target} - 10km/h" /></li> +<li>Locked gear</li> +<li>DeltaFullLoad(gear – 1) < DeltaFullLoad(gear)</li> +</ul> +<p>Conditions for an upshift:</p> +<ul> +<li>Operation point (Teng, neng) before upshift is right to upshift line.</li> +<li><p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{estimated} > min(\textrm{UpshiftMinAcceleration}, \textrm{DriverAcceleration})" title="a_{estimated} > min(\textrm{UpshiftMinAcceleration}, \textrm{DriverAcceleration})" /> (if TC is locked)</p> +<p>Or <img style="vertical-align:middle" src="data:image/png;base64,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" alt="a_{estimated} > min(\textrm{CLUpshiftMinAcceleration}, \textrm{DriverAcceleration})" title="a_{estimated} > min(\textrm{CLUpshiftMinAcceleration}, \textrm{DriverAcceleration})" /> (if TC is unlocked)</p></li> +</ul> </div> -<div id="gearbox-mt-and-amt-gearshift-rules" class="section level2"> -<h2>Gearbox: MT and AMT Gearshift Rules</h2> -<p>This section describes the gearshift rules for manual and automatic manual transmission models. When a gearshift is triggered, gears may be skipped for both MT and AMT gearboxes (see <a href="#gearbox-gear-shift-model">Gearbox: Gear Shift Model</a>). Early Upshift (see <a href="#gearbox-gear-shift-model">Gearbox: Gear Shift Model</a>) is only enabled for AMT gearboxes.</p> +<div id="efficiency-shifts-1" class="section level3"> +<h3>Efficiency shifts</h3> +<p>The efficiency shift algorithm for AT works similar to the AMT algorithm in case of locked gears. In order to depict differences in gear selection which result from the different shifting sequences (AT: powershift, AMT: traction interruption) the operation points used for rating of fuel efficiency and for checking the power requirements in a candidate gear are calculated differently. More specifically, this assessment looks 0.8 seconds into the future, so that a relevant operating point after the shift is considered.</p> +<p>For up-shifts from a torque converter gear (“C”) to a locked gear (“L”) the estimated engine speed in the locked gear has to be above a certain threshold. This threshold depends on the engine’s load stage and the road gradient.</p> +<p><strong>Shift rules for L -> L shifts (Efficiency shifts):</strong></p> +<p>The search algorithm for the next gear is as follows:</p> +<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="FC_{gear} = min(FC_{gear + i}) \forall i \in \textrm{Allowed gear range}" title="FC_{gear} = min(FC_{gear + i}) \forall i \in \textrm{Allowed gear range}" /></p> +<p>Additionally the candidate gear has to fulfil the boundary conditions below for an efficiency upshift.</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="i_{gear + axle} \leq \textrm{RatioEarlyDownshift}" title="i_{gear + axle} \leq \textrm{RatioEarlyDownshift}" /></li> +<li>Not left to downshift line</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="1 - (P_{eng} / P_{eng,max}) > T_{reserve} (" title="1 - (P_{eng} / P_{eng,max}) > T_{reserve} (" />T_{reserve}$ is set to 0)</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="FC_{gear} < FC_{current gear} * \textrm{Rating current gear}" title="FC_{gear} < FC_{current gear} * \textrm{Rating current gear}" /></li> +</ul> +<p>For an efficiency downshift following conditions are met for the potential gear:</p> +<ul> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="i_{gear + axle} \leq \textrm{RatioEarlyDownshift}" title="i_{gear + axle} \leq \textrm{RatioEarlyDownshift}" /></li> +<li>Not right upshift line</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="1 - (P_{eng} / P_{eng,max}) > T_{reserve}" title="1 - (P_{eng} / P_{eng,max}) > T_{reserve}" /> (<img style="vertical-align:middle" src="data:image/png;base64,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" alt="T_{reserve}" title="T_{reserve}" /> is set to 0)</li> +<li><img style="vertical-align:middle" src="data:image/png;base64,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" alt="FC_{gear} < FC_{current gear} * \textrm{Rating current gear}" title="FC_{gear} < FC_{current gear} * \textrm{Rating current gear}" /></li> +</ul> +<p><strong>Shift rules for C -> L shifts (Efficiency shifts):</strong></p> +<p>The used algorithm can be summarised as follows:</p> +<p>Definitions:</p> +<table style="width:47%;"> +<colgroup> +<col width="16%"></col> +<col width="9%"></col> +<col width="20%"></col> +</colgroup> +<thead> +<tr class="header"> +<th><strong>Parameter</strong></th> +<th><strong>Unit</strong></th> +<th><strong>Description</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td>torque ratio</td> +<td>[%]</td> +<td>current engine torque / maximum engine torque at actual engine speed</td> +</tr> +<tr class="even"> +<td>a_min</td> +<td>[ m/s²]</td> +<td>available acceleration at actual engine torque for maximum loaded vehicle</td> +</tr> +<tr class="odd"> +<td>a_max</td> +<td>[m/s²]</td> +<td>available acceleration at actual engine torque for empty vehicle</td> +</tr> +<tr class="even"> +<td>a_curr</td> +<td>[m/s²]</td> +<td>available acceleration at actual engine torque for current vehicle mass</td> +</tr> +</tbody> +</table> +<p>In each time-step a target post-shift engine speed from the shift strategy is calculated in a three step approach: * The current engine load stage is determined based on current torque ratio and a set of hysteresis thresholds * For the current engine load stage and the current slope each a rpm value is interpolated from a parameter table * The final value for target post-shift engine speed is interpolated for the current value of a_curr from the results of the previous step</p> +<p>If the estimated engine speed after a C -> L shift is calculated to be equal or higher than the target engine speed as calculated above, the gear shift is initiated. This approach in combination with the proposed parameters as shown below reflects the strategy that shifts from C -> L are performed with absolute priority in order to minimise driveline losses from torque converter operation.</p> +<p>Boundary values between engine load stages (values for torque ratio in [%]) (relevant for C -> L shifts)</p> +<table> +<thead> +<tr class="header"> +<th></th> +<th>1<->2</th> +<th>2<->3</th> +<th>3<->4</th> +<th>4<->5</th> +<th>5<->6</th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td>Hysteresis upper</td> +<td>19.70</td> +<td>36.34</td> +<td>53.01</td> +<td>69.68</td> +<td>86.35</td> +</tr> +<tr class="even"> +<td>Hysteresis lower</td> +<td>13.70</td> +<td>30.34</td> +<td>47.01</td> +<td>63.68</td> +<td>80.35</td> +</tr> +</tbody> +</table> +<p>Matrix with target post-shift engine speed offset above idling speed (values in rpm, relevant for C -> L shifts)</p> +<table style="width:100%;"> +<colgroup> +<col width="20%"></col> +<col width="13%"></col> +<col width="12%"></col> +<col width="13%"></col> +<col width="14%"></col> +<col width="12%"></col> +<col width="14%"></col> +</colgroup> +<thead> +<tr class="header"> +<th>engine load stage</th> +<th>a_max, slope +5%</th> +<th>a_max, slope 0%</th> +<th>a_max, slope -5%</th> +<th>a_min, slope +5%</th> +<th>a_min, slope 0%</th> +<th>a_min, slope -5%</th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td>1</td> +<td>90</td> +<td>120</td> +<td>165</td> +<td>90</td> +<td>120</td> +<td>165</td> +</tr> +<tr class="even"> +<td>2</td> +<td>90</td> +<td>120</td> +<td>165</td> +<td>90</td> +<td>120</td> +<td>165</td> +</tr> +<tr class="odd"> +<td>3</td> +<td>90</td> +<td>120</td> +<td>165</td> +<td>90</td> +<td>120</td> +<td>165</td> +</tr> +<tr class="even"> +<td>4</td> +<td>90</td> +<td>120</td> +<td>165</td> +<td>110</td> +<td>140</td> +<td>185</td> +</tr> +<tr class="odd"> +<td>5</td> +<td>100</td> +<td>130</td> +<td>175</td> +<td>120</td> +<td>150</td> +<td>195</td> +</tr> +<tr class="even"> +<td>6</td> +<td>110</td> +<td>140</td> +<td>185</td> +<td>130</td> +<td>160</td> +<td>205</td> +</tr> +</tbody> +</table> +</div> +</div> +<div id="shift-strategy-mt-gearshift-rules" class="section level2"> +<h2>Shift Strategy: MT Gearshift Rules</h2> +<p>This section describes the gearshift rules for manual transmission models. When a gearshift is triggered, gears may be skipped for (see <a href="#gearbox-gear-shift-model">Gearbox: Gear Shift Model</a>).</p> <div id="shift-polygons-in-declaration-mode-according-to-acea-whitebook-2016" class="section level3"> <h3>Shift Polygons in Declaration Mode (According to ACEA Whitebook 2016)</h3> <div id="computation-of-characteristic-points" class="section level4"> @@ -3641,20 +4234,6 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge </ul></li> </ul> </div> -<div id="upshift-rules-for-early-upshift-amt-only" class="section level3"> -<h3>Upshift rules for Early Upshift (AMT only)</h3> -<ul> -<li>If the engine speed is higher than the gearbox maximum input speed or engine n_{95h} speed (whichever is lower)</li> -<li>If all of the following conditions are met: -<ul> -<li>The vehicle is not decelerating AND</li> -<li>The engine’s operating point (speed and torque) is above the downshift line with a certain margin to the max. torque (torque reserve) AND</li> -<li>The acceleration in the next gear is above a certain threshold if the driver is accelerating, i.e., acceleration_nextGear > min(Min. acceleration threshold, Driver acceleration) AND</li> -<li>The last gearshift was longer than a certain threshold (Declaration Mode: 2s) ago AND</li> -<li>The last downshift was longer than a certain threshold (Declaration Mode: 10s) ago</li> -</ul></li> -</ul> -</div> <div id="downshift" class="section level3"> <h3>Downshift</h3> <ul> @@ -3679,58 +4258,6 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <li>Min. time for downshift after an upshift</li> <li>Min. acceleration in next gear</li> </ul> -<p>For Skip Gears and Early Upshift the following additional parameters are required:</p> -<ul> -<li>Torque reserve</li> -</ul> -</div> -</div> -<div id="gearbox-at-gearshift-rules" class="section level2"> -<h2>Gearbox: AT Gearshift Rules</h2> -<p>For AT gearboxes neither Skip Gears nor Early upshift (see <a href="#gearbox-gear-shift-model">Gearbox: Gear Shift Model</a>) are enabled. Moreover, the gears are shifted strictly sequentially:</p> -<ul> -<li>1C -> 1L -> 2L -> … (torque converter only in 1st gear)</li> -<li>1C -> 2C -> 2L -> … (torque converter in 1st and 2nd gear)</li> -</ul> -<div id="shift-polygons-in-declaration-mode" class="section level3"> -<h3>Shift Polygons in Declaration Mode</h3> -<p>The shift lines in Declaration Mode only apply for trucks and gearboxes with serial torque converter (AT-S).</p> -<ul> -<li>Downshift line: 700 rpm (torque independent, vertical line)</li> -<li>Upshift line: 900 rpm for torque <= 0; 1150 rpm @ Engine’s maximum torque</li> -</ul> -<div class="figure"> -<img src="data:image/png;base64,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" /> - -</div> -</div> -<div id="upshift-rules-1" class="section level3"> -<h3>Upshift rules</h3> -<ul> -<li>If engine speed and engine torque in the <em>next gear</em> (see shift sequence) is above the upshift line AND</li> -<li>the acceleration in the next gear is above a certain threshold if the driver is accelerating, i.e., acceleration_nextGear > min(Min. acceleration threshold, Driver acceleration)</li> -</ul> -<p>The user interface allows to enter two acceleration thresholds, one for locked gear to locked gear shifts and another vor converter to locked gear shifts. For converter to converter shifts the latter threshold applies.</p> -</div> -<div id="downshift-1" class="section level3"> -<h3>Downshift</h3> -<ul> -<li><p>If the engine speed falls below the downshift curve</p></li> -<li>Drivetrain in “Neutral” when either -<ul> -<li>velocity < 5 km/h</li> -<li>OR during deceleration phase when the torque converter is active and the engine speed would fall below idle speed</li> -</ul></li> -</ul> -</div> -<div id="shift-parameters-1" class="section level3"> -<h3>Shift parameters</h3> -<ul> -<li>Min. time between two consecutive gearshifts.</li> -<li>Min. acceleration after gearshift for L to L gear shifts</li> -<li>Min. acceleration after gearhsift for C to L gear shifts</li> -<li>Min. acceleration after gearshift for C to C geear shifts</li> -</ul> </div> </div> <div id="torque-converter-model" class="section level2"> @@ -4148,6 +4675,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <li><a href="#vehicle-file-.vveh">Vehicle</a></li> <li><a href="#engine-file-.veng">Engine</a></li> <li><a href="#gearbox-file-.vgbx">Gearbox</a></li> +<li><a href="#gearshift-parameters-file">Shift Parameters</a></li> </ul> </div> <div id="job-file" class="section level2"> @@ -4474,7 +5002,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge <p>The FC map is used to interpolate the base fuel consumption before corrections are applied. For details see <a href="#engine-fuel-consumption-calculation">Fuel Consumption Calculation</a>. The file uses the <a href="#csv">VECTO CSV format</a>.</p> <ul> <li>Filetype: .vmap</li> -<li>Header: <strong>engine speed [rpm], torque [Nm], fuel consumption [g/h]</strong>, <em>whr power [W]</em> (required only if an electric WHR system is used)</li> +<li>Header: <strong>engine speed [rpm], torque [Nm], fuel consumption [g/h]</strong>, <em>whr power electrical [W]</em>, <em>whr power mechanical [W]</em> (required only if an electric or mechanical WHR system is used)</li> <li>Requires at least 3 data entries</li> <li>The map must cover the full engine range between full load and motoring curve.</li> </ul> @@ -4670,6 +5198,54 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge 1.0, 0.97, 0.00 ...</code></pre> </div> +<div id="gearshift-parameters-file" class="section level2"> +<h2>Gearshift Parameters File</h2> +<p><strong>Empty .vtcu File - default values are used</strong></p> +<pre><code>{ + "Header": { + "CreatedBy": " ()", + "Date": "2016-10-13T15:52:04.0766564Z", + "AppVersion": "3", + "FileVersion": 1 + }, + "Body": { + + } +}</code></pre> +<p><strong>Example .vtcu file</strong></p> +<pre><code>{ + "Header": { + "CreatedBy": " ()", + "Date": "2016-10-13T15:52:04.0766564Z", + "AppVersion": "3", + "FileVersion": 1 + }, + "Body": { + + "Rating_current_gear": 0.97, + + "RatioEarlyUpshiftFC": 24, + "RatioEarlyDownshiftFC": 24, + "VelocityDropFactor": 1.0, + + "ShiftTime": 0.7, + "AccelerationFactorNP98h":0.8, + "VelocityDropFactor": 1, + "ATLookAheadTime": 0.8, + + "LoadStageThresoldsUp": "19.7;36.34;53.01;69.68;86.35", + "LoadStageThresoldsDown": "13.7;30.34;47.01;63.68;80.35", + "ShiftSpeedsTCLockup" : [ + [ 50, 80, 125, 50, 80, 125 ], + [ 50, 80, 125, 50, 80, 125 ], + [ 50, 80, 125, 50, 80, 125 ], + [ 50, 80, 125, 70, 100, 145 ], + [ 60, 90, 135, 80, 110, 155 ], + [ 70, 100, 145, 90, 120, 155 ] + ] + } +}</code></pre> +</div> <div id="pto-cycle-.vptoc" class="section level2"> <h2>PTO Cycle (.vptoc)</h2> <p>The PTO cycle defines the power demands during standing still and doing a pto operation. This can only be used in <a href="#engineering-mode">Engineering Mode</a> when a pto transmission is defined. It can be set in the <a href="#vehicle-editor">Vehicle-Editor</a>. The basic file format is <a href="#csv">Vecto-CSV</a> and the file type ending is “.vptoc”. A PTO cycle is time-based and may have variable time steps, but it is recommended to use a resolution between 1[Hz] and 2[Hz]. Regardless of starting time, VECTO shifts it to always begin at 0[s].</p> @@ -5675,21 +6251,26 @@ CycleTime,UnknownCycleName,3600</code></pre> <td>The road gradient.</td> </tr> <tr class="even"> +<td><em>HW</em></td> +<td>[0/1]</td> +<td>Marks highway sections (1) of the driving cycle. Predictive cruise control is only enabled on highway parts of the cycle</td> +</tr> +<tr class="odd"> <td><em>PTO</em></td> <td>[0/1]</td> <td>“0”=disabled or “1”=enabled. If at a vehicle stop (defined by target velocity=0) “1” is specified, the PTO cycle as specified in the *.vptoc–File is simulated. This is described in the <a href="#pto">PTO Simulation Model</a> The PTO activation is added to the simulation time in the middle of the stopping time as defined by the cycle parameter “stop”. The PTO Cycle can be specified in the <a href="#vehicle-editor"><strong>Vehicle Editor</strong></a>. When PTO is activated it is recommended to use at least 2 seconds as stop time.</td> </tr> -<tr class="odd"> +<tr class="even"> <td><em>vair_res</em></td> <td>[km/h]</td> <td>Air speed relative to vehicle for cross wind correction. Only required if <a href="#vehicle-cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair & Beta Input</strong>.</td> </tr> -<tr class="even"> +<tr class="odd"> <td><em>vair_beta</em></td> <td>[°]</td> <td>Wind Yaw Angle for cross wind correction. Only required if <a href="#vehicle-cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair & Beta Input</strong>.</td> </tr> -<tr class="odd"> +<tr class="even"> <td><em>Aux_ID</em></td> <td>[kW]</td> <td>Auxiliary Supply Power. Can be defined multiple times with different Identifiers. The supply power input for each auxiliary defined in the <a href="#job-file">.vecto file</a> with the corresponding ID. ID’s are not case sensitive and must only contain letters and numbers [a-z,A-Z,0-9]. Must be >= 0 kW.</td> @@ -6154,11 +6735,11 @@ CycleTime,UnknownCycleName,3600</code></pre> <h3>Quantities:</h3> <p>The following table lists the columns in the .vmod file:</p> <p><strong>Note:</strong> For dual-fuel vehicles the fuel consumption columns are present for each fuel (e.g., FC-Map_Diesel CI, FC-Map_NG CI).</p> -<table style="width:94%;"> +<table> <colgroup> -<col width="25%"></col> -<col width="31%"></col> -<col width="37%"></col> +<col width="9%"></col> +<col width="5%"></col> +<col width="85%"></col> </colgroup> <thead> <tr class="header"> @@ -6214,14 +6795,14 @@ CycleTime,UnknownCycleName,3600</code></pre> <td>For AT-Gearboxes: if the torque converter is locked or not</td> </tr> <tr class="even"> -<td>n_eng_avg</td> +<td>n_ice_avg</td> <td>[1/min]</td> <td>Average engine speed in the current simulation interval. Used for interpolation of the engine’s fuel consumption</td> </tr> <tr class="odd"> -<td>T_eng_fcmap</td> +<td>T_ice_fcmap</td> <td>[Nm]</td> -<td>Engine torque used for interpolation of the engine’s fuel consumption. T_eng_fcmap is the sum of torque demand on the output shaft, torque demand of the auxiliaries, and engine’s inertia torque</td> +<td>Engine torque used for interpolation of the engine’s fuel consumption. T_eng_fcmap is the sum of torque demand on the output shaft, torque demand of the auxiliaries , and engine’s inertia torque</td> </tr> <tr class="even"> <td>Tq_full</td> @@ -6234,27 +6815,27 @@ CycleTime,UnknownCycleName,3600</code></pre> <td>Engine’s drag torque, interpolated from the full-load curve</td> </tr> <tr class="even"> -<td>P_eng_fcmap</td> +<td>P_ice_fcmap</td> <td>[kW]</td> <td>Total power the engine has to provide, computed from n_eng_avg and T_eng_fcmap</td> </tr> <tr class="odd"> -<td>P_eng_full</td> +<td>P_ice_full</td> <td>[kW]</td> <td>Engine’s transient maximum power (see <a href="#engine-transient-full-load">transient full load</a>)</td> </tr> <tr class="even"> -<td>P_eng_drag</td> +<td>P_ice_drag</td> <td>[kW]</td> <td>Engine’s drag power</td> </tr> <tr class="odd"> -<td>P_eng_inertia</td> +<td>P_ice_inertia</td> <td>[kW]</td> <td>Power loss/gain due to the engine’s inertia</td> </tr> <tr class="even"> -<td>P_eng_out</td> +<td>P_ice_out</td> <td>[kW]</td> <td>Power provided at the engine’s output shaft</td> </tr> @@ -6379,167 +6960,193 @@ CycleTime,UnknownCycleName,3600</code></pre> <td>Power loss due to the vehicle’s inertia</td> </tr> <tr class="odd"> -<td>P_aux_<XXX></td> +<td>P_busAux_ES_HVAC</td> <td>[kW]</td> -<td>Power demand for every individual auxiliary. Only if the run has auxiliaries.</td> +<td>(Average) electric power demand for the HVAC system (mainly ventilation power) <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="even"> -<td>P_WHR_el</td> +<td>P_busAux_ES_other</td> <td>[kW]</td> -<td>Power generated by an electric WHR system, interpolated from WHR map.</td> +<td>(Average) electric power demand for all other electric consumers (lights, radio, kitchen, …) <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="odd"> -<td>P_WHR_el_corr</td> +<td>P_busAux_ES_consumer_sum</td> <td>[kW]</td> -<td>Power generated by an electric WHR system after applying</td> +<td>(Average) total electric power demand of all electric consumers <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="even"> -<td>P_aux_ESS_mech</td> +<td>P_busAux_ES_mech</td> <td>[kW]</td> -<td>Power demand of the auxiliaries considered during engine off periods, multiplied by the engine start/stop utility factor. The final fuel consumption (.vsum) is correctedd for this power demand in a <a href="#engine-fuel-consumption-correction">post-processing step</a>. This power demand has no influence on FC-Map.</td> +<td>(Average) mechanical power demand of all electric consumers (considering alternator efficiency and pulley efficiency) <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="odd"> -<td>P_ice_start</td> +<td>P_busAux_ES_gen</td> <td>[kW]</td> -<td>Power demand for starting the engine after an engine-off period multiplied by the engine start/stop utility factor. P_ice_start = <a href="#advanced-driver-assistant-systems-eco-roll-engine-stopstart">E_ice_start</a> / dt. The final fuel consumption (.vmod) is corrected for this power demand in a <a href="#engine-fuel-consumption-correction">post-processing step</a>. This power demand has no influence on FC-Map.</td> +<td>Generated electrical power. May be higher than the electric power demand in case of smart electrics or lower if engine stop/start is enabled. Fuel consumption is corrected in the <a href="#engine-fuel-consumption-correction">post-processing</a>. <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="even"> -<td>P_PTO_consum</td> -<td>[kW]</td> -<td>Power demand from the PTO consumer. Only if the vehicle has a PTO consumer.</td> +<td>Battery SoC</td> +<td>[%]</td> +<td>State of Charge of the battery (only used in case smart electric system is enabled) <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="odd"> -<td>P_PTO_transmission</td> +<td>P_busAux_HVACmech_consumer</td> <td>[kW]</td> -<td>Power demand from the PTO transmission. Only if the vehicle has a PTO consumer.</td> +<td>(Average) mechanical power demand for the HVAC system. <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="even"> -<td>AA_NonSmartAlternatorsEfficiency</td> -<td>[Fraction]</td> -<td>Non-Smart Alternators Efficiency, Advance Auxiliaries Module</td> +<td>P_busAux_HVACmech_gen</td> +<td>[kW]</td> +<td>Generated mechanical power for the HVAC system. May be 0 in case of engine stop/start. the total fuel consumption is corrected in the <a href="#engine-fuel-consumption-correction">post-processing</a>. <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="odd"> -<td>AA_SmartIdleCurrent_Amps</td> -<td>[Amps]</td> -<td>Smart Idle Current in Amps, Advance Auxiliaries Module</td> +<td>Nl_busAux_consumer</td> +<td>[Nl]</td> +<td>(Average) air demand of all consumers (air suspension, kneeling, brakes, pneumatic doors, …). <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="even"> -<td>AA_SmartIdleAlternatorsEfficiency</td> -<td>[Fraction]</td> -<td>Smart Idle Alternators Efficiency, Advance Auxiliaries Module</td> +<td>Nl_busAux_gen</td> +<td>[Nl]</td> +<td>Generated air (assuming the compressor runs only a fraction of the simulation interval). <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="odd"> -<td>AA_SmartTractionCurrent_Amps</td> -<td>[Amps]</td> -<td>Smart Traction Current in Amps, Advance Auxiliaries Module</td> +<td>Nl_busAux_gen_max</td> +<td>[Nl]</td> +<td>Maximum air that can be generated if the compressor runs the whole simulation interval. <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="even"> -<td>AA_SmartTractionAlternatorEfficiency</td> -<td>[Fraction]</td> -<td>Smart Traction Alternator Efficiency, Advance Auxiliaries Module</td> +<td>P_busAux_PS_gen</td> +<td>[kW]</td> +<td>Mechanical power demand for the air compressor to produce Nl_busAux_gen air. <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="odd"> -<td>AA_SmartOverrunCurrent_Amps</td> -<td>[Amps]</td> -<td>Smart Overrun Current in Amps, Advance Auxiliaries Module</td> +<td>P_busAux_PS_gen_max</td> +<td>[kW]</td> +<td>Mechanical power demand for the air compressor to produce the maximum air volume. (Used for correcting the total fuel consumption in case of smart pneumatic system) <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="even"> -<td>AA_SmartOverrunAlternatorEfficiency</td> -<td>[Fraction]</td> -<td>Smart Overrun Alternator Efficiency, Advance Auxiliaries Module</td> +<td>P_busAux_PS_gen_drag</td> +<td>[kW]</td> +<td>Mechanical power demand for the air compressor if no air is produced (compressor is in drag only, used for correcting the total fuel consumption in case of smart pneumatic system) <em>(only in .vmod file if bus auxiliaries are used)</em></td> </tr> <tr class="odd"> -<td>AA_CompressorFlowRate_LitrePerSec</td> -<td>[Ni L/S]</td> -<td>Compressor Flow Rate in litres per second, Advance Auxiliaries Module</td> +<td>P_aux_<XXX></td> +<td>[kW]</td> +<td>Power demand for every individual auxiliary. Only if the run has auxiliaries.</td> </tr> <tr class="even"> -<td>AA_OverrunFlag</td> -<td>[Bool [0/1]</td> -<td>Overrun Flag (yes/no), Advance Auxiliaries Module</td> +<td>P_WHR_el</td> +<td>[kW]</td> +<td>Power generated by an electric WHR system, interpolated from WHR map.</td> </tr> <tr class="odd"> -<td>AA_EngineIdleFlag</td> -<td>[Bool [0/1]</td> -<td>Engine Idle Flag (yes/no), Advance Auxiliaries Module</td> +<td>P_WHR_el_corr</td> +<td>[kW]</td> +<td>Power generated by an electric WHR system after applying</td> </tr> <tr class="even"> -<td>AA_CompressorFlag</td> -<td>[Bool [0/1]</td> -<td>Compressor Flag (off/on), Advance Auxiliaries Module</td> +<td>P_aux_ESS_mech</td> +<td>[kW]</td> +<td>Power demand of the auxiliaries considered during engine off periods, multiplied by the engine start/stop utility factor. The final fuel consumption (.vsum) is correctedd for this power demand in a <a href="#engine-fuel-consumption-correction">post-processing step</a>. This power demand has no influence on FC-Map.</td> </tr> <tr class="odd"> -<td>AA_TotalCycleFC_Grams</td> -<td>[Grams]</td> -<td>Total Cycle Fuel Consumption in grams, Advance Auxiliaries Module</td> +<td>P_ice_start</td> +<td>[kW]</td> +<td>Power demand for starting the engine after an engine-off period multiplied by the engine start/stop utility factor. P_ice_start = <a href="#advanced-driver-assistant-systems-eco-roll-engine-stopstart">E_ice_start</a> / dt. The final fuel consumption (.vmod) is corrected for this power demand in a <a href="#engine-fuel-consumption-correction">post-processing step</a>. This power demand has no influence on FC-Map.</td> </tr> <tr class="even"> -<td>AA_TotalCycleFC_Litres</td> -<td>[Litres]</td> -<td>Total Cycle Fuel Consumption in litres, Advance Auxiliaries Module</td> +<td>P_PTO_consum</td> +<td>[kW]</td> +<td>Power demand from the PTO consumer. Only if the vehicle has a PTO consumer.</td> </tr> <tr class="odd"> +<td>P_PTO_transmission</td> +<td>[kW]</td> +<td>Power demand from the PTO transmission. Only if the vehicle has a PTO consumer.</td> +</tr> +<tr class="even"> <td>TCnu</td> <td>[-]</td> <td>Torque converter operating point: speed ratio</td> </tr> -<tr class="even"> +<tr class="odd"> <td>TCmu</td> <td>[-]</td> <td>Torque converter operating point: torque ratio</td> </tr> -<tr class="odd"> +<tr class="even"> <td>T_TC_out</td> <td>[Nm]</td> <td>Torque converter operating point: output torque</td> </tr> -<tr class="even"> +<tr class="odd"> <td>n_TC_out</td> <td>[rpm]</td> <td>Torque converter operating point: output speed</td> </tr> -<tr class="odd"> +<tr class="even"> <td>T_TC_in</td> <td>[Nm]</td> <td>Torque converter operating point: input torque</td> </tr> -<tr class="even"> +<tr class="odd"> <td>n_TC_in</td> <td>[rpm]</td> <td>Torque converter operating point: input speed</td> </tr> -<tr class="odd"> -<td>FC-Map</td> +<tr class="even"> +<td>FC-Map<_FuelName></td> <td>[g/h]</td> <td>Fuel consumption interpolated from FC map.</td> </tr> -<tr class="even"> -<td>FC-NCVc</td> +<tr class="odd"> +<td>FC-NCVc<_FuelName></td> <td>[g/h]</td> <td>Fuel consumption corrected for different NCV values in VECTO and VECTO Engine (FC-NCVc = FC-Map * LowerHeatingValueVectoEngine(fuel) / LowerHeatingValueVecto(fuel) )</td> </tr> -<tr class="odd"> -<td>FC-WHTCc</td> +<tr class="even"> +<td>FC-WHTCc<_FuelName></td> <td>[g/h]</td> <td>Fuel consumption after <a href="#engine-fuel-consumption-calculation">WHTC Correction</a> (FC-WHTCc = FC-NCVc * WHTCCorrectionFactor(cycle, fuel) )</td> </tr> -<tr class="even"> -<td>FC-AAUX</td> +<tr class="odd"> +<td>FC-AAUX<_FuelName></td> <td>[g/h]</td> <td>Fuel consumption computed by the AAUX module considering smart auxiliaries. (FC-AAUX = FC-WHTCc if the AAUX model is not used, otherwise the fuel consumption as calculated by the AAUX model)</td> </tr> -<tr class="odd"> -<td>FC-ESS</td> +<tr class="even"> +<td>FC-ESS<_FuelName></td> <td>[g/h]</td> <td>Fuel consumption considering engine stop/start not always activated. (FC-ESS = FC-AAUX if the engie is on, FC-ESS = FC(P_aux) * (1 - engine stop/start utility factor) if the combustion engine is off - see <a href="#advanced-driver-assistant-systems-eco-roll-engine-stopstart">Engine Stop/Start</a></td> </tr> -<tr class="even"> -<td>FC-Final_mod</td> +<tr class="odd"> +<td>FC-Final_mod<_FuelName></td> <td>[g/h]</td> <td>Instantaneous final fuel consumption value after all applicable corrections. (FC-Final_mod = FC-ESS)</td> </tr> +<tr class="even"> +<td>EcoRollConditionsMet</td> +<td></td> +<td>0 if the conditions for switching to eco-roll are <em>not</em> met, 1 if the conditions for eco-roll are met - eco roll is activated after the activation delay (2s in declaration mode)</td> +</tr> +<tr class="odd"> +<td>PCCSegment</td> +<td></td> +<td>1 if a PCC segment was identified in the pre-processing (gradient below threshold where vehicle accelerates on its own without engine power) , 0 otherwise</td> +</tr> +<tr class="even"> +<td>PCCState</td> +<td></td> +<td>0: not inside PCC segment, 1: inside PCC segment, 2: PCC use-case 1 active, 3: PCC use-case 2 active</td> +</tr> +<tr class="odd"> +<td>ICE On</td> +<td></td> +<td>0 if the combustion engine is switched off (either during stand-still or eco-roll), 1 otherwise</td> +</tr> </tbody> </table> +<p><strong>Note:</strong> The fuel name is only added to the fuel-consumption signals in case of dual-fuel engines.</p> <p>P_eng_FCmap = T_eng_fcmap * n_eng_avg</p> <p>P_eng_fcmap = P_eng_out + P_AUX + P_eng_inertia ( + P_PTO_Transm + P_PTO_Consumer ) = P_loss_total + P_AUX + P_eng_inertia</p> <p>P_loss_total = P_clutch_loss + P_gbx_loss + P_ret_loss + P_gbx_inertia + P_angle_loss + P_axle_loss + P_brake_loss + P_wheel_inertia + P_air + P_roll + P_grad + P_veh_inertia (+ P_PTOconsumer + P_PTO_transm)</p> @@ -6622,160 +7229,230 @@ CycleTime,UnknownCycleName,3600</code></pre> <td>Altitude difference between start and end of cycle</td> </tr> <tr class="even"> -<td>FC-Map</td> +<td>FC-Map<_FuelName></td> <td>[g/h], [g/km]</td> <td>Average fuel consumption before all corrections, interpolated from <a href="#engine-fuel-consumption-calculation">Fuel Map</a>, based on torque and engine speed.</td> </tr> <tr class="odd"> -<td>FC-NCVc</td> +<td>FC-NCVc<_FuelName></td> <td>[g/h], [g/km]</td> <td>Average fuel consumption after correcting for the <a href="#engine-correction-factors">net calorific value</a> (Based on FC-Map from .vmod)</td> </tr> <tr class="even"> -<td>FC-WHTCc</td> +<td>FC-WHTCc<_FuelName></td> <td>[g/h], [g/km]</td> <td>Average fuel consumption after <a href="#engine-fuel-consumption-calculation">WHTC Correction</a> (Based on FC-NCVc from .vmod)</td> </tr> <tr class="odd"> -<td>FC-AAUX</td> +<td>FC-ESS<_FuelName></td> <td>[g/h], [g/km]</td> -<td>Average fuel consumption after Smart Auxiliary Correction (<em>still in development</em>) (Based on FC-WHTCc from .vmod)</td> +<td>Average fuel consumption including fuel consumption during engine-off periods (Based on FC-ESS from .vmod)</td> </tr> <tr class="even"> -<td>FC-ESS</td> +<td>FC-ESS_Corr<_FuelName></td> <td>[g/h], [g/km]</td> -<td>Average fuel consumption including fuel consumption during engine-off periods (Based on FC-ESS from .vmod)</td> +<td>Average fuel consumption including fuel consumption during engine-off periods corrected for energy demand during engine-off periods not accounted (FC-ESS_Corr = FC-WHR_Corr + (E_aux_ess_mech + E_ice_start) * k_vehline)</td> </tr> <tr class="odd"> -<td>FC-WHR_Corr</td> +<td>FC-BusAux_PS_Corr<_FuelName></td> +<td>[g/h], [g/km]</td> +<td>Average fuel consumption corrected for the excessive/missing energy for the smart pneumatic system</td> +</tr> +<tr class="even"> +<td>FC-BusAux_ES_Corr<_FuelName></td> +<td>[g/h], [g/km]</td> +<td>Average fuel consumption corrected for the excessive/missing energy for the smart electric system</td> +</tr> +<tr class="odd"> +<td>FC-WHR_Corr<_FuelName></td> <td>[g/h], [g/km]</td> <td>Average fuel consumption including fuel consumption deduction due to electric power generated by an electric WHR system (FC-WHR_Corr = FC-ESS - E_WHR_el / eta_alternator * k_vehline)</td> </tr> <tr class="even"> -<td>FC-ESS_Corr</td> +<td>FC-BusAux_AuxHeater<_FuelName></td> <td>[g/h], [g/km]</td> -<td>Average fuel consumption including fuel consumption during engine-off periods corrected for energy demand during engine-off periods not accounted (FC-ESS_Corr = FC-WHR_Corr + (E_aux_ess_mech + E_ice_start) * k_vehline)</td> +<td>Average fuel consumption of the additionalheater. In case of dual-fuel vehicles the aux heater is fueled with the primary fuel</td> </tr> <tr class="odd"> -<td>FC-Final</td> +<td>FC-BusAux_AuxHeater_Corr<_FuelName></td> +<td>[g/h], [g/km]</td> +<td>Average fuel consumptioncorrected for the aux heater fuel demand</td> +</tr> +<tr class="even"> +<td>FC-Final<_FuelName></td> <td>[g/h], [g/km], [l/100km], [l/100tkm], [l/100m^3km]</td> <td>Final average fuel consumption after ALL corrections (FC-Final = FC-ESS_Corr). Fuel consumption for calculation of CO<sub>2</sub> value. If Loading = 0[kg] the column [l/100tkm] is left empty.</td> </tr> -<tr class="even"> +<tr class="odd"> <td>CO2</td> <td>[g/km], [g/tkm], [g/m^3km]</td> <td>Average CO<sub>2</sub> emissions (based on FC-Final value). Output for [l/100tkm] is empty when Loading = 0[kg].</td> </tr> -<tr class="odd"> +<tr class="even"> <td>P_wheel_in_pos</td> <td>[kW]</td> <td>Average positive power at the wheels</td> </tr> -<tr class="even"> +<tr class="odd"> <td>P_fcmap_pos</td> <td>[kW]</td> <td>Average positive power at engine (all non-negative values averaged over the whole cycle duration)</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_fcmap_pos</td> <td>[kWh]</td> <td>Total positive work provided by the combustion engine.</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_fcmap_neg</td> <td>[kWh]</td> <td>Total energy</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_powertrain_inertia</td> <td>[kWh]</td> <td>Total work of engine, torqueconverter, and gearbox inertia</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_aux_xxx</td> <td>[kWh]</td> <td>Energy demand of auxiliary with ID xxx. See also <a href="#auxiliary-dialog">Aux Dialog</a> and <a href="#driving-cycles-.vdri">Driving Cycle</a>. In Declaration Mode the following auxiliaries always exists: E_aux_FAN (Fan), E_aux_PS (Pneumatic System), E_aux_STP (Steering Pump), E_aux_ES (Electrical System), E_aux_AC (Air Condition)</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_aux_sum</td> <td>[kWh]</td> -<td>Total energy demand of all auxiliaries. This is the sum for all E_aux_xxx columns.</td> +<td>Total energy demand of all auxiliaries. This is the sum for all E_aux_xxx columns and the bus auxiliaires.</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_clutch_loss</td> <td>[kWh]</td> <td>Total energy loss in the clutch</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_tc_loss</td> <td>[kWh]</td> <td>Total torque converter energy loss</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_gbx_loss</td> <td>[kWh]</td> <td>Total transmission energy losses at gearbox (includes loss-map, inertia, and gear-shifts). E_shift_loss is already included here.</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_shift_loss</td> <td>[kWh]</td> <td>Total energy losses due to gearshifts</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_ret_loss</td> <td>[kWh]</td> <td>Total retarder energy loss</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_angle_loss</td> <td>[kWh]</td> <td>Total torque converter energy loss</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_axl_loss</td> <td>[kWh]</td> <td>Total transmission energy losses at the axlegear</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_brake</td> <td>[kWh]</td> <td>Total work dissipated in mechanical braking (sum of service brakes, retader and additional engine exhaust brakes)</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_vehicle_inertia</td> <td>[kWh]</td> <td>Total work of wheels inertia and vehicle mass</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_air</td> <td>[kWh]</td> <td>Total work of air resistance</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_roll</td> <td>[kWh]</td> <td>Total work of rolling resistance</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_grad</td> <td>[kWh]</td> <td>Total work of gradient resistance</td> </tr> +<tr class="odd"> +<td>BusAux PS air consumed</td> +<td>[Nl]</td> +<td>Total air consumed by the pneumatic system.</td> +</tr> +<tr class="even"> +<td>BusAux PS air generated</td> +<td>[Nl]</td> +<td>Total air generated by the pneumatic compressor. Difference to “BusAux PS air consumed” is corrected in the <a href="#engine-fuel-consumption-correction">post-processing</a></td> +</tr> +<tr class="odd"> +<td>E_PS_compressorOff</td> +<td>[kWh]</td> +<td>Total energy demand for the pneumatic compressor if no air would be generated (compressor always in drag)</td> +</tr> +<tr class="even"> +<td>E_PS_compressorOn</td> +<td>[kWh]</td> +<td>Total mechanical work for the pneumatic compressor to generate “BusAux PS air generated”</td> +</tr> +<tr class="odd"> +<td>E_BusAux_ES_consumed</td> +<td>[kWh]</td> +<td>Total electric energy for all electric consumers</td> +</tr> +<tr class="even"> +<td>E_BusAux_ES_generated</td> +<td>[kWh]</td> +<td>Total electric energy generated</td> +</tr> +<tr class="odd"> +<td>ΔE_BusAux_Bat</td> +<td>[kWh]</td> +<td>In case of smart electrics, the difference of energy stored in the RESS between the beginning and end of the driving cycle. This energy difference is corrected in the post-processing</td> +</tr> +<tr class="even"> +<td>E_BusAux_PS_corr</td> +<td>[kWh]</td> +<td>Mechanical energy of the pneumatic system that needs to be considered in the post-processing to <a href="#engine-fuel-consumption-correction">correct the total fuel consumption</a></td> +</tr> +<tr class="odd"> +<td>E_BusAux_ES_mech_corr</td> +<td>[kWh]</td> +<td>Mechanical energy of the electric system that needs to be considered in the post-processing to <a href="#engine-fuel-consumption-correction">correct the total fuel consumption</a></td> +</tr> <tr class="even"> +<td>E_BusAux_AuxhHeater</td> +<td>[kWh]</td> +<td>Energy demand of an additional aux heater.</td> +</tr> +<tr class="odd"> <td>E_PTO_CONSUM</td> <td>[kWh]</td> <td>Total energy demand of the pto consumer (if a pto consumer was used).</td> </tr> -<tr class="odd"> +<tr class="even"> <td>E_PTO_TRANSM</td> <td>[kWh]</td> <td>Total energy demand of the pto transmission (if a pto transmission was used).</td> </tr> -<tr class="even"> +<tr class="odd"> <td>E_WHR_el</td> <td>[kWh]</td> <td>Total electric energy generated by an electrical WHR system</td> </tr> +<tr class="even"> +<td>E_WHR_mech</td> +<td>[kWh]</td> +<td>Total electric energy generated by an electrical WHR system</td> +</tr> <tr class="odd"> <td>E_aux_ess_mech</td> <td>[kWh]</td> @@ -6833,6 +7510,7 @@ CycleTime,UnknownCycleName,3600</code></pre> </tr> </tbody> </table> +<p><strong>Note:</strong> The fuel name is only added to the fuel consumption signals for vehicles with dual-fuel engines. In case single-fuel and dual-fuel vehicles are simulated in one simulation run, the fuel consumption for single-fuel vehicles is reported without the fuel name suffix while the fuel consumption of dual fuel vehicles contains the fuel name suffix!</p> <p><strong><em>Energy Bilance</em></strong></p> <p>To ensure the energy bilance of the vehicle, the following formulas are always ensured:</p> <ul> diff --git a/Documentation/XML/XML-Schema.html b/Documentation/XML/XML-Schema.html index 687e3182f0d367b35f05059b72fcd6a7742a39d1..805bb50f3c9d06459a3199cdb803ca33f2f35dd1 100644 --- a/Documentation/XML/XML-Schema.html +++ b/Documentation/XML/XML-Schema.html @@ -116,67 +116,64 @@ <li><a href="#xml-schema-1.0">XML Schema 1.0</a><ul> <li><a href="#vectoinputdeclaration">VectoInputDeclaration</a></li> <li><a href="#vectoinputcomponent">VectoInputComponent</a></li> -<li><a href="#vehicledeclarationjobtype">VehicleDeclarationJobType</a></li> -<li><a href="#vehiclecomponents">VehicleComponents</a></li> -<li><a href="#engine">Engine</a></li> -<li><a href="#gearbox">Gearbox</a></li> -<li><a href="#angledrive">Angledrive</a></li> -<li><a href="#retarder">Retarder</a></li> -<li><a href="#axlegear">Axlegear</a></li> -<li><a href="#axlewheels">AxleWheels</a></li> -<li><a href="#tyre">Tyre</a></li> -<li><a href="#auxiliaries">Auxiliaries</a></li> -<li><a href="#airdrag">Airdrag</a></li> -<li><a href="#signature">Signature</a></li> -</ul></li> -<li><a href="#xml-schema-2.0">XML Schema 2.0</a><ul> -<li><a href="#vectoinputdeclaration-1">VectoInputDeclaration</a></li> -<li><a href="#vectodeclarationjobtype">VectoDeclarationJobType</a></li> <li><a href="#vehicledeclarationtype">VehicleDeclarationType</a></li> -<li><a href="#ptotype">PTOType</a></li> <li><a href="#vehiclecomponentstype">VehicleComponentsType</a></li> <li><a href="#enginedatadeclarationtype">EngineDataDeclarationType</a></li> <li><a href="#gearboxdatadeclarationtype">GearboxDataDeclarationType</a></li> -<li><a href="#gearsdeclarationtype">GearsDeclarationType</a></li> +<li><a href="#geardatadeclarationtype">GearDataDeclarationType</a></li> <li><a href="#torqueconverterdatadeclarationtype">TorqueConverterDataDeclarationType</a></li> <li><a href="#angledrivedatadeclarationtype">AngledriveDataDeclarationType</a></li> <li><a href="#retarderdatadeclarationtype">RetarderDataDeclarationType</a></li> <li><a href="#axlegeardatadeclarationtype">AxlegearDataDeclarationType</a></li> <li><a href="#axlewheelsdatadeclarationtype">AxleWheelsDataDeclarationType</a></li> -<li><a href="#axledatadeclarationtype">AxleDataDeclarationType</a></li> +<li><a href="#axledeclarationtype">AxleDeclarationType</a></li> <li><a href="#tyredatadeclarationtype">TyreDataDeclarationType</a></li> <li><a href="#auxiliariesdatadeclarationtype">AuxiliariesDataDeclarationType</a></li> <li><a href="#airdragdatadeclarationtype">AirdragDataDeclarationType</a></li> +<li><a href="#signaturetype">SignatureType</a></li> </ul></li> -<li><a href="#xml-schema-2.1">XML Schema 2.1</a><ul> +<li><a href="#xml-schema-2.0">XML Schema 2.0</a><ul> +<li><a href="#vectoinputdeclaration-1">VectoInputDeclaration</a></li> +<li><a href="#vectoinputcomponent-1">VectoInputComponent</a></li> <li><a href="#vehicledeclarationtype-1">VehicleDeclarationType</a></li> +<li><a href="#ptotype">PTOType</a></li> +<li><a href="#vehiclecomponentstype-1">VehicleComponentsType</a></li> +<li><a href="#enginedatadeclarationtype-1">EngineDataDeclarationType</a></li> +<li><a href="#gearboxdatadeclarationtype-1">GearboxDataDeclarationType</a></li> +<li><a href="#gearsdeclarationtype">GearsDeclarationType</a></li> +<li><a href="#geardeclarationtype">GearDeclarationType</a></li> +<li><a href="#torqueconverterdatadeclarationtype-1">TorqueConverterDataDeclarationType</a></li> +<li><a href="#angledrivedatadeclarationtype-1">AngledriveDataDeclarationType</a></li> +<li><a href="#retarderdatadeclarationtype-1">RetarderDataDeclarationType</a></li> +<li><a href="#axlegeardatadeclarationtype-1">AxlegearDataDeclarationType</a></li> +<li><a href="#axlewheelsdatadeclarationtype-1">AxleWheelsDataDeclarationType</a></li> +<li><a href="#axledatadeclarationtype">AxleDataDeclarationType</a></li> +<li><a href="#tyredatadeclarationtype-1">TyreDataDeclarationType</a></li> +<li><a href="#auxiliariesdatadeclarationtype-1">AuxiliariesDataDeclarationType</a></li> +<li><a href="#airdragdatadeclarationtype-1">AirdragDataDeclarationType</a></li> +<li><a href="#signaturetype-1">SignatureType</a></li> +</ul></li> +<li><a href="#xml-schema-2.1">XML Schema 2.1</a><ul> +<li><a href="#vehicledeclarationtype-2">VehicleDeclarationType</a></li> <li><a href="#exemptedvehicledeclarationtype">ExemptedVehicleDeclarationType</a></li> <li><a href="#advanceddriverassistantsystemstype">AdvancedDriverAssistantSystemsType</a></li> -<li><a href="#enginedatadeclarationtype-1">EngineDataDeclarationType</a></li> +<li><a href="#enginedatadeclarationtype-2">EngineDataDeclarationType</a></li> </ul></li> -<li><a href="#xml-schema-2.3">XML Schema 2.3</a><ul> +<li><a href="#xml-schema-2.3-dev">XML Schema 2.3 DEV</a><ul> <li><a href="#advanceddriverassistantsystemstype-1">AdvancedDriverAssistantSystemsType</a></li> -<li><a href="#enginedatadeclarationtype-2">EngineDataDeclarationType</a></li> -<li><a href="#gearboxdatadeclarationtype-1">GearboxDataDeclarationType</a></li> +<li><a href="#enginedatadeclarationtype-3">EngineDataDeclarationType</a></li> +<li><a href="#tyredatadeclarationtype-2">TyreDataDeclarationType</a></li> </ul></li> -<li><a href="#xml-schema-2.6">XML Schema 2.6</a><ul> +<li><a href="#xml-schema-2.6-dev">XML Schema 2.6 DEV</a><ul> <li><a href="#primaryvehicledeclarationtype">PrimaryVehicleDeclarationType</a></li> <li><a href="#primaryvehiclecomponentsdeclarationtype">PrimaryVehicleComponentsDeclarationType</a></li> -<li><a href="#primaryvehicleauxiliairesdatadeclarationtype">PrimaryVehicleAuxiliairesDataDeclarationType</a></li> +<li><a href="#primaryvehicleauxiliarydatadeclarationtype">PrimaryVehicleAuxiliaryDataDeclarationType</a></li> <li><a href="#completedvehicledeclarationtype">CompletedVehicleDeclarationType</a></li> <li><a href="#completedvehiclecomponentsdeclarationtype">CompletedVehicleComponentsDeclarationType</a></li> -<li><a href="#completedvehicleauxiliariesdatadeclarationtype">CompletedVehicleAuxiliariesDataDeclarationType</a></li> -</ul></li> -<li><a href="#xml-schema-primary-vehicle-information-file">XML Schema Primary Vehicle Information File</a><ul> -<li><a href="#vectooutputprimaryvehicle">VectoOutputPrimaryVehicle</a></li> -<li><a href="#primaryvehicleheavybusdatatype">PrimaryVehicleHeavyBusDataType</a></li> -<li><a href="#vehiclepiftype">VehiclePIFType</a></li> -<li><a href="#vehiclecomponentspiftype">VehicleComponentsPIFType</a></li> -<li><a href="#enginedatapiftype">EngineDataPIFType</a></li> -<li><a href="#transmissiondatapiftype">TransmissionDataPIFType</a></li> -<li><a href="#transmissiongearspiftype">TransmissionGearsPIFType</a></li> -<li><a href="#angledrivedatapiftype">AngledriveDataPIFType</a></li> -<li><a href="#axlegeardatapiftype">AxlegearDataPIFType</a></li> +<li><a href="#completedvehicleauxiliarydatadeclarationtype">CompletedVehicleAuxiliaryDataDeclarationType</a></li> +<li><a href="#vehiclemediumlorrydeclarationtype">VehicleMediumLorryDeclarationType</a></li> +<li><a href="#vehiclecomponentsnoaxlegeartype">VehicleComponentsNoAxlegearType</a></li> +<li><a href="#gearboxdatadeclarationtype-2">GearboxDataDeclarationType</a></li> </ul></li> </ul> </div> @@ -185,99 +182,146 @@ <p>XML schema for declaration input data according to EU Regulation 2017/2400 for component data and job data. <em>Note: has been updated a few times to take into account changes in the regulation</em></p> <div id="vectoinputdeclaration" class="section level2"> <h2>VectoInputDeclaration</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationInput:v1.0</p> <div class="figure"> -<img src="data:image/png;base64,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" /> +<img src="data:image/png;base64,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" /> </div> </div> <div id="vectoinputcomponent" class="section level2"> <h2>VectoInputComponent</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationComponent:v1.0</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="vehicledeclarationjobtype" class="section level2"> -<h2>VehicleDeclarationJobType</h2> +<div id="vehicledeclarationtype" class="section level2"> +<h2>VehicleDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="vehiclecomponents" class="section level2"> -<h2>VehicleComponents</h2> +<div id="vehiclecomponentstype" class="section level2"> +<h2>VehicleComponentsType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="engine" class="section level2"> -<h2>Engine</h2> +<div id="enginedatadeclarationtype" class="section level2"> +<h2>EngineDataDeclarationType</h2> +<p><em>Base Type:</em> v1.0:AbstractCombustionEngineDataDeclarationType*</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="gearbox" class="section level2"> -<h2>Gearbox</h2> +<div id="gearboxdatadeclarationtype" class="section level2"> +<h2>GearboxDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AbstractTransmissionDataDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="angledrive" class="section level2"> -<h2>Angledrive</h2> +<div id="geardatadeclarationtype" class="section level2"> +<h2>GearDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:GearBaseType</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="retarder" class="section level2"> -<h2>Retarder</h2> +<div id="torqueconverterdatadeclarationtype" class="section level2"> +<h2>TorqueConverterDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AbstractTorqueConverterDataDeclarationType</p> +<div class="figure"> +<img 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" /> + +</div> +</div> +<div id="angledrivedatadeclarationtype" class="section level2"> +<h2>AngledriveDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AbstractAngledriveDataDeclarationType*</p> +<div class="figure"> +<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+MAAAQcCAMAAADJObqgAAADAFBMVEUAAAAAAAD////AwMCAgIBAQEAgICCAAAD/AACAgAD//wAAgAAA/wAAgIAA//8AAIAAAP+AAID/AP///8D/66GXgICt1sDrwoyAgIyt1rWAl6Hr/8Dr1qGtwqv/1pb//7XCl4CXwrX//6utl6GXl6GXgIzC68CArauXrautgICAgJbW/8CArZatrZbrwpaAl5br/6uXrZbWrYyXraHr/7Wtl4CtrYzW66Hr66H/1qGXl4DWrYCXwqvCl5atravr1patgJaXgJatgIzW68DCl4ytl4yAraGtwrX/66v//9uQZpDb//+QOjqQ2/+2ZgBmtv//tmYAZrZmAGa2//9mOgAAOmb/25A6AAA6ZmY6kNvbkDo6kJA6OmaQZjo6ZpA6OpCQtpD/27a22/8AADq2ZjpmttvbkGYAOpAAAGbbtmZmkNs6AGbb27aQZmZmZmaQOmZmkLaQtrbb29tmOpD/29s6ADo6ZrbbtpBmOjr/tpA6kLaQOgBmkJBmZjr//9atl8Lr////2/86AP+QOv//68KXl8IAZv86kP9mAP+Al8LCrYCXwuv/1q2ArdaXl622Zv8AOv86Ov+QZv/b2//bkP9mOv//tv+XgK3W/////+ut1v/C6/86Zv/btv+QZgDb25CtgK1mADpmAACAl62tl5dmZgA6OgCt1uvr1sKAgK22/9vb/9utrdbr1q1mtraQkGa2kDrrwq06Ojq2/7aQkJBmZpC2kGaQ29vb/7ZmOmYAZmaXwtbr68LWrZfC6+vr/9a225AAZpC2tmaQttuXrdYAOjrCl62QkDqt1qvCwpbWwozWra2Xl5fW1q3CrcKQ27a2kJCQkLafoaJNUVMyNjhAQ0XW19dbXmDIycqtr6/x8vJpbG3k5OSSlJWEhoh2eXq7vL0EAAAABwAAAAAAAAAAAAAAAAAAAE2EswBBAG4AZwBsAGUARAByAGkAdgBlAEQAYQB0AGEARABlAGMAbABhAHIAYQB0AGkAbwBuAFQAeQBwAGUALgBwAG4AZwAAADAkV8D/AAAgAElEQVR4nOy9jZsbx33n2U+p/wA9DzWiXrzEUJdIGnoNx8kxuxsc1+Ll9gUL4k1DAgSW0sQGyZkRE1G7CknZE43GMehkBICO13vmvOyFEhRTpmw5dhTHkkPZ3l3f5u42uZf/6OpXVd1oAN1Ao6fRjer+fp4ZoLu6utCo6c/8qqu7ug0GAEgyRtwbAACYK3AcgGQDxwFINnAcgGSTSMfNYwJzDKRPTo/7DwfmQZIdBzMCxxMJHAc2cDyRwHFgA8cTCRwHNnA8kcBxMCDuPxyYB3AcDIj7DwfmARwHA+L+w4F5AMfBgLj/cGAewHEwIO4/HJgHaXD8saXHxftx84knrZSnnh6kKz7zj1z2epEos7sXKjlhPu6SSvOm/aGOTxhOditwsMZoemZZXJJ20mVjBceHljzzP4xtOf+oX3vaPUvcfzgwD1Lg+GeWpICP/fqzJ554Vnpg0sSwPZnl58ZtkIky+4gnro675TpurTz4hKFk1wInbBP/tPHNGRTz/PDsr7k4Plqc9V8B584SSZIdX37q6WdWTlLMFPYcP/VZ7hHZ+MzKP145SVZ9boniYXbJ/PyzFB6f+o2VLyyd+uxvmuZvPU2pz/+PlPi0nf0Lp83nKfsTv20+TkqeWBLRWCY8Q+v+k6Un5aeqZZSL5qhIWZgo3Eq2CzCfF2li4TP2Rog1/ilP/2e/IwuTG0COZ8THPGd9BVUQ5zefpf845nPHck89nVn+n5b5R4rZx76wwl/pW54k8Y+Ld5F2LHPms3A8wSTZca4C/3nsn39ROp4jx0+S4/yXz3Bnnnv6i2TrSSnEc9w73ig/wa2Qay6dFIHUkZ0H3xPmk5mccPyxpSePfZESTlKCWJf+iah1xTISl5chi6TC5JRKtgoQH0WrioWOjaA1xAed5G2Jx9UGyDh+XJRifwVREP+Sz7zwWRG7c48fy53MPUfTcvaxs5/ly048Rzke+7V/yuf+52dlGv/v9zgcTzBJdpxHyhwdSJ9wOi6mKLY9bgXZZ1bMJ37rd49Jx6lt/Jnf5q17HvWtxrKd/STZRQtOCMePiwPjx1WCWJenyk9Vy5TMskhRmJhSyY4CZFtdLHRshHKcMogWyUnZTKeXZ1YeP/6U1SBQBam2+Ql5vE6hnublLJ/I/C/83wIF7sd+7Yv0tR6XaYNDeDieSJLs+LHc50/T3nvC2VYX7tNe/5zdkM585l+YMmbSHI+QT37R6fgg+6jj8rDYdvykFFV8qlpmOSiKpMLklJ1sFyCyyoWOjZjg+LHcv1w+eWy4IMtxeRD/2BJPJcefUwuEz4/Rvxg4niYS7fgJ2VemYrZqR5vSTRHVn7La6lmH43wJbxhLa6WWz9qNgBPDbfXn5T8O1VZXjotPtZc9To1oWSQVJqdUssokP4qnyYWOjXC21UWD3uG4+hj1FZ5X/ylEW/3X+Zfh61Lbn9rqYlb6fJzcPmm31ZXjObTVk0yiHVfd0la7PLv0xJN8hnrFKPGk1WH1xSXziX9FvedP/Yb01PwCab9EPW/Hzc+ftrNLxY6bT3xOabok/olYfW7Kcfmpcpk6SaaKPE49aDRlnTuzC5D9cDLbM46NOC773D6j+tycjqvj/88t0barghx9bvIo4znKJfvcpM856veTfW6PW2noc0s2iXTc+zRRCNB/jOyEk1dR8a+t/ynDjJw78wPOnSUbOD4zv2mKsB8zvIHxWdeT6sc9r47xYHANDBxPJHAc2MDxRALHgQ0cTyRwHNjA8UQCx4ENHE8kiXQcY0uDAccTCRwHNnA8kcBxYAPHEwkcBzZwPJHAcWADxxMJHAcD4v7DgXkAx8GAuP9wYB7AcTAg7j8cmAdwHAyI+w8H5kHqHDdCIzLzoiPuPxyYB+lzPKwPgeNAD+B4UBLoOM6dJRI4HhQ4DvQAjgcFjgM9SKfjzq6zoB8Cx4EepNRxO6vT8fy/KfAfMXWuyErloSVjHwLHgR7A8cFqlSr9KDIvrg4tGQOOAz2A4/SaOW9cKNbqxsW60Wj+2/MN7nTt0kvGywVWWyvkz/0eT/4Sz/JlythS8R2OAz1IpOOT9mNXxy9fYVer7HKRfkrrBdZssObGl/O8uc6neES/XKTW+2aVNV9htWtqzajMiw44nkjS6rjV4SYd//0/eLXeyF9fpR8uMx2L0+F4s0FzlSpPrlDu9UKl9Zp1ZA7HgR6k1XEL4Xjl0r/795fLvFnOfzKvF6jLTalOR+XNBk/m8Vzwh5dvFNWaUZkXHXA8kcBx/tK8yWo3ipUGo58qo4PwWv0K2+Rxu8puySXrhS+dK1aqBXZZ2Q7HgR7AcSa73N4ofqXe4D8UsKmD/atbso+t9UevF3gyu2y0rrD8SwZ1xMk1ozIvOuB4IoHjQT8EjgM9SKTjuM4tGHA8kcDxoB8Cx4EepNPxMIDjQA/geFDgONADOB6UBN4YCo4nEjgeCXo4jns9JRI4HglwHMQGHI8EOA5iA45HAhwHsQHHIwGOg9iA45EAx0FswPFI0MNxnDtLJHA8EuA4iI2UOz7zQ85mwfk5kXl6FOB4Ikm743PcCjgOFgI4PjfgOFgI4PjcgONgIYDjc8N4hGNNR+bpUYDjiSSRjk/aj+G4N3A8kcBxSa0uHn9SMcosLOA4WAjg+BBwHCQOOC6hOH613noTjoOkAccl3PGK0ciX4DhIGnBcwh1vbqyirQ6SRyIdD3DuDI4fg+MJBY5LuOO1OtrqIIHAcQn63I7B8YQCx+cGHAcLARyfG3AcLARwfG7o5zju9ZRIku/4hDs3wPER5lgbIDZS4PjwbgzHJzDH2gCxAcfnBhwHC0HaHTfnBxwHC0HaHZ9UyhG3Ao6DhQCOe5dyxK3Qz3GcO0skcNy7lCNuBRwHCwEcZ9tv7biXMp70tT8uMvZ1+n300fJgzh04DhYCOM7at2dw/BvC6q//CWN/WrTmPIDjYCGA42zZ3H27w1i3175z2uzxCZNepePf/LMCCc3DNlm9+rVv/QcuePFr3yow9u1vqzn2Hx999Bvsa9/6Xx/9k6/zbN+hOVE2HAeLABynON6+u7e/fNA+e0ivPKznDpiK49/8k29+g33nGyQ4n/vat779n7jV35ESqzkynuv/x0X6+da3+dw3xeA1OA4WAjhOjku1ye5sp0vntjvMaqt/nUfyr/3xo5bVhW8WHY6LOVr8KJkufv63Rx8VQR+OgwUhkY4P7bi+jse7vWyHKcd7apnY47m/RflGsZks/k+qrW7PfefRVTo4txz/hl02HAeLABwXam+/cGePqba6eGXK8a+Xv/Nnhf/4DWq0M2E1++ajqs/tT9Qcj+rfGcTxb/8xX4y2Olgc4DjbXtnl8ZtHb5c+t6+T3d/gJj/6Z+Kg+1sFecbsT6k9bs396aPf+NOy5XgBfW5gsYDjgv0zh2Mn0XANDEgEcJzoisgNx4/4jcFCAsc9geMgESTScYwtDQYcTyRpd3xSKUfcCjgOFgI47l3KEbcCjoOFAI57l3LErYDjYCGA496leC6prRWcs/kt14erwHGwEMBx71L8flxiHMe9nhIJHBdjUs4c7i+LkSjWRW5MOl67dH5jtWIYVcZKxvqfl3kEz58r1tbuDdKbxoXzcBwsLnBcOd7tse139uyBpUw5fqMoWualcmW9QM82tRy302vXVul5iC7AcbAQwHHleHtJXasuB5Yy5Tj3uEJPV2mUuMelgeN2erNB6W5bAcfBQgDHyfHtF+hy9SXzwB5YyhyOV2nOdjzzruW4SIfjYMGB46x9d6999pAGnuU69sBSNnCct9fzW9RWz/RFy/yGclym8xSe7rYVcBwsBHCcq22+9xeH/NXc3Rnrc6OzZFaf28Z3y/z1whvKcWb1ubXuJ8RxnDtLJHDcu5SxFPc2uRdwHCwEcNy7lLEUOA40BI57l3LErYDjYCFIu+MTMCct9AMcB4tAyh0nHpkn6jPgOIgNOA7HbeB4Ikmk40M7Lhz3DRxPJHAcjtvA8UQCxyMBjoPYgOORAMdBbMDxSIDjIDbgeCTAcRAbiXR8tnNnUQDHQWzA8UiA4yA20ud4PESpamDgeCJJnePAGzieSOA4sIHjiQSOgwFx/+HAPIDjYEDcfzgwD+A4GBD3Hw7MAzgOBsT9hwPzAI6DAXH/4cA8gONgQNx/ODAP4DiwwbmzRALHgQ0cTyRwHNjA8USSTMc5aq81TcMcwk43kT6WHvcfDsyDRDo+RPK/IQCTSL4Byf+GAEwi+QYk/xsCMInkG5D8bwjAJJJvQPK/IQCTSL4Byf+GAEwi+QYk/xsCMInkG5D8bwjAJJJvQPK/IQCTSL4Byf+GAEwi+QYk/xsCMInkG5D8bwjAJJJvwDy+YUwPYjg6c6gLsOgk/68+F8fnUGYU6Lrd4Cgk/68+H8f1DIvabTAIgeT/1RHHB+i63eAoJP+vPsc4PoeS54vxCCfujQARo99+OiuI4wPgeBrRdW/1TyRxvL10IN6z5qn3xUTdaDBWqxtl1/WbRqvonL/12hw20gU4nkbgeBhlfm/JFI63zx52Tx3SVN1YL3CV3R3Pb1Unzs8NOJ5G4PiRylze3dle6bSXTOl49sEej+hdPlN/tVXMb73KHb9sGC8XavWL542bPLCXWWnjgy2D/wcQ6exq3bj5fZq/JxatZvoX6xurlbrRusLkdKjbDcdTCBw/Upk8avOf9g8+lI7nyPGOcPyH/Ubtxl8a5cp6odIq1urVQpPehMgUt2W6WNSg+ZrlOI//tfoVttkqiulwtxuOpxA4fqQyeRDP7e5w152O01T9ytb6j9Y3eRy/9SY/Kucis8qQ4zK9KeL0kONVOlwnymI63O2G4ykEjh+tzNx7p8nprrOtTlP1Mhe1UeEWt65sujku010cb3DHZY+cmA53u+F4CoHjRyuza4o+NnKc200H47z1Tm11rjVvihtl7m3T4Thvl0vHZXqForVqq4tFwuta/SZrqulwtxuOpxA4frQy95d79KYcZz9eOvU+k46TsRWy27hYbyjH2WXjwn3puEynPreXqQOe+uBokfR6s04n1+A4CAM4vihlRgEcTyO67q3+geMD4Hga0XVv9Q8cHwDH04iue6t/4PgAOJ5GdN1b/QPHB8DxNKLr3uofOD4AjqcRXfdW/8zFcVNP4HgageNxlGmGshWzA8fTCByPo0w4DqIDjsdRJhwH0QHHg5a5/dZO4PWdjmdelEPEK+qGEjQ4hTVdx43nt4buOZF53W3oaa1Og9aG7zNjAcfTCBz3V8j4swjat0NxPNOXOmfeLdau0VTtr26y/LlLbo7X1goTZgc0va5zh+NpBI4HKYRml83dtzuMdXvtO6fNHg1LMXt+iyPHScRmI3/9IxnHubD5c0Ue1Gtrf13I/OT6Ko0ir7LaxT69yoV9gwar8XkK1nQ7mfV7YkHt0nka/0IZaYqKLvHSK1U+S7nFIrHdcDyFwPEghag43r67t7980D57SK88rOcOfBZHjktv7bZ6hVtYKov0vylWvnqdu14g46+tCu9FXv4mU3nQZ82qnCXHb4hlfH2aEv8++Hr5LZqlV7FIbDccTyFwPEghynGpNtmd7XTp/HPHZ3GirX65WLvJ3BzfLF/9KY/jNRpgqiS2HbdTRc6CvZhitWE05ALuuFSbZpsNuUhsNxxPIXA8SCHW8Xi3l+0w5bjvhjpTjleqwumMs60uJj7+yfUPrq9WNihc2xJT6OZvdiqzHFezlaoqhcnDgEqVorl03L5lFBxPI3A8SCGW49sv3Nljqq0uXn0WJxzPfPIJ2a0cH/S5rX3/pZt57nhV3DlGOn5tVbXHZSoJX6GDcblAxHe7WS4dz7x7adVKFK9iu+F4CoHjQQoR585Wdnn85tE7YJ8bb5qL+EqO0684dyaPvakrbjXTN37WL6vwXjIuvCEcl6miz03cw1UsEGbLPjfbcX68zhj63AAcD1aINbt/5jDQSbQIroERDf/Rs2twPI3A8SCFqNmuiNwL6XhFRG44DuB4sEJwLSvQBzgepBCMLQX6AMeDFBJnHD/KunA8jcDxIIXAcaAPcDxIIXAc6AMcD1KIc9buVhcn0sZw7XWXnlqjSmcDjoPZgONBCnEt0/0cmrfj1qjSGYHjYDbgeJBCxLWsd06bf7tsdtq3Hz6/QifKsx0riWXpmrfc7s7+ckc5Lq6Ca8uM0lN7VOmMwHEwG3A8SCHC8bOH9HP74e2Hd/e239ljnx4OknYoIdfJ9VQclyNP2zIj2uogSuB4kEKs8eP085CU5sfi3F4raae9RI8s3l/e3VGOy5GnbZGRwXEQJXA8SCFujnd7dtKHD/a2Xzhk7SUuunJcNNHhOIgBOB6kEDfHcwcDx3use4qGmnZ3d1Rb3bpXDBwHUQPHgxTi4vjPzxzaSb9YMZ9beX+Zx+5cjzfbqbtN9rnBcRA9cDxIIbgGBugDHA9SCBwH+gDHgxQCx4E+wPEghYw+UmFWzJjWheNpBI4HLeQRXQmjPoBGwPGghcStamDCqA+gEXA8aCFxqxqYMOoDaAQcD1pI3KoGJoz6ABoBx6MrBIA4SP7OC8dBukn+zgvHQbpJ/s4Lx0G6Sf7OOzfHt1dMc3ena7/sL/OXMD4MgDCB44ELkbd6YUw8rpQGkvZYzu+DSwGIDDgeuBByXNz74dND8ZLtsJkeQg5AJMDxwIVYcVzcBYK/8CAOx8HiAccDF0LH472B4gxxHCwkcDxwIfIWq7biDMfjYCGB44ELkY5n6Yar4gX96mAhgePRFQJAHCR/54XjIN0kf+eF4yDdJH/nheMg3SR/54XjIN0kf+eF4yDdJH/nheMg3SR/54XjIN0kf+eF4yDdJH/nheMg3SR/54XjIN0kf+eF4yDdJH/nheMg3SR/54XjIN0kf+ddxOeWzoMwviZIIsnfNRbx+eNzYAE3CSwGyd815uP4wsXORdoWsFAkf9dAHAfpJvm7xhzjeBglh4WBR5ICdxZqP50LaYnjcBy4s4B7a8hEEsfbS/KOrFnz1Ptiom40GKvVjbJjrYo9V6s700MBjgMP4HiQQkbL/N6SKRxvnz3snqKnpnDH1wusacBxEDtwPEgh9uzy7s72Sqe9ZErHsw/2eETv8pn6q61ifutVbvVX7hutK4xdrbfe5HOVOs3BcRAdcDxIIfYsj9r8p/2DD6XjOXK8Ixz/Yb9Ru/GXRrlWb/B4Xq4YjXyJ5q6wzVYRjoPogONBCrFneRDP0YMTuk7Haap+ZWv9R+ubRrm5scoy/Qa98bZ6UxzHl+E4iA44HqSQwWzuvdPkdNfZVqepOuncqIw53irSUjgOogOOBylkMNs1RR8bOc7tpoNx3nqntjqP1a1iRbXVqXWu2uo3GdcdjoPogONBChnM7i+LR5Uqx9mPl069z6Tj+a2NVepJvzXU57ZZN3goh+MgOuB4kEIWsNbgOPBgAffWkIHjIN0s4N4aMnAcpJsF3FtDBo6DdLOAe2vIwHGQbhZwbw0ZOA7SzQLurSEzF8fNhQOOAw/geJBCjlqmecT1XYDjwAM4HqQQOA70AY4HKQSOA32A40EKodntt3YCF+d0PPPiqnivqBtKiOtcaQiLRX5LXfhaq4tRa3JYy9gWwnHgDhz3V8j4Awvat0NxPNOXOmfeLdau0VTtr26y/LlLbo6vFViz4bWFcBy4A8eDFEKzy+bu2x3Gur32ndNmj4almD2/xZHjZGuzkb/+kYzjXOD8uSIP6rW1vy5kfnJ9le4URVmMC+fLFOSrluMlnlqp1i6d50lygdgkOA7cgeNBClFxvH13b3/5oH32kF55WM8d+CyOHJdS2231Cle1VBbpf1OsfPX6Ko/qMrbzxjvZXSorx3kSD+21G0V6FQvEJsFx4A4cD1KIclyqTXZnO106Sd3xWZxoq18u1m4yN8c3y1d/en1VJlC0L5UrdHzQUI5LteWMXCA2CY4Dd+B4kEKs4/FuL9thynHfDXWmHK9UhdMZZ1tdTHz8k+sfjDheVVlEC79SpWguHa/amwTHgTtwPEghluPbL9zZY6qtLl59Ficcz3zyCdmtHB/0ua19/6WbeUdbPdN3NMzJ8cy7l1aZShKvYpPgOHAHjgcpRJw7W9nl8ZtH74B9bjw+iyBMjtOvOHcm+twK1BW3qu7O3jRa94f73HgaXxF9bsAncDxIIdbs/pnDQCfRjnYNjGjTk/BDmwTHgTtwPEgharYrInfUjldE5IbjwCdwPEghuJYV6AMcD1IIxpYCfYDjQQqJLI77D/hwHHgAx4MUAseBPsDxIIXAcaAPcDxIIc5Zu1tdnEgbw7XXXaprjSqdABwHRwaOBynEtUz3c2jejlujSicBx8GRgeNBChHXst45bf7tstlp3374/AqdKM92rCSWpWvecrs7+8sd5bi4Cq4tM0p17VGlk4Dj4MjA8SCFCMfPHtLP7Ye3H97d235nj316OEjaoYRcJ9dTcVyOPG3LjGirgyiB40EKscaP089DUpofi3N7raSd9hI9snh/eXdHOS5HnrZFRgbHQZTA8SCFuDne7dlJHz7Y237hkLWXuOjKcdFEh+MgBuB4kELcHM8dDBzvse4pGmra3d1RbXXrXjFwHEQNHA9SiIvjPz9zaCf9YsV8buX9ZR67cz3ebKfuNtnnBsdB9MDxIIXgGhigD3A8SCFwHOgDHA9SCBwH+gDHgxQy+kiFWTFDz2jAceABHA9ayCMLSBhfFSQNOB60kLh9diOMrwqSBhwPWkjcPrsRxlcFSQOOBy0kbp/dCOOrgqQBx6MrBIA4SP7OC8dBukn+zgvHQbpJ/s4Lx0G6Sf7OOzfHt1dMc3ena78w9qnbDd0AiBc4HrgQeasXxsTjSvnL9sopOA4Wj9GdN8iVmQvADN8wlGoiyHFx7wcRvvmL+41ZAYiXkAdbxERsjlMcF3eBoBc4DhYRY8KcPsTj+Ip44ritOBwHC4nhOaMTscVxp+JwHCwkhse0XkwaWDlnx7N0w1XxQnH9IIwPAyBMDNdJjZja84bz4yDdjDteq68XRnPV6mXHXMUou6TSvGG0rlhzt15zTXYrcLDGaHp+S8jb8PMF4DgALow73jRaxdFc7o675WpaK+e3qm7JrgWOrjFEZXxznMBxACYy5nim/7N+gyS8eN64ydjVeutNo0xKVuoiGsuETP9ifeOX9Stb64UMzy6XUS6au2wYL3+fB+D1Ak0VrGS7AOOmSBMLRUGr9hr3ePpX7svC5AaQ43nxMdVa/dU6hXRV0OgXgOMAuDDmOA/SpY1Vrli1wINvxbiSLwnHa/UrbJMSGpSQ6fMGPU/lAvIftYzE5cG4sl4QXlaZnFLJVgGU0KBVxUJR0GAN8UEN3pYoqw2QcbwpSqGkTcPakrEvAMcBcGHM8RL3jbfFyTRuV5PrXhGON8WBcVkl8KgqGtw8PvMV1DIlM7v1Zt0oi5a3mFLJjgJkW10sFAUN1qAP4hl4sWoDpOOZfrm5bjUIVEH2VlsdbgGugQtSTQDoxajjmT5pUXVxXEZO2/GGFLV04XzDOtq2HGxd2ZTGyik72S5AZJULRUGDNTwcZ6X/vNVgwwWNfQHEcQBcGHVcCMQb60oxZ1v9JvnJ02VbXTleoR46e1mZGtF87aY0Vk6pZJVJ/oPgaXKhKGiwhtVWFw16h+PqY9ZlW/2m+k8x/AXgOAAujDq+RSfO+EG3pVjTaL2qNK2LDnerz005LjvD5TJ1koy/XRTH1Ov3xJR17swuQPbDyWyqoMEavA2v+tycjqvj/1frrVfsgka/ABwHwIUp18DQofnVySevIuFL1v+UMeA4ABOZdp3bZR6DX4lqYzxpGhdWvRzHdW4ATALXsvr7lDAKASAOMCbF3weEUQgAcZCQsaVwHAAPEnKPiIgdD3pLqvgIoxKAniTkXk9ROx5GmVGi3QaD8EjIPRsjd1x+bBhFR4I+WwpCZ+yPH8/D+MLA7zcMoZq0U0a7DQbhMf7Hj1vVwPj+hkevJhXHwyg5GiY1dEDCcdlP43Y1KP6/4ZGrSSO7JXA8xbjtrXHLGpAZvuFRq2ksjreX5N0as+ap98VE/iXDuDByDbC6l1XTaP3eyBV7Lne5ohH87vfAcb3cb9r2T6ggkHC0i0gzE0Uc/96SvCNr++xhVz4Qicb2jNzgSt3LyuWWVq53uarVxQ013BbAcTADcDxIIfbs8u7O9kqnvaTuupx9sMcjepfPWHLK+1LRHa1a98W9rK5Yt7QS97xi3ne5qtWNhrqLjhjr+2rdePklGjwwfMsrebOsqdsPx9MLHA9SiD3Lozb/af/gQ+l4jhzvOBxX96USQ2PV+Hj1Ju95NeEuV7X6X238F4fjPJGbfVlODm55JYqevv1wPL3A8SCF2LM8iOfoqcRdp+M0pRxX96USd7Qadlzd5cL7Lle1+g/7f+VwvCwG+so72zlueSVvljV1++F4eoHjQQoZzObeO01Od51tdZFDHjOrQ3JxJww3xyfc5UrcQ2/YcfvulY5bXomip28/HE8vcDxIIYPZrin62MhxbjcdjPPWO59RfW7qvlQujst7Xk24y5VIEHP5rRHHnbe8guNgCnA8SCGD2f1legK55Tj78dKp98WMOHf2X637UkkR5b2slNDWPa8873IlAjhf97Jx4f6I47LPzVn01O2H4+kFjgcpRLtag+MpRru9dWbgOIPjqUa7vXVm4DiD46lGu711ZuA4g+OpRru9dWbCcXyEMMqMEjieYrTbW2cGcZzB8VSj3d46M3Nx3NQMOJ5i4HiQQiaVaYbxeWEDx1MMHA9SCBwH+gDHgxQCx4E+wPEghdDs9ls7rlmdjmdelCO7K4Yao5LfsqZUhtcLtbUCT/2jtcJYsiOhdqPI8udGbhgxnEU8NtYw3B9ACcdTDBwPUgjNtm9PdTzTlwNIM+8Wa9doKr/VoJlBDqnpiKxuCfXqVMc5Ta9r1+F4ioHjQQqh2WVz9+0OY91e+85ps0fDUkwxPPZrTbcAACAASURBVIUcJ9eajfz1j2Qcp1B9rsiDurDy979Ncb3KapfOt+4b6/fWPu4bG79co/Ep/F9Cky/icZ0nF/hkg9Uu9inv2ktFXoQsiK9ofHXLaNB7ldmF0coNVqI7xFSdi8QGw/H0AseDFKLiePvu3v7yQfvsIb3ysJ6joePkuHTRbqtXuGilspqQi/k8tb/5lPXzMY/vzSqflP8Lamv3rq3KBoBIuHdz4PgN8bMmBrGVB4WJ/y08PyXeKNqLxAbD8fQCx4MUohyXapPd2U6XTkPT7SJEW/1ysXaTeTpeoQPnBhnocPyebHnXaMSoSNgUaymt1wqXf2o7bq1xjSL3oDDhuFSbZq1FYoPheHqB40EKsY7Hu71shynHe2qZcLxSFU5nnG11Zh9BS9VdHa9siODt4njtZfFmLR04bhcmjxEqVYrm0nH7NlBwPMXA8SCFWI5vv3Bnj6m2unhlyvHMJ5+Q3crx4T63fmPQkh5pq1fWN8VN1Z1tdctxumEEL0W00pXjsq1uFyYdz7x7aZWpRPEqNhiOpxc4HqQQce5sZZfHbx69XfrceAAWIZQcp19x7kzM9EXjWXaTcS0zfepcU9JSnxvP8LN+WSY3aa2B43TIXTIuvDFw3NnnZjvOD+oZQ58bsIHjQQqxZvfPHI6dRIv7GhhxVDB6Wg2Opxg4HqQQNdsVkXuxHK+IyA3HgQ0cD1IIrmUF+gDHgxQyessIJ+akhbEBx9MLHA9aSDgPW42SMCoC6AccD1pI3MbOThgVAfQDjgctJG5jZyeMigD6AceDFhK3sbMTRkUA/YDj0RUCQBwkf+eF4yDdJH/nheMg3SR/54XjIN0kf+edm+PbK6a5u9OlF/EY8vaSHEAOwEIBxwMXsv3OHst16BHkNLCUsfavwvgkAEIGjgcuhBwXd4b49DBL8RuOg4UEjgcuxIrj7ds7OVO21R/shfFhAIQJHA9cCB2P9+TQ0tyBjOhZHI+DhQOOBy6E4rgaPc4FF47n4DhYOOB44EKk41m6Hev+Mm+mZ0UPOwALBhyPrhAA4iD5Oy8cB+km+TsvHAfpJvk7LxwH6Sb5Oy8cB+km+TsvHAfpJvk7LxwH6Sb5Oy8cB+km+TsvHAfpJvk7LxwH6Sb5Oy8cB+km+TsvHAfpJvk7LxwH6Sb5Oy8cB+km+Ttv1M8t1YswKgcsNsn/I0f9/HGtSMwXAd4k/488H8cTEgX1/wZgKsn/IyOOTyAxXwR4k/w/8hzjeBglx4uB55kmnwTsp1NAHJ8AHE8BidlbPYkkjreXDsR71jz1vpioG0brirX01mthbMM8gOMpAI4HKWS0zO8tmcLx9tnD7qlDmqqXWbNVlEvzW9UwtmEewPEUAMeDFGLPLu/ubK906GmGwvHsgz0e0bt8hjue6TfYZcN4+ftbhrFeqNQdgX1hgOMpAI4HKcSe5VGb/7R/8KF0PEeOd5TjPHxXuNutIsXxWv0K27QC++IAx1MAHA9SiD3Lg3iOHpzQdTpOU9JxduvNulGmiaY4gC+HsS1hAsdTABwPUshgNvfeaXK662yr05RsqzdbVzaV44sXwwk4ngLgeJBCBrNdU/SxkePcbjoY56132VbnTfPSxmpTOl6r32TNjdUwtiVM4HgKgONBChnM7i/Tswwtx9mPl069L2bkubNa3bhYb/CG+nphs24sYCiH4ykAjgcpJDG1BsdTQGL2Vk/g+ATgeApIzN7qCRyfABxPAYnZWz2B4xOA4ykgMXurJ3B8AnA8BSRmb/UEjk8AjqeAxOytnszFcTMhwPEUAMeDFHK0Ms0jrR0qcDwFwPEghcBxoA9wPEghcBzoAxwPUgjNbr+1E7Awp+OZF+U17BU1KI2/D655zbxeEO+1Og1aa/3eWmGonBJfo7ReYLW1e2sfv16o0WKPrF7A8RQAx4MUQrPt2yE4nunLcSqZd4u1azRVqXJPr6mxK7WBqc3GeDk8LfP6H6yKZTyrldstqxdwPAXA8SCF0Oyyuft2h7Fur33ntNmjYSlmz19h5DiJ2Gzkr38k4zj3M3+uyIM6OU4BumkY1fwW3T+GT6j8PF5fOm98dctoMJFau8lqrzTL7HKxxtPXaaFX1kyfR3cX9+F4CoDjQQpRcbx9d29/+aB99pBeeVjPHfgqjByXUtttdVKbmt5iglvKF/MlKjjTAiXujWKN//C2OaXyHM1ypSEy8hS+RJTmlpUNGv7DXwSOJx84HqQQ5bhUm+zOdrp0urnjqzDRVufB9ybzdJyOq1vcUArjIgArcYX0tbVNmXr5p9dXM6/fu2kvEf82XLPaB/4jXwSOJx84HqQQ63i828t2mHLcZ0OdKccrVRldnW11phwvlSsbq3SIzh1Xt3QdEVemNn/4eiF//b80Jjous8rSx78XHE8+cDxIIZbj2y/c2WOqrS5efRUmHM988gnZrRwf7XPjbxURx3l7O79VHhX3nkytvUERvlWc5LjKWnK/lRwcTwFwPEgh4tzZyi6P3zx6B+pz48FaBFhynH7FuTPqc5PnzjJ942f9cqY/2uemxFWpmT43l4d8vuTj/vo9V8dlVtnk5+XLn8EXgePJB44HKcSa3T9zGOAkGq6BAVECx/0VMoJM7YrIDcfBQgPHgxSCa1mBPsDxIIVgbCnQBzgepJAFiOPhNAbgeAqA40EKgeNAH+B4kELgONAHOB6kEOes3a0uTqSNMdzr3r7NpJ75LXGGWw0ppVPWTcMeNuJIdc4PAceBT+B4kEJcy3Q/h+bheLPKNS+ry9usEaZqUOlI6uAiOCdwHPgEjgcpRFzLeue0+bfLZqd9++HzK3SiPNuxkliWrnnL7e7sLw8Wt5fMB3u244QYXpY/V7RHmKoLTkdSBxezO4HjwCdwPEghwvGzh/Rz++Hth3f3tt/ZY58eDpJ2KCHXyfV45JaLt184ZNme03E1WpzElq1y6yYPw6mOQWlO4DjwCRwPUog1fpx+HpLS/Fice2wl7fCYfeqQ7S/v7rC2Wizb7A7HeQt8xOaSuokDHAdhAseDFOLmeLdnJ334QITt9hIX3cvx2o3iyJ0ixEvJMKrOVOf8EHAc+ASOBynEzfHcwcDxHuueoqGm3d0dy3GSvrv70HJcdqJZvWlCb/vubUOpDH1u4GjA8SCFuDj+8zOHdtIvVsznVt5f7jGW61mOj/S5leSZMudZMut2EB7nzkYGhsJx4BM4HqQQXAMD9AGOBykEjgN9gONBCoHjQB/geJBCMLYU6AMcD1LIAsTxcIDjKQCOBykEjgN9gONBCoHjQB/geJBCRsvcfmtnhseYOh1Xzxm1rmIT90g2qm5rzQU4ngLgeJBCRstUT0TyyUgcH33OqLjKNSLgeAqA40EKscaW0ohS0+ztL5vvnTZ3d8RjFHj6g9+Vw0k9sB2vCLstx+WcfDBCVMDxFADHgxSixpbKZxo6B5yxHD0UibXlaFMPJjqe35rh8eFHBo6nADgepBDreWf0REMaRioFl48upfS2vETdA+V4RR16S8etuVJ0B+MMjqcCOB6kkIHjXTGMVDkumue+HXeN4811l6eEzw84ngLgeJBCBm31rhhGqtrqVus9uOOVDbenhM8POJ4C4HiQQgZ9bts0jPRge2X3FytWn5svxx0PD+WOW3N0t1acOwPhAseDFGK11YOBa2BAlMDxIIXAcaAPcDxIIbiWFegDHA9SyOjjyGfDPNrqoQLHkw8cD1rII4khjAoCiwscD1pI3GaGRxgVBBYXOB60kLjNDI8wKggsLnA8aCFxmxkeYVQQWFzgeHSFABAHyd954ThIN8nfeeE4SDfJ33nhOEg3yd955+b49oop7/3ifAnjwwAIEzgeuBC600uuw9j+8oF6YbmDMD4MgDCB44ELIcfFbSE+PVQvE8aTAhAXcDxwIVYcFwPQxKjxJe/7NAIQF3A8cCF0PN5zKM7JdsL4MADCBI4HLkTeedWpuAjrACwWcDxwIdLxLN2L1XpBvzpYPOB4dIUAEAfJ33nhOEg3yd954ThIN8nfeeE4SDfJ33nhOEg3yd954ThIN8nfeeE4SDfJ33nhOEg3yd954ThIN8nfeeE4SDfJ33nhOEg3yd954ThIN8nfeeE4SDfJ33nhOEg3yd95F++5pTEQRh0ATUn+X3/xnj8ePbptLwiT5P/15+O4XuFRmw0FcyD5f33Ecf22F4RJ8v/6c4zjYZQcCQYeT5pi9NlPg4I4DsfTjW576+xEEsfbS/IJKVnz1PsypVZfL4yWUtpYZSzTr46XX6uXw9hML+B4moHjQQoZLfN7S6ZwvH32sHtKPiulabSKo6VUjLJ6iRg4nmbgeJBC7Nnl3Z3tlU57yZSOZx/s8Yje5TOZ/s/6DYrPr9aNhvUmQjgP5pW60brC5y7WN1av1o0LRRHHv3KfUmv1i+eNm2Fss3N74XiKgeNBCrFnedTmP+0ffCgdz5HjHXKcR2tqmdfq1cKmUVZv5DefrNWvsM1WMdPnrflavcFK6wXuOE01ZdbmeBPgiJsPx1MMHA9SiD3Lg3iOHpzQdTpOU9xbapRTfM70G+qNm9/g/jbFwXxZRPVM32i9/GXK1+T/EkRWng2Og/CA40EKGczm3jtNTnedbXWa6pPG1VHHM/0L59etME0JjOVvvcGP3OE4mBtwPEghg9muKfrYyHFuNx2M89Y7nyFLRct8XbbVxRtPMsTR+U3Gjc7IA/YGuyocF211moLjIFTgeJBCBrP7y+J5xMpx9uOlU++LGTpxxlvm1NnWeoWpN0oifTfr9CbjOE2/IuL9LdXnBsdBqMDxIIX4LlOd957z6e+pwPE0A8eDFALHgT7A8SCF6FZrcDzN6La3zg4ch+PpRre9dXbgOBxPN7rtrbMDx+F4utFtb52duThu6gUcTzNwPEghRy3TPOL6swLH0wwcD1IIHAf6AMeDFALHgT7A8SCF0Oz2WzuBi3M6nnlxVbxXDPvmEaXGcPb8lkhojt5ZprbmSKjVaRiM+1WwcDzNwHF/hYw/k6B9OxTHM/0N4Xjm3WLtmrS99vL11eH8FbI7vzXtYrlmw2MBHE8zcDxIITS7bO6+3WGs22vfOW32aFiK2fNbHDlOQjYb+esfyTjOY3L+XFEE9VK5yW2uXTpPg1PFK18iclQMmbTxwZYYwLZWaIr3i32jKoukJkClKtdiIrvYXjieYuB4kEJUHG/f3dtfPmifPaRXHtZzBz6LI8el1HZbvUK3gRKBmidQI7x2o8gjt3xlTVraoOQSJVFuke3etVXZABClcMf5pL2WzC62F46nGDgepBDluFSb7M52unQeuuOzONFWv1ys0X3bxhynAM+nyNBmQ75SJv5TocMEkcQPvqv0b2JTrGX9u+AZpdpyLZldbC8cTzFwPEgh1vF4t5ftMOW474Y6U45XqsLpjLOtzsTdnzjrhSHHqf1eFf8HrJ42bnnZxXGep9lQ/x8q9k2e4XiageNBCrEc337hzh5TbXXx6rM44Xjmk0/IbuW43ecmzOTKDrXV+UH4G0U2aIJbbXfVVnc4nnn30upwO5/B8XQDx4MUIs6drezy+M2jd8A+Ny6piLPkOP2Kc2eZFz+4rpruzj436lSXd5ahJIrjJRXqm7SW03GhP/rcwAA4HqQQa3b/zGGgk2h+roFRTfK1saetTMbqgh9KhONpBo4HKUTNdkXkXijHKyJyw3EwAI4HKQTXsgJ9gONBCsHYUqAPcDxIIXHF8aDrwfE0A8eDFALHgT7A8SCFwHGgD3A8SCHOWbtbXZxIG8O11124WjKMjdXxZZOA42B24HiQQlzLdD+H5um4vHJ1NuA4mB04HqQQcS3rndPm3y6bnfbth8+v0InybMdKYlm65i23u7O/3FGOi6vg2jKjGnd2bcYgzuA4CEI6HR+95YPz3g9+ChGOnz2kn9sPbz+8u7f9zh779HCQtEMJuU6up+K4HHnalhmlq5X/vW5Uxz9pInAczE4qHff+0l5LPMaP089DUpofi3N7raSd9hI9snh/eXdHOS5HnrZFRqZc/cMCa874GDQ4DmYnjY5P+s4ey3w43u3ZSR8+2Nt+4ZC1l7joynHRRB92nE24OZMHcBzMTgodn/yV3Zf6cDx3MHC8x7qnaKhpd3dHtdWte8UMHKcxpIjjYP6kz/Fp39h1+XTHf37m0E76xYr53Mr7yzx253q82U7dbbLPbSiOl9RNWmYAjoPZSZ3j07+wWx8croEB2gLHJ6wAx0ECgOMTVoDjIAHA8QkreDt+RMyI14PjaSbNjhvk8OBlPIen48QjuhFajQK9SIHjI7ilDS+0FrORBcPErezMRFvtYGFIvuMjII6DlJFmx6fmgOMgAcDxCTkmOg6AHqRu54XjIGWkbucN5To3APQhfTvv1OvV4ThIFCnceaeMO3PtoHJbZ3vFNHd3uvYLY+27e6FtJQAhkULHJ48fd++EdnVc3OqFMfG4UnoRTzEFYMFIo+OT7gPjcaLJy3Fx74dPD8XL/pmf/zc4DhaOVDrufZ2b17nkSXFc3AWCv+QO9uE4WDzS6fi0C1jG8nsdj/cGiu8vm/yofP6bDsBspNTxyZKPZ/eK4wPFKQVxHCwgaXV8kuQuub0dz9INV8ULHAcLSWod95bcLXN6qwloD3ZeX6CagLZg5/UFqgloC3ZeX6CagLZg5/UFqgloC3ZeX6CagLZg5/UFqgloC3ZeX6CagLZg5/UFqgloC3ZeX6CagLZg5/UFqgloC3ZeX6CagLZg5/UFqgloC3ZeX6CagLZg5/VFyM8tXQziqUoQNfhD+yLk548vBIn4EmA6+EP7YszxBERCvbce+AZ/aF8gjgNtwR/aF+5xPJ5tCQsDDzNNB5rvp1GRyDgOx9NBIvbW+TMtjreXDsR71jz1vpio88U3raW3XmO1enn+WzkbcDwlwHFfTInj31syhePts4fdU/TUFMaVrhhK6/xWde4bGAA4nhLguC+8HF/e3dle6bSXTOl49sEej+hdPsMdr9Ub7LJhvPz9LcNYv8cTvnLfaF2JdrsnAcdTAhz3hZfjPGrzn/YPPpSO58jxjnKcx/HKeqHSKlIc5211cr5pLE6THY6nBDjuCy/HeRDP0VOJu07HaYofj7de4Ufib9aNsnK8ubHKMv1GlJs9ETieEuC4LzyPx3PvnSanu862Ok2psN26sgnHQbzAcV94Ot41RR8bOc7tpoNx3nqXbfVmq1jaWG3ajkvpi9Fu+ATgeEqA477wdHx/mZ5AbjnOfrx06n2mHM/0q7W6cVEchYs+t1vocwMxAMd9gWtggLYkYm+dP3AcaEsi9tb5A8eBtiRib50/cBxoSyL21vkDx4G2JGJvnT9wHGhLIvbW+TPquJkA4HhKgOO+CD2Om0cu4cjA8ZQAx30Bx4G2wHFfwHGgLXDcFy6Ob7+1c4QCnY5nXlwV7xXDHnlaGh26UlsrWJP5rfJICs3RjWesW1FkXi+opSLZcL9IHo6nBDjuCxfH27dDcjzT3xCOZ94t1q5J22svX18dzj/u+PhyXsBYZsaaXiPd4HhKgOO+cHF82dx9u8NYt9e+c9rs0bAUs+e/QHKc7Gs28tc/knGcm5k/VxRBvVRuco9rF/sUmivGxt+V+cKKCNRN48L5cu3S+Y1frv1IrM9EutC6VOaLjWp+y1i/t1bgkw35KdQqqFT5SrI4Fe/heEqA475wj+Ptu3v7ywfts4f0ysN67sB3geS4lNpuq1eqwlImEshZHtX5FI/OmT53nFvLF/M0GqZ6o8hECl+/JtNlHOdvcmW+9NqqCOzccb4SD/58JXoV2cWXgOPpAI77wt1xqTbZne106ZRzx3eBoq1+uVije7eOOU4Bnk/VhhzepCPrhlwk/gOsFcT6FZEuDrwb4gC8VRSOb6ri+BpSbVqp2ZDZxZeA4+kAjvvC43i828t2mHJ8hoY6U45XqsLpjLOtTvN98nC9MOK4aGEPOS7Wr1TVyhS1KxurMpoPOc7zUDSXjtv3iIXjKQGO+8LD8e0X7uwx1VYXr74LFI5nPvmE7FaO231uQkNpNx2gW2112dTmLfC+5bhYf9AE58v4qhUVxx1tdV70JTujeBVfAo6nAzjuC7dzZyu7PH7z6B24z43HWRFUyXH6FefOMi9+cF013VVgrxgb33X2ubXuW47L9R19busf942f9cuZvupzI5dFv3qTZ0SfW0qB477wuAZm/8xhwJNoM10DI5vwR0AUMHxCHY6nBjjuC2MEmdoVkXvOjtPR+RFv5loRkRuOpxQ47gtcywq0BY77AmNLgbbAcV8sXhw/ekMAjqcEOO4LOA60BY77Ao4DbYHjvpjguN2tLk6kjUHXuJ4aWtC+zazr3KzBpHLC+ToVOA58Asd94SeOu59DG7/G1XbcvrBNTjhfp28RHAc+geO+cLuW9c5p82+XzU779sPnV+hEebZjJbEsXfOW293ZX1bXsctp1l4yH+zZjtsXqNsXptuv07cIjgOfwHFfuDl+9pB+bj+8/fDu3vY7e+zTw0HSDiXkOrmeaKvv7sjp7RcOWbZnO24PNJMTztfpWwTHgU/guC88xo/Tz0NSmh+Lc6utpB0er/kx+P7y7o7VVhfTsjUPx0GkwHFf+HCcy2wlffhgj0J2e4mLrhwX0yOOo60OogCO+8KH47mDgeO8iX6Khpp2d3ek43KaxO/uPkSfG4gSOO6L6Y7//MyhnfSLFfO5lfeXud25nrg/jJoe6XOzBpOu4twZmCNw3Be4BgZoCxz3BRwH2gLHfQHHgbbAcV9gbCnQFjjui8WL40cHjqcEOO4LOA60BY77Ao4DbYHjvpji+PZbOzM+xlRcy2qsF+gRhUaZleQNkekxJjzNepApJZdpOaUOzptbqazSYM2yOsv+esF63Ip73lq9KmZYyXqKKRxPCXDcF1McV09EmgHrenVCXaTeYPRko+rgQaassi6uaxXLB9e/2anNi3+w/qOyWsB9l5e5u+cVDz+siv8e1oNM4XhKgOO+8BhbSiNKTbO3v2y+d9rc3RGPUeDpD35XjjadwLDj4rXBLhcpzX6QqXqwqXR8cB27nUpPRmiW1YL89VVZnldeYbZwXH0sHE8JcNwX7mNL5TMNnQPOWI4eisTacrTpBMYcL8kgK9KstjpF4S3l+GA8mp1au9lsNO2Bas0yb6/LUl3yiucTs6a4WHZd3mcdjqcEOO4Lj+edZcVtH04dSsHlo0spvS1GqUwqcNRx8bCitcKw4/wAuvXmmON2Kk07HG/I2O2a98pWefBZ6mEKcDwlwHFfeDreFcNIleOieT6T46Kvjbyz3LMdV71wIgQP2upDqTRht9WpMS7a4x55lfN0WI44ni7guC882+pdMYxUtdWt1nuAOE6Mt9Wr9CzSsT43K5Vmmlafm3pg+Wifm51X9rkNjszheGqA477w7HPbpmGkB9sru79YsfrcAjkujJV9bmz43JnV7z58PozZjqsF+ev08NOPXlz1yCseXC6enAbHUwYc94VHWz04bnHcOnc2inR8PJVem9a6Feu5hx557eWy943B8dQAx30xH8cH18Ao1DUwQ1jXwIynijWsdv7rVgaPvJm+9R8F18CkDDjuC1zLCrQFjvti1PEjYx69iCMDx9MBHPeFSzU9kgiir0oQNXDcF3AcaAsc9wUcB9oCx30Bx4G2wHFfoJqAtmDn9QWqCWgLdl5foJqAtmDn9cXs1dQ1H+zRHSQ6c9gaAGYAjvvCrZq2V8STxdmnh3QzGJMeNX5qMA6leyDf4DiIGTjuC1fH39ljuc72ihQ726EbwAyA42BBgOO+8HK822NyECmfyQ7pDMfBggDHfeEdx5XjXPCcibY6WEDguC+8jsd7TDoufD9g4m5POXGUzh2nCTgO4gaO+8IrjjPlOLXT6bZPgxsuI46DBQGO+8LbcYrmB2Jyf1mcLlPAcbAgwHFfBDg/DsfBYgDHfYFrYIC2wHFfoJqAtmDn9QWqCWgLdl5foJqAtmDn9QWqCWgLdl5foJqAtmDn9QWqCWgLdl5foJqAtmDn9QWqCWgLdl5foJqAtmDn9QWqCWgLdl5foJqAtmDn9QWqCWgLdl5fhP7c0kUhnuoEUYI/si9Cf/74gpCYLwK8wR/ZF2OOJyQK6v8NwFTwR/YF4jjQFvyRfeEex+PZljAx8OzS5JOA/TQKEhvH4XjySczeOl+mxfH2krx9W9Y89b6YyL9kGBeKw2vdeo3V6mXWNFq/x99clgxRqxsN8VoeytUY2bKKMbLeTMDxFADHfTEljn9vyRSOt88eduVzFLbWC6zZGpI8v1V1vLksGYbbTWUYtsOUC46DmYHjvvByfHl3Z3ul014ypePZB3s8onf5jKV3pW60rrBM/2K9dd8w1u/Vr2yJtzK7WjduFthlw3j5+1bSV+5T5lr94nnjJn97tVXMb73KHRaF5GWuS3w1pnLyMlpvwnEwGTjuCy/HedTmP+0ffCgdz5HjHYfjtfoVttkqZvo8JMs4XFZvlVaRB+XKeqFCJoskCtJNg79VC01a+sN+o3bjLylBFCJzqWUiZ8Vo5EtwHEwGjvvCy3EexHPiyUdOx2lKOd4Ux+3lTL/KRhxvbqxShltv8gNuR1KGe80FFv8Brmyt/2h90yirQqy2Ol+mctIb2upgCnDcF57H47n3TpPTXWdbXeSQ5qlDcu6ju+PN1pVNT8dJ7gZ3WBUCx0Eg4LgvPB3vymeVkuPcbjoY5613PqP63Gr1m4yb6OJ4haJ7o7Sx2rQdFy1w2RCXjtfqrWKF2uqiEIfjg5xoq4NpwHFfeDq+vyweY6gcZz9eOvW+mBHnzv4rY5t1g0dh4ThvuFPPmhKa+txeLtTqxkVxbC363G6pPjfL8fzWxirFaVmIzCWWqZzocwM+gOO+wDUwQFsSs7fOFzgOtCUxe+t8geNAWxKzt84XOA60JTF763xJ6u1T4HgKSMzeOl8Qx4G2JGZvnS+jjpsJAY6nADjumQc9nAAAIABJREFUixniuDnXDQkZOJ4C4Lgv4DjQFjjuCzgOtAWO+8LF8e23dlyzOh3PvCgGl7HK4E4PpdGbPNTWCtZkfqs8kiJTjaHrVTOvF3gOnvpHQ/lk8uiKVe/F4ovA8eQDx33h4nj79lTHM305gDTzbrF2Tdpee/n66nD+cceHyW81qIDRFcaEHUugFVmp6rVYfhE4nnzguC9cHF82d9/uMNbtte+cNns0LMUUw1PI8WaDfvPXP5JxnMLuuaII6qVyk3tcu9inCFsxNv6uzBdWRLxtGhfOl2uXzm/8cu1HYn0m0oWcv/9tNXPpfOu+sX5v7eO+wfPRmBb+b6TJF/GgzZMLNBxVFS9W5B/K17EXj30vOJ584Lgv3ON4++7e/vJB++whvfKwnqOh4+S4lNpuq1eqJDdNkXLcNB7V+RSPzpk+d5zcK5V5Gg0nvVFkIoWvXxPpFRmJ5YxcXLB+PubxvVnlk7JcvuK1Vdlo4AliRSrmRpE3EOQqY98LjicfOO4Ld8el2mR3ttOl0810uwjRVr9crN1kLo5TgOdTNYfDtbVNunKuIReJ/wBrBbF+RaQrx+WMWmz9qMhco7GnImGzqgrhxduO80zNBhxPLXDcFx7H491etsOU4z21TDheqQqnM862Os33ydT1wojjwuIhx8X60m5l5mBmzPHKhgjeo47bbXU4nm7guC88HN9+4c4eU2118cqU45lPPiG7leN2n5sjtNIButVWl41p3sDuW46L9WUjW/S50d0bVYt7tK1eWediV1QcV211UbzV54a2esqB475wO3e2ssvjN4/eLn1uVn82OU6/4txZ5sUPrqumuwrsFWPju84+t9Z9S2K5vkyn4N9ggw64TJ96z5Tm1OfGM/ysX5bJ4n7sqnh17kz0ucm1Pn5R9AO8aHftw/EUAMd94XENzP6Zw7GTaDNdAyOb8PPF/ayZBI6nADjuC3fHuyJyB3ZcBeh5A8dTDhz3Ba5lBdoCx30x6vgEzEkLFw44nnzguC9cqumRxBB9dYIogeO+gONAW+C4L+A40BY47gs4DrQFjvsC1QS0BTuvL1BNQFuw8/oC1QS0BTuvL2avpq75YI+xrBhuCkCMwHFfuFXT9opp7u506aW9ZJodPk9aK7oH8g2Og5iB475wdfydPZbr0CPID9q/4vPZDv1YwHGwIMBxX3g5Lu4M8emhcLy7u5M9sJfCcbAgwHFfTIrjdLunJd5M52313cEINDgOFgQ47guv4/GePbQ028kdiFtGsJxQnTtOE3AcxA0c94VXHB+MHs91cjgeB4sIHPeFt+NZuh1rljrX0a8OFhI47osA58fhOFgM4LgvcA0M0BY47gtUE9AW7Ly+QDUBbcHO6wtUE9AW7Ly+QDUBbcHO6wtUE9AW7Ly+QDUBbcHO6wtUE9AW7Ly+QDUBbcHO6wtUE9AW7Ly+QDUBbcHO6wtUE9AW7Ly+QDUBbcHO6wtUk4aYoxwTjCVrnz6lHrDz+gLVpCHKicQDx0MB1aQhcbsXFXA8FFBNGhK3e5ExpR6w8/oC1aQhcasXGVPqATuvL1BNGhK3epExpR6w8/oC1aQhcasXGVPqATuvL1BNGhK3epExpR6w8/oC1aQhaTl3BsdDAdWkIWlxHOfOQgHVpCEjjj+29Lh4P24+8aSV8tTTo8JYuSQnzMddUo8de2blOU/lHlsyT4rX4VVO0BVpdtJn/pFjUWZZXK520rPIycDxUEA1aciw459R0j3268+eeOJZkcRtf3bcUDfHR5niOP/Xcdwcddz5WZnlkfVPjG+Jb+B4KKCaNEQ5vvzU08+snOTmSemOn/os95jkfWblH6+IiPuF0+bzx45ll574bfNxcvzEkgj1MuGZlS8snfonS0/KYtQyy/F/9jsqp/n5Z623x5Y+98SzmeXP8U/4TdP8raf5PEV2abH8MArcT/0GL/iJ36FSnxOOZ8QnPKeyWxsBx6MC1aQhph0i+c9j//yL0vEcOX6SHOe/fIZr99zTx3ke88lMTjj+2NKTx75ICScp4ZkVHpXpv4IsRi5TjvOCeMB+nN5yTz1tv/0f/F/Kr/+f5uMnnnparPLc0/yzqa1OHy0+jOK4KPg4LX9cxnE5rbKrD4LjkYFq0hDlOI++OTruPuF0XExxBXkazXHFeHynLNyy4+Lo+HGVIHTmqbIYtUw5Tll4+jMr5hO/9bvH1NtjFPP/r6foX8pnfntJtgx4JiuOn5Qx+znZFnhm5fHjYuP4UjmtsqsPguORgWrSEOt4PPf50+T0CWdbXbhPFj3n4rgMn7bjJ+VRuihGLRt2/FjmM/+CDu3lm/wvQS2F4088+cVJjtNW5f7l8slj6nhcTFuO+z9Ah+OhgGrSEMvxE7JrTcbsx1Wz25Qqq6h+Yrit/rz8T6Da6spxUYxa5myrk9Unj2Udb7wE8Qm8cNGSf0q01d0dtzaOXtUnPCXb6uKD4HhkoJo0xHJcdWIrx6kr7Uk+Q51olHhSaUe97J+TUfeLS0I8q89NOS6LkctkG+Dksc/IPjdK/FfWG8+bWT71WdEmML+wdJI60XiyOHfm+LCnfkM4Lo7KlePq0F9ktzYCjkcFqklDZrsGhv4FZI9wBsuT0XPrw/zrlZPD05OzuwHHQwHVpCEzXuf2m6YIxqEzUdrj5uc/OzwNx2MC1aQhuJZVgp3XF6gmDYHjEuy8vkA1aQgcl2Dn9QWqSUPguAQ7ry9QTRoCxyXYeX2BatIQOC7BzusLVJOGxO1eVMDxUEA1aUjc7kXGlHrAzusLVJOGxK1eZEypB+y8vkA1aUjc6kXGlHrAzusLVJOGxK1eZEypB+y8vkA1aUjc6kXGlHrAzusLVJOGpOXcGRwPBVSThijHjdCI12RPcO4sFFBNGmI5HlZ5cDzRoJo0BI6r7Q6rApINqklD4Lja7rAqINmgmjQEjqvtDqsCkg2qSUOcjju7zoKWB8cTDapJQ4Yct1Odjuf/TYH/iKlzRVYqDy0ZKw+OJxpUk4ZMd7xSpR9F5sXVoSVjwPFEg2rSkEmOZ84bF4q1unGxbjSa//Z8gztdu/SS8XKB1dYK+XO/x5O/xLN8mTK2VHyH44kG1aQhkxy/fIVdrbLLRfoprRdYs8GaG1/O8+Y6n+IR/XKRWu+bVdZ8hdWuqTXjVdkTOB4KqCYNGXbc6nCTjv/+H7xab+Svr9IPl5mOxelwvNmguUqVJ1co93qh0nrNOjKH44kG1aQhE+J45dK/+/eXy7xZzn8yrxeoy02pTkflzQZP5vFc8IeXbxTVmvGq7AkcDwVUk4ZMcLx5k9VuFCsNRj9VRgfhtfoVtsnjdpXdkkvWC186V6xUC+yysh2OJxpUk4ZMcJy63N4ofqXe4D8UsKmD/atbso+t9UevF3gyu2y0rrD8SwZ1xMk141XZEzgeCqgmDZl+7mw24HiiQTVpCK5zU9sd9AunC1SThsBxtd1Bv3C6QDVpiFIAY1LCqoBkg2rSEKVA4h3HvZ5CAdWkIcqA8BxfOOB4iKCaNCRsxxcOOB4mqCYNgeMqWyQboz2oJg2B4ypbJBujPagmDQn7Xk8LBxwPE1SThqTFcZw7CwVUk4bAcZUtko3RHlSThsBxlS2SjdEeVJOGwHGVLZKN0R5Uk4a4Oh73ZStHY/gLwvEwQTVpiLvjMW1MKMDxOYJq0hA47roWcAfVpCFw3HUt4A6qSUMS6PgjHMcsHA8RVJOGwHGVba7blBhQTRoy2fFavTy2huDWa4zlLxtGw7vkiuGx7pyB43ME1aQhweJ4fqvKJW4Vm62iZx44nkBQTRoyNY7X6hfPGzf51Kt1HrUpsJc2PtiST0cpiixiAavU6TbM1tvVeutNOJ48UE0a4sPxaoGHa3rbNMrS8VURxzP91s0CsxdcYZuUTbxVjEa+BMeTB6pJQ3w43qBWOcmd6TecjvMD8rq9oCkuMStbbxuraKsnEVSThhzFcWalkOPyyNx6g+PJBNWkIf4dX5dN8kZ+Szle2vgyn7UX3CSz7Te01RMJqklDjvl2/NV66xXGLhsX7vMg3TTWC5nz9Jgza8Fm3aAYrt7Q55ZMUE0aMtnxAZ5nyj0XxIW747jXUyigmjQEjqtsc92mxIBq0hC/jusDHJ8jqCYNgeMq21y3KTGgmjQEjqtsc92mxIBq0pC0jDuD46GAatIQd8dNjcG5szmCatKQmeP4NFliB47PEVSThsBxlW2u25QYUE0aAsdVtrluU2JANWmIp+Pbb+24r+CYzry4Kt4rhn3damn0zjC1tYI1md8qj6SMzalyXy9QmV4Xw+a3/qhOw9vcb1ABx+cIqklDPB1v357qeKa/IRzPvFusXZO2116+vjqcf9xxz+XONCqwdsP9LjOinKbXbabg+BxBNWmIp+PL5u7bHca6vfad02aPT5j0Kh0nv5qN/PWPZBznSubPFUVQL5Wb3L/axb5BN4MyNv6uzBfykMznmsaF8+XapfMbv1z7kVififTa2j2Rmy8Rc7yon24Z6/ek+jJV5mSOcsT61GaoVIeyMDg+V1BNGjIpjrfv7u0vH7TPHtIrD+u5AyYdl1LbbfUKDTQVIZonUFzmQZhP8fCe6XPHSddSmafRKDYemkUKX78m09fuidx8CY/PtcESgxoJdqrIOShHOM4naaEji9h4OD4/UE0aMslxqTbZne106dRzh6m2+uVi7SZzcZwCPJ+qDTm8ScfODblI/AdYK4j1KyLdaXyzMVhTHgrIVJmz4ihHfJRU25lFbDwcnx+oJg2ZeDze7WU7TDnes1agl0pVOJ1xttVpvk+mrRdGHBdt6CHHxfqVqlx5xHE6ulfH6GKeBK7KDx2UI98rVYrmjixi4+H4/EA1achEx7dfuLPHVFtdvDLleOaTT8hu5bjd5yZEk77SAbrVVpeNad4i71uOi/WtRrZy3MrFJ+i/AG+pDxrizldRjnQ88+4luxjxKjYejs8PVJOGeJ87W9nl8ZtHb5c+Nx5JRdgkx+lXnDvLvPjBddV0V4G9Ymx819nn1rpvOS7Xt/rcpOOy66xkXHiD/2tYLzRF29u1z42Xo/rVm9WRbjkGx+cKqklDJl4Ds3/mcOwk2kzXwMgmvC/czqF5pQ4VP5oFjs8RVJOGTHK8KyJ3YMfp6HzCs5JGCOB4RURuOB4hqCYNwbWsKttctykxoJo0BGNLVbbwqzaJoJo0BHFcZZvrNiUGVJOGHIPjMttctykxoJo0JC2O415PoYBq0pAQHR/p4HYdZRYBcHyOoJo0ZH5xHI4nEFSThng6TmNSzhzuL4uRKNZFbkyNO7t0fmNVXlhWMtb/3B4tdm+QrkaAxgAcnyOoJg2Z4ni3x7bf2bMHljLluBghSiNOKusFGjFqOW6nWyNAYwCOzxFUk4ZMHFt65rC9pK5VlwNLmT1+XI0MpRFgpYHjdro1OiwG4PgcQTVpyCTHt1+gy9WXzAN7YClzOC5GgNiOixGh9+z0hXMc585CAdWkId6O391rnz2kgWe5jj2wlA0cl4M5eVudRoyqEaH37HRrBGgMwPE5gmrSEO/r3HLme39xyF/N3Z2xPjc6S2b1uW18tyxHhErHh0eAxgAcnyOoJg0J4VrWmNrkXsDxOYJq0hA4rrLNdZsSA6pJQzAmRWWb6zYlBlSThrg7PgFz0sKFAI7PD1SThrg6TjyiNYPvAcfDBNWkIXBcZQu3WpMKqklD4LjKFm61JhVUk4bAcZUt3GpNKqgmDfF0PCnA8TBBNWkIHFfZItkY7UE1aQgcV9ki2RjtQTVpSFDHu+aDPTn13/eGl2StUaiLARwPE1SThng7vr0ihqOwTw+5tqbZ68pZRZeGofFFbPstKzGr3O7C8cSCatKQCY6/s8dyne2VU4c0JwS27gXDhONy0bjRcDy5oJo05NhEx7s9+VxDMaMmJRTHxfyPD7t/bz74B95073Zoag+OJxhUk4ZMdjzXUWJTGG8vOW4HYzm+/3/v8H8EWf5zwB3vUcaFdBz3egoFVJOGTHB8RdwYQjguwrjVYBeH5Zbj7V+R09kD6bgQHI4nF1SThkyO40w5rrrTcgN7Lcf5OxxPD6gmDZnmOEXzAzGZHe1XF4v++x4cTxGoJg3xdnwyXdnFPjhz5lgExxMLqklDjn4NzCiLeQ0MHA8FVJOG4FpWlS2SjdEeVJOGwHGVLZKN0R5Uk4bAcZUtko3RHlSThsBxlS2SjdEeVJOGwHGVLZKN0R5Uk4bAcZUtko3RHlSThsBxlS2SjdEeVJOGzPwMBR0Y+i5wPERQTRoy87OQNACOzw1Uk4bAcZd1gBeoJg2B4y7rAC9QTRqSSMedT1GA42GS5GqKuxcpPEa+GBxX2ea8TQkhydWUmO82m+O1etm9mFuv5bfEv4xG2BsYAnB8biS5mhLz3cKJ4/mtKn+ttIohbll4wPG5keRqSsx3mzmO1+oXzxs3+dSrdR60KbCXNj7gMXy9IB3/yn2jdYVl+hfrG6tX6603jLLMs8oqdVoSA3B8biS5mhLz3Yzhp3r6cbxaaLaK9LZp+zuI47V6gzWNcqbPnefT+ZKdp1a/wjZjifRwfG4kuZoS891GHT823fEGyUziZvqNMcebPGDz9EyfJ/B/BaxiO94Ux+sex/NzBY7PjSRX09h3ay/JG5plzVPvyxzOHfrWa1Ft2KzMzfHGmOOxHa27OY57PYVCkqtp9Lt9b8kUjrfPHnblw4Kce7RUYCEJ7vi6bKs38ltjbfVWUThut9VFnlr9pvgPED1wfG6MVFN8p4CHcN3SWTIPf7fl3Z3tlU57yZSOZx/s8Yje5TPCcdlBRaeV1j/uX6y37q8XRCt2cQju+Kv11iuMXTYu3OfiNu0+t1uqz41Ool2tt97kjRmVZ7NuxBPK4fjcGHU8nq0YwW0rfKjsuYBHbf7T/sGH0vEcOd4hx/l/CIpdooOKwpzohWrKRu4CMZvjA/x+jUosR+DDwPG5oYvjkzbMa5mdzoN4TjwLyOk4Tak4LoKedJzH70y/3OSqLxBw3GOdOW9TQtDE8cnb5bF0kJx77zQ53XW21Wlq3HFqvZb+89ZiXQk227kzPYHjc2MxHR/Zp6dulvvyQWrXFH1s5Di3mw7Geet9cDw+4nglpkNST9LqOM6dhcKiOe7amTZ9q6astr8sntCrHGc/Xjr1PlPH40ZDOU5dUh8Lx8VR+YLg+sXguMo2521KCNMcdz2lPH1Qw6SO6RpdX0mvbgeBDkNncjzYau58qb84TXXXLwbHVbY5b1NCmOL4+Cllf4MapjhOvdful1MtgONN40IcJ4jdmcFxU2vg+NzwctzzlLK/QQ2W4zIfu1o3LhStt1r9VTr6fVWclDVeLqiRE6PbE18cXyTCiePTZFkA4Pjc8HLc85Syv0ENynGVj95K6wX77Yf9Ru3GXxrlynqhYo+cGN0ed1nFYengZTwHHHcBjqcZr4vGPE8p+xvUoBy38xmtl7/M1Bv/N7C1/qN10vrWm3W5ZsY6BDasLRrrbZp4nZv3aprj/sXcvh8cB76YfkrZ36CGYcdZ/tYbdD5KvvGc/D9Bg6/TbF3ZHHPc3hTEcTZrHN9+a8e1FKcsmRdlb0Nl0CFSGu1jrK3ZJxbyW+WRlLE5Ve7r9+r0j2dCd01tQgY4HhXTTyn7G9TgbKuT1Q121fHGM7eK3HER98tq5MToBoRwPB53P1IIzOZ4+/ZUxzN9OeQk826xdk3aXnv5+kgn47jjnsuH05rTzkh4ZoDjUTH9lLK/QQ28WS5Oscl8IvEV6407Tv8NROw3LtYb1siJkQ2Yb5+bBq1XwWyOL5u7b/PWV7fXvnPa7NFfzxR/Rfq2ZFezkb/+kYzjXMn8uaII6qVyk3tcu9g3qhTeN/6uzBfyMF8V5xjOl2uXzm/8cu1HYn0m0mtr90RuvkTM8aJ+uiXOllAm+sPTOqslY/3Py/KD5HqiBGo1VKpyVSsZjkdHwFo70gXPQ1dVw/FhZo7j7bt7+8sH7bOH9MrDeo6OsOjbKtestnqlSnLTFE+gGMyjOp/i4T3T517e4ymlMk+jVteNIhMpfP2aTF+7J3LzJTzO1+wlpDCVw9sIfJ0K9a86ltLHyQy0krWq2go4HhXxO+7WpXTk69zG0cZxty82yXGpNtmd7XSptU+9KuLbXi7WbjIXxyn28qnakMOboh0mF4n/AGsFsX5FpDuNbzaGHZcFW/KWlONyPZFBqi1XtZLheHTEXmvu3cbTNsu9tznuXiiRTv/ARu66UHF0PGVeLzjyjndJzew4b6hnO0w53nN+20pVOJ1xttVpXhxWrRdGHJd9pk7HxfoV2c8y6jhFbm/H+dKKuiaqKRrqFM2l4/alUnA8Khaj1sbGpPgZd+a+Upy9UCL9r26y/LlLw447rgEcWc+9S8r3mBT6ttsv3Nljqq0uXpn6tplPPqHNUI7b31ZsjfSVDtCttrpsSvN2d99yXKxvNbGV41YuPjHSVudzFbrZhrVU5JRfMPPuJbsglQzHo2Mxam1cVx/jx90dj64XSrgq+pvoljLWa23trwuZn1ynm7DYfVQqFlLpPNP6PV7YdxtStiM6vr2yy+M3/4Iu35Z/K/G59AXpV7RaMi9+cF013e2+sY3vOr9t677luFzf6nOTjsuOs5Jx4Y2ivL+G7HMry/ooUVlyqaPPjb/wKfS5xcVi1JqL41PvAyPWcY3jEfVCkeMyhvGC+Hrytbb2N8XKV69TeXYfVUW2jWWvFT8ypcJEP9SRHSf2zxyONV9m6n2QTXhfeLVeBpRc2jziA0ZXheNR4XIxVRy4OD7lfm5ScVfHI+qFKthF8OPqqji6pte1zfLVn/JYWaNzis6DULt0SlRdzCE43hWRO7DjdHTuf9RdIMcrInLD8Th5ZDEY2y7Dc8ZW3P14PJpeqIHj1sBZeq2tffyT67w9XNmwjlJdHZf9UH4dP4br1WW2OW9TconN6mHGN8xbcsN1pWh7oQZtdTrcLDXka23t+y/dzF+nljsNv5FtdRfHRT/U0RyP94K8o4J7PUVJXFKP4LJlE9v24+tE2gtF572qalR8STxZrKTaAtStx/8xGD/rl1WfG22yOm+c6a/fE/8emlYzgboAxI/ji4x8t7TEcTg+L+KSeoSpm2Y4Xl1XiaMXajLex68TPwKOe6wz520CcTAm+QTFY+mFmoyn4xVj0kMb4LjHOnPeJhALI5JPUlz3vX7AHB0f+a/jen1PJMBxYOHSXPdq2086O2fOfD4vTka+3/zuAwPHgXZMPubXCceXmjgm5czh/rK4BsDqXmTqih8a7Sn7DR1jPmtr9wbp4hq+iP4wo+DcGQhI3GaGh+NLTXG822Pb7+zZl/Qx5bi4No/O9Q+P+bxnp8tr+KL6y4wAx4Fi6o1GRojbzPBwfKkpjreX1FlCeUkfs6/cVdfkOcd8ymt0Zbq6vC8e4DiQ0O2iZiJuM8PD8aUmOb79Ap0oXDIP7Ev6mMNx0XvvHPOpHHdcwxfkzxICcBwI8ufetBzPnG/9P+eNxXloUZR4O353r332kC75yXXsS/rYwHF1nZ1zzKdwvOa4hi/yb6M2H44Dotmw2+pXi5nz/LjylYn5E4p3v3rOfO8vDvmrubsz1ucmLotXfW72mE/pOHNcwxfxd7E3H44DJnZT2/H/t8AuF1n+/4t1g2IihHNnsbXJvYDjgBAPaFCSXy3W6jcRxwfAcZAMmo7j8VeaOB4foPlVfXAcKOyBWXFvSJy4Oz4BHa7qg+MA2Lg6TsRxTi9MrO8Bx0HKgeMqW9gVC8CCAMdVtrArFoAFAY6rbGFXLAALgqfjSQGOg5QDx1W2SDYGgOiB4ypbJBsDQPQcC+h413ywN5yStUafLhZwHKQcb8e3V8RwFPbpIddXjElp3x1o3T1g7aWOWGonLbLjuNcTSCsTHH9nj+U62yunhMXZjnx+hAU5/jzPAccBWGwmO97tyTvK08z+mZ//t2HHf5Xtcce7f28++AdqucNxABaQaXFcOc7DeO5gf9RxvuxTuuUbdz17AMcBWEQmH4/31JNhKIwvm/L4PCdeheM8znPHOyQ4HAdgMfE+d0ZxnCnHs0LfsTjOhT8FxwFYaKY5TtH8wNJ93PH2WU0cx7kzkFaCXgPTPRhPguMALB6BHcc1MABoAa5lVdki2RgAogeOq2yRbAwA0QPHVbZINgaA6IHjKlskGwNA9MBxlS2SjQEgeuC4yhbJxgAQPXBcZYtkYwCInpmfoaAFzu8Cx0G6mflZSDoAxwGwgePjqwCQJOD4+CoAJIlkOu54iAIcBykHjqts894mAGJiiuO3XpteRKZfDXurjggcB8Dm2ETH81s+9IXjACwwkx3fMoz1wlfuG60r3OSL9Y3Vq/XWG0a5Vi+z0sYqq9TlEum4zMeu1o0LRfstFlwcx72eQFqZHsdr9QZrGuVMf71A0/mS7XitfoVttorKcZWP3krrBfUW8bexth+OA2Ax3fEmD9iZfkOY3GwVWcV2vCmuKSsrx+18RuvlLzP1Fg9wHACbGRxvjDneEo3xYcdZ/tYbBl+g3mIBjgNg47OtTi3yBhu01Rv5LWqr3ySznW31VpHertpvEX8ba/vhOAAWU86dNY31wi3V58YdZ1frrTeNMrtsXLjPw/ZmnUI1b5ZzGkzmE4mv2G+xAMcBsJn9GhjeVp/rFoUAzp0BYAPHVbZ5bxMAMYFrWVW2eW8TADEBx1W2eW8TADEBx1W2eW8TADEBx1W2eW8TADHh7ripN3AcAJuZ4/g0WRYBOA6ADRxX2ea9TQDEBBxX2ea9TQDEhKfj22/tuK/gmM68uCreK4Z9XUypMZK/tmYPMM1vlUdS6Cp3uhB20oXtQ9n9rQjHAbDxdLx9e6rjmf6GcDzzbrF2Tdpee/n66nD+ccdHaY7+W/AswO+KcBwAG0/Hl83dtzuMdXvtO6fNHp8w6VU6TnI1G/nrH8k4zi3MnyuKoF4qN7nHtYt9o0rhfePvynx73d7OAAAI/0lEQVQhD/M09ty4cL5cu3R+45drPxLrM5kuS6NBLbRwtWSs/3lZligzKMdFjvzW4FWsSM2GSpWvKD/PkHekgeMA2EyK4+27e/vLB+2zh/TKw3rugEnHlYJWW71SJblpiieQkjyq8yke3jN9rus9nlIq87RavVy7UWQiha9fE+lCVVqBNwb4wgrdQkY5LjNIx2UO/km8YPlqrchbB3xFelXlwXEAHExyXKpNdmc7XTrv3GGqrX65WLvJXBynkMynhhXdFENP5SLxH2CtINavyCGpIqJXrYVUTkk5LjNIx1WOOkVq+SpWlGpTlmbDKg+OA+Bg4vF4t5ftMOV4z1qBXipV4XTG2VaneTGSfL0w4rgl5MBxsX5F3c7V3XEZtZl1PG79H+F+269N0VCnaC4dt28PC8cBsJno+PYLd/aYaquLV6Ycz3zyCdmtHLf73IRl0m46QLfa6rIlzRvbfctxsb5sYTvb6nwhb6tTNt6wv1EcNMGttnqTTG/IV+l45t1LVklWeXAcAAfHPM+drezy+M2jt0ufG1dMxExynH7FubPMix9cV013u8ts47vOPrfWfctxuf5wn1tZRuwSrcRfL7xh9bnRSbKqzMHTeTNBvcp+dRIefW4AeOLpOLF/5nDsJNpM18DIJvyslGa4CYX4hNHTa7jXEwA2kxzvisgd2HE6Op986tuDGRyviMgNxwHwZGIcd0PTa1nhOEgr7o7HPTj0iMBxAGwQx1W2eW8TADGRlnFncByklbQ4jnNnIK2E6PhI77bHKLMogOMA2MwvjsNxABaBiWNSzhzuL4uRKNZFbkyNO6NBoPKqMsdQ0NravUG6GEka9Zextx+OA2AxxfFuj22/s2cPLGXKcTFClAaQDA8FvWeny5GkkX8ba/vhOAAWUxxvL6lr1eXAUmaPH1cjQ51DQeVI8YpjJGnk38bafjgOgMUkx7dfoMvVl8wDe2Apczguhn84h4Iqxx0jSSP7FiPAcQBsvB2/u9c+e0gDz3Ide2ApGzguR3IODQUVjtccI0kj/zbW9sNxACy8+9Vz5nt/cchfzd2dsT43Oktm9bnZQ0Gl48wxkjTi7zLYfjgOgEUI587ia5N7AccBsIHjKtu8twmAmMC1rCrbvLcJgJhwd3wC5qSFiwIcB8DC1XHiEd1R3wOOg5QDx1W20GsWgMUAjqtsodcsAIsBHFfZQq9ZABaDY16OJwU4DlJOWhzHvZ5AWoHjKlskGwNA9AR1vGs+2BtOyVqjTxcLOA5Sjrfj2ytiOAr79JDra5q99pLpsLh7wNpLHbHUToLjACweExx/Z4/lOtsrp4TF2U77V86l5PjzPAccB2Cx8Tx3Jhzv9uRzDcUNn8Yc/1W2xx3v/r354B+o5Q7HAVhAJjue6yjHsx26IYzjEFw4zpd9Srd8465nDxbbcZw7A2llguMr4sYQwnHynQnT6d4RdJQuHOdxnjveIcHhOACLyeQ4zpTjWalvbrjPjTfec6fgOAALzTTHKZofiMms7GZXKMfbZ+E4AAuNt+OT6R6MJ8FxABaPwI5rdg0MHAdpJajj2gDHQcqB4ypbJBsDQPTAcZUtko0BIHrguMoWycYAED1wXGWLZGMAiB44rrJFsjEARI/leHKB4yDdKMcTDxwHaQWOS+A4SCpwXALHQVKB4xI4DpJK3O5FBRwHaSVu9yJjSj3AcZBU4lYvMqbUAxwHSSVu9SJjSj3AcZBU4lYvMqbUAxwHSSVu9SJjSj3AcZBU0nLuDI6DtGKOIo0YS9Y+fUo9wHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZwHEAkg0cByDZ/P/tmmmOIyEMhSXufzpstqJYjjLPrjUzP6Zbo4nSJT+lEzBLgZQP26SNcZPp2TLGTaZnyxg3mZ4tY9xkeraMcZPp2TLGTaZnyxg3fZQ8cfBf6BfTS5WzvGf+rVfh4tzC1bG2VHQTC7RWZmr/vt7/LsLKO/3LDMa46ZPUuBcf+t87llecN3LL74y7EVZXwwLGs8CObrydIKnm6MMPgFwYpz/29R0Z46YP0qoETl7guwIPsNtZTXutcRYH3NBRPPNmjcTjYHwwRReGNOmES6hT8Gbu0nwxzhNvDQ4ec9TlPuRNInIea0l0lS6TLh0bxcrAd9PNNuJUXMIiB6+y9RS3mbzuwJUk7Y5TYiqB5vkkY9z0QfJCt6pRyYilmbLneNaCX3qKUyz4nu/W0OPFeBzBNXBwuOjJcgw4rrDVcTFO1OYqDZQzjZch7xFA7Th4sLqzdJlEKHZkGWB8TTiRGo+Gz44Ti5LstIWw7zBJP3xIu5xmA6dguHIZY9z0QWrir1gC6wBoS9AYHH+32sxZsmwJyzdrxrkQD8ZXePgcOWfenZwLWmLPeeF5MS7hAIeoU2KulyFvkedJlTKef5Yuk3bwS2E6Y3U4eaxyZPYRW5htmXsE37Fu33BSRGnHoSUH1z28N8ZNHyQPSJcoxLLqYPxWQ8BNO+ObVZPwWz6OYurnLVVjSmqsvegEB+N4FXCzM34f8h6B1IDIHBs+S5dJOxA2ejEu7Cq8VQKbJXEIG8Z0+0C7MW76aB35uKAYY24n47daU4syrtYVX/n1YFxc+ooM9bibj9ymzMmlhDpujOuAyZqX++BuQ96lVPH0mu6lyyRWWt2ffhyJ+EjivOeBsWTn3psfN/0Q9eBjCQBwpJxTPRi/11oeyng8rGm85ONJjoojr0/KA2ApC0uyCsZ7KSW6SjNOmVLy8XYf8ratKon9XrpM1F2g2U/Gz3zcZf1tsUpkz9oPm+5g+8zHjXHTZ6sFpkLZLUNvlfVO/KWGWL0ndgu+xLt1TVyP38crJ4l003ZtpbmqWwLJyMo6lcb3CWMDh4Epk165X0PepoLnbmfTWbpMoBSRRacNVn/dqwvwUQP5Kp5biJZfF2736sa46fla8ob8V7RfcH1nyE+TMW56nAp/4Z9odu1of2fIT5MxbjI9W78AXxU03Ys7CkYAAAAASUVORK5CYII=" /> + +</div> +</div> +<div id="retarderdatadeclarationtype" class="section level2"> +<h2>RetarderDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AbstractRetarderDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="axlegear" class="section level2"> -<h2>Axlegear</h2> +<div id="axlegeardatadeclarationtype" class="section level2"> +<h2>AxlegearDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AbstractAxlegearDataDeclarationType</p> +<div class="figure"> +<img src="data:image/png;base64,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" /> + +</div> +</div> +<div id="axlewheelsdatadeclarationtype" class="section level2"> +<h2>AxleWheelsDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> <div class="figure"> -<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxEAAAKECAMAAABPZUcQAAADAFBMVEUAAAAAAAD////AwMCAgIBAQEAgICCAAAD/AACAgAD//wAAgAAA/wAAgIAA//8AAIAAAP+AAID/AP///8D/66vCwrXrwoyXwrX/1paAgIzC68CAl5bW/8D//7XCl4CtrYyAl4yt1rX/66GXgID//6utgJbWrYyXwquXl4yAravC1sCAgJbCwozC1rXCwpbW1patgIzC66utl6HWwoyt1sDr/8Dr66GXl6GAl6HWrYCtl4ytwqGXravCrYCAraHCrYytl4CtwrXW66Hr1pbW/7XCl4zCl5b//9u2kJDb/9vb//+2Zma2/9uQZpCQOgA6kNv/tmZmZmZmkJA6OmZmZpDb/7ZmOjo6AABmZra2ZpDbtmZmttsAOpC2kGZmZjo6Zrb/25BmkNvb25CQkLbbkDq2ZjpmkLb/tpCQ2//bkGa2//9mtv//27aQZjo6OjoAZra2kDo6OgAAOmYAADq2ZgDr1sLW6//bkP86kP//2/9mkP+QZv9mOv/WrZeXwsLCwtbr////69br1tbCwq2trcL//+vCra2trdbbtv+22/9mZv+2tv+QkP/rwq3C6//Wra3W////68KtwuvC6+vr68K2Zv/b2/+Qtv//tv+twsLrwsL//9bC1tbW1tbC1uuQOv+2kP//1q2Xrdat1v/CrZfCrcLbkJCtra2twtbbtraQZmaQ29tmkGbC1v/r6+v/6+vW1sKtl62Qtra2traQttvCwuuQkNvrwpeXwutmAACtrZet1uutgK0AAGa225A6OpAAOjoAZmaQkGaArdaAl61mOpDb27aArcJmtraQZgDr1q1mADqQ27bbtpA6kLaQOjq229u2kLbb29uQtpC2tmb/29u2tpBmOmY6kJDWwsLW1q2QkJD/1sLWwpfWwq2t1tbCwqHW68CtraHW1rXr1qHWwqHr/7XrwqHCraHC1qvC1paQkDo6Zma2ttv/1qE6ZpA6AGbW/+uXwtbr/+vW66vW1qFmAGa2/7YAZpCQOmbC67WXl5eXl8JmOgDr/6utgIA5a/e9AAAgAElEQVR4nO2df3wT553n9RrLf9zfTgluEN0mJJfAprvbhtJcurvXplcROUYScWKXnxIRRj+MTLCh13aJze+lXYyh2fUGAreOiR1MYXtAAk2akJJmS9KSbGl+tiENadJtb7Pt3e1db++4X893ZuQZyRpJM/OV9Gj4vEHWPDOj0dfP87xnnpmx9PUpAAADX70DAEAqYAQAZmAEAGZgBABmYIRT/CotKv5pYH5jzTfaFUY4Ra9c4AVgBAMwwkPACAaEEdd8xH7dl3uNk20Ct8AIBoQRM6411+rM1o+qz/lzdWb4/dfNMpZOFae9YMa1U8XAbL+/2LYAOzCCAWHE7NaP/Z7/49ff0PrROTfOarnpY9e2zPjXN4keTXNm3nDzLdpz69yZ/nm/L5ZdK6Zvnd36CTFnBhVpMT3UBbTSH6jLP0YL5s4QW57zhzf/0Sc/5fffRmvVu9N4GhjBgF/bn8+4ZeZ1t84XlTrnk59eMD8w+zPzZ1x7u99/y+23zbyFnq/5N/5rZ95Cx4GZ6vSMa7WfLdpiWk2bJVbSlojX3zbzM58SW55z4+/f8VlhzoI/FmvWu9N4GhjBgG7EzFtm/smf0thGDITEseLfzptFPVrt1beoz5/7lG6ENp372WKsNrWStiRnxExhxOdvnqsacVvRoRjgAkYwIIy4U4xwZt4SmN1625wbv/DvPtpCnXuGOmq6btbtfho1XTdrhv9m1Qg6caBp8RrxUy3SYm3UNLWSulwbNalGfOGLs2b8XutttGa9O42ngREMlLn6Knr1ba4bShuEud4MKAeMYAD3IzwEjGAARngIGMEAjPAQMIKBejciYARGMFDvRgSMwAgG6t2IgBEYwUBhpfpsUo+GBxbACAYKK9VmTcIImYARDBRWqk/Rd/6VvRxGyASMYKDw6qtPq0sY0ZCYGqYaneWqoKwRwYV3LQwpStvd7SG9HDK9HEZIhalhatN9PEgxI3w+3YjgIl844ov6Fkfv6bj3vs5woEv50hLfUjFXLFlGa8AIqTDaFUY4peQxIrh8xcpYPBaPhAPiZ7B9VTx4fyye8PmW3XvfUvXlMEIqjHaFEU4pYoRxZr26e3l8TXJNMpWOZNYke7oiySWi3JYWi3rWrqQ1YIRUGO0KI5xS0oglvmwm0ZvoXRhKJdc9sD6ZUMuxzr5kytenHiRghFQY7QojnDLdCFvACJnA1VcG3BqBe9oSASMYcGlEOWBELYERDMAIDwEjGIARHgJGMAAjPASMYABGeAgYwYCVEXY/JzENfTN16RlXKzCCAUsjXG4XRtQBGMFA1YxoalKf6tIzrlZgBAMwwkPACAZKG5EIK0qk18l2YUQdgBEMFFZqoRGRzgdgRKMAIxgorNRCI/ozOEY0DDCCgcJKhRENDIxgoLBSMWpqYGAEA3pdFt5Zw7WmRgRGMKDX5VTPhRENDIxgQL/6Ot0IvztgRD0w2hVGOMXSiCKr2tkujKgHpvp33COudkoYsWFjwarmwpf/vfKVrypf++qfJbWpQmBEPTDVP283uYooYcSmBwcGN2/csnXb4PYdOwdVI76c/vNdX/n6V5WvJL/89eRXvvrlpKJ8Q536yte+nv7zv/j6N76eVr72dfrSPxhRD4x2hRFOKWHE7qHdQ3uGdw/t3bfnmw/t044Rwoa/TP6V6PJfTn7tr776l/TNTerUX4X+fOTLyb/OfGVELKYjBoyoB0a7wginlDRi78MDyv7hAzv3PHLwkGbEf8goX/nGn+0iD8Sxgo4Rf6FO/c1XvzHy5fRfJ4URI98YUWBEfTDaFUY4pYQRo48ObhpTdj+4Y2h05+Ex1Yi/TP5l8stf/Vr6rzNCBnECoZ5H0NTfZL727zUj/vrrX8soMKIu4OorAyWvNW1/bFAcI6ZWtbNdGFEHYAQDuB/hIWAEA7gf4SFgBANujBhP56ZiI4XLYEQdgBEMlDBiy+DmjXsnHle0uxGqEUcmj052hXomF+86EuoRD60cmPwWjJABGMFACSP2D+89tuebxwe1uxGqEalk29FV8bZ0JDOejo2Mp41y4XZhRB2AEQyUMeJvv/0fN2p3I1QjxtNtJ06eWhgiG+ihlb8UwqhJCmAEA6XuRzx8eGz3448Na3cjdCMiXWszaxavzUTEg4zIlQu3CyPqAIxgwNmZ9fRjQiEwog7ACAYsjZiO39a3XMKI2gMjGLAyQlGa3EIbgRG1BEYwoNcljPACMIIBvS6LGMECjKglMIIBvS5hhBeAEQzodQkjvACMYECvS8MIZurUN65OYAQDel2i53oBGMFA4dVX0MgY7QojnAIjvITRrjDCKTDCSxjtCiOcAiO8hNGuMMIpMMJLGO0KI5zi2Ajuy7S4oMuA0a4wwinOjahXxDDCElx9ZcCFEbS/rkPEvqYm5o7kGWAEAy6PEZufqOxtep5kixhGWAIjGHB3jFBOnzFvbNm931kWMpUTvtynTSkxNhMwwhIYwYDLY8TseU9d53967w3zhg58d1h55tns2SWdfSOJ53xLE+HI977Td06UYp19Rxf1rQhHeiO+Z57t7EuKp3SZsEoAIyyBEQy4NOL0GfHv+dHvH1K/0Ska/d4Lf3efL5wIJ3qFEb39mR5RogTAYg4Z0av0+3y9zvIB54ARlsAIBhiMGH1+9AeH1dHT4s7zL7wYX6f2frKiP9MvSjkjEqoRGVroJmIYYQmMYMClES/Ne0oYsX32vDEaNZ3/4Y9eWOfLascDX1YYkRAlMWpKLuk7J8pChVjn+jSMqBIwgoEGvB8BI6yAEQzACA8BIxhwboTLBBNuMlMwdyTPACMYqM0xwlbqiTLACEtgBAN6XToyojDhtTWiqS7sMoqJXiW4KO+rYiMrc3f2zOspweUr7ukwz1BgRAlgBAN6XVZshPEnqNMTXlsjmmr1yyfPdaRj0W4llkxF07FXMj2THekjYt6RUM/fr175d6IUmOy6S6xHqSnUxBRHJpOxePDHVD7XEQqKOQqMKAGMYECvy8qNmJqYnvDaGjX1RCoZG2k7elH06tRPMuOvZi6GLozQPPri/TVJKrWle3alklTWElOkkkosTkkr0mK9OM1RYEQJYAQDel06NCI/4bU1qhHU0197/Q0xCEodbb8/klnX/bqehoKMoFJbOhjS1tMSU4ynyYjY4vuV8XSgi+YoMKIEMIIBvS4dGVGY8NoaP50pLKR9f3d7OpJJJROZSGb5+bVh6v2UimJNkkpruieTkZVL1NQUlJhCM0JZnVFSb4olXWv1TNnsXckjwAgG9Lp0ZERhwmtrXF1rCraHTEkgYYQ1MIIBu1dfDSNwP0I+jHaFEU5xboStd2FcC0ZYY6olO80DTLg3Qh81vZV/+XX3UN67iEdsZdlYKooYRlhjqqWK6hJMx40RW7Zu++m24S2D4nn4wBNaafOObcP7hzdsJCPoLgUtU/t6z8+6ysZSUcQwwhpTLTnuEVc7bozYPTQ6tvfYfrojceztIa10fHDDsQMT+9RjBN2loGVaXw/AiKpjqiWnHeKqx40R+4ffHiIjKPE1/aTSpce/fWz7F8c0Ix45eIiWwYhaYaolpx3iqofJiEMDeumdnx8+s2doz9Dpz07so7sUMKKG4OorA7jW5CFgBAPOjbBDZamwK0yYDSOsgBEMODaipcV1el/HcPckrwAjGIARHgJGMODCCCAbMIIBGOEhYAQDboy4893Ld743K/CLlvffvZW5bYETYAQDboz44JdbW66fG9ja8g+XmZsWOAJGMODGiJvuuBz41XxhRODTH2FuW+AEGMGAq2PE/JZLv758zXsPvX9pLnPbAifACAZwZu0hYAQDel3CCC8AIxjQ6xJGeAEYwYBelzDCC8AIBvS6hBFeAEYwoNcljPACMIIBvS5hhBeAEQzU5vMRDuHvMx7HaFcY4ZTafIbOGTDCLqa6q37zeBQXRtBevKqx4dNydjHVXVVbxsu4PEZsfqKKscEIu5jqrort4m3cHSOU02fMG1t273eWabmCtAS9ibCr2GCEXUx156rmr2ZcHiNmz3vqOv/Te2+YN0T5rJ95Nnt2VWffSKTzgV7KYg0jaoyp7lzV/NWMSyNOnxH/nh/9/iH1W1+j0e+98GImskw8evt9vl4YUVtw9ZUBBiNGnx/9wWF19LS487xhRCYRhhG1BUYw4NKIl+Y9JYzYPnveGI2azv/wRy8Yo6b1aRhRW2AEA1Lfj4AR9oARDMAIDwEjGJA56xaMsAmMYECmb0IuBEbYBEYw4MaIDRsrfhdFubDLKCZ6leCijDYdG6Gf43cvX3FPx678V8EIm8AIBmwbMYWibHpwYHDzxi1btw1Sfq2S76Ioq18+ea4jHYt2K7FkKpqOvZIJTHaEApPfGglOdoXUzNXBH4d6dh051xGiOQqMsA2MYMBd1q3dQ3so59Y+yq9V8l0UJZVMJWMjbUcvir6e+klm/NVMWzoWb0tHMm1HV8W1XO6pZFtarBWnOQqMsA2MYMCdEXsfptxCB3ZSfq2S70JGjKdjI6+9/oYYGqWOtt8fWdoeCnR9KSQsOXHylGZEbPH9yng60EVzFBhhGxjBgBsjRh8d3DSm7H5wxxDl1yr5LooSWblQGJHqbhdHhVQykYlk1nRPJtcsXpuJdK3NaEYoqzNK6s3JJM1RYIRtYAQDel06vNa0/bHBXD7rklR4rSnYHhLHiKkijLAJjGBAr0vcj/ACMIIBvS7rdz+ixCIYYRMYwYBely6M0EdNb+VffqV81gbUVLGVRQOAEXzACAb0unRkxJat2366bXjLoHgePvCEVtq8Y9vw/uENG8kIuktBy9Ru3/Oz4vmsYQQfMIIBvS4dXn0dHaMM77uH9h57e0grHR/ccOzAxD71GEF3KWhZyQzvMIIPGMGAm6uv+4ffHiIj9g9rP6l06fFvH9v+xTHNiEcOHqJlMKJWmOqOt5tcRTAZcWhAL73z88Nn9gztGTr92Yl9dJcCRtQSU93xdpOriLr/7SuMYMRUd3aaB5iozbdc+h0tghF2MdoVRjjFRdatphrA3WU8jtGuMMIpMMJLGO0KI5yCzIweAldfGYARHgJGMODGiDvfvXzne7MCv2iZc/ijzG0LnAAjGHCV4f2XW1uunxvY2vLBL+Yzty1wAoxgwI0RN91xOfCr+YGtga1zPsLctsAJMIIBV8eI+S2Xfn35mvceOv2f5jK3LXACjGAAZ9YeAkYwACM8BIxgAEZ4CBjBAIzwEI1vhK2/lmNlKgQY4SE8YET93xhGeAgY4fyNm5r0Kb0uYYQX8IoRxXNC9zxZzTd2b0R9RnvsnchTeMWI/JzQPt969VvtXOZwK/PGDEZUMTzruNk7kafwihH5OaHDwoVIZ9+pRX3nOvtGqvXGHEbknaHXBnyqriReMSI/J3RYifT23OcLJ8L0s1pvzHWMKD7iU6YP+ngGgTCiJF4ywsgJTceI/vi6sPazKu9qvgCr16XDY0TBiG+Rb1lIn6Rk1glfduoXMCe3TiwLmceENsaHMKIkXjEiPyc0nUdQV1rSt8LUodjfNWeEy+/iKBzx9YdjnX3JiK/vgb4Vb36nb4VWVAeB6vRI4jnf0oRPzf4e6e3P9kXF0fC5voz2qmfSlkHrocOIkhQ0cuNRn7A5jcgf8VHSh36frzfSqx4T+jP0yA0C1ell4uDXm3jzjX/UjFB/qlPaq8qGDiNKUtDIDYNxMbE+b086OL2sWcSIghFfhnp4nhHaIDBnBCmQUBXp1dZVjdBeVTZ0GFEScyM3ElPR1iAHQ7G0DOpb8xwj8kd8dB4R61yfFn1bDPpUI2g4pA8CtVGTqkBwUTjiy+aMUEdN6qvK1hyMKEmRPtYQ+KZNGDjL/Gzv7c3Hp9p8px9b6DCiJKaaqkfzOMZsRGFO6ILMz8qas9rVm/EiJ52JD6Md6mztFVPFwvUv7Mp7tTsj6jrigxGlMdVUPZrHMWYjCnNCF2R+VtpeTYreTX2akjz3TC4+pT13pI9MRpNKLC4m71798t+JGSkq0tKAmiBaW+eEuvhkqCCCqfsRzo8RdRnwwYhSNOzVV7MRhTmhCzI/B7oCXUogGhdWUJJnNQW0eL4YujBCq4nl2qT2UxS1tXqEQeYFhUcYDiOm/17VH/HBiJJ4xIj8nNCFmZ+7T06mg69kyIgTJ0+0h4QRJ06eWtf9+si4dlCgyVRS+6loS9vSQXGM0NbRFlTHiDIjvuDk4jeS2iQd4yh9b26ReRyXCKuJe3NMLQguX3FPh3kAqcCIMnjCiMKc0PmZn5e2h5RIvC3ZJvo0JXmOfLgiTM/Lz68Nj6fFicPZNE1GVp4TP9UiLaVE0eNpbR1t8cJ0JEP/pt6YxYgyIz5haPCfaBR3ZG325ZN3rV55Uh3P9ejjuMBkR+iIWDkVTcbiR0I9u0Th1Y70+Lc6QuqLJsXs4I+1+eocBUaUwRNGFOaELj3yuJBekim5QqURsBhRZsTXRnt7GsXRzPH0GvGg8VxuHEcjQFo5dbR9VZyOiqlkJEM/tYGhesQT22tL5+YoMKIMHjBiOqXSKTDCZETpEZ84r7mfRnE0vssZEQzp47i720OBLk2EWFQ1glahn+JkSH0RGRFbfL+Sm6PAiDI0vhGKUotvnC+OHoAbI0qP+DIBOo+gUZx2DkFG0HguN47TxnZkBP39+2JajYxIvTmpv0g9vVidUXJzFBhRBhhRZyPsjfgcERQnUqbLAjCiJF4wou5wZt2qwYgPRpQCRjAgeY6h6XD3Ii8BIxiAER4CRjCA72vyEDCCAb0uYYQXgBEM6HXpIusWpdwavczbtMARMIIBvS5dZN364Bfzf/Mu8tDJAIxgQK9L51m3frl1ztZLf3otb9MCR8AIBvS6dJF1i1Ju/QbHCBmAEQzodYkzay8AIxjA1VcvYbSrTH2sPDJFCyO8hNGuMvWx8sgULYzwEka7ytTHyiNTtDDCSxjtKlMfK49M0cIIL2G0q0x9rDwyRQsjvITRrjL1sfLIFC3n5yNqBH9H8gq4+spAY33LJQEjLIERDLgwgvbXdYgYn6OzBEYw4PIYUZ88q/x9yRvACAbcHSPqlGeVvy95AxjBAHPWrVye1Z909iWrFDGMsARGMMCadcvIs0pZtKoUMYywBEYwwGBE0TyrmaqNnGCEJTCCAdasW0ae1Z90ri+Xd9QpMMISGMFAA96PgBFWwAgGYISHgBEMNFbWLWTeKgmMYECvyyofIzi/IxlGWAIjGNDrkiXrljUF+bjyk6yq6bXajRPxYHsodjYUyWgJKacthhGWwAgG9LpkybplzfR8XLkkq3dROq1YXDkS0pJuUXqtVHL8nFjnyF2rX174rY60tnhqWzDCEhjBgF6XLFm3rCnIx2VKsqqm04pRLlYt6RaVY6d+tireHqJZ4jUZbfHUtmCEJTCCAb0uWbJuWTM9H1cuyaqaTkvt8lqKISoHJp8MTj6paMm6YnEYUSkwggG9LlmybllTkI/LlGR1CaXTMhmhptdanaRsW1qyrpwRU8lWYYQlMIIB21dfp6BX52fdKvEujBHDCGtMtcRY49VHpmhxP8JLGO0qUx8rj0zR1uaedWXHiMrWghHWmGrJTvPUHZmidW+EPmp6K//y6+iYeTmdR/x2Mhmj2xCxlUoqel9YUXIlI5aKIoYR1phqyVFvqBcyRevGiC1bt/102/CWQfE8fOAJrbR5x7bh/cMbNo6OqXN37BzUjbgYisXbxHlyz8+6tKS8ylRpKpaKIoYR1phqibmfVBeZonVjxO6h0bG9x/bTHYljbw9ppeODG44dmNgnjhE0d8/w5o26EUpwMt2WDjypBIQDkYzy2sWp0lQsFUUMI6wx1RJvN6kyMkXrxoj9w28PkRH7h7WfVLr0+LePbf/imDCC5u4Z3p47RgQnd6lHBdWBtnRweccbudJULBVFDCMswdVXBpiMODSgl975+eEze4b2DGlGvP34jiHdiP4Po6fWdE3S3Wpdg1xp6k4DjHAJjGAA15o8BIxgAPcjPASMYECmY0RlwAhLYAQDHEZs2FjukxK5plI/66B+UOJCNPqfnX03AYywBEYw4PJ+xODmHdv+y6YHD//Xf96xc3DLjse3biv6V05aU9HpcyyuTyipjLOIYYQlMIIBd/cj9u6j+w/q5yS++dA+et57rOi70I91Dzz3smqEOhGJO4wYRlgCIxhwd/X1wE66/6Aa8cjBQ9qdiaLvov40HyNiXcXWqwQYYQmMYMDVMeLBHUN0/2H00ZcefWnn4bGSRkS0QVIsrk4EX/kw2rGr2KplgRGWwAgG3B0jKn4XxohhhCUwgoHaZN3yc2bdghFWwAgG9Lp0kpmxqW4wdyTPACMY0OsSRngBGMGAXpfI3usFYAQDel3CCC8AIxjQ69KREXe+e/nO92YFftEy+u5l3qYFjoARDOh16ciID365teX6uYGtLR/8t7m8TQscASMYcHz1VXDTHZcDv5pPRvz3W5nbFjjCaFeZ+lh5ZIrWjREfzG+59OvL17z3EIyQBKNdZepj5ZEpWjdGANkw2lWmPlYemaKFEV7CaFeZ+lh5ZIoWRngJo11l6mPlkSlaGOEljHaVqY+VR6ZoYYSHwNVXBmCEh4ARDMAIDwEjGKjN5yPY4O9FXgJGMFCb72viAkaUBEYw4MII2mfXOFp8fq4kMIIBl8eIzU/UNFoYURIYwYC7Y4Ry+ox5Y5G+ZG4y+EpSiZ018rIriTBDtDCiJDCCAZfHiNnznrrO//TeG+YNHfjusLJ6RVhJ+HwZ9dErJIh19iUjvmeeFU9qYSTxnG+pi2hhRElgBAMujTh9Rvx7fvT7h9QsdC+sOhsSPf/sOvG493f/43fpfp+vN9KrRNafEvP7M5Fl68LCFOfAiJLACAYYjBh9fvQHh9XRk8+nHgtUI0L90V6lP5MIkxH/sjacMyICI6oGjGDApREvzXtKGLF99rwxGjUllUhv4rm+DD2UiC+jxDrXp4UCwUVinjZqghFVBEYwoNcl3/0IOoNmOYsuBowoCYxgQK/LRrlDByNKASMY0OuyQbJuwYiSwAgG9LpskKxbMKIkMIIBvS4dGVEu15aBaKoL5u/GX2PcuwtOpnPfpK8ynsvFZWToMoARJYERDOh1WbkRUyjKpgcHBjdvpNxb23fsHCz1LqKpVr988lxHOhbtVmJJpe3VpHLkXEeIHkKHtnRwsit0ZPInYumRUGBSXZBWYvHgj0M9u2glWq7AiDLACAbcZd3aPbRnmHJvUc6tku+iKKlkKhkbaTt6UfTsQFegS8yIxemhFtqOrhIFWjqebkurC0YoH5GYl6aVaLkCI8ph1LhMfaw8MkXrMg/dwwNq7i3KuVXyXciI8XRs5LXX3xADoVT3ycn0eDrQRQ/1gNF24uSp8TQtHb+7PUQLNCNii+9XaCVarsCIchg1LlMfK49M0boxYvTRwU1jau6t0Z2Hx0q+i6JEVi4UvTzV3Z6OLG0PKZF46s3JJD3UPwiMdK3NjKdp6Xh6TfdkMmeEsjqj0Eq0XIER5TBqXKY+Vh6ZonV3z3r7Y4MV5d4qdq2JTqHHy6W0Dgp5TCvBiNIYFSdTHyuPTNE6NwL3I+TDaFeZ+lh5ZIq2Np8qreR+RCXrwIjSmGrKTvPUHZmidW+EPmp6K//y6+6hvHdRlNgb0aRSChjhGlx9ZcCNEVu2bvvptuEtg+J5+MATWmnzjm3D+4c3bCQj6C4FLdPOrE/9VZlIKogWRpQERjDg7urr6NjeY/vpjsSxt4e00vHBDccOTOxTjxF0l4KWafesT6XipSOpIFoYURIYwYC7DO9vD5ER+4e1n1S69Pi3j23/4phmxCMHD9EytbdfDAW6SkdSQbQwoiQwggEmIw4N6KV3fn74zJ6hPUOnPzuxj+5STBkR6Z7EeUSVgREM4FqTh4ARDNTmWy79TOvAiJLACAZcfBNyU13g7kVeAkYwACM8BIxgAN+W7yFgBAMwwkPACAbcGHHnu5fvfG9W4Bctv9k6i7ltgRNgBAN6XTrL8P7LrS3Xzw1sDWyd8xHepgWOgBEM6HXpyIib7rgc+NX8wNaW9z/xOd6mBY6AEQzodensGDG/5dKvL1/z3kPXfHCZt2mBI2AEA3pd4szaC8AIBvS6hBFeAEYwoNcljPACMIKBIldfC/6UKL/SYYTMGO0qUx8rj0zRTjeiMLp8B2CEzJharaa9yC0yRTvNiOnB5UkAI2TG1Gg17EPukSnaQiOKxWYePsEImTG1Wc16EAcyRVuREeqPAiNsfT6Cgxp3roakoM0aBpmiLW6Ez6f/10rarGIr1g4YUQGm6qpx87hDpmhzRkwxNUgyzdD0yN9Va3NqFyg+PlceXH1lwF9QqTaPEZufqFWgMKI8MIKB4kbkYz465B8jlNNnzCua05QGF/l8nClLYUR5YAQDLowgZs976jr/03tvmDdE+axVIxLP+ZbGOvuSgR9mf/TCOp8vQwX3gcKI8sAIBgqNKHY/wvzp5gIjTp8R/54f/f4h9VtfNSPCid5+n6838Lt/XLwyEY6dfVEU3AcKI8oDIxiYZsT0e9ZNZYwYfX70B4fV0ZNuRKS3P5MIB373bHZENSLDkfEdRpQHRjAw3YjCOw35X4BRYMRL854SRmyfPW+MRk3izEEzIta5Ph343d3/M514ri9DBfeBwojywAgGihgx/WtnTMts3I8ILloW4jg6aMCI8sAIBooZUaiEeZH5PkVNgRHlgREMFDWiBHXLugUjygMjGHBuRJFtVTNQGFEeGMGAGyM2bCzYlqJc2GUqrzkbUp+LZSRNJU3zg8tX3NNhemVhmYAR5YERDNitdLMRmx4cGNy8ccvWbYOUX0s1YvXLJ891pGPRbiWWVFO3j6cv7BpPBye7Qj2Ti09pzx3pI5OUlO5I6IhYmeYpsXjwx6GeXaIcKlqGEZUAIxiwW+n5Wbd2D+2hnFv7KL+WakQqmUrGRtqOXhSdONAV6FIC0aBe968AACAASURBVLiwou3oqnhbOhan54uhCyO0Gh0jtJVXxSmZeyrZRuV40TKMqAQYwYDdSs83Yu/DlFvowE7Kr6UbMZ6Ojbz2+htizJPqPjmZDr6SISNOnDzRHhK9+8TJU+u6Xx8hF8gIWpnmkQGxxfeLOYGuomUYUQkwggG7lW42YvTRwU1jyu4HdwxRfi0tt9bKhaKTp7rb05Gl7SElEm9LtglJIl1rM5EPV4Tpefn5teHxdOLDaFwzguaRAcrqjJJ6czJZtAwjKgFGMGC30vOvNW1/bDCXz1opd63pQnpJptTyoDDIfA5eUIYR5YERDNit9FKfKq0ob5ZjYERZYAQDjq++1iHHEGvv8SRGu8rUx8ojU7QwwksY7SpTHyuPTNG6MAJIh9GuMvWx8sgULYzwEka7ytTHyiNTtG6M0LJuvf/urXe+p+ePuPTxlsAlZFepG0a7ytTHyiNTtG6M0LJu/YOw4Tdz9TnzW1qQgat+GO0qUx8rj0zRujFCz7r16Y8IL1oCH9xKjnxwK4yoG7j6yoCrY4Sadev9S7f+9BKOETIAIxjgPbO+9L9aWt7HeUS9gBEM4FqTh4ARDMAIDwEjGIARHgJGMAAjPASMYABGeAgYwQCM8BAwggHn38VRN5i7kYeAEQxwfl9TbYARlsAIBlwYQfvrOkSMD9NZAiMYsFvpFWXd6nmyihHDCEtgBAN2K71k1i2fT8smRF+ZX7WIYYQlMIIBu5VeJutWIhzp7Du1qG9FONbZN1KViGGEJTCCAbuVXjLrls+3Ptlzn5ZWpT8TWRaqRsQwwhIYwYDdSi+ddavnjXR/fB2MqBMwggG7lV4y61ZYiaxM+LLhJRg11QUYwUAD3o+AEZaYaqlezeMImaKFEV7CVEv1ah5HyBRtw2TdQvqtCjDaVaY+Vh6Zoq3ZMYItJReMsMZUS1zVXRNkipYz61bpN7KRkivxYfQ+9bSc8hMVLoQR1phqyUbT1B+ZonVjRGHWrdJvZC8lVywuJu8WrwgFJjvyruLCCGtMtVSFvlI9ZIrWjRGFWbdKv5GNlFyJbPa3IW1SLE5TehUDGGEJrr4y4M6I/Kxbpd/IVkqu4GSaJsUr7m4PCXdMwAhLYAQDbowozLpV+o1spORKiVHTSpqkV6zpnkxGMvRP2xCMsARGMGDbiCno1flZt0q/Ucml5VJymYARlsAIBnA/wkPACAakuh9R0T0LGGEJjGDAvRH6qOmt/Muvpz87sW2jeRXRWrFoR1r7mXsUBlNJxDDCEhjBgBsjtmzd9tNtw1sGxfPwgSe00uYd24b3D2/YuHtIIRM2bDywY+egboR2HVW90Ko/CoOpJGIYYQmMYMDd1dfRsb3H9tMdiWNvD2ml44Mbjh2Y2KecvnLlfw/TxJ7hzRunjAg8qf3MPQqDqSRiGGEJjGDAjRH7h98eIiP2D2s/qXTp8W8f2/7FMUU9RtDEnuHtOEbUCBjBAJMRhwb00js/P3xmz9CeIXEeMTFEE28/vmNIN2JNF91ZoJ+5R2EwlUQMIyyBEQzgWpOHgBEM2K103I+QGBjBgN1Kx+cjJAZGMGC30osZsWFjBZ+UEK2VWBkKrg5HuteOBO8X07GVYnbkt+13rw4nVq5S705opQs/27Umqd6yOHW/Qi9bZb51ASMsgREM2K30gvsRg5t3bPsvmx48/F//ecfOwS07Ht+6zeqvnNS/fVWUWPxiKBaPZFLJnp/Rn7TSFadYPJU0rkPF4ms60mvUGcH2hWl6Wd5lKRhhCYxgwG6lF/w1+D66/6B+TuKbD+2j573HLN5INeK1i6JrBzpC9EkJJdClvHYxtTQR1owIPJkribXXqDOUtteTmhGmWxcwwhIYwYDdSs+/+npgJ91/UI145OAh7c6ExRuREUeXd7weF71dUf/gO9AVXN7x9xdX5Y4R3bmSohkhJsb/x5M4RlQOjGDA1T3rB3cM0f2H0UdfevSlnYfHyhqhjpqUVEaJ6McI0fUXt6fJCO3uhFai2dqML4UWLsloC6c+IgEjrDGqW6Y+Vh6ZonV3h87OG00ZIQg8mTLdnSMjzCWFjNBWo5+p/Bt5MMIaUy3Z7Af1RaZoa5Z1y8+WdQtGWGK0q0x9rDwyResiM2NT3WDtRV7CaFeZ+lh5ZIoWRngJo11l6mPlkSlaZO/1Eka7ytTHyiNTtDDCQ+DqKwNujLjz3cuBX7S8/+6tv3l3ljbn0sdbApc+x9XAwCYwggE3Rnzwy62BrS3/cDmwdc5H9DnzW1py06DmwAgG3Bhx0x1ChpbAp7eSEYEPbiVHPrgVRtQNGMGAq2PE/JZr3nvo/UtzT39i7tQcHCPqB4xggPfM+tL/aml5H+cR9QJGMIBrTR4CRjAAIzwEjGAARngIGMEAjPAQMIIBGOEhYAQDMMJDwAgG7Fa6489H8MHbi7wEjGDAbqU7/r4mNmCEJZZG1GvnZR1CQZtWr7vYxm6lm4yY/ovVBHyGzhIrI+rV4XxFJ4uUPWIEsfkJi+32PFm6bD2zHDDCEgsj6nc4b2qyDEEKZYtht9LzjxHK6TPmjS3yLcslY0+ExT9fNqyYyrnp/mX3fkdd0Twz0lthxDDCkuJGcHS3Uvsui2Xm4VGxEMotrxd2K73gGDF73lPX+Z/ee8O8oQPfHVbCSn841tmXjPj6Huhb8eZ3+lZoxc6+U4u06ZHEc76l/c88mz27qrPvqJj5nC9DsyOdD8AI11gbEenTvtDE2AOZCJr2ZBbQ7s23Pm0U85cV26oaQSkjyiyvFy6/Lf/0GfHv+dHvH1Kz0NHXKfX7fL1if0/V1J+hR6S35z5fWCtHlq0LJ3r7o9HvvfCiWE89kPTS7BczOEYwYKql/MnVK8JK4uXVor61XVS2V99VjUR8z/yjvicb6c/2RX3U9zO5nRetJZ7P0w5N0V6szgrrL321YGenFESQ1+N9Pv2/xXI5YDBi9PnRHxxWR09UaaRBgRH98XUmI0R5cef5F17MqD5QEUZwYaqlvMnAC6vOhoKLloVEI4g9kdoo4pl2VaLe+9U9GbWC2h6i4599Mbfz0vZb6r5L0V5EL06E9ZcW7uzM7aR1/9zYaNq1poLl0uDSiJfmPSWM2D573hiNmujoG+tcnxZVtUTsOMgIdY8izieW5HYkpMD5H/7ohVViPZoZ6cWoiQ1TLeVNit1+XzLwf55Jm3ZT9Bxfp+29FK1Pv5jJN0JbS5uXyO3uNCP0lxbu7JSCCK6+Y0QdgBHWmGopb/KVpKL1atpFrU/3+2jUtD5NuyrRi4PankyMmjQjnuvL5HZe6lriWey76DyCitqoSX9p4c5Oew/tbRv0zNq2ERb3WGoHjLDGVEtFJ3VE/81YV3DR82QH7XS1GDE1gaxb8mG0q/z3I5qmFnrFiCLbqknEMMIS6e5ZG51+2j3rJi8aUZhrSzTIhV2m8pqz2lXu8bQyjeDk4jf07/y+sGs8HVm5cGolKptWmyw4wMMIS6T7uyZzpy9cYlrmGSM2PTgwuHkj5d7avmPnoGrE6pdPnutIx6LdSiyptL1KuVOogwcnu0I9k4tPac8d6SOT0aQS/CcqHlmbffnkXatXngwFtIV3i22I6Y7QEbEl+qb8thPnOkw3kGCEJdZ/+1q3r+gtEYJiGW1dcZVRhXILDVPuLcq5paeISCVjI21HL4ouHOgKdCmBaFxY0XZ0VZwSBdHzxdCFEUobJN6civSK8fQa8WhL9+zSFtI0JZUQW6I8dNGkKcUQjLCmxF+D10GGwm5vvcRDRux9eEDNvUU5t3QjxtOxkddef0OMnlLdJyfTwVcyZMSJkyfaQ8KIEydPret+fUTLunU/FWkyZ0QwRAtF+e72UKCLtqQeI36WVtMR6cAIS/D5CAbcGDH66OCmMTX31ujOw2OqEXQ+IPpxd3s6srQ9pETibck20dkjXWszkQ9XhOl5+fm14fF0gM4jqKidQ5ARa7onk7RQLYtpMoLOI0ZSb5qSbsEIa2AEA+6uNW1/bNCUe6v0taYL6SUlLoKXIv/MHEZYAiMY4My6xZdYqyQwwgoYwQByDHkIGMEAjPAQMIIBfDuNh4ARDMAIDwEjGLBb6QVZt+58b9b779465/BHtTnIulVXYAQDdiu9IOtWy/Vz/+Fyywe/mK/PQUaVegIjGLBb6YVZt341H1m3pAFGMGC30guybl369WXKuvWfkHVLBmAEA3YrHVm3JAZGMGC30nGtSWJgBAO4+uoljHaVqY+VR6ZoYYSXMNpVpj5WHpmihRFewmhXmfpYeWSKFkZ4CaNdZepj5ZEpWhjhJYx2lamPlUemaGGEM6Z/j1R952sY7SpTHyuPTNHCiAbH3IC4+soAjLCN3SqrLjCCGRhhG1Fl19TkL1UqehcYwQyMsI2oshnXmmfMbNX+GD5/rkZgtt8/fXbhmrd/5v/+v8/Mzy306y/R1yq+CVM0xrTRrjL1sfLIFC2MsI2ostmtH/s9/8evv6H1o3NunNVy08eubZnxr2+6dsa1NGfmDTffoj23zp3pn/eFGz+vTfyBmD/j2pnqMurr4nkuTdPj9nmfv3nBnWKGsOE2VYQZYvuzWz/hb735jz75f/9Q/PiUWEKrlozMaFeZ+lh5ZIoWRthGPUaIf7fMvO5W2q/P+eSnF8wPzP7M/BnX3u7333L7bTNvoedr/o1f9P+WOTd+7LaZn7nzlhaaT0bQMur0t9NssQXayu1PPfUnn/y0eIGQaoHo+6TFDHXtlhl3fHbOjb9/x2dpyR+Ll5aMzGhXmfpYeWSKFkbYRjdi5i0z/+RP1d253y+OFf923ixhxG30EL2enj/3qQIjqI/PUJdNGSG2QFu5/Y4bPv7JPxYvUI1QN3qt5k/L9TfPnXPj52+eqxpxW7GBmSkyo11l6mPlkSlaGGEbUWV3tn5M9NbA7Nbb5tz4hX/30RbqvTPUUdN1s27306jpulkz/DdrRqijpltaaDQ1c2qZn0ZYc2kL9Lj9439I46Kbr53xe6230XmEasOdrZ+4pSXwxVniPb44i5bQS0tGZrSrTH2sPDJFCyNsU6bKRE+/rfiSmSWHPCrTjgE0GmvRhmQVRGa0q0x9rDwyRQsjbCPX/QgzMIIBGGEbuYzA1VdmYIRtYAQ7MkVrtwFgBIzgR6Zo7TYAjIAR/MgUrd0GgBEwgh+ZorXbADBC7YN2c15UN5qpaaNdZepj5ZEpWrsNACM0I+zVMowojUzR2m0AGKEboe/8K6tlGFEamaLF1Vfb6EZQ7UlmBD5VygCMcMQ0I4IL71oYUpS2u9tDetmUlB5GlEGmaGGEI8gIn083IrjIF474or7F0Xs67r2vMxzoUr60xLdUzBVLltEaMKI0MkULIxyRd4wILl+xMhaPxSPhgPgZbF8VD94fiyd8vmX33rdUrWUYURqZooURjsg7s17dvTy+JrkmmUpHMmuSPV2R5BJRbqMs3D1rV9IaMKI0MkULIxyRZ8QSXzaT6E30LgylkuseWJ9MqOVYZ18y5etTDxIwojQyRQsjHIH7EazIFC2MsI2TO3RVogVGsAMjbOPAiCoBI6oAjLANjGBHpmhhhG3kMiIvMtOi+kXlAJmihRG2gRHsyBQtjLANjGBHpmhhhG3MRlTrIlI59HcvjMxoV5n6WHlkihZG2CbPiPq0GoyoHjDCNjIY0dSkPhVGZlqjPoE5RKZoYYRtyhnR82TVW81kBK6+MgMjbDPdiETYXKWiFOtcn86v50gvZ6vBiOphtzvAiKJGJJ7zLU34fJlEOPIvi/qSid7+DBXpr/3oEel8AEaUQKZo7XYHGFHciHCiNxGOnV0XjohnJbD2nl1UfNHn6+2nRwbHiFLIFK3d7gAjLIyI6EaQGZoiZIQ4aPSrDxhRCpmitdsdYIS1Ec/1ZSK+bO8SbaRERTqfoAdGTaWRKVq73QFGWF5ryj+/LiyyAiOqh93uACMkux8BI5jB1Vfb5BnhrwsWRuBTpQzACEeUOEb4p89iB0ZUDxjhCJMRGzYW1KiiXNhlKq85q32X2XjBPTsikjGXLuyKRc/9NpS/SuzU8hX3dOzKnwkjqgeMcITJiE0PDgxu3rhl67bB7Tt2DqpGrH755LmOdCzarcSSSturSWHDhV3j6eBkV6hncvEp7bkjfWTyXOaIWFE8QkdCPX+/+uXlGeW1EBVpFXoEJr81osTiwR+Henbl5iswoprACEeYjNg9tHtoz/Duob379nzzoX2qEalkKhkbaTt6UfTeQFegSwlE48KKtqOr4m3pWJyeL4YujKSSkQytKB7x8TQ9B5dnV4aoqK6qri4OI7G42GJbOjdfgRHVBEY4Is+IvQ8PKPuHD+zc88jBQ7oR1MFfe/0NMdhJdZ+cTAdfyZARJ06eaA+Jbn3i5Kl13a+PjIvuTiuOpwNdmhHjIYVmBbpoFXp8KRSjY4QSW3y/kpuvwIhqAiMcYTJi9NHBTWPK7gd3DI3uPDymGhFZuZA6eHd7OrK0XXTyeFuyTUgS6VqbiXy4IkzPy8+vDeeMSL05mYwsFstWrnoj2pFWi7SqeKwRs8kIZXVGyc1XcPW1msAI20y7H7H9sUFxjJiq0ZL1fSG9JFM4r+Ccu9gpeFCIZZoPI6oHjLCNvPcjYAQDMMI2Ze5Z1/F+BIxgAEbYxq4RxmhHnCXzgE+VVg8YYZsCI7YMbt64d+JxRbsboRpxZPKoduth1xG6jxDSyuq9BR5gRPWAEbYpMGL/8N5je755fFC7G6Fffc3dS9AurhplplaDEdUDRtimiBF/++3/uFG7G6Eaod56OLUwRDbQQyur9xZ4gBHVA0bYpsCI0YcPj+1+/LFh7W6EbkTuXgLdZiAjpu4t8AAjqgeMsE3lZ9Zsx4RCYET1gBG2KfMtl/5afMslrr5WDRhhm/xvQm6qE/TeMKIK2O0OMAJG8CNTtHa7A4yQ7NvyYQQzdrsDjIAR/MgUrd3uACMKjXipaeP2i8qGpkPip8Y7T9PkQZrcMqhsf2dftRoPRlQBu90BRhQa8dY/D2wfUPZvVMRPfc6gmDxw7J2Jhx9/a+vnhg48Ua3GgxFVwG53gBGFRmx6eKMQYPtDT5AR2986pBvx2vBbDx3b0tR01xMwoiwyRYurr7YpPEYMKpu3Hd/wzjHxMzdHTL41WHsj8KlSBmCEI0o24TvfFAeLi1PFDTU7j4ARDMAIR8jRhDCiCsAIR8jRhDCiCsAIR8jRhDCiCsAIR8jRhDCiCsAIR5T429eaoL97C66+sgMjbCND/gj9qQVGsNNoRtRrp+wzfnEZjMDfvlaNhjOiXhVVuRHI8G4bmaKFERUiOqEeQtkM7y8v8vmqmIROwadKq0ljGrG56B9GVHXnXNqI/AzvP/rds519IxHfM692PtBLaUwpdylzMOpTQeXACAYcG1GdMfr0DRc14vQZ8+/g03fJ1cwOWs6IvAzvgd/9q0xk2ZJehfJYkxGU5Z05GPUJRvDj3AjGIMwtW7jdglbXFs+e99R1/qf33jBv6MB3hxUSQeykzy/qO+fry/7ohdC0N+CIsYwR5gzvJiOomOilLO/MwahPMIIfOYyY6m1FNpvf7LljhPj3/Oj3D6nfK+lThysJdW+sJBavZIysWIzlM7zro6ZehTK70yzK8s4cjPoEI/hxaUTxAb0t8kZHxaqmyApkxOjzoz84rI6e1GNEWBufKLFsFb4kKS+ECjO8a0RYR0tT8cCIquHSiMIB/fROUdhP+pfd+51l5nGNT3tlCSOmr/DSvKeEEdtnzxujUZPoq6oNS/rO9SrB/8m6Ny4SAu5HsCNTtC6NyB/QF7vEQkaI5xGapkf/M89mzy4RM+jSDG2iSIf3+fT/isUK1gQXLavCaYS1EciowoFM0doUwnQlSH15/oC+2CUWMqKfZq8/FYqIR380+r0X/u4+X5hOROlFeu+f2mrBtabpK9SB/BBMYZT+lsvqxQMjqoZdIww11JfnD+iLXWKZMuJf1oYj4tG/uPP8Cy/G15mMUOwcI+qzTzaHUDBqYszw/vdFkrkrwcozvMMIBlwakT+gL3aJRQyOwjRqCi7qy9Cj//wPf/TCOl82TJdmaBNOzqzzqMFOudSZNWeG91AsHpgUhckTejYWNaN7xRneYQQDLo2wooJLLLlTbttGuNgpF9vfUgKUgsjE+fmivL13KSM4M7yLzk8rUD53LRuLmtG94gzvMIKBKhlhj9L3IwqXu9kpJ4vthMkImqu+XjxS0XTslcJUD5b3IzgzvCux7vYQFXLZWNSM7hVneIcRDDg3ghOjx0+/Z60UGuFmp1x0J0xGaKtdDNEj9ZPM+KsVG8GZ4V3osqZ7Uqyay8aiZnRHhvdaYvfqqwnWr7q2VE1R2z/fCOc75aI7YWFEkObS6+mROtp+/7SUcSXuWTNneNfIz8ZSWYZ3fKqUAfmMyF1vmgrRZ17ucqesFNsJJz6MqnPp9eojmchE9H/mKKbFKNv9CBjBgAsjqsa0IVXhoMrtTlnFZkosCyOK1KitzToDRlQPGY3Qjz4+/VFqTEXUJM2Vz7kR1c3wDiOYkdKIKSWmCdHCPFizhSkIkxF1zvAOI5iR0widoh/Yk82IOmd4hxHMSGjE9W/MqncIZSkwoo4Z3nH1lRkJjVh+Tm4j5MrwDiOYkc+IyI+Wq0Yk+lb4Xq53MMWQK8M7jGBGPiPWZrPn6bnt89EvTNY7mGIgwzs7MkUrnxFi2DQrcj5yviGOEfXPZ50XmdGuMvWx8sgUrYxGSA6MYEemaGGEbeTKZ50XmWlR/aJygEzRwgjbwAh2ZIoWRtjGKsP7S9v0P7V65+n9G7cMKtXM7a4BI6oAjLCNVYZ3Ze8xfc7gO4/v/9zEw49XL2+vBoyoAjDCNpYZ3h8bzGV4f2vDYw8/dGzLXTUwAldfmYERtrHK8P7OIxtzc9765x/DCBvIFG2delUjU/bMmjK8q1Qvt7sGjKgCdepVjYxc15pgBDN16lWNDIxgR6Zo69SrGhkYwY5M0dapVzUyMIIdmaKtU69qZMr87WtN0N+9BUawg6uvtpEhf4T+1IJPlbIDIxxRbyPwOeuqASMckW9EDXK65wMjqgeMcES+EUUz0FUzlzCMqB4wwhH5Rizq+0n5dGOcrQYjqgeMcEThMaK/fLoxzlaDEdUDRjjC0gjrdGOcrYZvHqgeMMI206++LtFGTaXTjXG2GoyoHjDCNiXvR1Qno3shMKJ6wAjbyHCHDkZUDRhhG7kyvOdFZrSrTH2sPDJFCyNsU/m3XFYNGFE9YIRt+DK8V5RMuEyG97zITGtU2P5yIFO0MMI2jBneK0omXDrDe15kRrvK1MfKI1O0MMI2jBneK0omXDrDe15kRrvK1MfKI1O0MMI2jBneK0omXDrDe15kRrvK1MfKI1O0MMI2jBneK0omjAzvNQVG2IY9w7tK6ewrlWV4hxEM1KlXNTJy3Y+AEczUqVc1MnLdj4ARzNSpVzUydo2oXYZ3GMFAnXpVI1NghEQZ3mEEA3XqVY1MgRESZXiHEQzUqVc1MkWMQIZ3d8gULa6+2kbeDO/4VCkDMMIRlZ1Z1zrDO4xgAEY4osS3XNYxwzuMYABGOMJownrns4YRzMAIR8AIVmSKFkY4Qo4mhBFVAEY4Qo4mxNXXKgAjbGOd4V3/fGlNM7zDCGZghG0sM7y/XY8M7zCCGRhhG6sM78reY8jw7gyZooURtrHI8H7o4DtTx4gaZnjPi8y0qLrvzIxM0cII28iV4T0vMtOi6r4zMzJFCyNsI1eu0rzITIvqF5UDZIoWRtgGRrAjU7QwwjYwgh2ZooURtlGNkIPCyIx2lamPlUemaGGEbeSqMlx9ZUau5m0I5KoyGMFM3VqycYER7MgUbd1asnGBEezIFG3dWrJxgRHsyBRt3VqycaGvmTSm8qnDfHNkRrvK1MfKI1O0Ve8/oHbACAbq3YiAERjBgFyDYuAOo11l6mPlkSlaGOEljHaVqY+VR6ZoYYSXMNpVpj5WHpmihRFewmhXmfpYeWSKFkZ4CaNdZepj5ZEpWhjhJYx2lamPlUemaGGEh8DVVwZghIeAEQzACA8BIxio51/kYD73fKNdZepj5WmsaEEj0lh9rLGiBY1IY/WxxooWNCKN1ccaK1rQiDRWH2usaEEj0lh9rLGiBY1IY/WxqWir9cVW9fzlgBQ0Vh/wTZuo0vbBVUtj9YGqG6FlsgRXMQ1txOYyeTd6nrS7fRhx1dPQRpw+Y14Y61yfToTNc/JLlWwfRlz1NLQRs+c9dZ3/6b03zBs68N1hJdHbn0mEI53Z3sRzvqWRzr5Ti/pWhCO9Ed8zz3b2JSvaPoy46mloI06fEf+eH/3+oUEqBdbesysR7s9EehPhRG/Pfb6weCYjepV+n6+3ou3DiKuehjdi9PnRHxxWR08J1QDNiEhvf3ydWk6oRmQqGEDhAixQGtyIl+Y9JYzYPnveGI2aYmJoJIzwZVUjEr5seEnfOVESRtApRmUbhxFXO43VASq4+iq8yDjeuA9GXPU0Vgeo6s1lVQcYcbXToB3AN/2jUa7BqAkojWvE9Fn+6bNsbhNn1qCRjdiwMX+WMOLCLqMYi577bWg873zatDi4fMU9HbuUPGAEUBrZiE0PDgxu3rhl67bB7Tt2DqpGrH755LmOdCzarcSSqYzyWuhIqGdy8akjYmbPZMfdYnGoZ9eRyaOTXSElFg/+mErnOkJBKmubxf2Iq57GNWL30O6hPcO7h/bu2/PNh/apRqSSqWRspO3oxRAdBbIrxTGiLR2L08yLoQsjqeR4OiZ+th1dFRdGiNXb0mJZXC1rm4URVz2NbMTehweU/cMHdu555OAh3Qjq8q+9/oYYD42HlEhm/O72UCxOM9d1v64bISw5cfIUGRFbfL8yng50qWVtszDiqqdxjRh9dHDTmLL7wR1DozsPj6lGRFYupINAd3s6kom9Ee1Ij6cjH64IkwfLz68NR1YuWbw2I+Z1rc2QEcrqPENOMQAABExJREFUjJJ6czKplrXNwoirnsY1QlG2PzYojhG5WcWvNV1IL7G8YRdsDyn5594wAjSqEdPxc3yqFEZc9TSoEYrSVCXq/XuBOgMjYAQw07BGAFAVYAQAZmAEAGZgBABmYAQAZmAEAGZgBABmYAQAZmAEAGZgBABmYAQAZmAEAGZgBABmYAQAZmAEAGZgBABmYAQAZmAEAGZgREOzoDnbvKCC9Q5G84rZAfo5kC1YayI7oSjHs1Elqy6JitVojuB4NJttvuI+3qrTLCJvbXazBRjRyFzJtk4saG4tv+JEfufX+vlEoRGKv/m4EhWPLClzPCtWy2q+RaMDBxc0ghJkRPO038sOMKKBOa7216bscdovZv2ip7dm1Vl66Up2gHbuV6hzZ3NzD4qfOSP82eaDSrN/ard6vDnaRDJks6202DAiS9/IcEUcPMQ2osfNL6kRzc3KAhFLtNmYMmapoYtflCLLit0E/bJXRKAT6kK/qB8K+6C2pQXqb6BMRGm5ko1Gs80Tzc3GN07AiAZmAbmgcqV5YkDswrPNAwuyB43SguOt0YNNNEesqc9tbj1oGHHQ3yzmiw6n7/6bsiSN6CdiXtRvGNHcfKWJ3ku8wYDQwfyS2iC6davQVEQ3NWXMIsRkqxjvCSOEG03iF/ZfEc+twu/mKP2mV5qb9d8wSuuJJ1pO7vvFPqPZGFXCiAbmCu0LszTEaRZdfKJZHQ2Jh6nUNDBAZwc0QNLmDgg3DuaMOC6OHgMHswMDWX0HKnoUTWUXiKNLtskwgvbAdDyhF4pt5b2kJizINjVHRfATxpQxS11hwfGJbPPUqIn6/8GsfyC74KD4FZquHG/Sx1KtIu4FV4RXB2m5UJw0Nw+0YEQDQ8eI4wepf2dVckaYSmLo06wboc1VTx5M5xFiMto6NQK6klX3ltmJaOuEuoGcEeK/GFvkjDC/pDaIft0sxkiqzvqUMUtdoVn8ooYR1NPVrh6lg6YQulnv9OYnsRxGeIrceQR13IMHB65MGWEqXVHnqEaoc49TBzGOEQfFY0Fz7nrVweyVJtpmdmKiOeo3GaG+oCmrnk8saFZML6kVYrxPg37zlDGL5tIFgWnHCHEC4Y/SgaEp1+nprGLBAhwjPEpr84KDE3QM8EcHBkTf0I0wl64M+FUjDubmRv155xFR9aKSfj4SVXuP6FoTYl6TakTrxMTEQdHfmg420SbpPOKK+SU1+1XVfttqnjJmNbcKBZpap4yYOo9QBtSr01EaY2XV9cQv3SpMmDqPgBHe4kozXSkZUI771Sst6nWivJIYNbWKXelxOuPU5ooRRDR3PyKqXnYRkmhbozG2WLWZXhnNqptSR1pR8VrxRn6xyah6Gcp4Sc2YEO+rmTw1ZcwSfVoctVqbta69wLjWpJ8YiSFVlI4K1P/pipvpWhOMAIUcH9AEqYTcDTsbL2k0YMRVz0S2glt8OroIdl7SaMAIAMz8fxeFpcMrlhUZAAAAAElFTkSuQmCC" /> +<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlwAAABbCAMAAACRWKsTAAADAFBMVEUAAAAAAAD////AwMCAgIBAQEAgICCAAAD/AACAgAD//wAAgAAA/wAAgIAA//8AAIAAAP+AAID/AP//68KXgICt1v/rwpeAgJet1uv/25A6AAAAOpDb//9mtv/r1sKXgJfC6///1q3bkDoAADqQ2//Cl4CAl8Lr/////9atgICXwuuAgK3W/////7ZmAAAAZmY6kNv/tmZmttutrdbr1q3WrYC2ZgAAAGa2/////9uQOgAAOjrbtmaAl62tl4AAZrYAOmZmOgA6Zrb//+uArdbrwq3b25DbtpBmkLY6OmbbkGa2Zjo6ZpDb/9s6Zmb/tpA6OgBmZmY6kJCQkDq22/9mZjpmOjoAZpBmkNv/27atl8JmAGY6OpBmOpCXl8JmADo6AGaQOmbCrYCXl622/7aQOjqXgK06ADqtgJdmOma2/9vb/7bCl5etra3Cl63W/9bCwq3r68KXrdaXl5fW1q2tgK3Wra3W/+vWrZfCwpetwuuXwsKtl5etrYDC6+ufoaJNUVMyNjhAQ0XW19dbXmDIycqtr6/x8vJpbG3k5OSSlJWEhoh2eXq7vL0AHABKADEAAAAAADBQr34QAFhNTAA4AAkABADvvkFPL1cwUK9+LgAAAExWCQAAAAEAAAAAAAAAAAAAAAAAAABOiE4AWABNAEwAAAASAGYAMQAAAAAAXFAQbhAAWE1MU2NoZW1hMS4wAABKAAkABADvvjBQr35cUBBuLgAAAEVsCQAAACQAAAAAAAAAAAAAAAAAAABjLGMAWABNAEwAUwBjAGgAZQBtAGEAMQAuADAAAAAcAJ4AMgDfWQAAXFAsaiAAUmV0YXJkZXJEYXRhRGVjbGFyYXRpb25UeXBlLnBuZwBwAAkABADvvlxQLGpcUCxqLgAAAKeyBAAAAAwAAAAAAAAAAAAAAAAAAABqJ60AUgBlAHQAYQByAGQAZQByAEQAYQB0AGEARABlAGMAbABhAHIAYQB0AGkAbwBuAFQAeQBwAGUALgBwAG4AZwAAAC4AAAAAAAC3AFc4AAANlklEQVR4nO2cjX/axhnH9bnwHzh2CrYXQ2KHUEMhjYnteqWJ3WZts+y165Z2fcvatVvbNV3bZVs3dEK8mJf/uc/z3J0kQBIIEFjJ/T4JOj3Sczrpvjz33AE2mJZWTDJW3QCtZ1caLq3YpOHSik0aLq3YpOFKhIwkaLzVK3hSWpGVhG7ScCVUSegmDVdClYRuGh8Zk9BqrUR0kzHWzCS0WisR3aThSqjGumnt8jptN1JXXhCWdGZzSx1NZ7aX1DCPNFwJ1Wg3/exyiuBau7qTvbJDppxx7bo6vDK4LoGGLMNnJFhBNx3x/MU+hAW1SBV2927kbxbWLqcEXBsv7kMMy8JOsfRSqYyIbVeMMsJVyRjXbgVWGIMmwpXkQBbQ9il6bHqXyPKrap4WQZyCf2sv3xZwHSBcBYSrYmxX7xyyo+NXYHgEuNKZW+zEjWVL0CS4ksxWQOPDbikw1s3dlrCq5moRhK2DvRsAmRcuLFU3t4AvHBGBKIArR6FwmaPjBLgSzZZ/68NvKXKwi6yoK4sTW3Tw81cRpqx3WMRSCVmqMYhgQBTCtdSoJdsYAley2Rq9M2Gb5BPBOpPGGjVvi7IpSuARLsAKEy4YKGEHWYJxsVh67e6dQxoW77EcjJPLUyhcCWYrKCmefEu+not5EjNWPcHtdPcMNxIu9vrlKy/QDq5DQCpfvXY9nalhQn+SMZYWvLxtDoXLd72kWKrBf3gjVDffyJTHa3fnvumM4Zml3P+Fr3nUySPwGLUfHVOrfS47fheR4fLzXMyq0nRVL8ptpfK2ORQu//USyheNbYAsPQmubeaM90fHNT/zmJMr12NIlfA3Ycxwzbaq9LzBJV5C4QpYLwEwcq9kyjSYv5kx7jG1jiI2eOJbGeM1mqhAHWX2tmE8+CWEnM0tLG0ps/SCc++RjQ4WSw8zdw4djzfA/qtfi2of3sVrIVxHx5tbxPZvMhjEhpZx4oIr8qqSeAbTVD1jiy6mpoUrYL2kYtw6Llc3T2hI38rhhuzOZhsjWpVcMPxUINIhEDUmStKsakMDdoo4WCzBGON6yMqg5+S1ROTKycvUtk6MkWWcKeCiDMZ9GT/DryujrirJZzBN1TO26GJqWrgC1kuKpd+WtnN3foczkTL2tbTLDZxYLBnXHvyeSYrY/XcyxjYNclSSZuVF0xi00UHM6JjrgVeFEyDQyWsJuIrQgE0VAoeXcQyVUo4ufov7DVkP9/dUjyTqqpJ8BmGNmrNFF1PeNofAVQxYL4GkGrkysOsFXMIuN8TO/T8YIkRh51+7dSJQESXHLLwUXOJgkYYYxyMALlZ997jMhisau4vFRq7Iq0riGUxV9XMYuXJB6yVVA1Meo6zgknZnQyPZWwIuGCCgipxARZSkWZ5eIaDAJg4SXK6HGhbFMOPCVTEoTGyKYdG7jBNbQh9xVUk+g6mqjtai1IXWlHAdB62XVDCLrtL7VHS4tIuNOvGPas0BNg8pb4L0HEtqKUJ6QeL7QOQqeJDg8nrAcCkTei9clJphQg+XGV7GiQ2uqKtK4hlMVfWMLRpXamKVsWvanOsC60+CQZ95f8xLEbPpeYNLlBIKV8547TAIroDUd4qu9PNcEFyzVR3Z7SLA5VEy4QpR4Lxq0j2NzdWm8pqnUbO3KP/ohq+HF67ieyINrbgz6aq75p1+f0sdHf1oSB3yVPXnrSEjJjZjbj6Nfn4+uJ5wT+QS1WnORs3corUPJsJFn9Dh9sPr6Y8EZukHHzufXjtwwTxXHR85FGZhuZBP4Fj4B9dJp8sXrtB7kj25XLhmbtFuau+TAkwuztYev5o6w1lGimYbCBd2e6589PFfROQCMI4+vU5hrLqd26Z1uaPjMpgruIKCcMEBRjsYkmCe+/5WDvfSb97FWbtROzqGmRUZyyz9sIQn4lUwDlZqcJZciKkNtfEZ/rKgL1wh96R6cslwzdoiiFxrn+2f7q6vXd3BVwhkB7johnAJmpxhEemp0rgIBgpB1XIVyHkfcIEDFUFKmnYgyrFcjQ7hyX+9jpUJNzB+dCiiIFUMcEHx6HgbzsJX8ve28Rn+mrM/XMHr4UE9udDv0PuiEr1FjOASTCFWG4UsLjDhCi8Ni29fT99jPnBhSMMSfjIL1JzgVcoSrgrtiOEPUcLVFNpTJTifKlLoQmWCKTxL+Xvb+Az/QCMALnYpXH4uE50iaf4WqZwre7ZRYBKuM3ksJXAimIreYZGpD1xoeRBXIwkWpoZF2jAF18kdClKwV1ElH7jAF+OXgKs22sYJcC30oa5A0UHxZyteuCK3SMGV//zxPpPDIr0quIpffHHowuUk9NT/AAYEnMomDnM0nsmEXgxuOCxWIL0CjioiclVUyRkWPXAVP3zzkMlhkV6jwJVwuiKTEsBWzHBFbREtRdzcg4gF8conoYf4QmEE4cL/tBRRfO9vYqZYeRe/QFCtOQm9YchPXTwJ/d9LxkslyqOKVCqWZEK/zbxwQX7G2EwJffLpiopKEFtxwxWxRaqbTr/cGVuTWO4iKlHms0wxJVyJpiu2h7payW7KUqxaJVwVilVzwKV14XTBP/4habgSqrBJcmopU/EpFAWubCH6QxjxmaUKLX9dwDAw1qSJcMEUVxSGycjfTJ2NnauEeeZGgeUf3Q6C63RXLvlpzagLCNf4KukkuDa+kgwMw5UtnH69H3iVjXV2sHcjWwiKXKe7UAqrwNdLy6NVD3pTaQJcp1//4xF+zHD65TcFCDcv7svllLUPnnyLvw5Fyz9TL34njlzZyX+PxGQL+Zd/2N9Yx0P75CZ8C9JbLidD+Bt1VxbpAKV/QWE5/ZU4rWYGHibD8yrlNncMrrVv2dMdlv/+3+vZwsE67D4Vo2T+5pUdKgJBZ7iWB9sCQCPgyj968p/Xd37Yx0PCjV6yBem9IYIRGLNnQ+6ORXhRSUeuIK2En3AZl0bYCoNrQ+RG0MsAF5T3noifGx+sr3321T79PhQ6H4ZBokMtuZx+/d169r+PbiAwwu0TfLmNPyhFbxG5MDVD4lz3xz9Ki/S6jSUNV5BWw0+4jBG2QuDCvAiIcSIXir4CiYHls30IRBteuLJntGbM2NPH+/kfv2UCEwEjE9kTeedvUs71P4pTXvcDaZFeWQ1XmFaDzwSNsBUCF4ai0y//v7ue/5xyrtTZgfgtOyRHe0+ufpPyRq4UZEkwjKKye5ioCTjIjV4oHhGhYrYoMiyvu7JILyrlb+qc65nQPBNcijDZ9bnctZ5hzQ3Xyty1ViX8k1aeb0MEf7P+Ii7NaV1s5WrM8z0u3z+pJaTh0ppFTrg6+vQdDZfWIqV+H4mU6WFRa5HCr0YL4U/SNFxaixP+/kyK/jBZEF0aLq2oGvmxto5cWotTlaIVpF0i89Jwaa1AGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6t2KTh0opNGi6lusmt+hTnNeyhXd7E1yYfOavFW4y1eYdxOtKB09ACOu9wbnbnb2/sMqHlPXOeGjRcUl3ea9Wt3uQTW8McCWRao3CxvnXOOlYb4GoiZXAaF+janWajbiWALoTLHLuvKNJwCZ1T1w94G96tFu8DND1OJrnX5U0MOV04EWORsDZM3ldw9bnZYFYfD1GFbaszQK447+FhFy4+gJcuhDSoo9P2uixJpsnq0BbbdEuuiZoONwotA7C6dLNdk9stZkMj+/wcb91uiJrqdAesZeNxxm2bmy3LHDhX0nAJ1RErUtdsNWHY4mazzhvOnlVv9+zGAC3wgKXV6jVcuBp9i3UtxlRQGnDkj/EO2Dp9Fy7T7A7O8YDZbJr9IZflCAjpAfHQOqfkmlBQ7MGADnCd2/BW6PJ+F7Y9eKuYNt5p17LkHdp4HmzwOL6N+vD2s9y0QcMl1MV3KMcxzAJaWhYNd/DfszdoNjGTwhFQWJsAZEPBdQ4xrdngzSaXb2tmUYnXebPNBy5cGAC51aAqoa4hl6Wozgdmx2zC9Z2Sa6IT6u0WN51hEcIatLLf5PUG3MKg2x7IwbIH7a53AdEGHod3C75jvCOphkuoDnS0G4gKJym4PHswtpkSLmGlRMuTc0HR7jkpcJebNhk7vRZVoOCCfy3oMAmX12U5AkQsGAThhp2Sa6ITTLhRFy6EhqjpYChv29yyBD+mZwPHNVxBUjkXMtBoNLsOXJ69LlkILrKew7M+V3BhEDuHLETNOBu8O8A6eatldfoeuMhhwCn3qlvM47Is2R24esf2llwTWs1zNh65INnq2xiuBoofzMDqdR25Jqtn1RstC3q+bzebdkfB5d3rNvsEV0NZ7f5QzmUjoyp3s6kjoJdaMFUcEFy9VqvVYB1z0BhglZhzdb0uS7tVQqDnLbkms8cgJ+85cDk5F2vSUk0HB1FO58FN9wAqJ+fScAWqa8Fcx2yydp/mSjTTG9qDYbFnc9aGpyetkO921DpXh9s4qNgiJ6Z8BGaMJnp2OFVFQ6kNvha3+lClTRNJ12VpasF1xZvCKbkmwANiac8UlNTd2SKS1qAxs4OxClHCObNntqjhilXtpmBtGsnsOYpL0qThWqRafIpVWCnJVBSXpEnDpRWbfgJqF58nB/iH3AAAAABJRU5ErkJggg==" /> </div> </div> -<div id="axlewheels" class="section level2"> -<h2>AxleWheels</h2> +<div id="axledeclarationtype" class="section level2"> +<h2>AxleDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> <div class="figure"> -<img 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" /> </div> </div> -<div id="tyre" class="section level2"> -<h2>Tyre</h2> +<div id="tyredatadeclarationtype" class="section level2"> +<h2>TyreDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AbstractTyreDataDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="auxiliaries" class="section level2"> -<h2>Auxiliaries</h2> +<div id="auxiliariesdatadeclarationtype" class="section level2"> +<h2>AuxiliariesDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AuxiliariesBaseType</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="airdrag" class="section level2"> -<h2>Airdrag</h2> +<div id="airdragdatadeclarationtype" class="section level2"> +<h2>AirdragDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> +<p><em>Base Type:</em> v1.0:AbstractAirdragDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="signature" class="section level2"> -<h2>Signature</h2> +<div id="signaturetype" class="section level2"> +<h2>SignatureType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0</p> <div class="figure"> -<img 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" /> </div> </div> @@ -294,120 +338,171 @@ <p>XML Schema 2.0 contains the same structure as schema version 1.0 before all updates applied to version 1.0, i.e., the input parameters <em>VocationalVehicle</em>, <em>SleeperCab</em>, <em>ZeroEmissionVehicle</em>, <em>ADAS</em>, <em>NgTankSystem</em> are not allowed.</p> <div id="vectoinputdeclaration-1" class="section level2"> <h2>VectoInputDeclaration</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationInput:v2.0</p> <div class="figure"> -<img src="data:image/png;base64,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src="data:image/png;base64,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" /> </div> </div> -<div id="vectodeclarationjobtype" class="section level2"> -<h2>VectoDeclarationJobType</h2> +<div id="vectoinputcomponent-1" class="section level2"> +<h2>VectoInputComponent</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationComponent:v2.0</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="vehicledeclarationtype" class="section level2"> +<div id="vehicledeclarationtype-1" class="section level2"> <h2>VehicleDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v2.0:VehicleBaseType</p> +<p><em>Base Type:</em> v2.0:AbstractVehicleDeclarationType</p> <div class="figure"> -<img 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Q7jNgIeQHThxUUEnIATcAJupB7egQYUAXcRASfgBJyAG6mHd6ABFT/wGD1YxikCHhb4oAcYSTGDi4AT8LEAbodDwA0R8AGAr31p/cADcZMVeP7T4q53VT4wgV7Qmo63wourtmcq8k853UCt1eFum/2hGiUC7ptwjxh6vwp9gJazmu8KtuAd6wlYq/3dCis+dt4JeI/P055NU023y/AE3Dfwnk0GD7tsfA18V3Zaz56SPu6cHndyFJxVoNJsFK/8RFi4cIHHzb02//el/E+vzMGN8VlWO9eFpYjsanCXDVwpcTOGZ2cWbwjHeYZjTFyDrMs89+os34TUwv0SG99HnBIBzi289dzW9vSO8HVmdWJ5oKSHLM7KqNLB7R060anN/8NM9YtX5sAnHsf/xBz+CDAt/xChvDpgzVmxCcBNx5hXoSrnwPl+4FRNuFbDKPgSAj4YcMEZUBfaVieWBwrrzYsztRXmBHy5cvkfuYXX4Dap8n2pgBuhmLJkREvHmCKCAxecYbPZEFHwJeMKPPphmTNwXp8X2kwC912fMwm8OouA89YqHVfe+OmV712Zqy7NoddLSRSMmn8YoUwBl5vCMaYBnG+DnQvgxsNSBHxA4Gunn91iskq3OLE8+ABhkX/zTUAtgZudtvnXPrNS5MBn8TEZARw9YCJwDAX6VWjAlWtMwzGmATz/PO/3yUBcwpcQ8AGAr01tcMvmdh2y08ZrcLQ8AA7/cVgm2mvoy83xLtrPutKdsfCACcBFKHba8CFX6RpTOcY0gfM2Ht2fZ6LTlghw0PYju6HGZwlceMH2oXfgNq7DsqSAb6JNjyTwKto0AY8WePgDjKSYwUXAwwIf9n3OkCLgYYEPeoBD2peAE3ACTsCN1AN8U7JKFLjRSccxWp8c+/DirKobowELF2IfJQIeAXBDzsMzd+DqxmjQwoXYR4mADwAcLrD9fFpvt67vnZyCAXmhrYJYAa66TWysb0+3JXC8DtcSCQU048Zo0MINcGII+CDAH92Fv+t71/ee21r79hZ7a9cMWoeAifZER1q4uHnaEgmpSo9aSd08wb894Mvbb45SBa23cvCm+Pb0xroELm6etjAhI+BRayjANztG0Os3t9ZO77JWjlOXwLEmJ+AxaSjAJ3ZM4B14YXx7emdzY11W6eqpGAIeh4YB/BeP7BpBv5zSD0/9Cmb0mujw2h36a6LTRsDjkReryIAPIrrwEq0IuIsIOAEn4L6ADyh9SPuO6yNOsQMHfSytIuAEPO3AYx+WEfDREgH3EgEPB3xcZZ5GAp4FpXJYRsDDi4BHl0kqRMBdM3lgStcffvCEsTiS0/WjUXzZUEXAXTN54PT9hyY44fz0Mb41cezIySi+adgi4K6ZAPATh/nKJx/i1D/1EAEfmpK18CMff/DQkdxh/l+fvD+KLxuqCLhrJtCGHxa8uY4fVYt0i4C7ZgIWbvBGWxeLdIuAu2YigB/Xed/8OPTScRHFlw1VBDy6TFIhAh5dJqkQAY8uk1SIgEeXSSpEwKPLJBVKJXBbCQh4IBHw6DJJhQh4dJmkQgQ8ukzSIfM0EvBMyDyNBDwTMk9jeoDTsGwAmaeRgGdC5mkk4JmQeRoJuLmZbnmVNJXDspGfenO4IuAhgAtTGXZBw4mAhwCeZhHwEMBTbODeE38QcGfgaRYBDwFcWfjL33X4/jr4AazVba6ATTV7XP9e+7xHUWr1Remnpiqyq7rkGkAEPARwqe1pJ19ldY1TamrOaIqrs57bdpm/juEDH9Yo0kn2I0sO+LSub+zlTp7SX2Hs1Zz+wi7b1HdY/cmFmeLqkxzNRU27UKrVz53RVtAxeBl8AvOfA4azy3Vt5TXYvoFRc/nuufrSXLWuLVxiYj3f/VkXvM5dri88w7MTH9ZkkMfZGeMjTuCjZPBDAw4W3sp11guTu61cG6ZIR+Df7zZqV/9Wq1QXS+BOsj5basIHUgWLFuEY1YDtmgK+CN5kL7HlhRlcB3vm4fyjUSzz7MSHNRnPgJUXS/LD59kKBXyUeA8beBvm0l2b0id/8EMMrV9aXfzR4jI3yWvP8JYcaFRtwEV4Ez0i2IDPQiUOquA6QIQ6vInQK/LDnkxbuPA5Jj98nq0wwEeK90gAZ9svvwizpHPVKxxHAwgtXFp2Ai7CHYCDE3nRaOM656iB39Be4GYyVrz2NDTz8sPf2QoBfLR4iyKYm0MBDh+vTu5ilc4Z8xobq+OmBTivvgVwES7YCeAYhSRr9RUAbFLliSG+jBmJKt1MBnlfFjX75RiBjxBvp65bguPwAnTahIW/ntMnfyw6bRXAVwVC2rl6QwLnPbizLwngIhx6WhegOw+dOIhCkmwZXMKjhRdXRTve6O20mcnw43Hjw98pCwkcehNMNDUMfnEN8VFR22r4wEuH/UmrzFiL+IC0N7y4iiQbHkdvrg0DeBoVFjiOCI1hoQRuyAq8YrQ4/bGmXAakVe+aygm4FysCHho4GndZDQhr9fN1OdiE4WUJVlRMBSsoc+AoYnEsKsaUsGoMSL/wktgLB68IHKo2/m21+pN4DUtm1HtUBNynQrfh2JuYNQaEarAp+ic16LnImApYr9wyYsVYFMeUYlV2V6GqwJ4O5icsXGQMQdjpxYz6joqA+1Ro4Lw3wUnIAaE59hCjjRqOTUQMApdbRqwYi4o+AK5K4JCAVwiqp4OLfLfSXCzJqkJmZByK6rG5XYWLBLjnlb2UyXvWdEu63tV89+yZxZJsnp2AqxjBSWxZYmEsKkcfsOoBnJV/vdroyajvqMjCfSo0cFaG/rNlQCiAi+ElVsEypiJqdtwyYsVYFIGLVWuVLkaWJvAqDEHgzhFW6SvyZ2M/qiSBD9Hp++AKD7xqjARnLBYuhpeIWcaIYZkcOKpYMRaVFxFwWNoUnbZrstNmBS4vHz9ZV2POmf6jGpFh2SA+SZJReODJ6bPid+EweCfggZUC4E3t7Jwb8OFeaesXAY9XQwO+9iUnd+F24Mr3YFWOKvAn23R0G15ctT3ZkH/K7V5nuaF2qBjLfkE7qrncTqGbJ6GAO/uHtwFXLuHzz8/UnsDByd+tsOJj552A1+ZLHpuWiAtXxO7ewLmabhekx+H26BCAT+sbX2uD32BwE9+RLuGZAA7nutkwXMJzesXHZri51+b/vpT/KSfWhJuetXNdWIrIrgZDFb4NxgnPxSzewIja+TMwtIGEsMbKlSYg5o3cmYpYmingzkNDLvEgoDaozvIEkC8mMc5WUOCjRXxIFt56bgt8BivPwWxihwngAqJRpVfhGnQFw/9hpvrFKxx8CfA/MYc/AkzLP0Qorw5Yc1ZsAvCrGMf3hzUmdmB8VxjoiKWRgn8PjxdLBM4T8CqAJ4AlJjHOVmDgI0V8SMAFZ0BdaAuX8ExW6RdnanAfoB/4cuXyP3ILr8HIUhI1gBuhmLJkRINtcqPFCKg7eFbiQywtKeqyhkBLboKxV0RGfKNq3HYch4cYh9SGb3YKbSaBq8dXdYEYAeetVTquvPHTK9+7MlddAkM2iIJR8w8j1AAuN6uzMhf5CMxiqQ+4cZMaun5i2cT6HOxcADfuRYZ+THlwF1qRagjA104/u6WcweNSAc+/+eacCdzstM2/9pmV4hWodauGhfN6WVTKIhToV6EBFxFo+UadjNTETvluRS6NFE2oSRpiKYDnn+c9RLk7LgcCPmLEEwa+NrXBLZvbtUOnjZ9xtCcADv9xWCaaX+jLcUzaz5AUGH5ZO/s0Aheh2GnDB1gxAg1edNp48iuqiWhqCy9VxNJMAde6F0tyKXrpQD+aTtvoEU8YOGj7kd2+8dlIXXjBlqR3iDfImyfDhmyVeVRJAd9Emx5h4FW06SiBj6bo0qqnCHhw4B4ayKF7MiLgQYGDhtl6RSACTsAJOAFPiQ5iRcAJeHDgYyoCHl0mqRABjy6TdMg8jQQ8EzJPIwG3y+IwHn3FnxgLV5SpBJ64w3jpOly4jk+5zNNIwO2yOIxXvuLBdXzaZZ5GAm6XxWG89BWvXEunWuZpJOB29TmMHwveqRyWDcdh/FjwJuDumTg4jNePRvFlQxUBjy6TVIiAR5dJKkTAo8skFSLg0WWSChHw6DJJhQh4dJmkQgQ8ukxSIQIeXSapEAGPLpNUiIBHl0kqRMCjyyQVIuDRZZIKpRK4rQQEPJAIeHSZpEIE3CmTYb/+6aQoinmIgDtnMoKnIrI6yJLl8EoTUF6swsnZ2ewonREC7sIqnMjCR1pZdBjvPUVyAFmyHF5pAiqLfssIuAurcHK1cN8O402/347Tvg8sAu7CKpy8fI/2y8lhfFqAp3JYNjoO44XTPeU61HTcF70IuAurcPL2LuzqMF463ZOO3i2O+6IXAXdhFU7ewF0dxksfbMr9Nzb8FQIeuUbHYbwduOm4L3oRcBdW4eQDuJPDeNPpnqjSDcd90YuAu7AKJ9dxuLfDeOl0T3XalOM+Ah6x6MJLeBFwp0xG8FQQcBdW4UTAR1oEPLwIuFMmI3gqCLgLq3Ai4COt+IEP0d27iwi4C6twitjCY/CLkmngXqzCiYCPtLxYhRMBH2l5sQonJ8+ELg7j/SiQU3nDRbhwAh/GC3wAEXCRSY+Yu8N4PwrkVN4Ejk5jXbLM9CNOdlZRnAUHC3dzGO9Hfp3KN5RneOV8NKQX+CAyj5KAm5vM3WG8H/lyKv/EnLB68AkvPMYL4CG8wAeReZTpAT5Uh/G+DhAWBziVFwHCRbjpMT6cF/ggMo+SgJubzN1hvK8DhMVBTuWtwA2P8eG8wAeReZQE3Nxk7g7jfR0gLA5wKm9U6eAT3qi/w3mBDyLzKAm4ucncHcb7OkBcejuVlw+2C8/w1k5bCC/wAZTKYdlQHcb7OsCBihfcC3wAEXCnTLwcxvs6wEFKF8ILfAARcKdM6NLqaIluj4YXAXfKJDEL918VEHAXVuFEwEdaBDy8CLhTJtZTYXTScYzWJ8c+vDir6saoV0l8l5mAu7AKJz8W7jw8cweubox6lsR3mQm4C6twcrq0+uwp/efTert1fe/kFAzIC20VxApw1W1iY317ui2B43W4lkgoOBo3Rj1L4rvMBNyFVTg5AX90F/6u713fe25r7dtb7K1dM2gdAibaEx1p4eLmaUskpCo9aiV18wT/9oAvb785ShW03srBm+Lb0xvrEri4edrChIyAR62hAN/sGEGv39xaO73LWjlOXQLHmpyAx6ShAJ/YMYF34IXx7emdzY11WaWrp2IIeBzyYhVOBwP/xSO7RtAvp/TDU7+CGb0mOrx2h/6a6LQR8HjkxSqc6MLLSMuLVTgR8JGWF6twyg7wVD7i5MUqnCL2iKBHnlAj4C6swskhk4+NoKIoqnka0wM8ETdWw4brpCiKap5GAm7TsOE6KYqimqeRgNs0bLhOiqKo5mkk4FlQKodlBDy8CHh0maRCBDy6TFIhAu6ayQNTuv7wgyeMxaET+iceiuLLhioC7prJA6fvPzRx9NCh/PQxvjVx7Mgfpx83AffIBICfOMxXPslB5z/10PGjUXzTsEXAXTNRFn7k4w8eOpI7fGhCpyp9SEquDT8seHMdPzpxTBh8ukXAXTMBCzd4c1vntAn4cJQk8OO6rh89Dr30/LQ+eX8UXzZUEfDoMkmFCHh0maRCBDy6TFIhAh5dJqlQKoHbSkDAA4mAR5dJKkTAo8skFSLg0WWSDpmnkYBnQuZpJOCZkHka0wOchmUDyDyNBDwTMk8jAc+EzNNIwLOgVA7L4p/yY1QURdnsIuBOmYzKqSDgQgkAFwY27IIScCGy8PAi4E6ZSAsfdjmjm+fDFAF3ymRUTgUBF0rQwl/+rsP3wyzJ+e5sVavU6rOs6uwOOAoRcKHkLHx72slXGfgb47QR+MIMAY9dyQGf1vWNvdzJU/orjL2a01/YZZv6DuuCF8mlOQSuNQh47ErWwlu5znphcreVa8MU6QCcw8a6HID/3dJ/IuBxK2ngbZhLd21Kn/zBDzG0qjWanDIC/3737wh43BoKcLb98oswSzqDDtvZM4slAbzS1Ah43BoKcPh4dXIXqnRWRqfeAjj02+IqKAEXSnAcXoBOm7Dw13P65I+x08ZRA2QBnJUJeNzyYhVOdOFlpOXFKpwI+EjLi1U4EfCRlhercMoO8FQ+4uTFKpwI+EjLi5UIC/rIEAEfaR00LHMviRvxXuDDdA1vEQEXOgC4V0FciA/L58kBIuBC3sC9y+FMnICPtDyBH1QMR+LZAZ7KYZkX8INL4dSJc8hk7UtO7sJ9HqBlXfknrGrw3AQrrjZgq7l4Y/7G1RlWfOxP6nAgzpdnCbjQgMDNNRN4j5ibf3ifB2iuKrfx+ednak/AWnWxBNgrtfkb9VkOnJNuNtwOlYCjYgDen8m0vvG1NvgNBjfxHekS3u8BMkGx2TDcxtfmSxwuN3dEzLc48PnPzCjgZbj7Nls7f0abxcpgVhwgAUclAhzcyj63BT6DledgNrHj9wCZImxU6VV4LArqdNaEtQYD4DdWFHBu/WD1V2fQ9ksyKQEX8gkcq2ZzYQRbEngDF5wBdaEtXML7PUBYXJyprTAH4DwAwgB46eI/SuCCM6BuNqrQqGAtT8CF7MD7m1/WG2aPVNHWZI7AeX1eaDMJ3Hd9ziTw6iwCzlurdIwtV8DIEXjtgmrDq7Ng5wL4rMqHgAslZeFs7fSzW8oZPC79HiAs8m++CaglcKPTxlGff3pGAhdPTwDw/PPnudWLKh2XeIAEHJVIG742tcEtm9t1yE4bt2S0VAAO/3FYhvSLq9BRF8A5XNlLR6unTpujEgEO2n5kN9T4LMSFF9V5tx8qAUclBXwTbToR4FW0aQLurESutA10gAPur0TAhQa7lu4H+LDvi0oRcKGB7pY5+ukdgoX7SUPAhQa5H+7smJmAj7S8WHnzUrwJOBsn4O7PtLl5XvcAbnTScYzWJ8c+vDir6saoswi4f3mxEvqYt/rS+7Fw5+GZO3B1Y9RFBNy/vFhJBePteGn12VP6z6f1duv63skpGJAX2iqIFeCq28TG+vZ0WwLH63AtkVDANG6MumhIwFP5iKmVha4AACAASURBVJMXK6VAvB2BP7oLf9f3ru89t7X27S321q4ZtA4BE+2JjrRwcfO0JRKOdJU+tsDdiTsldrkfDn97wJe33xylClpv5eBN8e3pjXUJXNw8bWFCRsCjViKvC/cC3+wYQa/f3Fo7vctaOU5dAseanIDHpKEAn9gxgXfghfHt6Z3NjXVZpaunYgh4HBoG8F88smsE/XJKPzz1K5jRa6LDa3for4lOGwGPRyM/EyNdeIlWBDy8CLhTJgR8tDTyHhH0iNIQcKFEfJ4ccHU2OUVRPlME3C2TYXM2FEX5TBFwt0yGzdlQFOUzRcDdMhk2Z0NRlM8UAY8uk1SIgEeXSSpEwKPLJBUi4NFlkgoRcNdMHpjS9YcfPGEs+Pbk/VF82VBFwF0zeeD0/Ycmjh46lJ8+xrcmjh0/eoj/pV0E3DUTAH7iMF/55EOc+qceOvHwg8ePRfFlQ1UqgdtKELuFH/n4g4eO5A5DFf/wg1F82VBFwF0zgTb8sODNdfzoxLFDxw9H8WVDFQF3zQQs3ODNbX2C2vBhyVaCmIEf13X96PHx6aWn8hEnWwFoHB5M5mkk4JmQeRrTA5yutA0g8zQS8EzIPI0EPBMyTyMBz4JSOSwj4OFFwKPLJBUi4NFlkgoR8OgySYUIeHSZpEIEPLpMUiECHl0mqRABjy6TVIiAO2Uy4MujIyQC7g/4sEsYlQi4X+DCPoZd0IFFwP0CHxMRcL/Ax8PAHeYMIeDOwMdEYwLci1VEwJWFv/xdh++va9rCJbVx7fOJlTu4CLhf4FLb006+yuoV1lT+n4ursw4pRkUEPCDwaV3f2MudPKW/wtirOf2FXbap7wDwfLfBLmrahddWNW2xVK1bTH6URMADAgcLb+U664XJ3VauDVOkS+DcsKsc9MIMWHitfoktO7t8H7Ic5v2yRA7vuAIqaeBtmEt3bUqf/MEPMVQAZ9eeqWsVWGlii18Z2vlwFwEPD5xtv/wizJLOmKzSmwuXliXwkbRu0JgAT25YZgEOH69O7soqndfg5aW5pgBeq6+wpqeDk2GJgAcEzgrQaRMW/npOn/yx6LThsKxW187VG7w+Xywt807bSBo5AQ8KPOUi4JkHnsphGQH3KwJOwC2RwzuugCLgfkXACbglcnjHFVDxAx+ml/goRcB9Ah/s8CIqZgQi4ATcEjm84wooAu5XBNw/8LUvObkL93V4lnXlnbAq76bxT/MqbP6pEn7W6nC3beFP5ku2fMp8j/JiidXmb8y/8VSpBtEuSd1EwP0Dd/YP7+vwzFXlND7//EztCVirznJoT8j7LDUTW7PRnw8Pyz/1Z3MYx5Oq1E5J3UTA/QOf1je+1ga/weAmviNdwvs7PCaoNBuG03gOq/jYDDd3AA6m29S02eIqPCzDV2R6bsnnz2hfXNUaDENrK6z2eLPCLs7UePgiRLolzXe53Tv8EAi4f+DgVva5LfAZrDwHs4kdf4fHFGGjSgfOUEPjCkfGo3mMNFuIkBSvztT4H6/CIZSnaFaqDUzIQ3gM5uaUlJntg00EPBBwwRlQF9rCJby/w4MFN8sV5goc2uIFjgsMHE1TUsRfQG1+WYRe/Mcrc/mnbqwYMfgbckzq4sqYgAcCzuvzQptJ4D7rcyaBV2eF3VmrdCaBlyvVpTlo1jlw+cxrD0UR2vz+U6Xilf/U8AQukorc+zQmwL1YRQp87fSzW8oZPC59HR6e0/ybbwJqCby308Y/qmjhvFourlZ6Kd4QobWnwfZ5p94DuExadn6ijoD7B742tcEtm9t1qE4bN2M0PQAO/3FYBp02MSzjnayfdSv5bm+nTVKUofkux8grAx7zRnfxhiNwkVS0DDx/8WccCgH3Dxy0/chuiPEZXXiJWjEA75H4nk206fECnspHnGIA3rM50OER8KgVP/Bh39aMSmMCPAs3T6KpJgg4AbdERvIVSYiA+xUBDw7c6KTjGK1P9j586zoTrIqrOJKWd0VhaNzUjPsbllDrtr2Mg58mNjbDsuFYuPPwzAV4c5Yzr8gLbOomqbwv2hNqXoazlXHQk4Qi4P6BwwW2n0/r7db1vZNTMCAvtFUQK8BVt4mN9e1pM7qV029uGcBBeFOs+NiMcZNUXv/sCTUvtNvKGMmZIuABgD+6C3/X967vPbe19u0t9tauGbQOARPtiQ63aRG9dnqXFTpW4PLuN1AWlbd6gsEearmVZitjJGeKgAcAjjdGEfj1dd5+c6gqaJ1bM7wwPr2xzloyWlTtFuC8ou5BW5ZPKBDwoBoK8M2OEfT6TTToVo5TdwNeuzrT8xgELsq8L2cNtW7byxjJmSLg4YFP7JjAO/DC+Pb0zubGugIOv4DNjT0FXPTCVHcMWRtPsNlCGXXaDtYwgP/ikV0j6JdT+uGpX8GMXhMdBbyn01YWgzDrAKxqzO/lOCzrubdJwC2iCy9+RcAJuCUykq9IQgTcrwi4T+DDvq0ZlQi4T+CDHV5ExYxABJyAWyKHd1wBRcD9akyAe7GKBfjal9YDvExqBS7f9lTX0fBxYi25CbcJeDjg8oUjn+qx8N63PfGia0Ii4P6By/cP4E7o9rT+wikdps7mITz85h+JO6IuMs5pFVEr4GJLvF2QlAh4AODqpVHrbTI2Ae8csZa4YeoiT+DF1QCvdw+sMXnEKRng+A4hwzuhgrZ4gRTCW+LyuYsk8KpsrgVwtVVO1GMGAQ8KfBPvhErgWIv7Bu5o4c1Ff3N1RKQxAZ7UEy9wAxTvhMoq3ZgZIDTwasKzqhPwAMCx07YGd0J31qY2fjmlOm2+gFte4YSpWuQWPMs65GEZAXcFHsWkPsMWAc888FQOy+jSql8RcJ/AB5I+2O6RioD7Ag762NiIgBNwFAEn4CMqAh5IBNwX8DEVAY8uk1SIgEeXSSpEwKPLJBUi4K6ZPDCl6w8/eMJY8O2HH4ziy4YqAu6ayQOn7z80cfTQofz0Mb41cYyvHz8axZcNVQTcNRMAfuIwX/nkQ5z6px7iwHEz3SLgrpkoCz/y8QcPHckd5v91nYAPRbYSxNqGHxa8ubA2pyp9OLKVIFYLN3ijrT/w7x6K4suGKgLumokAflzX9aPHoZfOq/RjUXzXcEXAo8skHTJPIwHPhMzTSMAzIfM0pgc4XVodQOZpJOCZkHkaCXgmZJ5GAp4FpXJYRsDDi4BHl0kqRMCjyyQVIuDRZZIKEfDoMkmFCHh0maRCBDy6TFIhAu6UybDf+YxOBNwf8GGXMCoRcL/AhX0Mu6ADi4D7BT4mIuB+gY+HgdOUH76Bj4kIuF/gysJf/q7D93cdJlqr1St9a9c+b9mQKn5G087O9IfHozEB7sUqIuBS29NOkyY7ATdlsCyu9qcrri6WWHNhhoAHUXLAp3V9Yy938pT+CmOv5vQXdtmmvqOAV+vawiXGLtcXntEqQPByXRnvRU278Nqqpi3eqF/iiPPdhkxdlXPlq0QluZP6iFgEPCBwsPBWrrNemNxt5drgQdoEXqtfYssLM1XtUrGMwGv1BisvlvhadbHEyYKFwwZPAyaNqZsmcJHI2Ak/oj5TBDwU8DZMsLs2pU/+4IcYKoA3sZ2vNJfmWBWB57vawoXPofFee6auVSRwbt4cpUptsXBMJHeSH1FrTKbeHApwtv3yi+BEmhnABTsTOCtee1rD5rm5cGnZAM7KZ880VOqqJp3Gq0RyJ/URsQh4eODw8erkrrVKXwHa9ir9MgIvL801TeBVIClTWzptIpGxE35EfabGBHiC4/ACdNqEhb+e0yd/LDptUDs32HIdbbKpLTwpLBwCHmeIXjvHCTah01aRvXWZGodl/2RJJHZSHxGLgAcFfrCgko7BNqMRAY8eOIyuYrDNaETAYwA+yhqTYRkB9ysC7ga8R8MuYVQi4G7AezaHXcKoRMB9Ah+ql/cIRcB9Avf68sSKGYEIOAG3RA7vuAKKgPsVAfcP3M1DvBW48jhY1cQ9kdp87w1OFaI+80+VehKBt8KKw57CP23PJbz+ZP0ZWkXA/QN3c1RnOWP5rnAlmn9+pvYErLmf+l7whsC9NOzvBHyWp3/C5qzU/RflLALuH/i0vvG1NmObHek5Hh2PMgEc/Mc2G8UrPxEWzk968bEZbu7y7FfRvWhVW/rnSm0eHnxpQJImD+XmvHhj/ke4u0iGu/zpN2U82ntDLgE4K1dkdrW6tjSnktXOn4F7bSpDCOTfca7b69aUgPsHDu6En9sCd8KGU+GJHSaAC8JGlQ5kyhWmzA2W5Qo323yXA1+eZfhT4FjETwJX+e4iWVUgUvFVTG0s4YdhZMeas0Y2V2fga4wMn5gTtYzFxy2KgAcCLjhLR+IwrG0zWaVfnKmtMDfg6BtecuIw6mifnAvcH0U+JdxdJDOAy/i6tOZZkS0HbmZnywZTyQyX8QDUz9AiAh4IOK/PC23lOV49vopnrDqLgPPWKp0ZwGdloIAAYMDSl+ZEW83/cHczGX6IeMRYEUtZpVvTWbIBX+QqQwIeEfC1089uSc/xYskk8PybbwJqCbyn08br2+KqUaX/CGA0EEpVWTjuLpJhp61rxDcxtVjKTpuRHavy5trIBn4wKkNZpY8tcC9WkQFfm9rglt1RnuNtnTaOA80OgMN/HJZBg1rXoEtldNq+A1ZX1rRFDuWNrvazbiXfhT6W2F0ky3dFp07EM0wtlmpYZuu0iWQAPG/JsCmHdqLvKP7gAAm4f+Cg7Ud2+8ZnAS689Npb8iLggYBvok2HBC4sd8gi4IGAOyrll1ZT+YhT/MA9NEru4A8WAfcFHDS4V99RUfqBkzvpQCLgBBxFwAn4iIom5guvVA7LCHh4EfDoMkmFCHh0maRCBNw1E4vDeHAsfFT4lU67CLhrJhaH8UdOwvbUJwj4cJS4w3gEDk7jzdj8tD55/4n/iy+OHzt0/Bis/d98I4qDiVUE3DUTi8N4XqVzljbgE8cOHTnJfw/HjwrgfI3/jb77YQLumkmfw3gJfII36rDkjfsfHj10QgI/egg/oziYWEXAXTPpcxjfa+GHOG0AfpSAx6wkgR/XlcN4sHgTKG/D9cMIHMMJeJyicXh4EfDoMkmFCHh0maRCBDy6TFKhVAK3lYCABxIBjy6TVIiAR5dJKkTAo8skHTJPIwHPhMzTSMAzIfM0pgc4DcsGkHkaCXgmZJ5GAp4JmaeRgGdBqRyWkcN43yLg/oAPu4RRiYD7BS7sY9gFHVgE3C/wMREB9wt8PAx8XOZ4IQv3KwLuF7iycEeH8TCHcl45EQcnksziNdziGVw6h5e69vnYToirCLhf4FLODuNhbkzlNVYBN2QCV35G1Zanm/l4RMADAnd3GF9emhMu4Gv183VthUmH8SsldC9rcw5vuo8v2XzMsy+8BFv57rn6wkvgVT76XwQBDwjc2WE8h12rz0oX8HytJNwFC/fv6EbW5hze6j7e7mMe/NHC5JnK4XDkZ4qAhwLe6zC+qjU4IOkCHrBVhddw9I8AKyLGqM0N9/F2H/Pwke820LLz3Upz0cu3QTgR8PDALQ7j892zZxZLkqcTcLtzeNN9vN3HvAEcOgHlX6/GMFEnAQ8P3OIwHiY7bigX8CbwKlTPokq3OYe3uo+3+5hvQLQAXu31ZxOJCHhA4M4O4yUd4QLeBA6dtgsl5Tne6hxeuY8v2XzMs2uy0wbAsSWPXGMC3ItVxMBjkZOP+c9245h6mYCPBHAHH/NN7eycS+JBRMBHA3hiIuCZB57KR5xiAN6jYZcwKhFwn/yHXcKoNCbAox+W9QIfppP3KEXAfQL3+vLEihmBCDgBt0QO77gCioD71ZgMyxIBHsJhfFHc/5C3vUxXw8zyKR3Ey/2f8rycOrjHeALuH3gYh/FVQF1cFTztGNSWdBDPHJL0aXCP8QTcP/AwDuPR9yR4D5ZO3YVDeOXq3eognilv7yWLd3km/L6fP7P0nQbgDuoxvl8E3D/wMA7jWVO6EkZP0ldn0KH7G6ard6uDeMPbu8W7vHASDM7gn5jjFUVQj/H9Z4qABwIe2GE8E359DRfv/FchQKPnbwytGg+7Cm/vVu/yVeUGHJoFdDPOAnmM7z9TBDwQ8MAO4+GscyM3XLzbgVsdxBve3q3e5U3gPAvebAT1GN9/pgh4MOBBHcZzIOefnpGu4BXwN6Sr9xtWB/Gmt3erd3nl9x2yPD/HgnqM7z9TBNw/8DAO4+Wz6Ex1zxC4vdMm3Uwb3t5LFu/yTPl9Z6I3ENRjvM1XPIqA+wcOGtBhfCDZvctH5GuegAcCPpDD+EDq9S5f1aJ5KYGABwLu/OWJFTMCEXCfwD2UcofxBNxNg3v1HRURcAKOSg9wWwkI+EEi4AQcRcCzIAKeNZmnkYBnQuZpJOCZkHka0wM8kWGZdBifn1Ze4w+d0MfBgbh5Ggm4XcKd9InDwq/sxLEjfzwGuAm4u4TD+ONH0Wt8/lMP8TWL0uownoC7Slg4N28O/EjuMHgMt1Tp5DA+QSXXhgNQtHD+KdCTw/ghKDkLP3TIaMOhNUfgQuQwPkElCRx76cdlf93SRpPD+ASVDPDxFAHPmAh4xkTAMyYCnjER8IyJgGdMBDxjIuAZEwHPmAh4xpRK4LYSEPBAIuAZU2qBm9OJqhVZoD5RuC3cPI3pAW5TSg97BJTSM5fSwx4BpfTMpfSwR0ApPXMpPewRUErPXEoPewSU0jOX0sMeAaX0zKX0sEdAKT1zKT3sEVBKz1xKD3sElNIzl9LDHgGl9Myl9LBHQCk9cyk97BFQSs9cHIc97PkTo1PSZy4BxQI8hjyHIgLuN8+D7SMVIuDDy3MoIuB+8xwPAxfTZ7tGJnkk0Yks3EME3G+eysJf/q5TfK2+WDLXDW9Cxc9o2tk+1xVNbeFP6g4eh5Sufd6aR7Qi4AHz3J7uOMU3LS5BTVjo4KbZ4yyUh3p7szgofiAR8IB5Tuv6xl7u5Cn9FcZezekv7LJNfYfluz/rgjNKrVLVGgC8WtcWLoFPKbHXF16CzVr93BltBXzLLt7gaS7XF57RKpC6vDSX756rL81d1LQLr6l4607RFYSAB8sTLLyV66wXJndbuTab2FgH4FWtwqFx2/wXXrVzhLX6Jba8MKOMu1ZvwI+hVp8t8SCwYJ6mql0qli3AeWVQXSxVjXj7TpEVhIAHy1MAb7PNyd21KX3yBz/E0DJ4G6sAWY6Gw2pii19RoJr8x5DvNgChCRQCqxbgUI9fe6auVSzx5k6RFYSAB8vTApxtv/yizj+4usB3VroNB1iCUFX6BfcFHJqEhUvLBDywkgIOH69O7kKVDkCQ2tkzS3NYHa8AZdVpw9pZfFT7q/RGcVUCL4ND6Iq1Sjd2iqwgBDxgngXotAkLfz2nT/4YO23C22SjDHxmwWaX69htx2HZP/GqWva/rMChZ/8krwIuamdfksBrde0cttzYabPtFFlBCPiw8oT6/nJ0JH2KgA8vTz4GW3g8hnw9RcCHl+dQRMCHl+dQRMDdMgnwoEiaRMD9ZZLSU9EvAu4vE63/dfp0ioD7y2S8/Ie7RiZ5JNGJgHuIgPvLhICPsOICvvaldcekVuD5T8/hJ95FgWcZGrDVFI/D1OZLxtL85Co3jAyMULht3vPUCw/69+ZONuWfKtVsUfwANKfLeATcXyaw2bp+IPB8dwmB55+fqT0Ba1VAXVwV5OxIzK3ahStzvaHwU+G52L6o5kLbKao6ywOfmOtLSMD9ZQKb0/rG19qMbXZaz57SO3xF1/FxJwDehJubjeKVnwgL5+e/+NgMN3e+xK0q3D2tnT8Dy/lSra4tzalQbuCVZgXvqXPKRlog+KffZE1Na7DauS4Pyne1pd9A9NI/V8QX8Azh/po2y21/8cZ8yZK4KjLuLxcB95WJtPDWc1vb0zutR3dhyQ1+YocJ4AKAUaXD6RZnuwlrgJFv167Cb6A2/wa33OZsbf4GhjIMK0GyMoAWoVXxXBs3UlFbQMbwU4Gd810F/OoMBIoM+J6WxLh/s8F6RcD9ZSKBC86AutDehGEtt3hRpV+cqcGDZ33AeQCcfrhY15CUECn8RpYxFLFAYrx7rkIlcJGR/DkJquK3I7Mq4T3VhRmMWrYkJuCDZaLa8M1Ooc0kcPX4KgKvziLgvLVKx1heX8sKlvUBx9A8Pi4DrPH5KBkqG2UP4GDMfL26NCfWHIBTlR46EwV87fSzW0xW6bhkEnj+zTcBtQRudNo4ufNPc1RXZ3jPTQGHKr3K29wbGIpoeDisLgJRDMVOW7chq3QLcFmlPzHH80Tgs/B8hLVKN4BTpy18Jjgsm9rgls3t2qHTxq1JmCsHDv9xWIb0saJmqiMm6mFrp60oeujVX8PT6OVZoysHho9PPsNTchbg0Gn7ToWVtbNPI3Ce7mfdSr4rO20qsRyWiRZFDRYZAfebidrcfmS3b3yW+IUX1VqEEQH3l4nc3ESbHipwaflhRcD9ZUKXVkdYsQD3kD7wNBxJioD7zuRjY6NYz1zyIuAHKdYzl7wI+EGK9cwlLwJ+kGI9c8krLuDjr5QWmoCHVUoLTcDDKqWFJuBhldJCxwZ8bUrXN9a3p3WY54MvCrq8fTIuIuB2rX17i03AfXB80AUXhXYUXzYqIuB2AXB8AgKefcD7ZhCixC3/5tbmH/BFYYcVdmDtX/lGFAeTlAi4XcLCuWVv4kxOzG7gPLz1Co8ptAXwDtw7L+xEcTBJiYDbBW04AEULh09p4BO8PYclb9df55ESeJvhZxQHk5QIuF2Cr9GGt+0tOAZuIvA2AU9SMQPHXnoBeunWFhzD9Q4Ch5qAgCcnGoeHVUoLTcDDKqWFJuBhldJCE/CwSmmhCXhYpbTQBDysUlpoAh5WKS00AQ+rlBaagIdVSgtNwMMqpYUm4GGV0kIT8LBKaaEJeFiltNAEPKxSWuik3x5Nl2I/c8kr6ffDUyUC7i8Tchg/wiIL9xAB95cJOYwfYZGFe4iA+8vkAIfxDo7hpRfxWl0TLgedHcDLHcH9oIsidh1PwP1lYmw6O4x3cAxvAoe4vrnPhazOSZMRAfeXibHp7DDe8BNuOn//Tf1JMO5a/UnwNiqcjGoXSuxyHesC8VE1djxfB6/wDklq6Fq+t/4IXy4C7isTm4X3O4zvBY5T5c6WlsF58Pe7jdrVv9Uqwhs82HIZnMrjh+lRHr3COyWRfobLi66T4wcrFwH3lUkP8F6H8b3AZ8U6uv++tLr4o0WOXniDz3e1hQufY/LDBC5cCDsk4fnItUhEwP1l4gTc4jBettBW5+8G8Ar4KahqFeENnhWvPQ2z3oqPqrEjAndKAvnIgEjKRcB9ZeIE3OIw3ux7Gc7fa/VFUaVXYB50TlZ4gwe0l0W1fRkad7PTxoE7JZFVelSOpwm4v0zMTUeH8coxvM35u+y0VeA3UAWO6A0eXMk/ztSH3FECd0qi3M9H5HiagPvLJKWnol8E3F8mKT0V/SLg/jJJ6anoFwH3l0lKT0W/CLi/TFJ6KvpFwP1lktJT0S8C7i8Tchg/who9Cx8hrygE3F8mBHyERcA9RMD9ZQKbbg7jD9agLuV7ncfLZPCIRXOp392k2sHJ3zgBd8uk//l9N4fxB2tAl/J9zuMl8L9bYcXHzjsAlzsQ8PCZwKabw/iDNaBLeek83nQS/xuZ7O9L+Z9emYMHqGbRqBtyqXbAZD0FIeC+MpEW7ugw/mAN6FJeOY83ncTDLbhKbf4fZqpfvDInXMbzRNYl7oC59RSEgPvKRAJ3dBh/sAZ0KW8HzqOgMWjyxMuVy//ILVy4jK9r+JwNLG079BSEgPvKRLXhTg7jD9aALuVlW2w6iVfA3/jple9dmRMu49Wz0LA0dyDgITNRwJ0cxh+sAV3Km87jpZN4VaW/9pmV4pU54TJetAxiqXYg4KEzwWGZi8P4gzWYS3nDhbThJN7o20EvcE64jOex8AS8WIodjI6hxWc8AfeXidp0chh/sOjCS6yKEbijw/iDRcBjFV1a9RAB95cJ3R4dYY2phUdTTRBwf5kQ8BEWAfcQAfeXiXXT6KTjGK1P9j586zqTrPgIeUkOv9W90UAi4G5KzMKdh2cuwMU1L3GBzXKZzb8IuJtiu7T67Cn959N6u3V97+QUDMgLbRXECnDVbQJcD5vRrZx+c8sALggbl9L6rnkeKALuptiAP7oLf9f3ru89twVO6t7aNYPWpWPSDrdpEb12epcVOgbw6r/AjSxxk8y8VRZABNxNcd4Ph7894Mvbbw5VBa1za4YXxqc31llLRouq3WzD/7zEmhUCHoOSAg4+hmXQ6zfRoFs5Tt0NOGN4S5Oq9MiVFHDwH62Ad+CF8e3pnc2NdQUcfgGbG3tGlc6tulmhTlsMSgj4Lx7ZNYJ+OaUfnvoVzOg10VHAezptMCxrMBqWxSC68OIhAu4vEwI+wiLgHiLg/jIZzAuBPtjuEWaiEXD/mXxsbBTrmUteBPwgxXrmkhcBP0ixnrnkRcAPUqxnLnnFBXz8ldJCE/CwSmmhCXhYpbTQQwK+qd/8V+Nl0oLP90pHSwTcrrUpXYeHWnRwg8AXfPvmlhG7ucM2TcqbBDwxxQccH2rZ7Ih5ACZ2Cm1WsCAm4ENSrMDxBXF4NRyegNhYL5jvCyPwtakdqAd2CHiCitnCuXlvoqMbqOI3zCdUAfh/hhQ7rEDAk1SsbXiHSQvnn4AW1iaQOwCHlbd2CXiyitXCYRYn2Ya3J/rbcL5NFp60YgaOvfSCWy99otPKURuerIY1Djf7b2ThiWp4F162xCfWAAQ8MdGl1bBKaaEJeFiltNAEPKxSWmgCHlYpLTQBD6uUFpqAh1VKC03AwyqlhSbgYZXSQhPwsEppoQl4WKW00AQ8rFJaaAIeVikt9Oi9PTpKiv3MJa/Rez98hETA/WWisYPtIxUi4P4ySemp6BcB95eJtPAoch6uaAYIf5mk9FT0i4D7y8S08Je/65C6+BlNO+s1tWIZXMzmu9ITaK3eEB8VLJLpJQAAIABJREFUta1mbavVYTI34XIuFhFwf5kYm9vTTr7KVhdLxR8teBCviun4DMANW6wN+GIJvMcScP+KFfi0rm/s5U6e0l9h7NWc/sIu29R3mGSd756rL8194SVt4RJjl+to9OIDjZubebUOcbX6+bq2gpx59EoJVlTMkwszxdUnOfCLmnahZM8linIRcF+Z2Cy8leusFyZ3W7k2TJEOwKXX9nx3sYTm29Qq8FFeLMkPgF2rz9bql9gyOIadLTXho1KFZYOvGDHf7zZqV/9Wq1QXSyLSmksE5SLgvjLpAd6GuXTXpvTJH/wQQ5fmwHF3Be24yennu418V1u48DkmP3h13uCIm9gTwB8D0qw08acCKyrm0urijxaXuYVfe6YOOdpyiaBcBNxXJk7A2fbLL8Is6VwL6NyX42kYwFnx2tMaD5cf+e7ZM4tg1pDcCbiKAfQN3to3Fy4BdnsuEZSLgPvKxAk4fLw6uQtVOnbaNAEcq3RRGV82PuRkyrX6CvwgTOBV3AmrdBnD1xZmeDBvA2TDYM1l8HIRcF+ZmJsF6LQJC389p0/+GDttMCxbWCkhcHZNdNqWeS/sceOD1+kADLZmLBYOvbEL2GlTMZXiKu/bAWrtHE/Wk8vg5SLgvjJJ6anoFwH3l0lKT0W/CLi/TFJ6KvpFwP1lktJT0S8C7i+TlJ6KfhFwf5mk9FT0i4D7y4Qcxo+wRs/Co3FXEokIuL9MCPgIi4B7iID7ywQ2177k5C7cj6zA858Wt1Klc8LiKj4L0RT3PmvzJWNpfjK4Fed2Jd1XBpaCEHCXTPqf33f2D+9HFuD5rrh3brgfrQKp4qp4wsVOSG0h0+qSi7NSHxlYy0XAfWUCm9P6xtfaMBMjuInv4PxcTo87OQiAN+HOaaN45SfCwoWDYW7u6GaYb3GLn2W182dgOV+q1bWlORWKSNnFGR4Lt9C0Bpq8sfTMoK9cBNxXJtLCW89tbU/vtB4FR8Jg8BM7jjv3CoArF9KySjddiDdhDfxM8+3aVfgN1ObfeH6Gh9fmb2BoUz4Bx2OZ8E3M9+bpxNIzAwIeMhMJXHAG1IX2Jgxr/U2/h1U6t9AV5gCcBwA8aDcM9+I3ZFO8jKEAvAyPw/BQsR+331l84nH2gAwIeMhMVBuO06VL4D7rcyaBV2cRcN5apWMsN+FZBKlCLcAxVFTpZQtw9SSzWHpkQMBDZqKAr51+dovJKh2XvjJD4Pk33wTUErjFZ3zt/NMzUF3zjpfiBTVydfHG/A0MxU5bvovARZUuanGx9MyAgIfMBIdlUxvrOEF6qE4bZ4M2CMDhPw7LkH5xFSxY9LkkL3unDSt0nhoNVjyzzgPgUVhcemXwBlb3aijICLjfTNTm9iO7IcZndOElVsUIfBNtmoCPlujSqocIuL9M6PboCGtMLTyaaoKA+8uEgI+wCLiHCLi/TKybRicdx2h9svfhW9eZZFVWA+glOQhXd0h9ioC7KTELdx6euQAXdzrE5VRxmc1ysc2PCLibYru0+uwp/efTert1fe/kFAzIC20VxApw1W0CXA+b0a2cfnPLtHC8yCYIG9fD1OV0PyLgbooN+KO78Hd97/rec1vgtO6tXTNoXTom7XCbFtFrp3dZoWMB3uQVePVf4A6XuANi3jDzJQLupjjvh8PfHvDl7TeHqoLWuTXDC+PTG+usJaNF1W61cMD75yXWrBDwSJUUcPAxLINev4kG3cpx6h7AxZMMzQZV6ZEqKeATOybwDrwwvj29s7mxroDDL2BzY8/SaZNW3axQpy1SJQT8F4/sGkG/nNIPT/0KZvSa6CjgvZ02nAJCLmlYFqXowouHCLi/TAj4CIuAe4iA+8tkMC8E+mC7R5iJRsD9Z/KxsVGsZy55EfCDFOuZS14E/CDFeuaSFwE/SLGeueQVF/DxV0oLTcDDKqWFJuBhldJCDwn4pn7zX42XSQs+3ysdLRFwu9amdB0eauELxlrPbTH2luWhts0dtmlS3iTgiSk+4PhQy2YH5gGA10jXpiYJ+AgoVuD4gvhmZ/uRX/w/W/bHVhH42tQO1AM7BDxBxWzh3Lw3OxM7207A/zOk2GEFAp6kYm3DOwws/P+d1rE5F8AnsFEH4LDC23UCnqhitXCYxQnn8nG08Db/NZCFJ62YgcteOgcuWmsl0Wmb6LRy1IYnq2GNw032ZOGJangXXrbEJ68B6MJLgqJLq2GV0kIT8LBKaaEJeFiltNAEPKxSWmgCHlYpLTQBD6uUFpqAh1VKC03AwyqlhSbgYZXSQhPwsEppoQl4WKW00AQ8rFJa6NF7e3SUFPuZS16j9374CImA+8tEYwfbRypEwP1lktJT0S8C7i8TaeFR5Dxc0QwQ/jJJ6anoFwH3l4lp4S9/1yk1zrdW1Sq1Ovz1xBYv4uRsbqoGma1tUBFwf5kYm9vTTr7KrMD7Y6sLM003b9CMgA+sWIFP6/rGXu7kKf0Vxl7N6S/ssk19B4Bfri88oyy8Vj93RlthMgyAM3Ab+WQdZ2GsawuXjA+ZJDERcH+Z2Cy8leusFyZ3W7k2TJEugFe1RrFsAp8tcZuuapcgjOW7CyslBoHLkOISW16YkR9ytyiO2Ge5CLivTHqAt2Eu3bUpffIHPxTRlSY6tjCAN7AeF2HQiNcBMaBvNLEzUFEfKklSIuD+MnECzrZfflEXLwwfABxcxTYUcNGaqw8CPriSAg4fr07uiiqdM7ZW6QhcVenlpc/xkFp9UVTpK4DZ+KAqfWDFOw4vQKdNWPjrOX3yx86dNgTOmtrCk9CGn9G0CyXotC08ztgy763NGB/UaRtcI3PhBerqy8Z4zHHElrgIuL9MwuV5UdPApoUIeFwaHeAjKALuL5OUnop+EXB/maT0VPSLgPvLJKWnol8E3F8m5DB+hDWaFh6Ny5KBRcD9ZULAR1gE3EME3F8msLn2JSd34X5lBZ7/tPBAqVwT8k/N/oREbb5k2eqP70kgVVytYFqPKzwE3C2T/uf3nf3D+5UFeL67hMAN56PgkdRLEN/jptQNOCSrXXV/vIaA+8sENqf1ja+1YSZGcBPfwfm5nB53chEAB+/CzUbxyk+EhQv3wtzcBfDaua42C+a89M+V2vwNtSX9jYPnadxgtbq2NMf3bcJW7fyZpTkR3tTOnqnIHwIPNva2F4SA+8pEWnjrua3t6Z3Wo+BIGAx+YsdxZycBcOVAWlbphgNxqIYXS+Bw+NPgczjfBeC4BfyET2LhhZpv8ASsOcsTzJcgAbdmEc53h8v1ZQ2qDx4M5o4R9oIQcF+ZSOCCM6AutDdhWOt/+j2s0i/O1FaYA3Bh4cqrONADnnwLfgpaQwIXG8KG+bIGN1hhS4RD9YG5QYsBwWoHe0EIuK9MVBuO06VL4AHqcyaBV2cFEmuVzjyBzzIVLw2dKeDLS+iBHIBjuAFcVQbNhkPfgID7y0QBB0cITFbpuPSdIQLPv/kmoJbAezptsklXVbrAj1Wz7LSJDajSq4s35pdn4SELICvrb94GdCtVXqHDhgjCpb0gBNxXJjgsm9rgls3tOnSnjZsgogXg8B+HZdBpwwcapcHzTtt3DOCy0yaHZbZO2xtd7Wdd0UlTnbaFlyqsibW4tdMGHQP8w4IQcF+ZqE2cIT3U+CzAhRdRzw8kx1EbiID7y0RubqJNxwo83/V8L8mnCPiAmdCl1REW3R71EAH3l8lIWHgUlQQB95cJAR9hEXAPEXB/mVg3jU66zYuVIbjkOmmLaF1n6kqb563Lg0TAnZWYhTsPz/ovuRrAjUtr4UTAnRXbpdVnT+k/n9bbret7J6dgQF5oqyBWgKtuE+B6WF5jF+usldNvbhnAjYvn4UTAnRUb8Ed34e/63vW957bAad1bu2bQunRM2sEqfWNdrK+d3mWFjgHcuD0WTgTcWXHeD4e/PeDL22+OWAWtc0uGF8anN9ZVlY7rotIn4PEqKeCcrAp6/eYWGHMrx6lL4LjeA5yq9FiUFPCJHRN4B14Y357e2dxYF8DFOvwKNjf2qNMWqxIC/otHdo2gX07ph6d+BTN6TXTwSRi53tNpo2FZLKILLx4i4P4yIeAjLALuIQLuL5PBPRHoI5GFRsD9Z/KxsVGsZy55EfCDFOuZS14E/CDFeuaSFwE/SLGeueQVF/DxV0oLTcDDKqWFJuBhldJCDwn4pn5zS6z9ly17TCHAS6ZDFQG3a20KH21gb+3C6sY6X9w02W7Ci4U8yjI1SEGC3iTgcSo+4PhQy9rU5C7/4DQLbQMpQ+AY5YCXgMeqWIFvdvBhVQ58s7O5sV4w3xcGC8fnWF/d3fwD/ea/cuvfbMPaFgGPVzFbOFJt5XS9g/W6EauAb/9/8AxEgf/tbMITjbwSIOCxKtY2vGM8jl5oT+zg6+JsArkr4K1XADA3fQSOtAl4rIrVwpkCvnZ6d6K3Dcco/knAE1XMwMHOd3iVDn20nl46Rv2XLQKerIY1Dhf9N6f5Ggl4rBr6hZde0YWXeEWXVsMqpYUm4GGV0kIT8LBKaaEJeFiltNAEPKxSWmgCHlYpLTQBD6uUFpqAh1VKC03AwyqlhSbgYZXSQhPwsEppoQl4WKW00KP59mgMiqKcXoVOi0bz/fDoRcCl4gEek1ENIAIuRRY+OjkmohgtPIqcI5PnZA7hcow0t8SUGQsn4ELxWvjL33VIXedxK8bWtc/3xldt07MVVzGzQV3ZEHCpWC18e9rJV1m9YmFaXO1zCFjtnY+vujCwpyoCrhQr8Gld39jLnTylv8LYqzn9hV22qe8A8Fq9wap1beES2O9i6aKmXSjlu+fqS3OX6wvPcOAYyUQQAC+uLvIEs7X6k3UwdhEd6BAJuFDsFt7KddYLk7utXBumRZfAuRHX6pfYMpCcZdXFEmea7y6CK9hGsWxEYpCw8ObCTK3Ow2dLy0Z0oEMk4EIJAG/DXLprU/rkD36IobwNX3gcvUBqWgWr9GvP1LUKN2DGmmDQWkVGYpAAnu9WmoslcAGd7zZkdKBDJOBCSQFn2y+/KL2bgKE2wGRhA4A3Fy4tA92GCVxEYpBsw8u/Xm0wBTx4o07ApZICDh+vTu7KKh0r6BXAC8DLS3NNCZz/FESVjpFW4FXwIFurL4oqHaMDHSIBF4p3HF6ATpuw8Ndz+uSPVacN6urlOjoBbmqLN+rauXpD0JWdNhFpBY7tOXTaeHOg9g1yiARcKDUXXj4rKoCwM6gTcKm0AG9qZ+cIeARyOuzA95Tp0mp65HDY7iVxiyHg6VH/YXsVxCUu9qdLBhcBl+o7bO9yOMeShadHvYd9UDEc43uBD9fNu6MIuFRg43SqugNkEoUrkjAi4FLBgZtrBDyFIuChc4w0t8QUF3Cn+ZlAVuD5T4vL4coFYQ2ehVHPQ+SfKtl2LK6a11wwYf/FVZdgcUwEXMgdOLbR5qI/hSdwZ//wNuD5rrj/YTgZrc2XYEPEwoZVVuBcTednnlyCCbghpyG055U29dC5xnoiLHkyeNhl42ttxjY74Ca+A/N06fi4EwAHKs1G8cpPhIULN8Lc3JFxGR6P0GaLq9piqQkGXzt/Bu6mnT0jIsQ25FGGR19m+SbUClVRN7gEE3A3RWnhree2tqd3Wo+CI2Ew+AmYjM/qKFpW6YajcGnh8FGu8CX/g5/B1RnGawB43kVEXIU6gJPlgdzs+SYsMco1mIC7KbI2nBMWnAF1oY1ehGHGPazSL87U4LHVPuB1fDy1ik+pAqsa3AWFFagTyhUzAskKoCK6Kp9sdQkm4G6KEjivzwttJoGrx1eFo+hZBJy3VuliBZrw6qwMrS7NSYOXwFUEE81CdRYMWpCVfT2XYALupkiBr51+dovJKh2XTALPv/kmoJbAbZ02qLxVbcxxVYWF89B811JNC7L558/PMRmIS9dgAu6myK60rU1trOME6Q6dNm6taHkAHP7jsMzotC2WsKeV7y6+0dV+1hWAm9rCS6rTZgBnTZ5NX6fNKZiAu+rAa+kBLq3iXOk947MoL7xgQ9A7fHMJJuBuOuBumaN7Rmfgm2jT8QGvovH2AXcOJuCu8rwf7uyPky6tploeT7y4OGDtBe6hSPy4hxEBd5fnSXM6cQ5lD+TANylFe5YizW24CnreCHjaFfC0EfDUK9hZI+DpV6CTNmZl96dMFloqk2XPZKGlMln2TBZaKpNlz2ShpZzKLhzGb0/zBXgXhjviG85PPaVUBNwu4U56s8MmdlqvYIi4Pzo2IuB2CYfx4A+8I4Gzt3aNWG75N7fQQbxwNCudxidzuNGIgNslLHxiB4DnkKX1vhkPb72CDuIFcOk0PrlDHlwE3C7hMB4tnIHDeMVbOIyf0HmT/jr4jpaupIVL6WQPezARcLuE/3Bsw/nnRNt+XxwD0Vl4oU3AUyd34NhLL+hiYXEUzcP1DgJHv/EEPF3KZNkzWWipTJY9k4WWymTZM1loqUyWPZOFlspk2TNZaKlMlj2ThZbKZNkzWWipTJY9k4WWymTZM1loqUyWPZOFlspk2TNZaKlMlj2ThZbKZNkzWWipTJY9k4WW6iu7hpMFpH0ZsNAZUibLnslCS/VNCCDeLh7OwSSlMS+epwLMADE+ykYpneVs4cM5loh08IwR6S7fYBrDshNwLzn10qNyGC8m5FyxJA/vvCyACLiX3MoeicP4mjW9Q/KYRMA95NZpi8Rh/G9kekj0GiS/wQO+8FJQj/FBRcA95AY8Eofx0sJFIkhek/6ogzkQDyoC7iFv4AM6jK+J9CKRBA7JpOvhuIpEwD3k1YYP7DBeGTQmIuAjIR/AwzuMr4n0IpG1Sg/oQTxgkQi4h1zLHoXD+JpIX8NEInmFXaNO2zA1jpdWCbiHCHjGNIbAqQ330hiWnYB7aQzLTsC9NI5lJ+Ae6m3Dh+sbPhIRcC9F3mkblmcUiwi4h8YQOLXhXoq87AR8tOVQdjeH8f4UiVv5vpTSl5mXX3lDBNxLDmV3cxjvT9G4lXdP6epX3hQB95BDG+7mMN6fonEr/xuZsilT3piHtA3m4VfeFAH3kANwN4fx/hSNW3kzpfid1OZvPDGHJu/qV94UAfeQM3BHh/H+FI1beZnSSFCbX5aZuPqVN8tAwD3k0oY7OYz3p2jcyquUKoENuLNfebNIBNxDLsCdHMb7UzRu5WWYkcBWpTv7lTeLRMA95DQsc3EY70/RuJWXKUUCnlJ02gCsq195UwTcQy5X2pwcxvtTEhdeXNzNKxFwD/W8Sy9PhaPDeH9KALiLu3lDBNxDdC09Y+ot+7DvbUYgAu6l0bt5MnAGBNxLYwic2nAvjV4bTsBjlQdwo5OOY7Q+wSXXSVtE6zpTV9rk/VC5Yl0eKAIeq/xYuPPwrP+SqwHcuLQmVqzLg4+I2vBY5XRp9dlT+s+n9Xbr+t7JKRiQF9oqiBXgqtsEuB6W19jFOkOXlQZw68VzvmJdHnxEBDxWOQF/dBf+ru9d33tuC5zWvbVrBq1Lx6QdrNI31sX62uldVugYwI3bY2LFujz4iAh4rHK+eYJ/e8CXt98csQoCf+Lwwvj0xrqq0nFdVPojApzacC+5PABhBc7JqqDXb26BMbdynLoEjus9wIdbpRNwL/kADv6jFfAOvDC+Pb2zubEugIt1+BVsbuyNRqeNgHvpYOC/eGTXCPrllH546lcwo9dEB5+Ekes9nTbjfuhQhmXUhntpDK+0EXAvEfCMaQyBUxvuJXp7NGMavZsng4uAe2gMgVMb7qXRa8MHFgH30gFlX/vSesCXSfHSqrZYgrcD+bi7LJ4ihldEeJh6nRSCKxAPoeb4XIWyaoM1K3I0/1RJvcDinLZWn8UNVpZvlRJwLx1QdvnCUQCpa+kgeQG9wWorGKZeJ4VJmOEyK8abV+CM0Oa5P1v8UUVGcPjiErxzWnhQHWL4j0K9WErAPeR0pU28fwB3Qren9RdO6TB1Ng/h4Tf/SNww9ZAdOC4b7CK+X2S8TipfLxXAzWvsRii8aNCsyIjilTmRn1taxIzA5dcScA85AVcvjVpvk7EJeOeItcQNUw/1AS8L88MwY4YAbp+rErh5F80Ira00G03j9lqzIuYOcE6LLw+LGdiri+JJdQLuIedr6ayAzzRM7gra4gVSCG/h7RSvDHuB41tB8yU7cN7oLjzTB9wIhXUL8Iawase0l9SLZRBcm8cyEHAPubxMWGhv4p1QCbyjwn0Dx84aQBAgLMBlNw6N06zSbaGwYlTpUGdjte2SVv4AoCkXFk7AveT8xAvc9MQ7obJKN2YGCG7hoP4qfRbeDe3rtKlQ2GiqThts42tFLmlFp81szQm4p1yeaeuwNbgTurM2tfHLKdVpCwUc8V2c6avStYrqxduHWswALiN4p43vx7t7Lmnx1XKcFIB66T7k0oaHl5OFq2FZr9QUAL2hsGyqfatqfgeXtEa86L4xAu6peICbF16k5IUXm9SFl/5Q3EM1B8bsXi5p0Z0OSF14IeBeomvpGVN/2Qf01q4PnMPASwLuIYeyf2wcFLTQmREBz5gIeMZEwDOmTJY9k4WWymTZM1loqUyWPZOFlgpe9k395hY8HuF/vt2REwG3a20K3vzenuaLVk7XYT7lDfNq66aYd3WTgKdSjsDxnf/NDjzl8ooIskyYTsBTLTfgOH/2ZkcCt94SJeCplruFc6PmwOE1YNbKWR5cJOCpllsb3mFo4Qym9FGLCWzKOXBYIeDplJuF47Rc2HJPtNVCiCw81XIHjr30gq4WRiwBT7VCjMMJeJpFF14ypkyWPZOFlspk2TNZaKlMlj2ThZbKZNkzWWipTJY9k4WWymTZM1loqUyWPZOFlspk2TNZaKlMlj2ThZbKZNkzWWipTJY9k4WWymTZM1loqd7XhUdb8RQ6U4r8/fA4RcAHVx/wSE0pYhHwwUUWnjE5W/hwjuVAHTy3g898IsgjrUqXhRPwgeVq4S9/1yl5rd47kxKEWb1TVeXUTfZQmHAJ1GCDiIAPLjcL3552nDS5qS30ORd0Bt6vav+uAUXAB5cb8Gld39jLnTylv8LYqzn9hV22qe+wfPdn3QYgPndGW2Hscn3hGa0CwKt1beGSCsh3z9WXflO/tLpYyvPkMg6AFzFotlZ/sg7GrmJ8HywBH1heFt7KddYLk7utXBu8RgNwbr7lpTlwQlBqLsxUtUvFMgKv1S+xZQhoQEC+y+t9HsoJ8z8ZJyy8CdsV2H9Zqxgxvg+WgA8sb+BtmGB3bUqf/MEPMbQMTijA60QD8DWXwNckAG9iA12RATg3Ig/l5s13kHECeL5baS6WoE7gkUaM74Ml4APLB3C2/fKL4ESaqwuEZh2ACzs1gDdEy14+e6bBmsqGsQ0v/3q1wRTwoI06AR9cPoDDx6uTu1ClI7KlOQncWqWvAG0eLqp0CbwKXTwZJ4HLoEVRpcsY3wdLwAeW6zi8AJ02YeGv5/TJH2OnDcZkvKGWwKHP/qTotC3XsfuuOm0SeHEV5r2VcQK4bN+frC88bsb4PlgCPrAGufACzfnlgNXyZ9WPIYwI+OAa6ErbRU0DQw2gpnZ2joAPU3RpNWMi4BlTTM+UxCMCPrjIwjOmXuDD9vbuKQI+uAJYeBq8mfjMJ4I80ioCnjER8IzJAbibh3grcMOnpHm3q9z7NAv6jxQqCpewlhC4+gKjgr4LdS7B4ugI+MByAO7mqM4CXHl+N32BstqFKz23QfqB96rp/MSTSzABj0IOwKf1ja+1YSZG6TkeHY8yAVz4aTc8vwtvv2ju5Qr4Eqyd62roInTpn8E7cBX9ADe1s2cqtfNnln4z/yPhIlSEo8d3ePBllkeK3byCCXgUcrbw1nNb4E7YcCqMc3ACcOXiWVbppj9vHgAWze2dr3HDz3c58Bs8pFzhYXAH9eoMwxC+fw3DkSyP5ObPI2HpHUzAo5AzcMFZOhKHETDMwodV+sWZ2gpzAI4+fivyByEQ1eaX8UFVEYU/h/kS7l+VD7DyGAEUIsE9qWcwAY9CLm04TpcugavHVxF4dRYB561VOmzjszCLpR7gWBPbgOP+yk9wEytuMGhB1juYgEchF+Brp5/dkp7jxZJJ4Pk33wTUErjRaUMoAjU06qpKF1Uyr+a7CjjuL6pqQTb//HkVcEAwAY9CTsOyqQ1u2R3lOd7WaeO2ivYGwOE/Dsvyn/7eFVnDS5PnnbbvWDttCy8p4GJ/s3fGF/DEY2+nzSmYgEchlwsv6POiZ3wW6MKLqOn9JrQN0N2DCfjgcga+iTYdGji06D5fKqqi8fYBdw4m4IOLLq1mTAGm/NDDTNIRrQj4wHIo++CufWNVPIXOjAh4xkTAMyYCnjFlsuyZLLRUJsueyUJLZbLsmSy0VCbLnslCSzmVXTiMZ+ytXVi9uYVOKRM/shhFwO0S7qTXpiZ3watwoa3czo6NCLhdwmE83jHb3Fgv7CjH0kLc3m9ubf4BXxR2WGEH1v4VvVOmRwTcLmHhCJxX6Rvr6DreiOVbrVc2wb+4AN6Be+eFVNUABNwu4TAegXO6hY6ycOEwfkLnLfzrPEgCbzP8TPrABxEBt0v4DxfA+9twXN1E4G0Cnjq5Awc733HopfMtvYPAMQUBT5cyWfZMFloqk2XPZKGlMln2TBZaKpNlz2ShpTJZ9kwWWiqTZc9koaUyWfZMFloqk2XPZKGlMln2TBZaKpNlz2ShpTJZ9kwWWiqTZc9koaUyWfZMFloqk2XPZKGlArw9OhqKodCZUqqmz2YRHeDIlzJGEfCMiYBnTKkDHsULpCNfyhhFwDMmV+CODuNhvsULrynf7599TNPmPxfr4fWJgA8oN+DODuO7DXQ0q7xK/rpU/JsgvkMjEAEfUG7AnR3Gc+DoK7qq/IGHdjIY+ngJ+GDysvB+h/E2C0fHwOhYNsnjJeCDyRt4r8N4aMNXSgQ8xfIB3OowXtKlKj218gHc4jDeBhxcgRdXqdOWLrkOyxwdxtuA07AsjaILLxkTAc+YCHjGRMCKNy3nAAAMTklEQVQzpjgeKIlTBHxAkYVnTL3Ah+wS/kAR8AGVKp8njCx8YBHwjImAZ0wOwL0cxuef6vUox6SreKuPMYdUPAhcwS/8ifQHX1zVpNNB0zm82i12n/EE3Lbp5TC+34WgchVvjXFIJX0FVxdL6GmyuNpAr5bgs1S5nLfuFq/PeAJu2/RyGL+qLd5An/BgoQ1mdRWPfkIxuAipzp9ZmmuiFXODXfoeBEnvowAT2fK90UltucIgJexWaibhM56A2zYPcBgvfMJzUsrDsHQVX68UVysiGFKhf/iS8B7PmrM9Fq68EVcFXZFSpMFs4/UZT8Btm14O4wUT8Btd1yzevsFVPK+YOTkMlnTBthdmREUNQXXRMDsAN1PiStw+4wm4bdPLYbwBHGmi63jlKh6Bi2Blzktg3iZw2UQ7VOlGSrESt894Am7b9HIYbwAH997YOzdcxWOVLoIV8Fl4UgIAVqEBtwLv6bSJlAB8Vj4vF6vPeAJu2/RyGJ/vAjqw8DKYtdVVvOhdiWBMBcb/s24FO21zMgiEPXD7sEyk5GneELvE7DOegPdtDuwwPgLF5zOegPduDugwPhLF6DOegLtt2kSXVsdBAab8GAGH8Vo0PuMJuE2DOwCOWzEUOjMi4BkTAc+YCHjGlMmyZ7LQUpkseyYLLZXJsmey0FKZLHsmCy2VybJnstBSmSx7JgstlcmyZ7LQUpkseyYLLdVfdg1fIU3XcuBCZ0dpe3u0XwQ8kAh4xpR+4CGUjVI6awzKHvx2yhgUOrTGoOwEPIhcy+44Xzo+ZHTg5Ko44XLvrJywde3zgY/vYIV46ImA9286z5cup2A8QBJ4n4qrzuGDiYAHkhtw5/nSBfAvvKQtXOJYz9WX5i7XF57WKmC+5aU5Vq2LGGXhtfqTde3CZ7SFx/nWpVV4SeFyXTvr40cToAQEPIi8LLx/vnQEDjOmNzV4TwTe/WsUywZwDpUtL8xYgc+WmrwNuAhxFbBw2Lm86DCrQHgR8CByK7vzfOkIHOZJz3cbiLXJt6sG8Ca28RUr8ApEQzIJPN/VFi5EOyEvAQ8iH8At86XbgTf6gIsWvgc47GIAZ8VrT7vM5hFWBDyIfAC3zJduVulQcePLwbJKb8DM6bX6CvwcvIDDzpcjBU5teCC5XmlznC9ddNquyU4bjM94p+0ZXmdf1M6+xA1/uS7fBYXRWx9w3vIvliDJ45GWgIAHUQSXVqtasl4wekTAAyn9wKkND6QxKDsBD6IxKDsBD6KBnx4ZuqgND6T03w8n4IHUC3zY86EHFwEPpLRN+eEgAh5EAcpOwMdBBDxjcih7TPOl3/CYBV3ImKTT2H4jnhnUCbhtM6750j1mQXfbLaYZ1Am4bTOu+dLFxNlN2K8GsWVt8W8qcqpenFpTWTjfV/viqtaALBdfWxVP0UU5gzoBt23GNV+6mgUd5k2+ChPuluB+mpiMG+dDN4BfhQT8k/8rqS9ynUGd2vBAcih7XPOlY1KYPrls4CpL4GI+dAM47i6Bqy9ynUGdgAeSM/BY5kt3A87TiPnQHYGrL3KdQZ2AB5IL8DjmS7dW6cIbRr5b4ds1rMFlNd0HXH1RlDOoE3DbZlzzpRudtoqw5bK29J0KX559WnXaYPA1awX+Bt8Lc4x2BnUC3reZ0Hzp5WCPTkQ1gzoB791Mar70YMCdZ1CnNjyQ6NJqxtRXdve5NXTP2OEtCXgQOZR98Mlvk9fAhc6MCHjGRMAzJgKeMWWy7JkstFQmy57JQktlsuyZLLRUJsueyUJLZbLsmSy0VCbLnslCS2Wy7JkstFQmy57JQkv13h4dGwUodKaU/rdHnUXAXUTAMyYCnjGNLXCvWypjU8oQIuAZkytwx/nSi5/Rws+FHMts6W4i4C5yA+48X/oqPFwecuLMeGZLdxMBd5EbcOf50hVrMWO6bTZ0vtowI86d0VaYnD5dbBXjmS3dtVwE3FleFt4/X7oELmdMt82GPltaxkl2jQiYXhWnT5dbMc2W7lYuAu4sb+C986VL4HICbfts6BBiRDTgrTI5fbrcimm2dLdyEXBn+QBumS9dzqpqBW7OldwPXPw+LMBjmC3drVwE3Fk+gFvmS5edNjljug34olGli/gqfOD06Rbg0c+W7louAu4s12GZ43zpOCz7JzVjug34k3WYBl1FIGI5fbraimW2dNdyEXBnRXThxe6jbAREwF1EwDMmurSaMRHwjCnIgyJpEgH3p7E5FQTcn1I4X7qzCLg/eZ2KUZ3yw1EE3J8IeMZEwDMmOBUxzZf+2ipOjdoUd0ftc6MbO8Nd82CXcByPiID7FZyKuOZLrwJqOV9mTxK1VeQ/CpiqM4CcjogRcL+CUxHXfOmvyXkUxTSbmLyGsyUvzRmhQO9Pv2lMqm5Mmz6rJlrHL5czdcI6fJeaUt1WEALuS9LC45kv3Zh5F2ZRvjqDCd+QsTcwVM6RbEyqLqZNF7PpijD8cpmFWjePxVIQAu5LEng886UDff5TgQt6DTUx/g0Zu4yhErgxx7acY1fNl903vbqYW988FktBCLgvqTY8nvnSyzC9tjE3uh24Zcb0g4HbsjCmVLcVhID7kgIez3zptfNPzzBjbnSk9YaMFfU2dtq6DWNSdQHcWqWL3WxZGFOq2wpCwH0Jh2WxzZdehEekDIc2Rn1sdtqwvrBMqi6AG522CuvxicPX82pKddFgqMacgPuTOhUJzZfuSy4DL28RcH+SpyKp+dJ9iYDHKLq0mjF5TaKhRzwpR7wi4L41+FS3oyK3EhJwm4aNKTq5lZCA2zRsTNHJrYQE3KZhY4pObiUk4BkTAc+YCHjGRMAzJgKeMRHwjImAZ0wEPGMi4BkTAc+YCHjGRMAzJgKeMRHwjImAZ0wEPGMi4BkTAc+YRhv427f2b7/tI92du7bN/XuwvLffk+qd/XcYe3f/PbaPMe/xZBDC9dv39vdvvT/48cauW/zIP7g1SA4jDfz9/Q/eefv2BwcnfMfOVmB8pxc4+/D2b9l7t9/lwO8BeZ5sX/yc7r53787bt1NAHIDf6itXEI0y8N8ijo/23+W/6tv7H3KQH+xjkNx6f/8emOb7PCHYrAi9c2v/QwX8w/1bd9jtDyEKM3z39nsfAev9/Q8g2gS+/xFfvM9Nn+fx3rvWXRLSrVvsbX4sd2+Za2YQHjovKD8yDvt9LOz7t/bvvsPu8oP8cP+3UPS7d0ROb2MJ2Dt3IZ7t3727f+ud27c+Mr5plIG/DahR79965x6vcvdv3Xt7/46xdfvtdz+4e+cjCOGFlqG3P7hjAr/z4W32Pj8pyng/2offBNt/j4e996EJ/Nat9z/6LUTcunfv1oe2XZIRp/YB/xXyozPWzCAQX/2AN0Yc+G/v8p/n+/sfvs8/P+A/31t3oaTv374tS3gX0vEPiIef9ofcJG6bTd4oA38ffsn7UP/e5gTfuY1VNf9v2fro3j1omaH2FqH3+I/kjgL+W2779+7s37u3L3/+7Dau7b+9f+/d/Y9M4FBR7N++g1nyvGy7JKK39z+69d6te/z7jTUzCBO8/e47+7eMKp2bPz/KD+/tv32HF+Gj99/9SFb0H/Djfvt9/rO5A/H8Fwy/YmsrMMrA3+bE3r0D+PZRCrhli9fLtyRwEYoNt6UN56t3PzC6Oe/v37qLge998A5moIDzv3f4SZTArbskI47tNq/AeYGNNTMIE9ziBTWBA0gk+R5Uee/e3b99WzC9Zfng8ekCrtpw4HLnzr33DeCWrfcxBIFj6G95+X+rgIOx/5a3aqqnf2f//Y8gz/133rn93ocW4LjDR/vYlr99m1l2SUp33+Pf/t5d65oZBKG3fsv6LZw33h/eBbP+SDGFFv3tt1Nq4bw4b9955zan8eHde/fuvqeAW7fev/chAr+jQu9+aGvD78LvRvUF7uLJ4WfuHd5F/wiBf/DOO+/cYe/d+ujOR5AltOHvW3dJrKiI5QPrmhl06wPG+10fGMCNNpwPPeGX+R40APuYjhf6Aw7aaMPTBZz3nngf89Y99u6H2EfFHrZti1fpH9zdZ+/yEslQ3qd5T43D39u/CxXiXdHvwfaN99RvwZ7v7WNW2Azc5fve3r/9Ic/yLnbgzV0S0zv8e8UP1VgzgzgyXud8cEuQe9vspQP9O1jfvwc2DXhhrGLppacMeBR6957g70eyhxRkl7Rp/IG/s+/jyo2U5Bxkl7Rp/IGTbPr/AQBxFR2hYtF5AAAAAElFTkSuQmCC" 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TRwnKEVbfvH0zAsk8ARXxlRa+erNQUcenDnXpPAZTh22i5idx47cRglIa9VcdzGwIOKL7x4iIEzcAbOwM3UozvQAcXAPcTAGTgDZ+Bm6tEd6ICKH3iMHizjFAMPC3zYA4ykmIOLgTPwiQDuhMPATTHwIYBvfnWr74F4yQ48/zl5y7usnpYgL2h11/vgcxuOByryL7jdPa1U8Vab84kaQww8MOEuCfJ+FfoAbWc135Fs0TvWc7hW+dt1MffMBTfgXT5PuzYt1b2uwTPwwMC7NuFLZvTtb6Lvynbj5TPKx12775Ep4VlFKvXa3NWfSAuXLvDA3CtLf1fI//TqIt4VXxCV8x1cysiOhrfY0JUSmDE+OLNyUzrOMx1j0hpmXYTcywuwiaml+yUxuY84JQIcLLzxys7uzJ70dWZ3YtlXykMWsDKrdHR7R050Kkt/P1/+ytVF9IkH+J9bpB8BpYUPGQrVgagvyE0EbjnGvIZVOQCH/dCpmnStRlH4JQx8OOCSM6KebdqdWPYV1ZuX5ivrwg34WunKP4CFV/AeqeH70gBuhlLKghmtHGPKCAAuOeNmvSaj8EsmFXj0wzJ34FCfzzaFAh64PhcKeHmBAOftVTqtvPXTqz+4ulheXSSvl4ooGjV8mKHCAK42pWNMEzhso51L4OaTUgx8SOCbp17eEapKtzmx7H+AuMi//TaiVsCtTtvSm59fnwPgC/SMjAROHjAJOIUi/TI24IZrTNMxpgk8/yr0+1QgLfFLGPgQwDentsGywa5DdtqgBifLQ+D4n4Zlsr3GvtwidNF+1lHujKUHTAQuQ6nTRk+4KteYhmNMCzi08eT+PBOdtkSAo3af3g81Pkvgwgu1D90Dt0kdliUFvEU2PZbAy2TTDDxa4OEPMJJiDi4GHhb4qO9zhhQDDwt82AMc0b4MnIEzcAZuph7im5JVosDNTjqN0Xrk2oeXZ9W4MTpg4ULsY4iBRwDclPvwzBu4cWN00MKF2McQAx8COF5g+/mM3mzcuPvoFA7IZ5tGEL5s1ha57a3dmaYCTtfhGjKhhGbeGB20cEOcGAY+DPDT+/h34+6Nu6/sbH5vR9zet4K2MCDXzLWVhcubpw2ZkKv0qJXUzRP6u4t8of0GlEbQVmMa3yLendneUsDlzdMGJRQMPGqNBHirbQb94s7O5il8bRzfHZfAqSZn4DFpJMBzexbwNk7+sjuz19reUlW68VQMA49DowD+y6f3zaBfTelHp97AqQJybajdsb8mO20MPB75sYoM+DDiCy/RioF7iIEzcAYeCPiQ0ke076Q+4hQ7cNSn0ioGzsDTDjz2YRkDHy8xcD8x8HDAJ1XWaWTgWVAqh2UMPLwYeHSZpEIM3DOTx6d0/aknTpqLY9O6fjyKLxupGLhnJo+feuxQDgjnZ07AVu7EsUej+KZRi4F7ZoLATx6Fld95Eqh/9kkGPjIla+HHPvPEoWPTR+G/fuSxKL5spGLgnplgG35U8gYdPm4s0i0G7pkJWrjJm2xdLtItBu6ZiQR+WIe++WHspdMiii8bqRh4dJmkQgw8ukxSIQYeXSapEAOPLpNUiIFHl0kqlErgjhIw8IHEwKPLJBVi4NFlkgox8OgySYes08jAMyHrNDLwTMg6jekBzsOyIWSdRgaeCVmnkYFnQtZpZODWZrrlV9JUDsvGfurN0YqBhwAuTWXUBQ0nBh4CeJrFwEMAT7GB+0/8wcDdgadZDDwEcKeF39b112llVj/yBq1U0RVgperwBmyp3uX99/qXfEpTqa4oVzVlmV3ZI9egYuAhgDvU0vca0+ikrnF6v3WEZk2vakCprrmjmdtY8N12yvp1jBj4qEaRbnIeWXLAZ7a3NqfQ42hjGpezd3aAPPAX1eeX5+c2ngc0lzTtYqFSPX9WWyff4EV0Cww/BwoXV6ra+pu4fZOiFvOd89XVxXJVW74s5Hq+87MOOp67Ul1+CbKTH/ZkmMe5efMjNuDjZPAjAw72LE06p6OF5xB4k4D/sFOrXPsbrVReKaBHyepCoY4fRBUtWoZTVA23KwbwFXQoe1msLc/TOtozhMNHba4I2ckPezLIQBRXCuojyNkKBXyceI8OOJh3bnsLG3FcKuAYUb28sfKjlTUwyesvQUuONMoO4DK8Tk4RHMAXsBJHlWgdIWIdXifoJfXhTKYtX/yiUB9BzlYY4GPFe3TARe7WmSb21W7hvPeqSse1aglw1JDQ8uU1N+Ay3AU4+pGXjTatA0cNXYd2A7eSibnrL2Izrz4CnK0QwMeLtyyCtZkg8BbOhN+YvrODzTh23bCSxyodGEONTdVx3QYcqm8JXIZLdhI4RRHJSnUdAVtUITHGFykjWaVbyTDvK7JmvxIX8DHi7dZ1SxD4Lk6SPSv9HYBt/3gahmUSOOIrIyHtfLWmgEMP7txrErgMx57WRezOYycOo4ikWEOv8GThcxuyHa91d9qsZPTxrPkR4JSFBI5dCSHbGYE/t5r8KBnbxtgBikadSbusWJtgNNodPrdBJGs+R2+tjQJ4GhUWOA0HzTGhAm7KDrxkNje9sZY8RqNl/2rKDbgfKwYeGjgZd9EYDVaqF6pqpIljywKuGDElqp2sUaOMpYGoHFDiqjka/fJrci8auRJwrNfg2yrV5+kClsqo+6gYeECFbsOpK7FgjgaNkabsnFSw26JiSmi9asuMlQNRGlDKVdVXxaqCujmUn7RwmTEGUY+XMuo5KgYeUKGBQ1cCSKjRoDXwkEONCg1MZAwBV1tmrByIyj4ArSrgmAAqBKObQ4t8p1RfKaiqQmVkHorRY/O6ChcJcN8reymT/6zptnTdq/nOubMrBdU8uwE3YiQnuWWLxYGoGnrgqg9wUfz1Rq0ro56jYgsPqNDARRH7z7bRoAQux5ZUBauYkqzZacuMlQNRAi5X7VW6HFZawMs4/sDbRlSlr6ufjfOokgQ+Qqfvwys88LI5DJy3WbgcWxJmFSOHZWrUaMTKgai6gkBj0rrstF1XnTY7cHXt+PmqMeCc7z2qMRmWDeOTJBmFB56cviB/Fy6DdwY+sFIAvK6dW/QCPtorbb1i4PFqZMA3v+rmLtwJ3PA9WFajCvrJ1l3dhs9tOB5ryL/gdaOzWDN2KJnLXmE7qnncS+GbJ6GAu/uHdwA3XMLnX52vPEeDk79dF3PPXHADXlkq+GzaIi5elbv7AwfVvS5IT8Lt0REAn9G3v9lEv8HoJr6tXMILCRzPdb1muoQHenPPzIO5V5b+rpD/KRCr4x3PyvkOLmVkR8OhCmyjceJDMSs3KaJy4SwObTAhroliqY6IoZE7W5JLKwXeeaipJR0E1gblBUiA+VIS82wNCny8iI/Iwhuv7KDPYMNzsMjhrXA8YxKiWaWX8Rp0icL/fr78lasAvoD4n1ukHwGlhQ8ZCtWBqC/ITQR+jeJgf1wTcgcBu+JARy7NFPA9EC+XBBwSQBUACXBJScyzNTDwsSI+IuCSM6KebUqX8EJV6ZfmK3gfoBf4WunKP4CFV3BkqYiawM1QSlkwo9E2wWgpAusOyEp+yKUtRVXVEGTJdTT2kswINsrmbcdJeIhxRG14qz3bFAp42/hyiZgA5+1VOq289dOrP7i6WF5FQzaJolHDhxlqAleb5QWVi3r+ZaXQA9y8SY1dP7msU32Odi6Bm/ciQz+mPLwLrUg1AuCbp17eMZzB09IAnn/77UULuNVpW3rz8+tzV7HWLZsWDvWyrJRlKNIvYwMuI8jyzTqZqMmd8p2SWpop6liT1ORSAs+/Cj1EtTsthwI+ZsQTBr45tQ2WDXbt0mmDM072hMDxPw3LZPOLfTnApP2MSKHhF7VzLxJwGUqdNnp6lSLI4GWnDZJfNZqIurb8WkkurRR4rXuloJayl470o+m0jR/xhIGjdp/e7xmfjdWFF2pJuod4w7x5MmrIdllHlRTwFtn0GAMvk01HCXw8xZdWfcXABwfuo6EcuicjBj4ocNQoW68IxMAZOANn4ClRP1YMnIEPDnxCxcCjyyQVYuDRZZIOWaeRgWdC1mlk4E7ZHMaTr/iTE+GKMpXAE3cYr1yHS9fxKZd1Ghm4UzaH8YaveHQdn3ZZp5GBO2VzGK98xRuupVMt6zQycKd6HMZPBO9UDstG4zB+IngzcO9MXBzG68ej+LKRioFHl0kqxMCjyyQVYuDRZZIKMfDoMkmFGHh0maRCDDy6TFIhBh5dJqkQA48uk1SIgUeXSSrEwKPLJBVi4NFlkgox8OgySYVSCdxRAgY+kBh4dJmkQgzcLZNRv/7ppiiKeYiBu2cyhqcisjrIluXoSjOg/FiFk7uz2XE6Iwzcg1U4sYWPtbLoMN5/iuQBZMtydKUZUFn0W8bAPViFUx8LD+Yw3vL77Trz+3Bi4B6swsnfwgM6jE8F8FQOy8bKYbz0u2e4DrV890UsBu7BKpy8gPd3GK/87ilH7zbffRGLgXuwCicv4P0dxis3bIb7b2r7Sww8Wo2Vw3gncMt3X8Ri4B6swskTeF+H8ZbfPVmlm777IhYD92AVTp7A+zqMV373jE6b4buPgUcpvvASXgzcLZMxPBUM3INVODHwsRYDDy8G7pbJGJ4KBu7BKpwY+FgrfuCj9PfuLgbuwSqcIrbwGPyiZBq4H6twYuBjLT9W4cTAx1p+rMLJzTOhh8P4IBrIqbzpIlw6gQ/jBX4AMXCZSZeEt8P4IBrIqbwFnJzGemSZ6UecnKyiOAsuFu7lMD6IgjqVrxme4Q3noyG9wA8i6ygZuLUpvB3GB1Egp/LPLUqrR5/w0mO8BB7CC/wgso4yPcBH6jA+0AHioo9TeRkgXYRbHuPDeYEfRNZRMnBrU3g7jA90gLjo51TeDtz0GB/OC/wgso6SgVubwtthfKADxEUfp/JmlY4+4c36O5wX+EFkHSUDtzaFt8P4QAdIS3+n8uqpdukZ3t5pC+EFfgClclg2UofxgQ5wqOIN7gV+ADFwt0z8HMYHOsBhShfCC/wAYuBumfCl1fES3x4NLwbulkliFh68KmDgHqzCiYGPtRh4eDFwt0zsp8LspNMYrUeufXh5Vo0bo34lCVxmBu7BKpyCWLj78MwbuHFj1LckgcvMwD1YhZPbpdWXz+g/n9GbjRt3H53CAfls0wjCl83aIre9tTvTVMDpOlxDJpQczRujviUJXGYG7sEqnNyAn97Hvxt3b9x9ZWfzezvi9r4VtIUBuWaurSxc3jxtyIRcpUetpG6e0N9d5AvtN6A0grYa0/gW8e7M9pYCLm+eNiihYOBRayTAW20z6Bd3djZP4Wvj+O64BE41OQOPSSMBntuzgLdx8pfdmb3W9paq0o2nYhh4HPJjFU79gf/y6X0z6FdT+tGpN3CqgFwbanfsr8lOGwOPR36swokvvIy1/FiFEwMfa/mxCqfsAE/lI05+rMIpYo8IeuQJNQbuwSqcXDL51BgqiqJapzE9wBNxYzVquG6KoqjWaWTgDo0arpuiKKp1Ghm4Q6OG66YoimqdRgaeBaVyWMbAw4uBR5dJKsTAo8skFWLgnpk8PqXrTz1x0lwcOql/+skovmykYuCemTx+6rFDueOHDuVnTsBW7sSx308/bgbukwkCP3kUVn4HQOc/++Th41F806jFwD0zMSz82GeeOHRs+uihnM5V+oiUXBt+VPIGHT6eOyENPt1i4J6ZoIWbvMHWgTYDH42SBH5Y1/Xjh7GXnp/RjzwWxZeNVAw8ukxSIQYeXSapEAOPLpNUiIFHl0kqlErgjhIw8IHEwKPLJBVi4NFlkgox8OgySYes08jAMyHrNDLwTMg6jekBzsOyIWSdRgaeCVmnkYFnQtZpZOBZUCqHZfFP+TEuiqJsTjFwt0zG5VQwcKkEgEsDG3VBGbgUW3h4MXC3TJSFj7qc0c3zYYmBu2UyLqeCgUslbuG3df11WpnVj7xBKzhRcr6zUNZKleqCKLt7BB5aDFwqaQtv6XuNaXRS1zi93zpCs6ajyzGgTcCX5xl4vEoO+Mz21uYUehxtTONy9s4OkAf+ooOOJFcXCbhWY+DxKjngYM/SpHM6WngOgTcROMCmuhyB/+3qf2LgsSo54GDeue0tbMRxqYBjRFmr1YEyAf9h528ZeKxKsA3P3TrTxL7aLZz3XlXpuJbvnDu7UpDAS3WNgceqBIG3cCb8xvSdHWzGseuGlTxW70Xy6y2BY78tloIycKkEge/iJNmz0t8B2PaPp2FYRsDLZNUSuCgy8Fjlxyqc+MLLWMuPVTgx8LGWH6twYuBjLT9W4ZQd4Kl8xMmPVTgx8LGWHysZNugjQwx8rNVvWOZdEi/i3cBH6RreJgYu1Qe4X0E8iI/K50kfMXApf+D+5XAnzsDHWr7A+xXDlXh2gKdyWOYHvH8p3DpxLplsftXNXXjAA7StG/4Jyxo+NCHmNmq4VV+5uXTz2ryYe+ZPqngg7tdmGbjUkMCtNQt4l4SXf/iAB2itGm7j86/OV57DtfJKAbGXKks3qwsAHEjXa16HysBJMQDvzWRG3/5mE/0Go5v4tnIJH/QAhaRYr5lu4ytLBYAL5k6IYQuAL31+3gBexFtvC5ULZ7UFqgwW5AEycFIiwNGt7Cs76DPY8BwscntBD1AYhM0qvYzPRGGdLuq4VhMI/Oa6ARysH63+2jzZfkElZeBSAYFT1WwtzGBbAn/gkjOinm1Kl/BBDxAXl+Yr68IFOARgGAIvXPoHBVxyRtT1WhkbFarlGbiUE3hv8yu6w5yRRrQ9mStwqM9nm0IBD1yfCwW8vECA8/YqnWKLJTRyAl65aLTh5QW0cwl8wciHgUslZeFi89TLO4YzeFoGPUBc5N9+G1Er4GanDVBfeHFeAZePTiDw/KsXwOpllU5LOkAGTkqkDd+c2gbLBrsO2WkDSyZLReD4n4ZlRH9uAzvqEjjAVb10snrutLkqEeCo3af3Q43PQlx4MTrvzkNl4KSkgLfIphMBXiabZuDuSuRK21AHOOT+hhi41HDX0oMAH/V9USUGLjXU3TJXP70jsPAgaRi41DD3w90dMzPwsZYfK39eBm8GLiYJuPczbV6e14Gqt7AAACAASURBVH2Am510GqP1yLUPL8+qcWPUXQw8uPxYSX3KXz3pg1i4+/DMG7hxY9RDDDy4/FgpDcbb9dLqy2f0n8/ozcaNu49O4YB8tmkE4ctmbZHb3tqdaSrgdB2uIRNKmOaNUQ+NCHgqH3HyY2VoIN6uwE/v49+NuzfuvrKz+b0dcXvfCtrCgFwz11YWLm+eNmTCsa7SJxa4N3G3xB73w/HvLvKF9htQGkFbjWl8i3h3ZntLAZc3TxuUUDDwqJXI68LdwFttM+gXd3Y2T+Fr4/juuARONTkDj0kjAZ7bs4C3cfKX3Zm91vaWqtKNp2IYeBwaBfBfPr1vBv1qSj869QZOFZBrQ+2O/TXZaWPg8WjsZ2LkCy/RioGHFwN3y4SBj5fG3iOCHlEaBi6ViM+TPldnk1MU5bPEwL0yGTVnU1GUzxID98pk1JxNRVE+SwzcK5NRczYVRfksMfDoMkmFGHh0maRCDDy6TFIhBh5dJqkQA/fM5PEpXX/qiZPmAraPPBbFl41UDNwzk8dPPXYod/zQofzMCdjKnTh8/BD8pV0M3DMTBH7yKKz8zpNA/bNPnnzqicMnoviykSqVwB0liN3Cj33miUPHpo9iFf/UE1F82UjFwD0zwTb8qOQNOnw8d+LQ4aNRfNlIxcA9M0ELN3mDree4DR+VHCWIGfhhXdePH56cXnoqH3FyFIDH4YPJOo0MPBOyTmN6gPOVtiFknUYGnglZp5GBZ0LWaWTgWVAqh2UMPLwYeHSZpEIMPLpMUiEGHl0mqRADjy6TVIiBR5dJKsTAo8skFWLg0WWSCjFwt0yGfHl0jMTAgwEfdQmjEgMPClzax6gLOrQYeFDgEyIGHhT4ZBi4y5whDNwd+IRoQoD7sYoIuNPCb+v667Qyqx95g1aqmrZ82Yi+/qVkyx9cDDwocIda+l5jGp3UNU7vt47QrOnVkqgbLqDnNhbEmIqBDwh8Zntrcwo9jjamcTl7ZwfIA38Enu/UxCVNu/jmhqatFMpVm8mPjRj4gMDBnqVJ53S08BwCbyrgYNhlAL08jxZeqV4Wa+5e30cpl3m/bJGjO64BlRxwMO/c9hY24rhUwDFCAhfXX6pqJVypU6NfGtkp8RADHxC4yN0608S+2i2c915V6bgmq/T68uU1BXz8rBs1IcATHJa1cCb8xvSdHWzGseuGlbys0qEGL64u1iXwSnVd1H19nIxEDHxQ4Ls4Sfas9HcAtv3jaRiWEXAallWq2vlqDerzlcIadNrGz8gZ+KDAUy4GnnngqRyWMfCgYuAM3BY5uuMaUAw8qBg4A7dFju64BlT8wEfpJT5KMfCAwIc7vIiKGYEYOAO3RY7uuAYUAw8qBh4c+OZX3dyFBzo827rhnbCsbqXBp3UJNv9CgT4rVbzVtvwnSwVHPkXYo7hSEJWlm0tvvVCoYLRHUi8x8ODA3f3DBzo8a9VwGp9/db7yHK6VFwDac+omS8XCVq/15gNh+Rf+bJHiIKmR2i2plxh4cOAz+vY3m+g3GN3Et5VL+GCHJySVes10Gg+w5p6ZB3NH4Gi6dU1bmNvAJ2VgRaUHS75wVvvKhlYTFFpZF5Vn6yVxab4C4SsY6ZU03wG7d/khMPDgwNGt7Cs76DPY8BwscnvBDk8YhM0qHTljDU0rgAyiIUaZLUYoitfmK/AHVTiGQop6qVyjhBACMZSbW1JhtQ8OMfCBgEvOiHq2KV3CBzs8XIBZrgtP4NgWLwMuNHAyTUWRfgGVpTUZeukfri7mX7i5bsbQb8g1qYcrYwY+EHCoz2ebQgEPWJ8LBby8IO3OXqULBbxYKq8uYrMOwNUDr10UZWj9hy8U5q7+p5ovcJlU5t6jCQHuxypS4JunXt4xnMHTMtDh0TnNv/02olbAuztt8FEmC4dqeW6j1E3xpgytvIi2D516H+AqadH9cToGHhz45tQ2WDbYdahOG5gxmR4Cx/80LMNOmxyWQSfrZ51SvtPdaVMUVWi+AxihMoCYtzorN12By6SyZYD85Z95KAw8OHDU7tP7IcZnfOElasUAvEvye1pk05MFPJWPOMUAvGtzqMNj4FErfuCjvq0ZlSYEeBZunkRTTTBwBm6LjOQrkhADDyoGPjhws5NOY7QeOfvwjRtCsprboJG0uiuKQ+O6Zt7fsIXat51lHP40iYkZlo3Gwt2HZx7A6wvAvKQusBk3SdV90a5Q6zKco4zDniQSAw8OHC+w/XxGbzZu3H10Cgfks00jCF82a4vc9tbujBXdmNbv7JjAUXRTbO6ZefMmqbr+2RVqXWh3lDGSM8XABwB+eh//bty9cfeVnc3v7Yjb+1bQFgbkmrk22LSM3jy1L2bbduDq7jdSlpW38QSDM9R2K81RxkjOFAMfADjdGCXgN7ag/QaoRtAWWPORfbE7s70lGipaVu024FBRd6EtqicUGPigGgnwVtsM+sUdMujGNL477gG8cm2+6zEIWhShL2cPtW87yxjJmWLg4YHn9izgbZz8ZXdmr7W9ZQDHX0Br+64BXPbCjO4YsTafYHOECu609dcogP/y6X0z6FdT+tGpN3CqgFzbAN7VaSvKQZh9AFY2J/dyHZZ13dtk4DbxhZegYuAM3BYZyVckIQYeVAw8IPBR39aMSgw8IPDhDi+iYkYgBs7AbZGjO64BxcCDakKA+7GKBfjmV7cGeJnUDly97WlcR6PHibXkZttm4OGAqxeOAqrLwrvf9qSLrgmJgQcHrt4/wDuhuzP6rTP69ha9iwDhd/5Y3hH1kHlOy4TaAC635NsFSYmBDwDceGnUfptM5PCdI9GQN0w95At8bmOA17uH1oQ84pQMcHqHUNCdUElbvkCK4Q15+dxDCnhZNdcSuLFVTNRdBgMfFHiL7oQq4FSLBwbuauH1lWBzdUSkCQGe1BMveAOU7oSqKt2cGSA08HLCU6oz8AGAU6dtE++E7m1Obf9qyui0BQJue4UTp2pRW/gs64iHZQzcE3gUk/qMWgw888BTOSzjS6tBxcADAh9K+nC7RyoGHgg46lMTIwbOwEkMnIGPqRj4QGLggYBPqBh4dJmkQgw8ukxSIQYeXSapEAP3zOTxKV1/6omT5gK2n3oiii8bqRi4ZyaPn3rsUO74oUP5mROwlTsB64ePR/FlIxUD98wEgZ88Ciu/8yRQ/+yTAJw20y0G7pmJYeHHPvPEoWPTR+G/rjPwkchRgljb8KOSN4hqc67SRyNHCWK1cJM32frj//rJKL5spGLgnplI4Id1XT9+GHvpUKWfiOK7RisGHl0m6ZB1Ghl4JmSdRgaeCVmnMT3A+dLqELJOIwPPhKzTyMAzIes0MvAsKJXDMgYeXgw8ukxSIQYeXSapEAOPLpNUiIFHl0kqxMCjyyQVYuDRZZIKMXC3TEb9zmd0YuDBgI+6hFGJgQcFLu1j1AUdWgw8KPAJEQMPCnwyDJyn/AgMfELEwIMCd1r4bV1/nVZm9SNv0ErHZa61SrXUs3b9S7YNpbnPa9q5+d7wGDQhwP1YRQTcoZa+15jeEzQ7Y+sITcjnBtySyXJuozfd3MZKQdSX5xl4YCUHfGZ7a3OqKdB3MC5n7+wAeeBvAC9XteXLQlypLr+klZDglaphvJc07eKbG5q2crN6GRDnOzWVuqymyzcSFdROxkeUYuADAgd7liad09HCcwi8aQGvVC+LteX5snZ5rkjAK9WaKK4UYK28UgCyaOG4AWnQpCl13QIuE5k70UekZ4qBDwgczDu3vYWNOC4VcIyQwOvU1Jfqq4uiTMDzHW354hfJeK+/VNVKCjiYN6A0UtssnBKpndRHpJqQqTeTAy5yt840sa92i6bDl1U6ringkp0FXMxdf1Gj5rm+fHnNBC6K587WjNRlTfmNNxKpnYyPKMXABwXeQkfhjek7O9iMY9cNK3lblb6OtJ1V+hUCXlxdrFvAy0hSpbZ12mQicyf6iPRMTQjwBMfhuzPS7wm6QgDb/vE0DMsIONbONbFWJZusa8vPSwvHgGcFodfOA8E6dtpKqreuUtOw7B9tieROxkeUYuCDAg8krKSjts1oxMBjAY6jq6htMxox8HiAj60mZFjGwIOKgXsB79KoSxiVGLgX8K7NUZcwKjHwgMBH6uU9QjHwgMD9vjyxYkYgBs7AbZGjO64BxcCDioEHB+7lId4O3PA4WNbkDZHKUvfdTSPE+My/UOhKhN4KSy57Sv+0XdfvepP1ZmgXAw8O3MtRne2M5TvSlWj+1fnKc7jmfeq7wZtC99K4vxvwBUj/nMNZqfcvyl0MPDjwGX37m00hWm3lOZ4cjwoJHP3H1mtzV38iLRxO+twz82Du6uyXyb1oWVv9p1JlCZ96qWGSOoSCOa/cXPoR7S6T0S5/+h0VT/ZeU0sELoollV2lqq0uGskqF87ijTYjQwyE7zjf6XZrysCDA0d3wq/soDth06lwDm+F4xmThM0qHckUS8IwN1wWS2C2+Q4AX1sQ9FMALPInQauwu0xWloiM+DKlNpf4wzCzE/UFM5tr8/g1ZobPLcpaxubjlsTABwIuOStH4jisxYdd6Ixdmq+sCy/g5BtecQIYVbJP4II3R4lPgXaXyUzgKr6qrHlBZgvArewc2VAqleEaHYDxM7SJgQ8EHOrz2abhOb5tfDkuygsEOG+v0oUJfEEFSggIBi19dVG21fBHu1vJ6EPGE8aSXKoq3Z7Olg36IjcyZOARAd889fKO8hwvl0IBz7/9NqJWwLs6bVDfzm2YVfqPEEaNoJQNC6fdZTLqtHXM+DqllkvVaTOzE2Vors1s8AdjZKiq9IkF7scqMuCbU9tg2W3Dc7yj0wY4yOwQOP6nYRk2qFUNu1Rmp+37aHVFTVsBKG91tJ91SvkO9rHk7jJZviM7dTJeUGq5NIZljk6bTIbA87YM62poJ/uO8g8PkIEHB47afXq/Z3w2wIWXbntLXgx8IOAtsumQwKXljlgMfCDgrkr5pdVUPuIUP3AfjZM7+P5i4IGAo4b36jsuSj9wdic9kBg4AycxcAY+puKJ+cIrlcMyBh5eDDy6TFIhBh5dJqkQA/fMxOYwHh0LH5d+pdMuBu6Zic1h/LFHcXvq0wx8NErcYTwBR6fxVmx+Rj/y2Mn/CxaHTxw6fALX/m/YiOJgYhUD98zE5jAeqnRg6QCeO3Ho2KPwezh8XAKHNfgbf/fDDNwzkx6H8Qp4Dhp1XELj/kfHD51UwI8fos8oDiZWMXDPTHocxndb+CGgjcCPM/CYlSRwy2E8WrwFFNpw/SgBp3AGHqd4HB5eDDy6TFIhBh5dJqkQA48uk1QolcAdJWDgA4mBR5dJKsTAo8skFWLg0WWSDlmnkYFnQtZpZOCZkHUa0wOch2VDyDqNDDwTsk4jA8+ErNPIwLOgVA7L2GF8YDHwYMBHXcKoxMCDApf2MeqCDi0GHhT4hIiBBwU+GQY+KXO8sIUHFQMPCtxp4b0O43Ea5bzhRBydSAqb13CbZ3DlHF7p+pfiPTE9YuBBgTvk4jAep8c0vMYawE1ZwA0/o8aWr5v5GMTABwTu6zC+uLooXcBXqheq2rpQDuPXC+Re1uEc3nIfX3D4mBdffg238p3z1eXX0Kt8xL8IBj4gcE+H8QC7Ul1QLuBhrSDdBUv37+RG1uEc3u4+3uljHv3R4vyZhsPhaM8UAx8QuKfD+LJWA0DKBTxiK0uv4eQiAVdkjFmbm+7jnT7m8SPfqZFl5zul+oqfe4MQYuADAvd0GJ/vnDu7UlA83YA7ncNb7uOdPuZN4NgJKP56I+q5Ohn4oMC9HMbjfMc1wwW8BbyM1bOs0h3O4e3u450+5msYLYGXu13aDC8GPihwL4fxio50AW8Bx07bxYLhOd7uHN5wH19w+JgX11WnDYFTSx6tJgS4H6uIgcclNx/zX+hEPvsyAx8X4C4+5uvauUWPxKHFwMcGeDJi4JkHnspHnGIA3qVRlzAqMfCA/Eddwqg0IcCjH5Z1Ax+lk/coxcADAvf78sSKGYEYOAO3RY7uuAYUAw+qCRmWJQI8hMP4OXnzQ93zslwNC9unchCv9n/B91rq8B7jGXhw4GEcxpcR9dyG5OnEYGwpB/HCJUmPhvcYz8CDAw/jMJ58T6L3YOXUXTqEN1y92x3EC8Pbe8HmXV5Iv+8Xzq5+v4a4B/UY3ysGHhx4GIfxoq5cCZMn6Wvz5ND9LcvVu91BvOnt3eZdXjoJRmfwzy1CRTGox/jeM8XABwI+sMN4If36mi7e4VchQZPnbwotm0+6Sm/vdu/yZcMNODYL5GZcDOQxvvdMMfCBgA/sMB7POhi56eLdCdzuIN709m73Lm8Bhyyg2RjUY3zvmWLggwEf1GE8ALnw4rxyBW8Af0u5er9pdxBveXu3e5c3/L5jlhcWxaAe43vPFAMPDjyMw3j1ILowumcE3NlpU26mTW/vBZt3eWH4fReyNzCox3iHr3gSAw8OHDWkw/iB5PQuH5GveQY+EPChHMYPpG7v8mUtmjcSGPhAwN2/PLFiRiAGHhC4j1LuMJ6Be2l4r77jIgbOwEnpAe4oAQPvJwbOwEkMPAti4FmTdRoZeCZknUYGnglZpzE9wBMZlimH8fkZw2v8oZP6JDgQt04jA3dKupM+eVT6lc2dOPb7E4CbgXtLOow/fJy8xuc/+ySs2ZRWh/EM3FPSwsG8Afix6aPoMdxWpbPD+ASVXBuOQMnC4VOiZ4fxI1ByFn7okNmGY2tOwKXYYXyCShI49dIPq/66rY1mh/EJKhngkykGnjEx8IyJgWdMDDxjYuAZEwPPmBh4xsTAMyYGnjEx8IwplcAdJWDgA4mBZ0ypBW5NJ2qsqAL1iMMd4dZpTA9wh1J62GOglJ65lB72GCilZy6lhz0GSumZS+lhj4FSeuZSethjoJSeuZQe9hgopWcupYc9BkrpmUvpYY+BUnrmUnrYY6CUnrmUHvYYKKVnLqWHPQZK6ZlL6WGPgVJ65uI47FHPnxidkj5zCSgW4DHkORIx8KB59rePVIiBjy7PkYiBB81zMgxcTp/tGZnkkUQntnAfMfCgeTot/Lauv04rs/qRN2RQpbpiegSsVE2HQnOf17RzPd4r6tryn1RdnA4Zuv4lex4RioGHyrOl7zWm0aNR4/R+68g+hdVtXkEtWOTjpt7lLxRC/R1a9IsPLwY+YJ4z21ubU+ierjGNy9k7O0Ae+It852cd9EeplcpaDYGXq9ryZXQrJXf88mu4WameP6uto3vZlZuQ5kp1+SWthKmLq4v5zvnq6uIlTbv4phFv3ymigjDwwfIEe5YmndPRwnMIvInAy1oJoIFt/jNU7YCwUr0s1pbnDeOuVGv4Y6hUFwoQhBYMacra5bmiDThUBuWVQtmMd+4UTUEY+GB5gnnntrewEcelAo4RRXQ4VkKygAZg1anRLxmg6vBjyHdqiNACioFlG3Csx6+/VNVKtnhrp2gKwsAHzDN360wT+2q3dnBLVum41kG+C8pzOMKShMrKNXgg4NgkLF9eY+CDKV7gLR1q9Mb0nR1sxrHrhpU8VOkIhKidO7u6SNXxOlI2Om1UO8uPcm+VXpvbUMCL6BO6ZK/SzZ2iKQgDHzDP3Zk2Gjioibb942kYliFw6XCyVkQ+C2iza1XqttOw7B+hqlb9Lztw7Nk/D1XAJe3cawp4paqdp5abOm2OnaIpCAMfWZ6yvr8SEcmAYuCjyxMEY7DlZ+PJ2kMMfHR5jkQMfHR5jkQM3CuTAR4USZMYeLBMUnoqesXAg2Wi9b5On04x8GCZTJb/cM/IJI8kOjFwHzHwYJkw8DFWXMA3v7rlmtQOPP+5RfqkWyj4IEMNt+ryWZjKUsFcWp+gYs3MwAzFe+Zdj7xA0L+1dnIo/0Kh4oiCA9DcruEx8GCZ4GbjRl/g+c4qAc+/Ol95DtfKiHpuQ5JzIrG2KhevLnaH4k8FcnF8UcWDtltUeQECn1vsScjAg2WCmzP69jebQrTajZfP6G28b4ZLCbyOdzZrc1d/Ii0czv/cM/Ng7rCkrTLeOq1cOIvLpUKlqq0uGqFg4KV6iW6oA2UzLRL80++IuqbVROV8B4LyHW31Nxi9+k8l+QWQId5c0xbA9lduLhVsicsy495yMfBAmSgLb7yyszuz1zi9j0sw+BzeCkfgEoBZpePplme7jmuIEbYr1/A3UFl6Cyy3vlBZukmhgsIKmKyIoGVoWT7UBkYqawvMGH8quHO+YwC/No+BMgPY05aY9q/XRLcYeLBMFHDJGVHPNls4rMWHXahKvzRfwafOeoBDAJ5+vFhXU5QIKf5G1iiUsGBiunVuhCrgMiP1c5JU5W9HZVWgG6rL8xS1ZkvMwIfLxGjDW+3ZplDA2yqOgJcXCHDeXqVTLNTXqoIVPcApNE/PyiBrejhKhapG2Qc4GjOsl1cX5ZoLcK7SQ2diAN889fKOUFU6LYUCnn/7bUStgJudNiB34UVAdW0eem4GcKzSy9Dm3qRQQgPhuLqCRCmUOm2dmqrSbcBVlf7cIuRJwBfw4Qh7lW4C505b+ExoWDa1DZYNdu3SaQNrkuYKwPE/DcuIPlXUwuiIyXrY3mmbkz308q/xUfTigtmVQ8Onx57xETkbcOy0fb8kitq5Fwk4pPtZp5TvqE6bkVgNy2SLYgwWBQMPmomxufv0fs/4LPELL0ZrEUYMPFgmarNFNj1S4Mryw4qBB8uEL62OsWIB7iN96Gk4khQDD5zJpyZGsZ655MXA+ynWM5e8GHg/xXrmkhcD76dYz1zyigv45CulhWbgYZXSQjPwsEppoRl4WKW00LEB35zS9e2t3RlYtHANXxpuu6RLrRi4U5vf2xE5vA9OD7rQYrYZxZeNixi4UwicnoDAZx/ovhmGGALLv7PT+gNYzO6J2T1c+xf9zo5LPmMrBu6UtHCwbADemMbK3G7gEN54HWJmmxJ4G++dz+5FcTBJiYE7hW04AiULx09l4Dma0SkHLfr2LyBSAW8K+oziYJISA3dK8jXb8KazBafAFgFvMvAkFTNw6qXPYi/d3oJTuN4m4FgTMPDkxOPwsEppoRl4WKW00Aw8rFJaaAYeViktNAMPq5QWmoGHVUoLzcDDKqWFZuBhldJCM/CwSmmhGXhYpbTQDDysUlpoBh5WKS00Aw+rlBaagYdVSgud9Nuj6VLsZy55Jf1+eKrEwINlwg7jx1hs4T5i4MEyYYfxYyy2cB8x8GCZ9HcY7+IYXnkRr1Q16XLQ3QG82hHdD3ooStfxDDxYJl2bLg7jXRzDW8Axrmf6cym7c9IExMCDZWJuejqMN/2EW87ff1N9Ho27Un0evY1KJ6PaxYK4UqW6QH6UzR0vVNErvEuSCrmW764/QpaLgQfKxNz0dBjfDZxmy10orKHz4B92apVrf6OVpDd4tOUiOpWnD8ujPHmFd0ui/AwXVzznxx+gXAw8UCbmpqfD+G7gC3Kd3H9f3lj50Qqgl97g8x1t+eIXhfqwgEsXwi5JIB+1FkG5GHigTKxNL4fxqoW2O383gZfQVUFZK0lv8GLu+os48a38KJs7EnC3JJiPChi+XAw8UCbWppfDeKvvZTp/r1RXZJVewqnQgaz0Bo9or8hq+wo27lanDYC7JVFVeiSOpxl4sEysTS+H8YZjeIfzd9VpK+FvoIwcyRs8upJ/VhgfakcF3C2J4X4+CsfTDDxYJik9Fb1i4MEySemp6BUDD5ZJSk9Frxh4sExSeip6xcCDZZLSU9ErBh4sk5Seil4x8GCZsMP4Mdb4WfgYeUVh4MEyYeBjLAbuIwYeLBPc9HIY31/DupTvdh6vkuHzFfXVXneTxg5u/sYZuFcmvc/vezmM768hXcr3OI9XwP92Xcw9c8EFuNqBgYfPBDe9HMb315Au5ZXzeMtJ/G9Usr8r5H96dRGfnlogo66ppbEDJesqCAMPlImycFeH8f01pEt5w3m85SQe77+VKkt/P1/+ytVF6TIeEtmXtAPl1lUQBh4oEwXc1WF8fw3pUt4JHKKwMahD4rXSlX8AC5cu46saPWSDS8cOXQVh4IEyMdpwN4fx/TWkS3nVFltO4g3gb/306g+uLkqX8caD0Li0dmDgITMxgLs5jO+vIV3KW87jlZN4o0p/8/Prc1cXpct42TLIpbEDAw+dCQ3LPBzG99dwLuVNF9Kmk3izb4e9wEXpMh5i8fF3uZQ7mB1Dm894Bh4sE2PTzWF8f/GFl1gVI3BXh/H9xcBjFV9a9REDD5YJ3x4dY02ohUdTTTDwYJkw8DEWA/cRAw+WiX3T7KTTGK1Hzj5844ZQrGCEvKqG38a90YHEwL2UmIW7D888gMtrXvICm+0yW3AxcC/Fdmn15TP6z2f0ZuPG3UencEA+2zSC8GWztsih62ErujGt39kxgUvC5qW0nmuefcXAvRQb8NP7+Hfj7o27r+ygk7rb+1bQlnJM2gabltGbp/bFbNsEXv5nvJElb5JZt8oGEAP3Upz3w/HvLvKF9hugGkFbYM1H9sXuzPaWaKhoWbVbbfifF0S9xMBjUFLA0cewCvrFHTLoxjS+O+4BXAi6pclVeuRKCjj6jzaAt3Hyl92Zvdb2lgEcfwGt7btmlQ5WXS9xpy0GJQT8l0/vm0G/mtKPTr2BUwXk2gbwrk4bDstqgodlMYgvvPiIgQfLhIGPsRi4jxh4sEyG80KgD7d7hJloDDx4Jp+aGMV65pIXA++nWM9c8mLg/RTrmUteDLyfYj1zySsu4JOvlBaagYdVSgvNwMMqpYUeEfCWfudfzJdJZwO+VzpeYuBObU7pOj7UAosWrsH2nR0ztrUnWhblFgNPTPEBp4daWm05D0Bub7YpZm2IGfiIFCtwekEcXw3HJyC2t2at94UJ+ObUHtYDeww8QcVs4WDe+KzLdBur+G3rCVUE/p8xxZ6YZeBJKtY2vC2UhcMnosW1HHFH4Lhye5+BJ6tYLRxncVJteDPX24bDNlt40ooZOPXSZ716GOvhrAAAIABJREFU6bl2Y5rb8GQ1qnG41X9jC09Uo7vwsiM/qQZg4ImJL62GVUoLzcDDKqWFZuBhldJCM/CwSmmhGXhYpbTQDDysUlpoBh5WKS00Aw+rlBaagYdVSgvNwMMqpYVm4GGV0kIz8LBKaaHH7+3RcVLsZy55jd/74WMkBh4sE030t49UiIEHyySlp6JXDDxYJsrCo8h5tOIZIIJlktJT0SsGHiyTbgu/reuv08qsfuQNWpn7vKad85tdsYheZvMd5Qy0Uq3Jj5KxbUzcVqnifG7S61z0YuDBMunabOl7jWl8aLFxer91hGZN31gpzP1o2Yd4Wc7IZwKuOWIdwFcK6ECWgQdUrMBn8OlkfECxMY3L2Ts7QB74C8U63zlfXV388mva8mUhrlTJ6OUHGTeYebmKcZXqhaq2Tpwher2AK0bM88vzcxvPA/BLmnax4Mxl6HIx8ECZmJtgz9Kkczq9jYDAmwhcOW7Pd1YKZL51rYQfxZWC+kDYlepCpXpZrKFv2IVCHT9KZVzWYMWM+WGnVrn2N1qpvFKQkfZchi0XAw+UibkJ5p3DF4tuy9fKJHCMWF1E390lsuM60M93avmOtnzxi0J9QHVeA8R16gzQj4Folur0U8EVI+byxsqPVtbAwq+/VMUcHbkMWy4GHigTazN360wT+2q36CF0WaXj2jL59wU8NRO4mLv+ogbh6iPfOXd2Bc0ak7sBN2IQfQ1a+/ryZcTuzGXYcjHwQJlYmy2cCb8xjS8dAGpswKGShyqdOm2aBE5VuqyMr5gfaj7lSnUdfxAW8DLtRFW6ioG15XkIhjZANQz2XIYsFwMPlIm1uYuTZM+ik78m2vaPp2FYhsBxWLa8XiDg4rrstK1BL+xZ8wPqdASGW/M2C8fe2EXqtBkxpbkN6Nshau08JOvKZchyMfBAmaT0VPSKgQfLJKWnolcMPFgmKT0VvWLgwTJJ6anoFQMPlklKT0WvGHiwTFJ6KnrFwINlwg7jx1jjZ+HRuCuJRAw8WCYMfIzFwH3EwINlgpubX3VzFx5EduD5z8n7qMo54dwGPQhRlzc+K0sFc2l9CrwP53UZPVAGtoIwcI9Mep/fd/cPH0Q24PmOvHFuuh8tI6m5Dfl4i5OQsUVMy6sezkoDZGAvFwMPlAluzujb32ziTIzoJr5N83O1g2WGwOt427Q2d/Un0sKlg2Ewd3IzDFtg8QuicuEsLpcKlaq2umiEElJxaR5i8f6ZViOTN5e+GfSUi4EHykRZeOOVnd2ZvcZpdCSMBp/bc925WwjccCGtqnTLhXgd19DPNGxXruFvoLL01qvzEF5ZukmhdfX4G8QK6ZsY9oZ0cumbAQMPmYkCLjkj6tlmC4e1wabfoyodLHRduACHAISH7YbpXvymaorXKBSBF/FZGAiV+4H9LtDjjgt9MmDgITMx2nCaLl0BD1ifCwW8vECA8/YqnWLBhBcIpBFqA06hskov2oAbjzHLpU8GDDxkJgbwzVMv7whVpdMyUGYEPP/224haAbf5jK9ceHEeq2voeBm8sEYur9xcukmh1GnLdwi4rNJlLS6Xvhkw8JCZ0LBsanuLJkgP1WkDNmSDCBz/07CM6M9toAXLPpfi5ey0UYUOqclg5QPrEIDPwdLSL4O3qLo3hoKCgQfNxNjcfXo/xPiML7zEqhiBt8imGfh4iS+t+oiBB8uEb4+OsSbUwqOpJhh4sEwY+BiLgfuIgQfLxL5pdtJpjNYjZx++cUMoVkVjAL2qBuHGHdKAYuBeSszC3YdnHsDlnQ55OVVeZrNdbAsiBu6l2C6tvnxG//mM3mzcuPvoFA7IZ5tGEL5s1hY5dD1sRTem9Ts7loXTRTZJ2LweZlxODyIG7qXYgJ/ex78bd2/cfWUHndbd3reCtpRj0jbYtIzePLUvZts24HWowMv/jHe45B0Q64ZZIDFwL8V5Pxz/7iJfaL8BqhG0BdZ8ZF/szmxviYaKllW73cIR758XRL3EwCNVUsDRx7AK+sUdMujGNL477g1cPslQr3GVHqmSAp7bs4C3cfKX3Zm91vaWARx/Aa3tu7ZOm7Lqeok7bZEqIeC/fHrfDPrVlH506g2cKiDXNoB3d9po/ge15GFZlOILLz5i4MEyYeBjLAbuIwYeLJPhvBDow+0eYSYaAw+eyacmRrGeueTFwPsp1jOXvBh4P8V65pIXA++nWM9c8ooL+OQrpYVm4GGV0kIz8LBKaaFHBLyl3/kX82XS2YDvlY6XGLhTm1O6jg+10Nz4jVd2hLhte6ittSdaFuUWA09M8QGnh1pabZwHAF8j3Zw6wsDHQLECpxfEW+3dp3/5/+w4H1sl4JtTe1gP7DHwBBWzhYN5t9q5vV034P8ZU+yJWQaepGJtw9sCLfz/ndGpOZfAc9SoI3BcgXadgSeqWC0cZ3GiuXxcLbwJvwa28KQVM3DVSwfgsrU2JDttuXZjmtvwZDWqcbjFni08UY3uwsuO/IQagC+8JCi+tBpWKS00Aw+rlBaagYdVSgvNwMMqpYVm4GGV0kIz8LBKaaEZeFiltNAMPKxSWmgGHlYpLTQDD6uUFpqBh1VKC83AwyqlhR6/t0fHSbGfueQ1fu+Hj5EYeLBMNNHfPlIhBh4sk5Seil4x8GCZKAuPIufRimeACJZJSk9Frxh4sEy6Lfy2rr9OK7P6kTdkCppyrayVKlX868pu7hLNz+al8iATtg0lBh4sk67Nlr7XmMaHFhun91vyfSM78N7sysvzdS+H0IKBD6dYgc9sb21O4QOKjWlczt7ZAfLAH4FfqS6/ZFh4pXr+rLYuVBgCF+g58vkqTcRY1ZYvmx8qSTJi4MEyMTfBnqVJ5+iR9BwCb0rgZa02V7SALxTApsvaZQwT+c7yekFg4BqmuCzWlufVh9otioMOUi4GHigTcxPMO4fvIdymtxEUcEpRqpNvCxN4jepxGYaNeBURI/panfoDJePDSJKIGHiwTKzN3K0zTeyr3aKH0GWVTin8gaO32JoBXLbmxgcDH1LxAm/hTPiNaXzpAFBjAw6VPFXpwNhepRNwo0ovrn4RQirVFVmlryNm84Or9OEUL/BdnCR7Fp38NdG2fzwNwzLXThsBF3Vt+Xlsw89q2sUCdtqWnxViDXpr8+YHd9qG1DhdeMG6+oo5HnMdsSUrBh4sk9B5XtI0tGkpBh6Lxgr4uImBB8skpaeiVww8WCYpPRW9YuDBMknpqegVAw+WCTuMH2ONp4VH47JkaDHwYJkw8DEWA/cRAw+WCW5uftXNXXhQ2YHnPyc9UBquCeFTcz4eUVkq2LZ647sSKM1tlCitz+UdBu6VSe/z++7+4YPKBjzfWSXgpvNR9EjqJ4zvclPqBRyTVa55P1vDwINlgpsz+vY3mzgTI7qJb9P8XO3gGSJw9C5cr81d/Ym0cOleGMxdAq+c72gLaM6r/1SqLN00tpS/cfQ8TRuiUtVWF2HfOm5VLpxdXZThde3c2ZL6IUCwubezIAw8UCbKwhuv7OzO7DVOoyNhNPjcnuvObkLghgNpVaWbDsSxGl4poMPhz6HP4XwHgdMW8pM+iaUXatiABKK+AAmWCpgArFmGw+54rb6oYfUBwWjuFOEsCAMPlIkCLjkj6tlmC4e1waffoyr90nxlXbgAlxZueBVHesgTtvCnoNUUcLkhbRiWFby7ilsyHKsPyg1bDAw2dnAWhIEHysRow2m6dAV8gPpcKODlBYnEXqULX+ALwohXhi4M4Gur5IEcgVO4CdyoDOo1l74BAw+WiQEcHSEIVaXTMnCGBDz/9tuIWgHv6rSpJt2o0iV+qppVp01uYJVeXrm5tLaAT1ggWVV/QxvQKZWhQscNGURLZ0EYeKBMaFg2tQ2WDXYdutMGJkhoETj+p2EZdtroaUZl8NBp+74JXHXa1LDM0Wl7q6P9rCM7aUanbfm1kqhTLW7vtGHHgP6oIAw8UCbGJs2QHmp8NsCFF1nPDyXXURuKgQfLRG22yKZjBZ7v+L6UFFAMfMhM+NLqGItvj/qIgQfLZCwsPIpKgoEHy4SBj7EYuI8YeLBM7JtmJ93hxcoUXnI94oho3BDGlTbfW5f9xMDdlZiFuw/Pei+5msDNS2vhxMDdFdul1ZfP6D+f0ZuNG3cfncIB+WzTCMKXzdoih66H1TV2uS4a0/qdHRO4efE8nBi4u2IDfnof/27cvXH3lR10Wnd73wraUo5J21Slb2/J9c1T+2K2bQI3b4+FEwN3V5z3w/HvLvKF9hsQG0FbYMnQbu/ObG8ZVTqty0qfgcerpIADWSPoF3d20Jgb00BdAaf1LuBcpceipIDn9izgbZz8ZXdmr7W9JYHLdfwVtLbvcqctViUE/JdP75tBv5rSj069gVMF5Nr0JIxa7+q08bAsFvGFFx8x8GCZMPAxFgP3EQMPlsnwngj0schCY+DBM/nUxCjWM5e8GHg/xXrmkhcD76dYz1zyYuD9FOuZS15xAZ98pbTQDDysUlpoBh5WKS30iIC39Ds7cu2/7DhjZgd4yXSkYuBObU7Row3i9j6uoi8MkzGohS8WQpRtapBZBbrFwONUfMDpoZbNqSP78AE0Z5smUkHAKcoFLwOPVbECb7XpYVUA3mq3trdmrfeF0cLpOdYf77f+QL/zL2D9rSau7TDweBWzhRPVxrSut6leN2MN4Lv/Hz4DMQt/ey18ohEqAQYeq2Jtw9vm4+izzdwevS4ucsTdAN54HQGD6RNwos3AY1WsFi4M4Jun9nPdbThFwScDT1QxA0c734MqHftoXb10ivovOww8WY1qHC77b27zNTLwWDXyCy/d4gsv8YovrYZVSgvNwMMqpYVm4GGV0kIz8LBKaaEZeFiltNAMPKxSWmgGHlYpLTQDD6uUFpqBh1VKC83AwyqlhWbgYZXSQjPwsEppocfz7dEYFEU5/QqdFo3n++HRi4ErxQM8JqMaQgxciS18fHJMRDFaeBQ5RybfyRzC5RhpbokpMxbOwKWSsPDbuv46rczqR96glSpEr5vx17/UnWHZMUPb3AblN5Q3GwaulICFt/C5VXxosXF6vyUnR6+WbEznNnp8Apa7p+QrLw/prIqBK8UKfAbfIcRnEhvTuJy9swPkgT8Cr1RrolzVli+j/a4ULmnaxUK+c766uniluvwSAKdIIYMQ+NzGCiRYqFSfr6Kxy+jgh8jApWIFDvYsTTqno4XnEHhTAQcjrlQvizUkuSDKKwVgmu+soDfY2lzRjKQgaeH15flKFcIXCmtmdPBDZOBSsQIH887RK8PytTIJHCOgDV9+lhxBalqJqvTrL1W1EhiwEHU0aK2kIilIAs93SvWVAnqBzndqKjr4ITJwqXjb8NytM03sq92ih9BllY5raKg1NFncQOD15ctrSLdmAZeRFKTa8OKvN2rCAD5go87AleIF3sKZ8BvT+NIBoMYGHCp5WaVTBb2OeBF4cXWxroDDT0FW6RRpB15GJ7KV6oqs0ik6+CEycKl4ge/ixNizOEV2E237x9MwLFPAsa5eq5If4Lq2crOqna/WJF3VaZORduDUnmOnDZoDY9/Ah8jApdJ04eULsgIINYk6A1dKEfC6dm6RgQ8rt8Me+J4yX1pNj1wO27skXjEMPD3qPWy/gnjExf50yfBi4Eo9h+1fDvdYtvD0qPuw+xXDNb4b+CidvHuIgSsNbJxuVfcAmUThiiSMGLjS4MCtNQaeQjHw0DlGmltiigu42/xMKDvw/OfktXDDBWEFH4QxHobIv1Bw7Di3YV1woYS9V1Y9guUxMXApb+DURluL3hS+wN39wzuA5zvy5ofpZLSyVMANGYsbdtmBg+ruDzx5BDNwU25DaN8rbcZD55roirDlCf9n9O1vNoVotdFNfBvvm+nkVxaBI5V6be7qT6SFSzfCYO7EuIjPRmgLcxvaSqGOBl+5cBZvpZ07KyPkNuZRxOdeFmATa4WyrBs8ghm4l6K08MYrO7sze43T6EgYDT6Ht8LtjqJVlW46ClcWjh/FEizhD38G1+YF1AD4sIuMuIZ1AJCFQDB72MQlRXkGM3AvRdaGA2HJGVHPNsmLMD7sQlX6pfkKPrPaA7xKz6aW6RFVZFXBW6C4gnVCsWRFEFkJVEaX1WOtHsEM3EtRAof6fLYpFPC2ipOOohcIcN5epcsVbMLLCyq0vLqoDF4BNyKEbBbKC2jQkqzq63kEM3AvRQp889TLO0JV6bQUCnj+7bcRtQLu6LRh5W3UxoCrLC0cQvMdWzUtyeZfvbAoVCAtPYMZuJciu9K2ObW9RROku3TawFrJ8hA4/qdhmdlpWylQTyvfWXmro/2sIwHXteXXjE6bCVzUIZueTptbMAP3VN9r6QNcWqW50rvGZ1FeeKGGoHv45hHMwL3U526Zq3tGd+Atsun4gJfJeHuAuwczcE/53g9398fJl1ZTLZ8nXjwcsHYD91EkftzDiIF7y/ekuZ04l7IP5MA3KUV7liLNbbQa9Lwx8LRrwNPGwFOvwc4aA0+/BjppE1b2YMpkoZUyWfZMFlopk2XPZKGVMln2TBZaya3s0mH87gws0Lsw3hHfdn/qKaVi4E5Jd9KttsjtNeSkXfL+6MSIgTslHcajP/C2Ai5u75uxYPl3dshBvHQ0q5zGJ3O40YiBOyUtPLeHwKeJpf2+GYQ3XicH8RK4chqf3CEPLwbulHQYTxYu0GG8wVs6jM/p0KT/An1HK1fS0qV0soc9nBi4U9J/OLXh8JlrOu+LUyA5C59tMvDUyRs49dJndbmwOYqGcL1NwMlvPANPlzJZ9kwWWimTZc9koZUyWfZMFlopk2XPZKGVMln2TBZaKZNlz2ShlTJZ9kwWWimTZc9koZUyWfZMFlopk2XPZKGVMln2TBZaKZNlz2ShlTJZ9kwWWimTZc9koZV6yq7RZAFpXw5Y6Awpk2XPZKGVeiYEkG8Xj+ZgktKEF89XA8wAMTnKRind5W7hozmWiNR/xoh0l284TWDZGbif3HrpETqMl3NyrtuSh3ReNoAYuJ/8yz68w/iKPb1L8jjEwH3k1WmLymH8b1R6TPQmJr8JAV9+bSCP8YOKgfvIC3hUDuOVhctEmLyi/FEP4EB8UDFwH3kBj8phfEWml4kUcEymXA/HUiQG7iPPskfkMN4waErEwEcvz7JH5DC+ItPLRPYqfRAP4gMWiYH7yLPsETmMr8j0FUokk5fEde60jUyTeGmVgfuIgWdMEwic23A/TWDZGbifJrDsDNxPk1h2Bu6j7jZ8lJ7hIxID91PknbZReUaxiYH7aAKBcxvup8jLzsDHWy5l93IYH0yRuJXvSal8mfn5lTfFwP3kUnYvh/HBFI1bee+Unn7lLTFwH7m04V4O44MpGrfyv1Ep6yrlzSVMWxM+fuUtMXAfuQD3chgfTNG4lbdSyt9JZenmc4tk8p5+5S0xcB+5A3d1GB9M0biVVynNBJWlNZWJp195qwwM3Ecebbibw/hgisatvJHSSOAA7u5X3ioSA/eRB3A3h/HBFI1beRVmJnBU6e5+5a0iMXAfuQ3LPBzGB1M0buVVSpkAUspOG4L19CtviYH7yONKm5vD+GBK4sKLh7t5QwzcR13v0qtT4eowPpgSAO7hbt4UA/cRX0vPmLrLPup7mxGIgftp/G6eDJ0BA/fTBALnNtxP49eGM/BY5QPc7KTTGK1HeMn1iCOicUMYV9rU/VC1Yl/2FQOPVUEs3H141nvJ1QRuXlqTK/Zl/yPiNjxWuV1affmM/vMZvdm4cffRKRyQzzaNIHzZrC1y6HpYXWOX64JcVprA7RfPYcW+7H9EDDxWuQE/vY9/N+7euPvKDjqtu71vBW0px6RtqtK3t+T65ql9Mds2gZu3x+SKfdn/iBh4rHK/eUJ/d5EvtN+A2AhCf+LQbu/ObG8ZVTqty0p/TIBzG+4njwcg7MCBrBH0izs7aMyNaaCugNN6F/DRVukM3E8BgKP/aAN4Gyd/2Z3Za21vSeByHX8Fre2749FpY+B+6g/8l0/vm0G/mtKPTr2BUwXk2vQkjFrv6rSZ90NHMizjNtxPE3iljYH7iYFnTBMInNtwP/HboxnT+N08GV4M3EcTCJzbcD+NXxs+tBi4n/qUffOrWwO+TEqXVrWVAr4dCOPuonyKGF8RgTDjdVIMLmE8hlrjcyNUlGuiXlKj+RcKxgss7mkr1QXaEEX1VikD91OfsqsXjgaQcS0dpS6g10RlncKM10lxBma8zErx1hU4M7R+/s9WflRSEQBfXoJ3T4sPqmMM/CiMF0sZuI/crrTJ9w/wTujujH7rjL69Re8iQPidP5Y3TH3kBE7LmrhE7xeZr5Oq10slcOsauxmKLxrUSypi7uqizM8rLWEm4OprGbiP3IAbL43ab5OJHL5zJBryhqmPeoAXpflRmDlDANjnhgJu3UUzQyvr9VrdvL1WL8m5A9zT0svDcvr18op8Up2B+8j9WrqYpWcajuxL2vIFUgxv0O0Uvwy7gdNbQUsFJ3BodJdf6gFuhuK6DXhNWrVr2svGi2UYXFmiMjBwH3m8TDjbbNGdUAW8bYQHBk6dNYQgQdiAq24cGadVpTtCccWs0rHOpmrbI636AWBTLi2cgfvJ/YkXvOlJd0JVlW7ODDC4haN6q/QFfDe0p9NmhOJG3ei04Ta9VuSRVnbarNacgfvK45m2ttjEO6F7m1Pbv5oyOm2hgBO+S/M9VbpWMnrxzqGWMIGrCOi0wX7Q3fNIS6+W06QA3EsPII82PLzcLNwYlnXLmAKgOxSXdWPfsjG/g0daM1523wQD91U8wK0LL0rqwotDxoWX3lDaw2gOzNm9PNKSLx2UceGFgfuJr6VnTL1lH9Jbuz50DkMvGbiPXMr+qUnQoIXOjBh4xsTAMyYGnjFlsuyZLLRSJsueyUIrZbLsmSy00uBlb+nogHZ2gPl2x04M3KnNKXzze3cGFo1pXcf5lLetq60tOe9qi4GnUq7A6Z3/VhufcnldBtkmTGfgqZYXcJo/u9VWwO23RBl4quVt4WDUABxfAxaNaduDiww81fJqw9uCLFzglD7GIkdNOQDHFQaeTnlZOE3LRS13rmkspNjCUy1v4NRLn9WNhRnLwFOtEONwBp5m8YWXjCmTZc9koZUyWfZMFlopk2XPZKGVMln2TBZaKZNlz2ShlTJZ9kwWWimTZc9koZUyWfZMFlopk2XPZKGVMln2TBZaKZNlz2ShlTJZ9kwWWqn7deHxVjyFzpQifz88TjHw4dUDPFJTilgMfHixhWdM7hY+mmPpq/5zOwTMJ4I80qp0WTgDH1p9LPy2rstXEWb1I2/IoEq1ezIlDLM7qCqr2ZucoTjnEqomQouBDy9/C2/pe41pfGixcXq/pXxH17XlHv+C7sB7Ve7ddRAx8OHlBXxme2tzCp9TbEzTiwh3doA88Bf5zs86NUR8/qy2LsSV6vJLWgmBl6va8mUjIN85X139TfXyxkohD8lVHAKfo6CFSvX5Khq7ERPsYBn40PICDvYsTTqn09sICLyJwMF8i6uL6IegUF+eL2uX54oEvFK9LNYwoIYB+Q7U+xAKhOFPxUkLr+N2Cfdf00pmTLCDZeBDyws4mHcO3z64Ld9BkMAxooh+KNDxRA3x1VfR3SQCr1MDXVIBND0ihIJ5ww4qTgLPd0r1lQLWCRBpxgQ7WAY+tDzb8NytM03sq92i6fBllY5rHSS04AJc2qkJvCZb9uK5szVRN2yY2vDirzdqwgA+UKPOwIeXJ/AWOgpvTONLB4AaG3Co5KFKJ2Sriwq4vUpfR9oQLqt0BbyMXTwVp4CroBVZpauYYAfLwIeWJ/DdGen3BF0hgG3/eBqGZQgcx2TQUCvg2Gd/Xnba1qrUfTc6bQr43AZOfaviJHDVvj9fXX7Wigl2sAx8aA154QWb8ysDjrW+YPwYBhYDH17DXmm7pGloqAOorp1bZOAjE19azZgYeMYU0zMl8YiBDy+28IypG/hofb33EQMfXgNYeBq8mQTMJ4I80ioGnjEx8IzJBbiXh3g7cNOnpHWrq9j9KAv5j5Saky5hbSF46QVHBT1X6TyC5dEx8KHlAtzLUZ0NuOH53fIFKioXr3bdA+kF3q26++NOHsEMPAq5AJ/Rt7/ZxJkYled4cjwqJHDpp930/C69/ZK5F0voS7ByvqORi9DVf0LvwGXyA1zXzp0tVS6cXf3N0o+ki1AZTh7f8amXBYiUu/kFM/Ao5G7hjVd20J2w6VSY5uBE4IaLZ1WlW/68IQAtGuwd1sDw8x0AfhNCiiUIw9un1+YFhcD+FQonshAJ5g+RuPQPZuBRyB245KwcieMIGB92oSr90nxlXbgAJx+/JfWDkIgqS2v0lKqMop/DUoH2L6unVyFGAsVIdE/qG8zAo5BHG07TpSvgxtTZBLy8QIDz9iodt+lBmJVCF3CqiR3AaX/DT3CdKm40aEnWP5iBRyEP4JunXt5RnuPlUijg+bffRtQKuNlpIygSNTbqRpUuq2So5jsGcNpfVtWSbP7VC0ZAn2AGHoXchmVT22DZbcNzvKPTBrZK9obA8T8Ny/Kf+8FVVcMrk4dO2/ftnbbl1wzgcn+rdwYLfNyxu9PmFszAo5DHhRfyedE1Phvowous6YMmdAzQvYMZ+PByB94imw4NHFv0gG8Ulcl4e4C7BzPw4cWXVjOmAab80MNM0hGtGPjQcin78K59Y1U8hc6MGHjGxMAzJgaeMWWy7JkstFImy57JQitlsuyZLLRSJsueyUIruZVdOowX4vY+rt7ZIaeUiR9ZjGLgTkl30ptTR/bRq/Bs03A7OzFi4E5Jh/F0x6y1vTW7ZziWlgJ7v7PT+gNYzO6J2T1c+xfyTpkeMXCnpIUTcKjSt7fIdbwZC1uN11voX1wCb+O989lU1QAM3CnpMJ6AA93ZtmHh0mF8TocW/hcQpIA3BX0mfeDDiIE7Jf2HS+C9bTittgh4k4GnTt7KHl7KAAANYElEQVTA0c73XHrpsKW3CTilYODpUibLnslCK2Wy7JkstFImy57JQitlsuyZLLRSJsueyUIrZbLsmSy0UibLnslCK2Wy7JkstFImy57JQitlsuyZLLRSJsueyUIrZbLsmSy0UibLnslCK2Wy7JkstNIAb4+OkyItdKaUqumzTTHw0GLgGRMDz5hSCny410hTUspYxMAzpj7Aex3G45SLF980fL9/4RlNW/pi/IfZJQYeWv7AXRzGd2rkaNbwKvnrwtxfB/YdGpkYeGh5Afd0GA/AyVd02fAHHs7J4HBi4KHlBdzTYbzDwskxMDmWTVYMPLS8gHs6jMc2fL3AwNMqzzbc02G8ostVejrlCdzLYbwDOLoCn9vgTluK5Ancy2G8AzgPy1InvvCSMTHwjImBZ0wMPGOK9lGSpMTAQ4stPGPqBj5Sh/CBxcBDK1U+T0wx8NBi4BkTA8+YXID3dxg/t2H4Cux2GG/3NJZ/odv7HAahQ/jlP1Fe4VVGZc3mIt7YLUbP8QzcsdnfYXx9QbmA73EYbwfe625QKI/B5ZUC+Zuc26iRb0v0XGrkY98tLs/xDNyx2d9hvFBrLg7jyVsoGm4NFis3L5xdXayTFYPBrv4Ag5QPUtyf2MLe5Kq2WBKYEncr1OP1HM/AHZtBHMYr98K9DuOrJbB9CJbb0kt8QfqQh4qhy8INn8RlSVemlGko/7g8xzNwx2Ygh/GvUtva6zAeKmYgVyWblnTRtpfnZUWNQVXZMLsAt1LSSnye4xm4YzOAw3i0XFSvw3gCTpANUOVVNG8LuGqiXap0M6Vcic9zPAN3bPZ3GG92sHodxlOVjr6/izUD+AI+LIEAy9iA24F3ddpkSgS+oB6Zi8lzPAN3bPZ3GF+kutXVYbzsXRXR2vMd6qGB8f+sU6JO26IKQlGnzzkskykhzVtyl9g8xzPwns2hHcZHpjg8xzPw7s0hHcZHqFg8xzNwr02H+NLqJGiAKT/GwGG8KQYeVi5lH94BcDKKtNCZEQPPmBh4xsTAM6ZMlj2ThVbKZNkzWWilTJY9k4VWymTZM1lopUyWPZOFVspk2TNZaKVMlj2ThVbKZNkzWWil3rJr9AppGpdDFDo7Sufbo71i4AHFwDOmSQE+kLJRSndNTNkHuZ0yMYUOoYkpOwMPpj5l750vnZ4w6ju5Kk243D0rJ25d/1K44+yngR56YuBemy7zpaspGPtIAe/R3IZ7+NBi4AHlBdxzvnQJ/MuvacuXAev56urileryi1oJzbe4uijKVRljWHil+nxVu/h5bflZ2Lq8gW8oXKlq5wL8aAYrBwMPJi/gnvOlE3CcMb2u4Usi+OJfba5oAgeoYm153g58oVCHNuASxpXQwnHn4krPu+NDioEHk1fZPedLJ+A4T3q+UyOsddgum8Dr1MaX7MBLGI3JFPB8R1u+GPmEvAw8mDzL7jVfuhN4rQe4bOG7gOMuJnAxd/1Fj6k8hhADDybPsnvNl25V6Vhx05vBqkqv4czpleo6/hz8gOPOV6IGzm14QHn20r3mS5edtuuq04bjM+i0vQR19iXt3Gtg+GtV9SIojt56gEPLv1LAJM9GXQ4GHkzRXFota4l7wegSAw+oSQHObXhATUzZGXgwTUzZGXgwDfHcyFiJ2/CAmpT74Qw8oLqBj3Ye9PBi4AGVzik/XMTAg2mAsjPwSRADz5hcyh7rfOk3fWZBlzIn6TS334p6BnUG7tiMd750n1nQvXaLfAZ1Bu7YjHe+dDlxdh2fi6tgbFFb+euSmqSXptY0LBz21b6yodUwy5U3N+SDdNHMoM7AHZvxzpduzIKOlcM1nHC3gLfUKFs5H7oJ/BomgE/4V5A5+sygzm14QLmUPd750imp3M/AVVTA5XzoJnDaXQGXOfrMoM7AA8odeIzzpXsBhzRyPnRX4DJHnxnUGXhAeQCPb750e5UuvWHkOyXYrlANrqrpHuAyx6hmUGfgjs1450s3O20lactFbfX7JViee9HotOHga8EO/C3Yi3KMagZ1Bt6zmeh86cXBnp4YfgZ1Bt69mex86YMBd59BndvwgOJLqxlTT9m9Z9XQfWNHvWTgweRS9uGnvR2Vhih0ZsTAMyYGnjEx8Iwpk2XPZKGVMln2TBZaKZNlz2ShlTJZ9kwWWimTZc9koZUyWfZMFlopk2XPZKGVMln2TBZaqfv26MRogEJnSpPy9mi3GLiHGHjGxMAzpokF7nczZWJKGUIMPGPqA7x3vvS5z2vh50KOa7b0XjFwD/kDd5kvfQOfLA85cWZss6X3ioF7yAu453zpBms5Y7pjNnRYrVkR589q60JNny635mKbLd2lXAzcXV7APedLV8DVjOmO2dAXCms0ya4ZgdOr0vTpaiu+2dJ7y8XA3eUF3HO+dAVcTaDtnA0dQ8yIGr5SpqZPV1vxzZbeWy4G7i7PNtxrvnQ1xYcduDVXci9w+fuwAY9ntvTecjFwd3kC95ovXXXa1IzpDuArZpUu48v4QdOn24DHMlu6S7kYuLs8gXvNl07Dsn80Zkx3AH++itOgGxGEWE2fbmzFNVu6S7kYuLuiu/Di9FE2ajFwDzHwjIkvrWZMDDxjGuRBkTSJgQfTxJwKBh5MqZ0vvVsMPJj8TsV4T/nRJQYeTAw8Y2LgGROeiljnS39zQ87FLG+QOudGN3fG/Ae7itPzXQw8mPBUxDtfehlRq/kyu5IYW3Pwo1Cz9wZVz3cx8GDCUxHvfOlvqnkU5TSblLxCsyWvLpqhSO9Pv2NOqm5Om75gTLR+vmPOu0nrczQRu6MgDDyQlIXHOV+6OfMuzqJ8bZ4SvqVib1KomiPZnFRdTpsuZ9OVYbCU31csWevOgjDwQFLA45wvHel/btGcG50mxr+pYtcoVAE359hWc+wa82X3TK+u5tZ3FoSBB5LRhsc5X3oRp9c250Z3ArfNmN4fuCMLBh5KBvA450uvXHhxXphzoxOtt1SsrLep09apmZOqS+D2Kl3u5siCgYcSDctini99Dp+SMh3aSFqOThvVF7ZJ1SVws9NWMioWWxaQ8VvUVMi+BQMPKuNUJDpfeiC5DPL8xMCDSZ2KZOdLDyQGHov40mrG5DeJhh7plBxxi4EH1vCT3I6LvErIwB0aNabo5FVCBu7QqDFFJ68SMnCHRo0pOnmVkIFnTAw8Y2LgGRMDz5gYeMbEwDMmBp4xMfCMiYFnTAw8Y2LgGRMDz5gYeMbEwDMmBp4xMfCMiYFnTAw8Yxpv4O/cO7j/ToB07z5wbB48xOXDg65U7x28J8T7Bx+IA4r5AJJhCOi3Hxwc3Ptw+OONXffgyD+6N0wOYw38w4OP3nvn/kf9E77nZCsxvtcNXHx8/7fig/vvA/CHSB6SHcif04MPHr77zv0UEEfg93rKNYjGGfhvCccnB+/Dr/r+wccA8qMDClJbHx48RNP8EBKizcrQd+8dfGwA//jg3rvi/scYRRm+f/+DT5D1wcFHGG0BP/gEFh+C6UMeH7xv3yUh3bsn3oFjeXDPWrOC6NChoHBkAPtDKuyH9w4evCcewEF+fPBbLPqDd2VO71AJxHsPMF4cPHhwcO+9+/c+Mb9pnIG/g6hJH9577yFUuQf3Hr5z8K65df+d9z968O4nGAKFVqH3P3rXAv7ux/fFh3BSDOP95AB/E+LgAwj74GML+L17H37yW4y49/DhvY8duyQjoPYR/Arh6Mw1KwgFqx9BYwTAf/sAfp4fHnz8IXx+BD/few+wpB/ev69K+ADTwQfG40/7YzCJ+1aTN87AP8Rf8gHWv/eB4Hv3qaqG/7atTx4+xJYZa28Z+hB+JO8awH8Ltv/w3YOHDw/Uz1/cp7WDdw4evn/wiQUcK4qD++9SlpCXY5dE9M7BJ/c+uPcQvt9cs4IowTvvv3dwz6zSwfzhKD9+ePDOu1CETz58/xNV0X8Ex/3Oh/CzeRfj4ReMv2J7KzDOwN8BYu+/i/gOSAZw2xbUy/cUcBlKDbetDYfVBx+Z3ZwPD+49oMAPPnqPMjCAw997cBIVcPsuyQiw3YcKHApsrllBlOAeFNQCjiCJ5AdY5b3/4OD+fcn0nu0D4tMF3GjDkcu77z780ARu2/qQQgg4hf4Wyv9bAzga+2+hVTN6+u8efPgJ5nnw3nv3P/jYBpx2+OSA2vJ37gvbLknpwQfw7R88sK9ZQRh677ei18Kh8f74AZr1JwZTbNHfeSelFg7Feefd9+4DjY8fPHz44AMDuH3rw4cfE/B3jdAHHzva8Af4uzH6Ag/o5MCZew+66J8Q8I/ee++9d8UH9z559xPMEtvwD+27JFZUwvKRfc0KuveRgH7XRyZwsw2HoSf+Mj/ABuCA0kGhPwLQZhueLuDQe4I+5r2H4v2PqY9KPWzHFlTpHz04EO9DiVQo9Gk+MMbhHxw8wArx/2/H7FYABGEo/P4vlrNlQr1Q+8PVnUIEk86VCEcvPt2OouYe6W+U1BM7K8hS0gaQvBnySUuiBHi3fKZC++pBbSOfImRUc46k5BZP6Ux/lXpf+U4zXn6r3FJ6MOBvaN+Uf48sIY1Yoml+4AU6fm5MxnnEEk3zA//10AU9pxSc6E3C3wAAAABJRU5ErkJggg==" /> </div> </div> <div id="ptotype" class="section level2"> <h2>PTOType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v2.0:AbstractPTODataType</p> <div class="figure"> -<img src="data:image/png;base64,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" /> +<img 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" /> </div> </div> -<div id="vehiclecomponentstype" class="section level2"> +<div id="vehiclecomponentstype-1" class="section level2"> <h2>VehicleComponentsType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractVehicleComponentsDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="enginedatadeclarationtype" class="section level2"> +<div id="enginedatadeclarationtype-1" class="section level2"> <h2>EngineDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractCombustionEngineDataDeclarationType</p> <div class="figure"> -<img 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" /> </div> </div> -<div id="gearboxdatadeclarationtype" class="section level2"> +<div id="gearboxdatadeclarationtype-1" class="section level2"> <h2>GearboxDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractTransmissionDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> <div id="gearsdeclarationtype" class="section level2"> <h2>GearsDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v2.0:AbstractGearsDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" /> +<img 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/> </div> </div> -<div id="torqueconverterdatadeclarationtype" class="section level2"> +<div id="geardeclarationtype" class="section level2"> +<h2>GearDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v2.0:GearBaseType</p> +<div class="figure"> +<img src="data:image/png;base64,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" /> + +</div> +</div> +<div id="torqueconverterdatadeclarationtype-1" class="section level2"> <h2>TorqueConverterDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractTorqueConverterDataDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="angledrivedatadeclarationtype" class="section level2"> +<div id="angledrivedatadeclarationtype-1" class="section level2"> <h2>AngledriveDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractAngledriveDataDeclarationType</p> <div class="figure"> -<img 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gHBg0s54VZAcJA+WRd8AvakhWGA4CB1Mi44cd8sUZ8BwUE6QHAI7gLBzcNIwYf2WggeGghuHhAcgrtAcPOA4IkAwUE6QPBEgOAgHSB4IkBwkA4QPBEgOEgHIwWf7jRZEkBwkA4QPBEgOEiH7AmeDkl6GhkIbh6ZExwEA8HNA4IDFwhuHhAcDEj7DwdiB4KDAWn/4UDsQHAwIO0/HIgdCA4GpP2HA7EDwcGAtP9wIHYgOBiQ9h8OxA4EBy44TWYeEBy4QHDzgODABYKbh5mCc9Qua9uWPYSbbiN9LD3tPxyIHSMFH8L8bwhAIObv/uZ/QwACMX/3N/8bAhCI+bu/+d8QgEDM3/3N/4YABGL+7m/+NwQgEPN3f/O/IQCBmL/7m/8NAQjE/N3f/G8IQCDm7/7mf0MAAjF/9zf/GwIQiPm7v/nfEIBAzN/9Z/ENU3p6wsmZQV2Aucb8P/lMBJ9BmUmg63aDyJj/J5+N4HoGRO02GJwU8//kiOADdN1uEBnz/+QzjOAzKHm2WPdx0t4IkCT67aTTggg+AIJnDl131fDMNoK/9V2fxXWrwVitbpV9V25aGyXv/M0vzmAL/YHgmQOCn6jMw8Wuz+K6tVnkHvsLXtipTpyfJRA8c0DwE5W5aNv79xaeOGu/zdg7C/YbPdaxj1j9hY1SYecFLvhly3q2WKtfPG/d4CG9zFa33t2xuP4inV2tWze+R/N3xKK1XP9ifWutUrc2rjA5Hfd2Q/CsAcFPVCZF8NZCd29luddaaLP8/p4Q/Pv9Ru36X1rlymaxslGq1avFJr0Jiyliy3SxqEHzNUdwHvlr9Stse6MkpmPfbgieNSD4icqUgrdZZ7m3u2Qv/+CHIrV+ZWfzR5vbPILffJkfiXOLWWVIcJneFBF6SPAqHaITZTEd+3ZD8KwBwU9UpkdwdvjWmzZ/49TL3NJGhSu8cWXbT3CZ7iN4gwsuu+DEdOzbDcGzBgQ/UZkewentneWeaKJzp3kL3CpzaZsewXlzXAou0ysUp1UTXSwSUtfqN1hTTce+3RA8a0Dwk5W5Qp1sMoK/t2Av/1h2spVJ1wqpbV2sN5Tg7LJ14a4UXKZTJ9uz1N1OnW60SEq9XafzaBAcxAEEn5cykwCCZw5dd9XwQPABEDxz6LqrhgeCD4DgmUPXXTU8EHwABM8cuu6q4YHgAyB45tB1Vw0PBB8AwTOHrrtqeGYiuK0nEDxzQPA0yrRj2YrpgeCZA4KnUSYEBwkBwdMoE4KDhIDgUcvcfWUv8vpewXPPyFHfFXWDCBp4wpq+Q8ELO0P3kMi96DegtFan0WjDN41xgOCZA4KHK2T8AQKtW7EInutLl3Ovl2rP01Ttr26wwtOX/ASvrRcnzA5oBl3GDsEzBwSPUgjNLtr7X28z1um2bp+1u3zCtv1u3+QLCU4WNhuFaz+REZzbWni6xMN5bf2vi7mfXlujgeFVVrvYp1e5sG/RKDQ+T2Ga7g2zeUcsqF06T2NbKCNNUdGrvPRKlc9SbrFIbDcEzxoQPEohKoK3Xj04XDxqPdWjVx7Q80chiyPBpbRuE73CFVwti/S/KVW+fI2LXiTdn18T0ou8/E2m8nDPmlU5S4JfF8v4+jQl/nfw9Qo7NEuvYpHYbgieNSB4lEKU4NJrUnul3aHzzO2QxYkm+uVS7QbzE3y7fPVnPILXaNioMtgV3E0VOYvuYorSltWQC7jg0muabTbkIrHdEDxrQPAohTjH4J3uSpspwUO3z5kSvFIVQue8TXQx8f5Pr717ba2yRYHaNZiCNn9zU5kjuJqtVFUpTLb+K1WK41Jw9+ZPEDxzQPAohTiC7z55+4CpJrp4DVmcEDz3wQekthJ80Mm2/r3P3ShwwaviNjBS8OfXVDNcppLtFToAlwtEZHdb41Lw3OuX1pxE8Sq2G4JnDQgepRBxmmxpn0duHrcjdrLxFrmIrCQ4/YrTZPJ4m/re1nJ96+f9sgrsq9aFl4TgMlV0sombsIoFQmvZyeYKzo/RGUMnW+aB4FEKcWYPz/UinS9L4EIX0d4fPZEGwTMHBI9SiJrtiJg9l4JXRMyG4JkHgkcpBJeqAk2A4FEKwXBRoAkQPEohaUbwk6wLwTMHBI9SCAQHmgDBoxQCwYEmQPAohXhn3U50cc5sDN8+dimpM1B0OiA4mAIIHqUQ3zL9T5cFC+4MFJ0SCA6mAIJHKURcqnr7rP23i3a7deveE0t0Qnyl7SSxFbqqLb+/d7jYVoKL69xaMqOU1B0oOiUQHEwBBI9SiBD8qR793Lp3696rB7uvHbAPe4OkPUrIt/NdFcHlYNKWzIgmOkgMCB6lEGc8OP3cI5/58TdX10naay3Qk8IPF/f3lOByMGlLZGQQHCQGBI9SiJ/gna6b9N5HB7tP9lhrgVuuBBctcwgOkgaCRynET/D80UDwLj0w/HDxqLO/p5rozl1fIDhIFAgepRAfwX9xrucm/XLJfnzp7xZ51M53eWud+tdkJxsEBwkDwaMUggtdgCZA8CiFQHCgCRA8SiEQHGgCBI9SyOhzEKbFTmldCJ45IHjUQu7TlTjqA+gCBI9aSNqeRiaO+gC6AMGjFpK2p5GJoz6ALkDwqIWk7Wlk4qgPoAsQPLlCAEgc8/dcCA4yjPl7LgQHGcb8PReCgwxj/p47M8F3l2x7f6/jvhwu8pc4PgyA2IDgkQuRN21hTDxUlMaGdlk+7ONFAUgGCB65EBJc3Mjhw554WWmzqR4SDsDsgeCRC3EiuLilA3/h4RuCgzkDgkcuhI7BuwO/GSI4mD8geORC5A1SXb8ZjsHB/AHBIxciBV+h26WKF/Sig/kDgidXCACJY/6eC8FBhjF/z4XgIMOYv+dCcJBhzN9zITjIMObvuRAcZBjz91wIDjKM+XsuBAcZxvw9F4KDDGP+ngvBQYYxf8+F4CDDmL/nQnCQYczfcyE4yDDm77kQHGQY8/fceXy66CyI42sC4zB/v5jH54PPgDncJDAHmL9fzEbwuYua87QtYH4wf79ABAcZxvz9YoYRPI6S48LCg0OBD3O1k86ErERwCA58mMNdNWZmG8Hf+q5P7rrVYKxWt8qetIo7V6uXfdY58RZCcOADBI9SiDt7uOh3J/S6tVlkTQuCg9SB4FEKcWcXbXv/3sITZ+23GXtnwX6jxzr2Eau/sFEq7LzAlf7SXWvjCmNX6xsv87lKneYgOEgOCB6lkKEI3lro7q0s91oLbZanB41ywb/fb9Su/6VVrtUbPJKXK1ajsEpzV9j2RgmCg+SA4FEKGRG8zTrLvd0le/kHPxSp9Ss7mz/a3LbKza01lus36I030ZviwL0MwUFyQPAohfgJzg7fetNepgeNsjq53KiMCb5RoqUQHCQHBI9SiJ/g9PbOck800XmU3ihVVBOdGuWqiX6DcdchOEgOCB6lkMHsCnWyyQj+3oK9/GPZyVYu7GytUb/5zaFOtu26xYM4BAfJAcGjFDKHtQbBgR9zuKvGDAQHGWYOd9WYgeAgw8zhrhozEBxkmDncVWMGgoMMM4e7asxAcJBh5nBXjZmZCG7PHRAc+AHBoxRy0jLtE67vAwQHfkDwKIVAcKAJEDxKIRAcaAIEj1IIze6+she5OK/guWfWxHtF3SBCXMlKw1McCjvq0tZaXQxHk0NWxrYQggMfIHi4QsafMtC6FYvgub50Ofd6qfY8TdX+6gYrPH3JT/D1Ims2grYQggMfIHiUQmh20d7/epuxTrd1+6zd5RO27Xf7Jl9IcFK12Shc+4mM4NzewtMlHs5r639dzP302hrd84myWBfOlym8Vx3BV3lqpVq7dJ4nyQVikyA48AGCRylERfDWqweHi0etp3r0ygN6/ihkcSS4NNptole4p6tlkf43pcqXr63xeC6jOm+zk9qrZSU4T+JBvXa9RK9igdgkCA58gOBRClGCS69J7ZV2h05Gt0MWJ5rol0u1G8xP8O3y1Z9dW5MJFOdXyxU6LGgowaXXckYuEJsEwYEPEDxKIc4xeKe70mZK8NDtc6YEr1SF0DlvE11MvP/Ta++OCF5VWUTDvlKlOC4Fr7qbBMGBDxA8SiGO4LtP3j5gqokuXkMWJwTPffABqa0EH3SyrX/vczcKniZ6ru9pj5PgudcvrTGVJF7FJkFw4AMEj1KIOE22tM8jN4/bETvZeGQW4ZcEp19xmkx0shWp721N3Vi9aW3cHe5k42l8RXSygTBA8CiFOLOH53qRzped7EIX0ZQn24c2CYIDHyB4lELUbEfE7KQFr4iYDcFBGCB4lEJwqSrQBAgepRAMFwWaAMGjFJJYBA8f6iE48AOCRykEggNNgOBRCoHgQBMgeJRCvLNuJ7o4ZzaGbx+79NYZKDoBCA5OBgSPUohvmf6ny4IFdwaKTgKCg5MBwaMUIi5VvX3W/ttFu926de+JJTohvtJ2ktgKXdWW3987XGwrwcV1bi2ZUXrrDhSdBAQHJwOCRylECP5Uj35u3bt179WD3dcO2Ie9QdIeJeTb+a6K4HIwaUtmRBMdJAYEj1KIMx6cfu6Rz/z4m6vrJO21FuhJ4YeL+3tKcDmYtCUyMggOEgOCRynET/BO101676OD3Sd7rLXALVeCi5Y5BAdJA8GjFOIneP5oIHiXHhh+uHjU2d9TTXTnri8QHCQKBI9SiI/gvzjXc5N+uWQ/vvR3izxq57u8tU79a7KTDYKDhIHgUQrBhS5AEyB4lEIgONAECB6lEAgONAGCRylk9DkI02LHntGC4MAPCB61kPvmkDi+KjAKCB61kLRl9iOOrwqMAoJHLSRtmf2I46sCo4DgUQtJW2Y/4viqwCggeHKFAJA45u+5EBxkGPP3XAgOMoz5ey4EBxnG/D13ZoLvLtn2/l7HfWHsQ7+bsgGQIhA8ciHypi2MiYeK8pfdpWUIDuaM0T03yoWXc8AU3zCWaiJIcHEjBxG4+Yv/bVUBSJGYR1GkRGqCUwQXt3SgFwgO5g5rwpw+pCP4kngiuOs3BAfzhxU4oxOpRXCv3xAczB9WwLReTBorOWPBV+h2qeKFIvpRHB8GQGxYvpMacWxXG86DgwwzLnitvlkczVWrlz1zFavsk0rzlrVxxZm7+UXfZL8CB2uMphd2hLmNMF8AggMwyrjgTWujNJrLX3C/XE1n5cJO1S/Zt8DRNYaojG+OFwgOQDBjguf6P+83yMCL560bjF2tb7xslcnHSl3EYZmQ61+sb/2qfmVns5jj2eUyykVzly3r2e/x0LtZpKmik+wWYN0QaWKhKGjNXeMOT//SXVmY3AASvCA+plqrv1CnYK4KGv0CEByAUcYE5+F5dWuN+1Ut8rBbsa4UVoXgtfoVtk0JDUrI9Xk7nqdy+/iPWkbW8jBc2SwKKatMTqlkpwBKaNCqYqEoaLCG+KAGb0WU1QbICN4UpVDStuVsydgXgOAAjDIm+CqXjTfBSTOuVpO7XhGCN8XBcFkl8Hgq2tk8MvMV1DJlMrv5ct0qiwa3mFLJngJkE10sFAUN1qAP4hl4sWoDpOC5frm56TQFVEHuVjs9bBGucotSTQBoxKjguT45UfURXMZMV/CGtHT1wvmGc4TtCLhxZVvqKqfcZLcAkVUuFAUN1ggQnK3+p50GGy5o7AsgggMwyqjgwh7eRld+eZvoN0hOni6b6ErwCnXJucvK1HbmazelrnJKJatM8r8DT5MLRUGDNZwmumjHewRXH7Mpm+g31L+J4S8AwQEYZVTwHTpHxg+0Hb+a1sYLytG66F53OtmU4LLrWy5T58P420VxHL15R0w5p8ncAmTHm8ymChqswZvuqpPNK7g65n+hvvGcW9DoF4DgAIxyzIUudDh+dfJ5qkT4vPMPZQwIDkAwx13JdplH3+eS2phAmtaFtSDBcSUbAIHgUtVwnxJHIQAkDgabhPuAOAoBIHEMGS4KwQHww5AbPiQseNQ7S6VHHJUANMSQWzYlLXgcZSaJdhsMYsKQmy4mLrj82DiKTgR9thTEy9hfPp2n5sVB2G8YQzVp54t2GwxiYvwvn7ankQn9DU9eTSqCx1FyMkxq4gCT8dlJ0xY1KuG/4YmrSSO1JRA8q/jtqmmbGpEpvuFJq2kQwd/6rk/uwucs68LI9b3qflRNa+P3Ry7I87lTFQ3H97+Vje/VfMcDwbOKdrFoamYawQ8Xuz65acTOyE2q1P2ofG5L5Xunqlpd3BrDbwEEB1MAwaMU4s4u2vb+vYUnztpvM/bOgv1Gj3XsI+aYKe8tRXel2rgr7kd1xbktlbhvFQu+U1WtbjXUzXDE2N0X6tazn6NRAcO3rZI3vAqz/RA8o0DwKIUMRfDWQndvZbnXWmizPD1o1BVc3VtKDHVVg93Vm7xv1YQ7VdXqf7X1nz2C80Su9WU5ObhtlSg61PZD8IwCwaMUMiJ4m3WWe7tL9vIPfihSleDq3lLirlTDgqv7VQTfqapW/37/rzyCl8XAXXlrOs9tq+QNr8JsPwTPKBA8SiF+grPDt9605QOE1Q3j1GG4uKeFn+AT7lQlboI3LLh770nPbatE0aG2H4JnFAgepRA/wentneUeNdFVJ5u6t5SP4PK+VRPuVCUSxFxhZ0Rw722rIDg4BggepZDB7Ap1sskI/t6Cvfxj0ckmTpP9F+feUtJCeT8qZbNz36rAO1WJ0M3XvWxduDsiuOxk8xYdZvsheEaB4FEK0a7WIHhW0W5XnRoIziB4dtFuV50aCM4geHbRbledGgjOIHh20W5XnZp4BB8hjjKTBIJnFe121alBBGcQPLtot6tOzUwEtzUDgmcVCB6lkEll2nF8XtxA8KwCwaMUAsGBJkDwKIVAcKAJEDxKITS7+8qeb1av4Lln5GDtiqXGnxR2nCmV4cVibb3IU/94vTiW7EmoXS+xwtMjN4AYziIe7mpZ/k+KhOBZBYJHKYRmW7eOFTzXl8NCc6+Xas/TVGGnQTODHNLREVP9EurVYwXnNIMuTYfgWQWCRymEZhft/a+3Get0W7fP2l0+Ydvi9k0kOInWbBSu/URGcArST5d4OBdK/sG3KKJXWe3S+Y271uad9ff71tav1mnsCfOULIYAACAASURBVP9/0OSLeETnyUU+2WC1i33Ku/65Ei9CFsRXtL68YzXovcrcwmjlBlul271UvYvEBkPwjALBoxSiInjr1YPDxaPWUz165QE9f8Sk4FJEt4le4ZatltWEXMznqdnNp5yf93lkb1b5pPxHUFu/8/yaDP0i4c6NgeDXxc+6GJ1WHhQm/rHw/JR4veQuEhsMwTMKBI9SiBJcek1qr7Q7dLqZR3TZRL9cqt1ggYJX6GC5Qfp5BL8jG9w1GgcqErbFWsrp9eLln7mCO2s8TzF7UJgQXHpNs84iscEQPKNA8CiFOMfgne5KmynBndurCsErVSF0zttEZ+5Rs/TcV/DKlgjbPoLXnhVvztKB4G5h8tCgUqU4LgV3b+gEwbMKBI9SiCP47pO3D5hqootXpgTPffABqa0EH+5k6zcGDeiRJnplc1vcD93bRHcEpxtA8FJE41wJLpvobmFS8Nzrl9aYShSvYoMheEaB4FEKEafJlvZ55OZx26eTjYdeETxJcPoVp8nETF+0mWW/GHcy16feNGUsdbLxDD/vl2Vyk9YaCE6H2avWhZcGgns72VzB+YE8Y+hkAxIIHqUQZ/bwXG/sfFnaF7qIg4HRM2gQPKtA8CiFqNmOiNnzJXhFxGwIDiQQPEohuFQVaAIEj1LI6P0fvNiTFqYGBM8oEDxqIfE8EjVJ4qgIoBkQPGohaes6PXFUBNAMCB61kLR1nZ44KgJoBgSPWkjauk5PHBUBNAOCJ1cIAIlj/p4LwUGGMX/PheAgw5i/50JwkGHM33NnJvjukm3v73XohXVsekC4HBAOwPwAwSMXsvvaActzo+VYUcZab8fxSQDECQSPXAgJLm7z8GFvhSI3BAfzBwSPXIgTwVu39vK2bKJ/dBDHhwEQGxA8ciF0DN6Vo0XzRzKWr+AYHMwXEDxyIRTB1WhwbrcQPA/BwXwBwSMXIgVfoZupHi7y1vmK6E8HYJ6A4MkVAkDimL/nQnCQYczfcyE4yDDm77kQHGQY8/dcCA4yjPl7LgQHGcb8PReCgwxj/p4LwUGGMX/PheAgw5i/50JwkGHM33MhOMgw5u+5EBxkGPP3XAgOMoz5ey4EBxnG/D036aeL6kUclQPmGPP/wkk/H1wrjPkiIADz/8KzEdyQ+Kf/NwCTMf8vjAg+AWO+CAjA/L/wDCN4HCWni4WnjhqOATvpMSCCTwCCm44xu2ogs43gb33XJ3fdsjauODM3vxjHBswICG46EDxKIe7s4WLXJ3e9zJobJTld2KnGsQEzAoKbDgSPUog7u2jb+/cWnjhrv83YOwv2Gz3WsY9I8Fy/wS5b1rPf27GszWKl7gnp8wQENx0IHqWQoQjeWujurdCTi9osT08bFYLzwF3hYm+UKILX6lfYthPS5woIbjoQPEohI4K3WWe5t7tkL//ghyJVCs5uvly3yjTRFEfs5Tg2JGYguOlA8CiF+AnODt960+ZvjKkmenPjyrYSfC6jNwHBTQeCRynET3B6e2e5p5rovEW+urXWlILX6jdYc2stjg2JGQhuOhA8SiGD2RXqZJMR/L0Fe/nHspNNnCar1a2L9QZvn28Wt+vWfAZxCG46EDxKIcbUGgQ3HWN21UAg+AQguOkYs6sGAsEnAMFNx5hdNRAIPgEIbjrG7KqBQPAJQHDTMWZXDQSCTwCCm44xu2ogMxHcNgQIbjoQPEohJyvTPtHasQLBTQeCRykEggNNgOBRCoHgQBMgeJRCaHb3lb2IhXkFzz0jL1GvqNFm/H1wVWvuxaJ4r9VpNNrG768Xh8pZ5WusbhZZbf3O+vsvFmu0OCBrEBDcdCB4lEJotnUrBsFzfTkGJfd6qfY8TVWqXNLn1biU2kDTZmO8HJ6We/EP18QyntXJ7Zc1CAhuOhA8SiE0u2jvf73NWKfbun3W7vIJ2/a7fZMPJDhZ2GwUrv1ERnAuZ+HpEg/nJDiF5qZlVQs7dDMYPqHy80h96bz15R2rwURq7QarPdcss8ulGk/fpIVBWXN9Htd9xIfgpgPBoxSiInjr1YPDxaPWUz165QE9fxSqMBJcGu020clranGLCa4oX8yXqLBMC5S110s1/sOb5JTKczTLlYbIyFP4ElGaX1Y2aO8PfxEIbjgQPEohSnDpNam90u7QaeV2qMJEE52H3RssUHA6lt7gelIAF6FXWSuMr61vy9TLP7u2lnvxzg13ifif4ZvVPdgf+SIQ3HAgeJRCnGPwTnelzZTgIdvnTAleqcq46m2iMyX4armytUaH5VxwdU/WEWtlavP7LxYL1/5zY6LgMqssffx7QXDDgeBRCnEE333y9gFTTXTxGqowIXjugw9IbSX4aCcbf6uICM6b2YWd8qi1d2Rq7SWK7RulSYKrrKv+d4SD4KYDwaMUIk6TLe3zyM3jdqRONh6mRWglwelXnCajTjZ5mizXt37eL+f6o51sylqVmutzbXmw50ve72/e8RVcZpUtfV6+/Bl8EQhuOBA8SiHO7OG5XoTzZbjQBSQGBA9XyAgytSNiNgQH8wsEj1IILlUFmgDBoxSC4aJAEyB4lELmIILH0wyA4KYDwaMUAsGBJkDwKIVAcKAJEDxKId5ZtxNdnDMbY7iPvXWLSTcLO+JMtholSqemm5Y7HsST6p0fAoKDMEDwKIX4lul/uixA8GaVO15WF7A5g0bVONGR1MFlbl4gOAgDBI9SiLhU9fZZ+28X7Xbr1r0nluiE+ErbSWIrdFVbfn/vcHGwuLVgf3TgCk6IQWOFp0vuoFF1PelI6uBCdS8QHIQBgkcpRAj+VI9+bt27de/Vg93XDtiHvUHSHiXk2/kuj9ly8e6TPbbS9QquRn+T1bIx7tyxYTjVM9TMCwQHYYDgUQpxxoPTzz3ymR9/c4mdpD0eremB4Yv7e6ylFsumukdw3vAeUXlV3ZEBgoPYgOBRCvETvNN1k977SATs1gK3PEjw2vXSyG0fxMuqZVW9qd75ISA4CAMEj1KIn+D5o4HgXXpg+OHiUWd/zxGcjO/s33MEl71mTveZcNu9A9tQKkMnGzgBEDxKIT6C/+Jcz0365ZL9+NLfLXYZy3cdwUc62VblSTHvCTHn3g4Bp8lGxnpCcBAGCB6lEFzoAjQBgkcpBIIDTYDgUQqB4EATIHiUQjBcFGgCBI9SyBxE8HiA4KYDwaMUAsGBJkDwKIVAcKAJEDxKIaNl7r6yN8XDRr2Cq6eBOtepidsbW1W/tWYCBDcdCB6lkNEy1QOMQjISwUefBiouYk0ICG46EDxKIc5wURokatvdw0X7jbP2/p549gFP/+j35AjRAFzBK0JtR3A5J59mkBQQ3HQgeJRC1HBR+fBB7zAylqdnGLGWHEAawETBCztTPN77xEBw04HgUQpxnk1Gjx6kkaHSbvmAUUpvycvPA1CCV9ThthTcmVtN7gCcQXDzgeBRChkI3hEjQ5XgolUeWnDfCN7c9HmK9+yA4KYDwaMUMmiid8TIUNVEdxrt0QWvbPk9xXt2QHDTgeBRChl0su3SyNCj3aX9Xy45nWyhBPc84pML7szRvVZxmgzECASPUojTRI8GLnQBiQHBoxQCwYEmQPAoheBSVaAJEDxKIaOPC58O+2SrxwoENxwIHrWQ+4whjgoCcwoEj1pI2lrGRxwVBOYUCB61kLS1jI84KgjMKRA8aiFpaxkfcVQQmFMgeHKFAJA45u+5EBxkGPP3XAgOMoz5ey4EBxnG/D13ZoLvLtnyLi7elzg+DIDYgOCRC6F7tuTbjB0uHqkXlj+K48MAiA0IHrkQElzc4+HDnnqZMEQUgFSA4JELcSK4GFYmRoEvBN9oEYBUgOCRC6Fj8K7Hb85KO44PAyA2IHjkQuR9U71+i4AOwBwBwSMXIgVfoTupOi/oRQdzBgRPrhAAEsf8PReCgwxj/p4LwUGGMX/PheAgw5i/50JwkGHM33MhOMgw5u+5EBxkGPP3XAgOMoz5ey4EBxnG/D0XgoMMY/6eC8FBhjF/z4XgIMOYv+dCcJBhzN9zITjIMObvufP3dNEUiKMOgI6Y/6efv+eDJ49u2wtiw/w//WwE1yswarOhIG7M/9Mjguu3vSA2zP/TzzCCx1FyIlh4iGhW0WcnjQoiOATPMLrtqtMz2wj+1nf9stfqm8XRtNWtNcZy/apf7nIc2zgBCJ5ZIHiUQtzZw0XfZx00rY3SaFrFKquX5IHgmQWCRynEnV207f17C0+ctd9m7J0F+40e69hHPE7/vN+gyPxC3Wo4byJ48zBeqVsbV/jcxfrW2tW6daEkIviX7lJqrX7xvHUjjg0e2V4InlUgeJRChiJ4a6G7t7Lcay20WZ6eMXpEcZoa5LV6tbhtldUbyc0na/UrbHujlOvzRnyt3mCrm0UuOE01ZdbmePA/+eZD8KwCwaMUMiJ4m3WWe7tL9vIPfihSubTUFqfInOs31BvXvsHlbYqj97KI57m+tfHsFyhfk/8/EFl5NggO4gOCRynET3B2+Nab9rJ4vGifHK6OCp7rXzi/6QRoSmCscPMlfrQOwcHMgOBRCvETnN7eWe5RE50UFQ3yTdlEF288yRJH5DcY1zknD9Ib7KoQXDTRaQqCg1iB4FEKGcyuUCebjODvLdjLPxadbHSOjDfIqXdt4zmm3iiJ3N2u05uM4DT9nIj0N1UnGwQHsQLBoxQSrkx1fnv2p7mPBYJnFggepRAIDjQBgkcpRLdag+CZRbdddXogOATPMLrtqtMDwSF4htFtV50eCA7BM4xuu+r0zERwWy8geGaB4FEKOWmZ9gnXnxYInlkgeJRCIDjQBAgepRAIDjQBgkcphGZ3X9mLXJxX8Nwza+K9Yrk3g1htDGcv7IiE5uhtYmrrnoRanYa4+F/nCsEzCwQPV8j4gwRat2IRPNffEoLnXi/Vnpeq1569tjacv0JqF3aOuyKu2QhYAMEzCwSPUgjNLtr7X28z1um2bp+1u3zCtn1v3+QHCU42NhuFaz+REZxH48LTJRHOV8tNrnLt0nkacipe+RKRo2LJpK13d8TItPViU7xf7FtVWSQF/0pVrsVEdrG9EDyrQPAohagI3nr14HDxqPVUj155QM8fhSyOBJdGu030Ct3QSYRonkBt79r1Eo/Z8pU1aWmDklcpiXKLbHeeX5OhX5TCBeeT7loyu9heCJ5VIHiUQpTg0mtSe6XdofPN7ZDFiSb65VKNbr82JjiFdj5FejYb8pUy8Z8KHR2IJH7AXaX/EdtiLed/Bc8ovZZryexieyF4VoHgUQpxjsE73ZU2U4KHbp8zJXilKoTOeZvoTNzHibNZHBKcmu1V8U/A6Vrjipd9BOd5mg31z6Hi3qIZgmcWCB6lEEfw3SdvHzDVRBevIYsTguc++IDUVoK7nWxCS+7rUBOdH3i/VGKDlrfTZFdNdI/gudcvrQ037xkEzzAQPEoh4jTZ0j6P3DxuR+xk44aKCEuC0684TZZ75t1rqsXu7WSjLnR5mxhKogi+qoJ8k9byCi7cRycbUEDwKIU4s4fnepHOl4W50EW1xNfHHpEyGafDfSgRgmcWCB6lEDXbETF7rgSviJgNwYECgkcpBJeqAk2A4FEKwXBRoAkQPEohaUXwqOtB8MwCwaMUAsGBJkDwKIVAcKAJEDxKId5ZtxNdnDMbw7ePXYi6allba+PLJgHBwZRA8CiF+Jbpf7osUHB5Yep0QHAwJRA8SiHiUtXbZ+2/XbTbrVv3nliiE+IrbSeJrdBVbfn9vcPFthJcXOfWkhnVaLLnpwzfDIKDqcmm4KP3b/DeyCFMIULwp3r0c+verXuvHuy+dsA+7A2S9igh3853VQSXg0lbMqMUtfK/163q+CdNBIKDKcmk4MFfOmhJwHhw+rlHPvPjb66uk7TXWqAnhR8u7u8pweVg0pbIyJSof1RkzSmfWgbBwZRkUfBJ3zlgWQjBO1036b2PDnaf7LHWArdcCS5a5sOCswn3WAoAgoMpyaDgk7+y/9IQguePBoJ36YHhh4tHnf091UR37voyEJyGhSKCgxmTPcGP+8a+y48X/Bfnem7SL5fsx5f+bpFH7XyXt9apf012sg1F8FV1u5UpgOBgSjIn+PFf2K/TDRe6AD2B4BNWgOBAdyD4hBUgONAdCD5hhWDBT4id8HoQPLNkWXCLBB68jOcIFJy4Tzdiq1GgERkQfAS/tOGFzmI2smCYtH2dmmSrHcwH5gs+AiI4yBJZFvzYHBAc6A4En5BjouAAaEDm9lwIDrJE5vbcWK5kA0ATsrfnHnstOgQH5pDBPfeY0WS+PVJ+6+wu2fb+Xsd9Yaz16kFsWwlAHGRQ8Mnjwf27nH0FFzdtYUw8VJRexLNGAZgnsij4pDu6BJxTChJc3Mjhw554OTz3i/8KwcF8kUnBg69kCzpnPCmCi1s68Jf80SEEB3NGNgU/7iqVsfxBx+Ddgd+HizY/Ep/9pgMwBRkVfLLh49mDIvjAb0pBBAfzRlYFn2S4T+5gwVfodqniBYKD+SOzggcb7pc5u9UE9AZ7bihQTUBPsOeGAtUE9AR7bihQTUBPsOeGAtUE9AR7bihQTUBPsOeGAtUE9AR7bihQTUBPsOeGAtUE9AR7bihQTUBPsOeGAtUE9AR7bihQTUBPsOeGAtUE9AR7bihQTUBPsOeGIuani84H6VQlSBT8lUMR8/PB5wIjvgQ4BvyVQzEmuAExUO+tB+HAXzkUiOBAT/BXDoV/BE9nW+LCwiNHM4DmO2lSGBnBIXgGMGJXnT2BEfyt7/rkrvNlN5yZm19ktXp5tpsXCQieBSB4KIIi+OFi1yc397liKacLO9UZbtdJgOBZAIKHIkjwRdvev7fwxFn7bcbeWbDf6LGOfUSC1+oNdtmynv3ejmVt3uEJX7prbVxJerMnAsGzAAQPxaQI3lro7q0s91oLbZanB40eqQhe2SxWNkoUwXkTnYRvWnPVUofgWQCCh2Ky4G3WWe7tLtnLP/ihSOXH4BvP8aPvl+tWWQne3FpjuX4j0Y0+BgieBSB4KEIIzg7fetNepgeNMhWwN65sQ3CQLhA8FCEEp7d3lnuqid7cKK1urTVdwaXxpaS3exIQPAtA8FAEngdfoU42GcHfW7CXf+x0suX61VrduiiOvEUn2010soEUgOChwIUuQE+M2FVnDwQHemLErjp7IDjQEyN21dkDwYGeGLGrzh4IDvTEiF119kBwoCdG7KqzZ1Rw2wAgeBaA4KGIPYLbJy7hxEDwLADBQwHBgZ5A8FBAcKAnEDwUPoLvvrJ3ggK9gueeWRPvFcsdT7o6Oiyltl50Jgs75ZEUmqO7yDi3lsi9WFRLRbLlfw08BM8CEDwUPoK3bsUkeK6/JQTPvV6qPS9Vrz17bW04/7jg48t5AWOZGWsGDWGD4FkAgofCR/BFe//rbcY63dbts3aXT9i23+2bAiDBSb1mo3DtJzKCcy0LT5dEOF8tN7nEtYt9CsoVa+vvy3xhRYTopnXhfLl26fzWr9Z/JNZnIl04vVrmi61qYcfavLNe5JMN+SnUHqhU+UqyOBXpIXgWgOCh8I/grVcPDhePWk/16JUH9PxR6AJJcGm020SvVIWiTCSQsDye8ykel3N9LjhXli/maTT49HqJiRS+fk2mywjO3+TKfOnzayKkc8H5Sjzs85XoVWQXXwKCZwAIHgp/waXXpPZKu0OnltuhCxRN9MulGt18dUxwCu18qjYk8DYdTTfkIqH/elGsXxHp4mC7IQ66N0pC8G1VHF9Dek0rNRsyu/gSEDwDQPBQBByDd7orbaYEn6J9zpTglaoQOudtotN8nyTcLI4ILhrWQ4KL9StVtTLF68rWmozjQ4LzPBTHpeDuTV4heBaA4KEIEHz3ydsHTDXRxWvoAoXguQ8+ILWV4G4nm3BQqk0H5U4TXbawecO77wgu1h+0vPkyvmpFRXBPE50XfcnNKF7Fl4DgGQCCh8LvNNnSPo/cPG5H7mTjEVaEUxKcfsVpstwz715TLXYV0ivW1ne8nWwbdx3B5fqeTrbN9/vWz/vlXF91spHIohe9yTOiky2LQPBQBFzocniuF/F82VQXusiW+wkQBQyfOIfg2QCCh8IaQaZ2RMyeseB0RH7Cu7FWRMyG4FkEgocCl6oCPYHgocBwUaAnEDwU8xfBT94EgOBZAIKHAoIDPYHgoYDgQE8geCgmCO52ootzZmPQJazLQwtat5hzJZszPlROeF+PBYKDMEDwUISJ4P6ny8YvYXUFdy9dkxPe1+O3CIKDMEDwUPhdqnr7rP23i3a7deveE0t0Qnyl7SSxFbqqLb+/d7iorlGX06y1YH904AruXnzuXnTuvh6/RRAchAGCh8JP8Kd69HPr3q17rx7svnbAPuwNkvYoId/Od0UTfX9PTu8+2WMrXVdwd/iYnPC+Hr9FEByEAYKHImA8OP3cI5/58TdX2kna45GaHhi+uL/nNNHFtGzEQ3CQHBA8FCEE5yY7Se99dEDBurXALVeCi+kRwdFEBzMHgocihOD5o4HgXXpg+OHiUWd/Twoup8n6zv49dLKBxIDgoThe8F+c67lJv1yyH1/6u0Wudr4r7vSipkc62ZzxoWs4TQZmBQQPBS50AXoCwUMBwYGeQPBQQHCgJxA8FBguCvQEgodi/iL4yYHgWQCChwKCAz2B4KGA4EBPIHgojhF895W9KR82Ki5VtTaL9CxBq8xW5b2M6cEjPM153Cgll2k5pQ7OjzuprNJgzbI6m/5i0XlAin/eWr0qZtiq86xRCJ4FIHgojhFcPcBoCpxr0Ql1AXqD0YOIqoPHjbLKprhsVSwfXOHmpjYv/uHmj8pqAZddXsLun1c8pbAq/nU4jxuF4FkAgociYLgoDRK17e7hov3GWXt/Tzz7gKd/9HtyAOkEhgUXrw12uURp7uNG1eNHpeCDa9TdVHqcQbOsFhSurcnygvIKrYXg6mMheBaA4KHwHy4qHz7oHUbG8vQMI9aSA0gnMCb4qgyvIs1polP83VGCD0aZuam1G81G0x1+1izzZros1SeveIQwa4prYTfl/dEheBaA4KEIeDbZiriHw3JP2i0fMErpLTH8ZFKBo4KLZwutF4cF5wfNGy+PCe6m0rRH8IaM2r55r+yUB5+lnoAAwbMABA9FoOAdMTJUCS5a5VMJLjrXSDpHPFdw1e0mgu+giT6UShNuE53a4KIZHpBXCU+H4ojgGQKChyKwid4RI0NVE91ptEeI4MR4E71KTwwd62RzUmmm6XSyqQeKj3ayuXllJ9vgaByCZwMIHorATrZdGhl6tLu0/8slp5MtkuBCV9nJxoZPkzm97MOnvpgruFpQuEaPKP3JM2sBecWDxcVTziB4loDgoQhookfHL4I7p8lGkYKPp9Jr01m34jygMCCvu1x2tzEIng0geChmI/jgQheFutBlCOdCl/FUsYbTvH/RyRCQN9d3/p3gQpcsAcFDgUtVgZ5A8FCMCn5i7JMXcWIgeAaA4KHwqab7jCD5qgSJAsFDAcGBnkDwUEBwoCcQPBQQHOgJBA8FqgnoCfbcUKCagJ5gzw0FqgnoCfbcUExfTR37owO6HUR7BlsDQFggeCj8qml3STz5m33Yo9u62PQo8OXBAJPOkXyD4CBNIHgofAV/7YDl27tL0uqVNt3KZQAEB/MABA9FkOCdLpPjQvnMypDLEBzMAxA8FMERXAnO7c7baKKDeQOChyLoGLzLpOBC9iMmbtqUF0fmXHCagOAgVSB4KIIiOFOCU/Oc7t40uFcyIjiYByB4KIIFpzh+JCYPF8WZMQUEB/MABA9FhPPgEBzMARA8FLjQBegJBA8FqgnoCfbcUKCagJ5gzw0FqgnoCfbcUKCagJ5gzw0FqgnoCfbcUKCagJ5gzw0FqgnoCfbcUKCagJ5gzw0FqgnoCfbcUKCagJ5gzw0FqgnoCfbcUKCagJ5gzw1F7E8XnRfSqU6QGPgLhyL254PPCcZ8ERAA/sKhGBPckPin/zcAk8FfOBSI4EBP8BcOhX8ET2db4sTCE0YNx4CdNAmMjeAQ3HCM2VVnS2AEf+u7PrkLn7OsC6XhtJtfZLV6mTWtjd/nbz5LhqjVrYZ4LQ/laox8UMUaWW9aILjpQPBQBEXww8XuaFbOzmaRNTeGDC/sVD1vPkuG4WpTGZYrMOWC4GBqIHgoggRftO39ewtPnLXfZuydBfuNHuvYR8xxu1K3Nq6wXP9ifeOuZW3eqV/ZEW9ldrVu3Siyy5b17PecpC/dpcy1+sXz1g3+9sJGqbDzAhdYFFKQuS7x1ZjKycvYeBmCg8lA8FBMiuCthe7eynKvtdBm+f09j+C1+hW2vVHK9XkwlhG4rN4qGyUejiubxQppLJIoPDct/lYtNmnp9/uN2vW/pARRiMyllomcFatRWIXgYDIQPBSTBW+zznJvd8le/sEPRaoSvCkO1Mu5fpWNCN7cWqMMN1/mB9mepByXmtsr9L+ys/mjzW2rrApxmuh8mcpJb2iig2OA4KEIITg7fOtN9fRBpZ06DOcy+gve3LiyHSg4md3gAqtCIDiIBAQPRQjB6e2d5R410VUnW61+g3ENfQSvUFxvrG6tNV3BRcNbtr+l4LX6RqlCTXRRiEfwQU400cFxQPBQBJ4HX6FONhnB31uwl38sOtnEabL/wth23eLxVwjO2+vUlaZspk62Z4u1unVRHE+LTrabqpPNEbyws7VGEVoWInOJZSonOtlACCB4KHChC9ATY3bV2QLBgZ4Ys6vOFggO9MSYXXW2QHCgJ8bsqrPF1BuhQHDTMWZXnS2I4EBPjNlVZ8uo4LYhQHDTgeChmCKC2zPdkJiB4KYDwUMBwYGeQPBQQHCgJxA8FD6C776y55vVK3juGTFqjFUGd25YHb1pQ2296EwWdsojKTLVGroiNfdikefgqX88lE8mj65YDV4svggENxwIHgofwVu3jhU815fDQnOvl2rPS9Vrz15bG84/LvgwqGoP9QAAIABJREFUhZ0GFTC6wpitYwm0IlutBi2WXwSCGw4ED4WP4Iv2/tfbjHW6rdtn7S6fsG1x+yYSvNmg38K1n8gITgH36ZII56vlJpe4drFPsbVibf19mS+siEjbtC6cL9cund/61fqPxPpMpAsz/+BbaubS+Y271uad9ff7Fs9H41X4/5AmX8TDNU8u0iBTVbxYkX8oX8ddPPa9ILjhQPBQ+Efw1qsHh4tHrad69MoDev6IScGl0W4TvVIls2mKfOOa8XjOp3hczvW54CTeapmn0SDR6yUmUvj6NZFekTFYzsjFRefnfR7Zm1U+KcvlKz6/JpsLPEGsSMVcL/GmgVxl7HtBcMOB4KHwF1x6TWqvtDt0WplHdNlEv1yq3WA+glNo51M1j8C19W26Nq4hFwn914ti/YpIV4LLGbXY+VExuUYjSkXCdlUVwot3BeeZmg0Ink0geCgCjsE73ZU2U4I7t1cVgleqQuict4lO833SdLM4IrhQeEhwsb5UW2k5mBkTvLIlwvao4G4THYJnGAgeigDBd5+8fcBUE128MiV47oMPSG0luNvJ5gmqdFDuNNFlG5q3q/uO4GJ92bYWnWx0B0bV0B5tolc2udUVFcFVE10U73SyoYmeZSB4KPxOky3t88jN47ZPJ5vTe02C0684TZZ75t1rqsWuQnrF2vqOt5Nt465jsFxfplPYb7BBj1uuT91lynHqZOMZft4vy2RxK3VVvDpNJjrZ5FrvPyOO/Z9xO/IhuOlA8FAEXOhyeK43dr5sqgtdZMt9tvifIJNAcNOB4KHwF7wjYnZkwVVonjUQPMtA8FDgUlWgJxA8FKOCT8CetHDugOCGA8FD4VNN9xlD8tUJEgOChwKCAz2B4KGA4EBPIHgoIDjQEwgeClQT0BPsuaFANQE9wZ4bClQT0BPsuaGYvpo69kcH9PDR9gy2BoCwQPBQ+FXT7pJt7+916KW1YNttPk9OKzpH8g2CgzSB4KHwFfy1A5bn/tJY0bf5/EqbfhwgOJgHIHgoggQXt3n4sCcE7+zvrRy5SyE4mAcgeCgmRXC6a9MCb53zJvr+YFwZBAfzAAQPRdAxeNcdLbrSzh+J+z+wvPCcC04TEBykCgQPRVAEH4wGz7fzOAYHcwcED0Ww4Ct0M9UV6kpHLzqYPyB4KCKcB4fgYA6A4KHAhS5ATyB4KFBNQE+w54YC1QT0BHtuKFBNQE+w54YC1QT0BHtuKFBNQE+w54YC1QT0BHtuKFBNQE+w54YC1QT0BHtuKFBNQE+w54YC1QT0BHtuKFBNQE+w54YC1QT0BHtuKFBNumGPckowlqx9+jH1gD03FKgm3VBCGA8EjwVUk26kLV5SQPBYQDXpRtriJcYx9YA9NxSoJt1I27vEOKYesOeGAtWkG2l7lxjH1AP23FCgmnQjbe8S45h6wJ4bClSTbqTtXWIcUw/Yc0OBatKNrJwmg+CxgGrSjawIjtNksYBq0g1H8I//Ez8tHlh4+JHxtAc9c4/aD/qknjr12NLjgbI9sGCfEa/DqzxKF5y5SUMblFsUV6OdCSzyWCB4LKCadMN2DPL18bT90CfG9fQTfJRjBOf/N07bo4J7P2tsgx4d35JpgOCxgGrSDSU4j5AP/87CZ87aT5w6tbJgf/oTwtzHlv7pkoi1zoKHftt+kAR/dMF+6GNOwmNLn1lY/mcLH1t8+JHHeHa5zBH8n/+uykllqrcHFj710Cdyi5/in/Cbtv1bj/B5iulSYflhFLIf/g1e8EO/S6U+LgTPiU94XGV3NgKCJwiqSTc8EfyBhccfOf3QJx5YOHMq//AjJDj/zS9/0lnwqP2xXF4I/sDCx059lhLOUMJjSzwe81Su4KO0ulimBKfCTtM6okz37f9YOvPAr/+f9oOP8s+hVR5/5LN8hjfClz+pPow2SBQstuhBGcHltMquPgiCJwmqSTeGBBdR9LEl+6Hf+j2RqjxXC05z1x8Vgp8WR8QPqgThMk/l4ZuvoJYpwSkLT1dlqrcHKNr/Xw9zSU99/LcXZJuAZ3Ii+BkZrR+XrYDHlh48TR0BtFROq+zqgyB4kqCadGNc8FO5j/8LeejNfeQ87iO4DJyu4GfkkXn+02fPnFLLhgV3ypRv8l/EGb7q6Yc+9tlJglOvWv5fLtKbWCqmHcGnOiiH4LGAatKNccHpbYXa39LjPLWaxQJvE/0JUpenyya6EvxRclgt8zbR3TLdN16C+AReuGjAPyya6P6CPyr/24il6hMelk108UEQPElQTbrhnCY7TZ1sMoJ/dsF+6F9xl6jXjJw644T20/ZDn5LxlrJ8YtDJpgSXPd9ymYz+Z059XHayyTLVG8+bW1z+pGgN2J9ZOEO9ZuITaY3Bhz38G0JwcSSuBFeH+yK7sxEQPEFQTboxxYUudDi+crKTVf6MnkMf5l8vnRmenpw9AAgeC6gm3ZjmSrbftEUYjp2Jxp62P/3J4WkInh6oJt3ApaoS7LmhQDXpBgSXYM8NBapJNyC4BHtuKFBNugHBJdhzQ4Fq0g0ILsGeGwpUk25AcAn23FCgmnQjbfGSAoLHAqpJN9IWLzGOqQfsuaFANelG2t4lxjH1gD03FKgm3Ujbu8Q4ph6w54YC1aQbaXuXGMfUA/bcUKCadCNt7xLjmHrAnhsKVJNuZOU0GQSPBVSTbijBrdhIV+NAcJosFlBNuuEIHld5ENxoUE26AcHVdsdVAWaDatINCK62O64KMBtUk25AcLXdcVWA2aCadMMruLevLGp5ENxoUE26MSS4m+oVvPBvivxHTD1dYqvloSVj5UFwo0E16cbxgleq9KPIPbM2tGQMCG40qCbdmCR47rx1oVSrWxfrVqP5b883uNC1S5+zni2y2nqx8PTv8+TP8yxfoIwbKrJDcKNBNenGJMEvX2FXq+xyiX5WN4us2WDNrS8UeCudT/FYfrlEjfbtKms+x2rPqzXT9TgQCB4LqCbdGBbc6WGTgv/BH75QbxSurdEPN5mOv+kQvNmguUqVJ1co92axsvFF52gcghsNqkk3JkTwyqV/9+8vl3lrnP/kXixSH5vynI7Emw2ezCO54I8uXy+pNdP1OBAIHguoJt2YIHjzBqtdL1UajH6qjA68a/UrbJtH7Cq7KZdsFj//dKlSLbLLSnUIbjSoJt2YIDj1sb1U+lK9wX8oVFN3+pd3ZKfaxh+/WOTJ7LK1cYUVPmdRz5tcM12PA4HgsYBq0o3jT5NNBwQ3GlSTbuBKNrXdUb9wtkA16QYEV9sd9QtnC1STbqj9H4NN4qoAs0E16Yba/40XHLdsigVUk26o3T8+wecOCB4jqCbdiFvwuQOCxwmqSTcguMqWyMZoD6pJNyC4ypbIxmgPqkk34r5l09wBweME1aQbWREcp8liAdWkGxBcZUtkY7QH1aQbEFxlS2RjtAfVpBsQXGVLZGO0B9WkG76Cp31tyskY/oIQPE5QTbrhL3hKGxMLEHyGoJp0A4L7rgX8QTXpBgT3XQv4g2rSDQMFv4/jmYXgMYJq0g0IrrLNdJuMAdWkG5MFr9XLY2sIbn6RscJly2oEl1yxAtadMRB8hqCadCNaBC/sVLnBG6XmRikwDwQ3EFSTbhwbwWv1i+etG3zqhTqP1xTSV7fe3ZHPMymJLGIBq9TpDsrO29X6xssQ3DxQTboRQvBqkQdqetu2ylLwNRHBc/2NG0XmLrjCtimbeKtYjcIqBDcPVJNuhBC8QY1xMjvXb3gF5wfhdXdBU1xEVnbettbQRDcRVJNunERw5qSQ4PJo3HmD4GaCatKN8IJvypZ4o7CjBF/d+gKfdRfcIK3dNzTRjQTVpBunQgv+Qn3jOcYuWxfu8vDctDaLufP0SDJnwXbdouit3tDJZiaoJt2YLPiAwDPigQvSwl9w3LIpFlBNugHBVbaZbpMxoJp0I6zg+gDBZwiqSTcguMo2020yBlSTbkBwlW2m22QMqCbdyMpoMggeC6gm3fAX3NYYnCabIagm3Zg6gh9nSupA8BmCatINCK6yzXSbjAHVpBsQXGWb6TYZA6pJNwIF331lz38Fz3TumTXxXrHcy1JXR+/xUlsvOpOFnfJIyticKvfFIpUZdK1rYeeP6zRozf9uExB8hqCadCNQ8NatYwXP9beE4LnXS7Xnpeq1Z6+tDecfFzxwuTeNCqxd979fjCinGXS3KAg+Q1BNuhEo+KK9//U2Y51u6/ZZu8snbHqVgpNczUbh2k9kBOc+Fp4uiXC+Wm5y+WoX+xbd08na+vsyX8iDMZ9rWhfOl2uXzm/9av1HYn0m0mvrd0RuvkTM8aJ+tmNt3pHey1SZk3nKEetTa6FSHcrCIPhMQTXpxqQI3nr14HDxqPVUj155QM8fMSm4NNptoldo7KgIzjyBIjIPv3yKB/ZcnwtOrq6WeRqNTeNBWaTw9Wsyff2OyM2X8MhcGyyxqHngpoqcg3KE4HySFnqyiI2H4LMD1aQbkwSXXpPaK+0OnWJuM9VEv1yq3WA+glNo51O1IYG36Xi5IRcJ/deLYv2KSPfq3mwM1pRHADJV5qx4yhEfJb32ZhEbD8FnB6pJNyYeg3e6K22mBO86K9BLpSqEznmb6DTfJ802iyOCi6bzkOBi/UpVrjwiOB3Rq+NyMU/2VuWHDsqR75UqxXFPFrHxEHx2oJp0Y6Lgu0/ePmCqiS5emRI898EHpLYS3O1kE5ZJWemg3GmiyzY0b4j3HcHF+k7bWgnu5OIT9C+AN9AH7W/vqyhHCp57/ZJbjHgVGw/BZweqSTeCT5Mt7fPIzeO2Tycbj6EiYJLg9CtOk+WeefeaarGrkF6xtr7j7WTbuOsILtd3Otmk4LKvbNW68BL/v7BZbIomt28nGy9H9aI3qyP9cAyCzxRUk25MvNDl8Fxv7HzZVBe6yJZ7KPxOlwWlDhU/mgWCzxBUk25MErwjYnZkwemIfMKjjUaIIHhFxGwIniCoJt3Apaoq20y3yRhQTbqB4aIqW/xVayKoJt1ABFfZZrpNxoBq0o1TEFxmm+k2GQOqSTeyIjhu2RQLqCbdiFHwke5s37FjCQDBZwiqSTdmF8EhuIGgmnQjUHAabHKud7gohpg4l7ExNZrs0vmtNXnp2Kq1+RfuGLA7g3Q1qDMFIPgMQTXpxjGCd7ps97UDd6woU4KLQZ80lKSyWaRBoI7gbrozqDMFIPgMQTXpxsThoud6rQV1HbocK8rc8eBqsCeN61odCO6mO2O+UgCCzxBUk25MEnz3SboUfcE+cseKMo/gYmiHK7gY5HnHTZ87wXGaLBZQTboRLPirB62nejScLN92x4qygeByfCZvotMgUDXI846b7gzqTAEIPkNQTboRfCVb3n7jzR5/tff3xjrZ6ISY08m29Z2yHOQpBR8e1JkCEHyGoJp0I4ZLVVNqigcBwWcIqkk3ILjKNtNtMgZUk25gsInKNtNtMgZUk274Cz4Be9LCuQCCzw5Uk274Ck7cpzWD7wHB4wTVpBsQXGWLt1pNBdWkGxBcZYu3Wk0F1aQbEFxli7daTQXVpBuBgpsCBI8TVJNuQHCVLZGN0R5Uk25AcJUtkY3RHlSTbkQVvGN/dCCn/tvB8JIVZ2DpfADB4wTVpBvBgu8uiXEm7MMed9a2ux05q+jQ4DK+iO2+4iSuKLE7ENxYUE26MUHw1w5Yvr27tNyjOWGvc1cXJgSXi8Z1huDmgmrSjVMTBe905QMIxYyalFAEF/Pv9Dr/YH/0j7zF3mnT1AEENxhUk25MFjzfVlZTAG8teG7s4gh++H/v8f8CK/zniAvepYxzKThu2RQLqCbdmCD4krjLgxBcBHCnnS4OxR3BW2+T0CtHUnBhNwQ3F1STbkyO4EwJrvrP8gN1HcH5OwTPDqgm3ThOcIrjR2JyZbQXXSz6bwcQPEOgmnQjWPDJdGSH+uAkmWcRBDcWVJNunPxCl1Hm80IXCB4LqCbdwKWqKlsiG6M9qCbdgOAqWyIboz2oJt2A4CpbIhujPagm3YDgKlsiG6M9qCbdgOAqWyIboz2oJt2A4CpbIhujPagm3YDgKlsiG6M9qCbdmPrBBzow9F0geIygmnRj6kcXaQAEnxmoJt2A4D7rgCBQTboBwX3WAUGgmnTDSMG9jz6A4HFibDWl3W0UHyNfDIKrbDPeJkMwtpqM+WLTCV6rl/2LufnFwo74f9GIewNjAILPDGOryZgvFk8EL+xU+WtloxTjlsUHBJ8ZxlaTMV9s6gheq188b93gUy/UebimkL669S6P3ptFKfiX7lobV1iuf7G+tXa1vvGSVZZ51lilTktSAILPDGOryZgvZg0/ezOM4NVic6NEb9uuvIMIXqs3WNMq5/pceD5dWHXz1OpX2HYqMR6Czwxjq8mYLzYq+KnjBW+QyWRtrt8YE7zJQzVPz/V5Av8/wCqu4E1xjB5wDD9TIPjMMLaaBl/sre/6Lfbuyje/mMQWRWRmgjfGBE/tCN1PcNyyKRaMrSb3ix0udn0We/dlufPPK9EF35RN9EZhZ6yJvlESgrtNdJGnVr8h9E8eCD4zRqopvbO9A3w3c5rMw19s0bb37y08cdZ+m7F3Fuw3eqxjH0nBZXcUnT7afL9/sb5xd7MoWq5zRXTBX6hvPMfYZevCXW5t0+1ku6k62eh82dX6xsu8JaPybNetdII4BJ8Zo4KnsxXHbUIIjwMXUARvLXT3VpZ7rYU2y+/vkeD8fwOFLNEdRdFN9Dk1ZcN2vphO8AFhv0kllaPuYSD4zNBC8ElbFbRsRPA26yz3dpfs5R/8UKSqCC5inRScR+5cv9zkns8XEDxgnRlvkyHoIPjkjQpY6ic4O3zrTVs+XHdccGqxrv6nnbm70Gu602R6AsFnxhwKPrJDH7tN/sv9BKe3d5Z7nmPwEcErKR2DTiKrguM0WSzMleC+vWfHb9Ixq61QJ5uM4O8t2Ms/ZuoY3GoowakD6n0huDgSnx98vxgEV9lmvE2GECh44Nnj40crTOqJrtHlk/Tqd+Dn0XMqwaOt5sPn+3PVQvf9YhBcZZvxNhlCkOD+Z4/DjVY4RnDqrva/YCptwZvWhTTOAgcyheC21kDwmREkuP/Z43CjFRzBZT52tW5dKDlvtfoLdND7gjj5aj1bVEMiRjcmpQg+Z8QTwY8zZQ6A4DNjUgQfP3scbrSCElzlo7fVzaL79v1+o3b9L61yZbNYcYdEjG6Mv6niUHTwMp4DgvsAwbNM0JVh/mePw41WUIK7+ayNZ7/A1Bv/H7Cz+aNNcvrmy3W5Zs458rWczRnrXpp4JVvwaprj/8X8vh8EB6E45uxxuNEKw4Kzws2X6OyTfOM5+b+BBl+nuXFle0xwdzsQwdm0EXz3lT3fUrym5J6RnQyVQSfI6mi/Ym3dPZNQ2CmPpIzNqXJfvFOn/zoTumhqEzJA8KQ45uxxuNEK3iY6Kd1gVz1vPPNGiQsuIn5ZDYkY+fQ4jsHT7jiKgekEb906VvBcX44lyb1eqj0vVa89e22kY3Fc8MDlw2nN405BBGaA4ElxzNnjcKMVeGtcnE2T+UTic84bF5z+FYiob12sN5whESOfPttONg0arYLpBF+097/eZqzTbd0+a3f5hG2LMyH0bUmtZqNw7ScygnMfC0+XRDhfLTe5xLWLfatKgX3r78t8IQ/wVXFS4Xy5dun81q/WfyTWZyK9tn5H5OZLxBwv6mc74twIZaI/PK2ztmpt/kVZfpBcT5RA7YVKVa7qJEPw5IhSaye6mHnoimkIPszUEbz16sHh4lHrqR698oCeP2Ly2yrRnCZ6pUpm0xRPoOjL4zmf4oE91+dS3uEpq2WeRu2t6yUmUvj6NZm+fkfk5kt4hK+5S8hfKoe3Dvg6FepQ9Sylj5MZaCVnVbUVEDwpUhbcrw/pxFeyjaON4H5fbJLg0mtSe6XdoUZ+m6lve7lUu8F8BKeoy6dqQwJvixaYXCT0Xy+K9Ssi3at7szEsuCzYMXdVCS7XExmk13JVJxmCJ0e6tebfSXzcNvn3LR/X7ZR70eei1Fg6nEQ6/d8auXlCxdPH5P304N6nqQXn7fOVNlOCO1cqCVMqVSF0zttEp3lxNLVZHBFcdpJ6BRfrV2TfyqjgFLODBedLK+rCp6Zon1Mcl4K710NB8KSYg1obG2wSZjSZ/0qTup18u4pi6XAS6X91gxWevjQsuOf6vpH1JnVPhR5sQt9298nbB0w10cUrU4LnPviANkYJ7nayiW2SstJBudNEly1o3tzuO4KL9Z2WtRLcycUnRprofK5CN89wloqc8mvmXr/kFqSSIXhyzEGtjbsaYjy4v+CTup12rE3ZV0Q3dGmwyB1OQlTRtSQLkq+19b8u5n56jW6k4nZHqfhHpRfo03lh32lIx9zepxD1EXyabGmfR27+BX2+Lf9uomz6mvQrTpPlnnn3mmqxu51hW9/xfueNu47gcn2nk00KLnvKVq0LL5Xk/TJkJ1tZ1soqlSWXejrZ+AufQidbWsxBrfkIfuwdXcQ6vhF8UreT7FniVjlxLUqHEwku45YsSL7W1v+mVPnyNSrP7Y6qyMaw7KDin06FiS4nT+9TiPqYeCXb4bneWMNlqh4H2XIPRVDrZcCqz/cRHzC6KgRPCp8rphLHR/Bj7skm/fYVPLDbSXb1kKl1y3OIOHWHE+2p6shTFKRe17fLV3/G42ONThx6Dznd0ilRdSUPep/8/iRTCN4RMTuy4HREHn44XSTBK6KyIXia3DcHjG2UFTjj+u1/DB7U7eQK7g5ejdbhNBDcKYhea+vv//QabwBXtpxjUl/BZZeTp/fJh6i3bHLR4JwBBE+S1Kz2ML5VwYZbvisd1+3kCk7HhKL3PFqH06CJLguSr7X1733uRuEaNdhpRI1sovsILrqcPL1PPoQTPN1L7k4KbtmUJGlJ7cVnsyY26cfXOa7bKdfflAfTbJXCdtQOJzrFVVXj20VB8pXnogvH+H8F6+f9supko41VZ4blpzPZ5TTofaJjf/Hj/SIj3y0rERyCz4q0pPZy7HZZnlffVWLodpqiw2kywUerno8I+jQIHrDOjLcJJM6Y4RP8PnG303QdTpMJFLxiVX0mh4HgAevMeJtA8owYPslv3Xf5ATMUfOQfj/9puiSA4EDg00oPatJPOhFnT33qLk1Gvt/s7ugCwYFeTD7O1wnPl5o42ORc73BRnOt3+hOZOmdAAzhld6FnGGdt/c4gXVyrl9AfZhScJgNRSFvL+PB8qWME73TZ7msH7kV7TAkursGjM/vDwzjvuOnyWr2k/jIjQHBAHHvLkBHS1jI+PF/qGMFbC+qEoLxojw2G1shr77zDOOWFuDJdXcaXDhAcMHkPqKlIW8v48HypSYLvPknnBBfsI/eiPeYRXHTTe4dxKsE91+pF+bPEAAQHdKL4ZUfw3PmN/+e8NVePGUqMYMFfPWg91aPrevJt96I9NhBcXU/nHcYpBK95rtVL/NuozYfggMcYt4l+tZQ7z48ln5uY31CCe9Hz9htv9virvb831skmLnxXnWzuME4pOPNcq5fwd3E3H4IDcfWnmv5/i+xyiRX+v1Q3KCViOE2WWlM8CAgOmHiqgjL8aqlWv4EIPgCCAwNoeo7Bn2viGHyA5tftQXBANBtsbLBV5vAXfAI6XLcHwQGQ+ApOpHH6Lk6c7wHBQZaB4Cpb3BULwDwAwVW2uCsWgHkAgqtscVcsAPNAoOCmAMFBloHgKlsiGwNAwkBwlS2RjQEgYU5FFLxjf3QwnLLiDCidLyA4yDLBgu8uiXEm7MMed1cMNmm9OnC6c8RaC22x1E2aZ8FxyyaQSSYI/toBy7d3l5aFwitt+dAHBxL8CZ4DggMwx0wWvNOVd4KnmcNzv/ivw4K/vdLlgnf+wf7oH6nBDsEBmDeOi+BKcB7A80eHo4LzZR/Sbdu46CtHEByAuWPyMXhXPcuFAviiLY/J8+JVCM4jPBe8TXZDcADmkODTZBTBmRJ8Rbg7FsG57csQHID55TjBKY4fOa6PC956ShPBcZoMZJKoF7p0jsaTIDgAc0ZkwXGhCwDzDy5VVdkS2RgAEgaCq2yJbAwACQPBVbZENgaAhIHgKlsiGwNAwkBwlS2RjQEgYSC4ypbIxgCQMBBcZUtkYwBImKkffKAF3u8CwUGGmfrRRToAwQGQQPDxVQAwBgg+vgoAxmCm4J4nH0BwkGUguMo2620CIA2OEfzmF48vItevxr1VJwSCAyA5NVHwwk4IdyE4APPKZMF3LGuz+KW71sYVrvHF+tba1frGS1a5Vi+z1a01VqnLJVJwmY9drVsXSu5bKvgIjls2gUxyfASv1RusaZVz/c0iTRdWXcFr9Stse6OkBFf56G11s6jeEv42zvZDcAAExwve5KE6128IjZsbJVZxBW+Kq8bKSnA3n7Xx7BeYeksHCA6AZArBG2OCb4g2+LDgrHDzJYsvUG+pAMEBkIRsolNDvMEGTfRGYYea6DdIa28TfaNEb1fdt4S/jbP9EBwAwTGnyZrWZvGm6mTjgrOr9Y2XrTK7bF24ywP2dp2CNG+NcxpM5hOJz7lvqQDBAZBMf6ELb6LPdItiAKfJAJBAcJVt1tsEQBrgUlWVbdbbBEAaQHCVbdbbBEAaQHCVbdbbBEAaQHCVbdbbBEAa+Atu6w0EB0AydQQ/zpR5AIIDIIHgKtustwmANIDgKtustwmANAgUfPeVPf8VPNO5Z9bEe8VyL35ZbYzkr627Y0YLO+WRFLqCna5znXTR+lD2cCtCcAAkgYK3bh0reK6/JQTPvV6qPS9Vrz17bW04/7jgozRH/ycEFhB2RQgOgCRQ8EV7/+ttxjrd1u2zdpdP2PQqBSezmo3CtZ/ICM4VLDxdEuF8tdzkEtcu9q0qBfatvy/zhTzA01hy68L5cu3S+a1frf9IrM9kuiyNRqvQwrVVa/MvyrJEmUEJLnIUdgavYkVqMFSqfEX5eZa8twwEB0AyKYLQ8uNiAAAIvUlEQVS3Xj04XDxqPdWjVx7Q80dMCq78c5rolSqZTVM8gXzk8ZxP8cCe63NX7/CU1TJPq9XLteslJlL4+jWRLjylFXgzgC+s0M1glOAygxRc5uCfxAuWr86KvF3AV6RXVR4EB8BhkuDSa1J7pd2h88ttpprol0u1G8xHcArGfGrYz20xmlQuEvqvF8X6FTnKVMTyqrOQyllVgssMUnCVo04xWr6KFaXXlKXZcMqD4AA4TDwG73RX2kwJ3nVWoJdKVQid8zbRaV6MDN8sjgju2DgQXKxfUTdj9RdcxmvmHIM7/0S43O5rU7TPKY5Lwd2bu0JwACQTBd998vYBU0108cqU4LkPPiC1leBuJ5tQTKpNB+VOE102oHkbu+8ILtaXDWtvE50v5E10ysbb89dLg5a300RvkuYN+SoFz71+ySnJKQ+CA+BwKvA02dI+j9w8bvt0snG/RLQkwelXnCbLPfPuNdVid/vItr7j7WTbuOsILtcf7mQry1i9Sivx1wsvOZ1sdD6sKnPwdN5AUK+yF51sRycbAP4ECk4cnuuNnS+b6kIX2XKfltUp7ighPmH0TBpu2QSAZJLgHRGzIwtOR+STT3EHMIXgFRGzITgA/kyM4H5oeqkqBAeZxF/wtMd7nhAIDoAEEVxlm/U2AZAGWRlNBsFBJsmK4DhNBjJJjIKP9GUHjB1LAggOgGR2ERyCA5A6EwebnOsdLoohJs5lbEyNJqNxnfK6Mc/oztr6nUG6GBya9Jdxtx+CAyA4RvBOl+2+duCOFWVKcDHok0aGDI/uvOOmy8GhiX8bZ/shOACCYwRvLajr0OVYUeaOB1eDPb2jO+XI74pncGji38bZfggOgGCS4LtP0qXoC/aRO1aUeQQX4zq8ozuV4J7BoYl9ixEgOACSYMFfPWg91aPhZPm2O1aUDQSXgzOHRncKwWuewaGJfxtn+yE4AILgXvS8/cabPf5q7++NdbLRCTGnk80d3SkFZ57BoQl/l8H2Q3AABDGcJkuvKR4EBAdAAsFVtllvEwBpgEtVVbZZbxMAaeAv+ATsSQvnBQgOgMBXcOI+3VHfA4KDLAPBVbbYaxaAOQCCq2yx1ywAcwAEV9lir1kA5oBTQYKbAgQHWSYrguOWTSCTQHCVLZGNASBhogresT86GE5ZcQaUzhcQHGSZYMF3l8Q4E/Zhj7tr293Wgu1RuHPEWgttsdRNguAAzBkTBH/tgOXbu0vLQuGVdutt71IS/AmeA4IDMMcEniYTgne68gGE4r5NY4K/vdLlgnf+wf7oH6nBDsEBmDcmC55vK8FX2nRrF89htxCcL/uQbtvGRV85mm/BcZoMZJIJgi+JuzwIwUl2JjSnG0HQkbkQnEd4Lnib7IbgAMwhkyM4U4KvSHfzw51svM2eX4bgAMwvxwlOcfxITK7ITnWFErz1FAQHYH4JFnwynaPxJAgOwJwRWXDNLnSB4CCTRBVcGyA4yDIQXGVLZGMASBgIrrIlsjEAJAwEV9kS2RgAEgaCq2yJbAwACQPBVbZENgaAhHEENxcIDjKMEtx4IDjIJBBcAsGBkUBwCQQHRgLBJRAcGEna4iUFBAeZJG3xEuOYeoDgwEjS9i4xjqkHCA6MJG3vEuOYeoDgwEjS9i4xjqkHCA6MJG3vEuOYeoDgwEiycpoMgoNMYo8idRhL1j79mHqA4AAYDAQHwGAgOAAGA8EBMBgIDoDBQHAADAaCA2AwEBwAg4HgABgMBAfAYCA4AAYDwQEwGAgOgMFAcAAMBoID8P+3a667jYNAGJV4/9djhpsxlxfZGXxN98e2qjZy0HfUNngMBKQcYJxODAQHYGIgOAATA8EBmBgIDsDEQHAAJgaCAzAxEByAiYHgAEwMBAdgYiA4ABMDwQGYGAgOwMRAcAAmBoIDMDEQHICJgeDgOVhiZ79Rz4eXS476N/KXWomTMQtnw+NOlmoaEdbMTOX34/3vkIy80m96gODgMRSuybr674rp1eVN2/RVcNPcarJbRPCopks13paPkKO37gMMV8Hpr3n9BAgOnsI69Ou8yK7luIm4lUdovyocdestUlH35C3qidsheGPyxjW9NTpcXO7qNnPV25fg3OVPka1d+sjLvcmbIDJWxhLoKl2hMXSZqIxM5C5jsoU4JBNkkI1XnXrwW092zMCkoPcNh8CUHPXznSA4eApW1R4USlGO0EzRsj+vnF1q8F0j8iHfo676S3DfnCkiwbE5d9Y1wHCWWG6X4ESlr3qDYqT20uQ9iKVVVh0Z3Vm6QooUqyQXIvgaZDkq3Iq8VlmuKOhMi3P7DIPWkxe9r0tZkyXQXSkMBAdPoehOxXqedmJscuPoLb+3qx6jZtZ6Gt+iURYFfwi+yt4ePcfI+/Zm3Cix5bhwvwTXgwA7P7qUvl6avAXLnTJFef+zdIVGBbskpvOILtu7jLJFtl6m0MvS94N7lXHbIsuE1/uyYumqdT/VQ3DwFKwYunjVlQeH4LcrOWfTLvgWHYn3LQeXYqjnY6nCFEYw1zQ6OASXnyTS7ILfm7wH0dTJgVwmfJau0KhAMtFLcBV3mJv1SLMEdm5zmG4vch+Cg+dy5ODqofexnILfrsqIDMFHdJXP+3oIrpv5Klnp8STec+naJ6fkcrsJPhp0Hrm4debW5F2ELO+ew710hTRKq/l7B5fkuwXdtvvhsGbk1mIHB59AddYnJ/a1EGPIh+D3qxLbENwf0dBecvCg68SRy4chg5iSFtYEVQSvKSVvMnXftUvNwcu9ydumOjSs99IVomoc9XoKfubgJo6vEbMe6HnUk0lXEfvMwSE4eDDFMSWKZmnjGfJ4Av5yJUf0Gtgs8gneo2vgfHwPnjnoATe0rTfNT83iSFtmHl2NY32Qto5dky7DeMB+NXkbSd53W5jO0hUSReVMUWkz1V5P0dV2P87vWfds1Vm/S7g9RYfgYHKWuPn+HfYnWj9p8mlAcDAXib/xnzI7u9c/afJpQHAAJuYPOcD5dcMWEbMAAAAASUVORK5CYII=" 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" /> </div> </div> -<div id="retarderdatadeclarationtype" class="section level2"> +<div id="retarderdatadeclarationtype-1" class="section level2"> <h2>RetarderDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractRetarderDataDeclarationType</p> <div class="figure"> -<img 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" /> </div> </div> -<div id="axlegeardatadeclarationtype" class="section level2"> +<div id="axlegeardatadeclarationtype-1" class="section level2"> <h2>AxlegearDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractAxlegearDataDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" 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E8uxzwKGA4Wh8QaHoAdtHISYDhYGJJqOPPILNG/A4aD+QLDYTiIMzAchoM4A8NhOIgzSTY8CmA4mC8wfLbAcDBfYPhsgeFgvsDw2QLDwXyB4bMFhoP5AsNnCwwH8yVBhs+HKJ0NBwxPBMkxHAwAwxMBDE8sMDwRxMvwvhoMw4OB4YkAhicWGJ4IYHhymff/FogCGJ5c5v2/BaIAhieXef9vgSiA4cll3v9bIAriZTiuloVh3v9bIApgeHKZ9/8WiAIYnlhwtSwRxMxwL5b23R4C6ZJ5/2+BKIiX4X3E+KsBMCkx1iDGXw2ASYmxBjH+agBMSow1iPFXA2BSYqxBjL8aAJMSYw1i/NUAmJQYaxDjrwbApMRYgxh/NQAmJcYaxPirATApMdYgxl8NgEmJsQYx/moATEqMNYjxVwNgUmKswSy+2pxeq3B8ZlAWwAhi/F8/E8NnkGcUmHrc4NjE+L9+NoabGRKNO2AwLWL8X48Y3sPU4wbHJsb/9TOM4TPIebZYjxDzPggwD8yrrBODGN4DhicWU6vsBEQRw+/b9vtyJmOf/UDO1Ky6ENWaVfLdv2E1C97l1744g4P0AYYnFhh+nDw79n4rtU8zrQsHnbMHnFSz1vIksr/huc1K4PLMgOGJBYYfLc+lne2t5TbNtFI8zTzYJdVJeFF7pVnIbb5Chl+zrBfz1dqVS9ZtCuolUVz/cNMi/2W6eKlm3f4uL9+Tq1bSh1dq6yvlmtW8LtT8VI8bhicVGH60PCliq6CdtTmGZ9nwtjT8e4f16q0/t0rltXy5WajWKvkGf0iNOWardLmqzstVx3CK/dXadbHRLMj56R43DE8qMPxoeVIAz+5s84k4T7XhvKJ2fXPtL9Y2KIa/9gadjZPGotxnuEpvyBjdZ3iFT9OZkpyf7nHD8KQCw4+YZ/bdc23uYHt3l5dUK53naiXStF4mh5vXN/wMV+k+htfJcNUPJ+ene9wwPKnA8CPm2bGpkd5KPdjlU3Hub+N2O7fSSWpqhFslsrbhMZxa5MpwlV7mSK1b6XKVtLpauy0aen66xw3DkwoMP2Kee0tdDuFEm6P391NnPxDKcPa1zG5bV2p1bbi4Zl1+Txmu0rmn7UXudOeeN16lrN6o8eU0GA6mBgyfe55RAMMTi6lVdgJgeA8YnlhMrbITAMN7wPDEYmqVnQAY3gOGJxZTq+wEwPAeMDyxmFplJwCG94DhicXUKjsBMzHcNhMYnlhgeKR52lM5ivDA8MQCwyPNE4aDiIHhkeYJw0HEwPDQeW69uX3k/b2Gp19QQ8DL+nERPARFNHzHhec2+54okX7Vb3BptcYD0/qfIeMAwxMLDB+TyfCbBVp3pmJ4+lDJnH6nUL3Bc9W/vC1yF6/6GV5dzQcs9miMup8dhicWGB4qE15csne+3hai023dPWd3eZQZTyeDDWcNG/XczR+oGE665i4WKKBXV/8qn/7hzRUeJV4R1SuHPFUrDy0ekEbLHKj5UTFr9+SK6tVLPMqFN+Q5zrpIuZcrtMhby1XyuGF4UoHhoTLRMbz11u7e0n7rwgFPKaRn9yfMjg1X1rqt9DI5WCzJ9L8ulL98k0zPs+83VqT1clv6UKkU8EWjohbZ8FtyHe3Pc/KPB+2X2+RFnspV8rhheFKB4aEy0YYrsdntTLvD15vbE2YnW+nXCtXbws/wjdJLP6IYXuUhpFph13A3VW6Zd1dznLasulpBhiuxebFRV6vkccPwpALDQ2XinId3upm20IZP3EQX2vByRRqd9rbS5cxHP7z54c2V8jqHaldhDtv04aYKx3C9WK7oXIQ6AShXOJIrw92HQcHwxALDQ2XiGL71/N1doVvpcjphdtLw9Mcfs9va8F5P2+p3P3c7R4ZX5FNhlOE3VnRLXKWy7mU+CVcrZGx3G+TK8PQ7V1ecRDmVxw3DkwoMD5WJvFq2vEOxmyL3EXvaqFEuYysbzv/k1TJ1zs0dcCvpQ+vHhyUd2ovW5del4SpV9rTJ57LKFdJr1dPmGk7n6UKgpw1oYHioTJzFvfMHR7psFsEdL7LJP3g9DYYnFhgeKhO92JFReyENL8uoDcOBBoaHygR3rQLDgOGhMsHoUWAYMDxUJvOM4cfZF4YnFhgeKhMYDgwDhofKBIYDw4DhoTLxLrpd6fLS2RC+Pe3KUmfcaDhgODgCMDxUJr55+l81G224M240JDAcHAEYHioTedfq3XP23yzZ7dadh88u84XxTNtJ4heZdUV2Z3tvqa0Nl3e8tdSGylJ33GhIYDg4AjA8VCbS8AsH/HPn4Z2Hb+1uvb0r7h/0krY5IdvOdnUMV2NLW2pDtNJB5MDwUJk448P55yELTefg5K6TtN1K8UuH95Z2trXhamxpS24oYDiIHBgeKhM/wztdN+knD3a3nufXivO7xZXhsnEOw8G8gOGhMvEzPLvfM7wrOmd5MGlnZ1u30p3nwMBwMBdgeKhMfAz/6fkDN+lny/aZ5Q+WKG5nu9Rg50421dMGw8GcgOGhMsEdL8AwYHioTGA4MAwYHioTGA4MA4aHymTwBQlhsee0LwxPLDA8dCaPmMo0ygOYBgwPncm8RT0y0ygPYBowPHQm8xb1yEyjPIBpwPDQmcxb1CMzjfIApgHDI8gEgLkR4xoMwwGIcw2G4QDEuQbDcADiXINnZvjWsm3vbHd4IsR9Hiw6+euFAYgWGB4+E/UYFyH2lva3lnkk+PvT+E0AzAIYHj4TNlw+2YHiNw8KheFgcYHh4TNxYjg/40EanrIf7E7jlwEwdWB4+Ez4PLyrH5esn5WewXk4WExgePhM1GNT1VOatOFZGA4WExgePhNleIYfosrhfD+jetUBWEBgeASZADA3YlyDYTgAca7BMByAONdgGA5AnGswDAcgzjUYhgMQ5xoMwwGIcw2G4QDEuQbDcADiXINhOABxrsEwHIA412AYDkCcazAMByDONRiGAxDnGryI7x6dBdP4miC2xLh+LOL7w2fAAh4SWCBiXD9mY/jCxc1FOhaweMS4fiCGAxDn+jHDGD6NnKeFhdeKggAWqrJOl6TEcBgOAljAKjstoojh921bvQ4hY5/9QM7UrLoQ1ZpV8uxVdpeqNW/6VIDhIAgYHiqTgcWOvd9K7dNM68JB56x8rnLNWsuLhgXDwWIAw0Nl4i4u7WxvLfND0lspnmYe7JLqJLyovdIs5DZfIae/9J7VvC7ES7XmG7RUrvESDAcRA8NDZeIuUsRWQTtrcwzPsuFtafj3DuvVW39ulaq1OsXyUtmq54q8dF1sNAswHEQMDA+VibtIATwrXy6sXoagDOcVteuba3+xtmGVGusrIn1Y5w9qpTfk+XsJhoOIgeGhMuktZt891+YOtnflOwlVK53naixzvTxkeLPAa2E4iBgYHiqT3mLH5jeHp/ilo+Q2n4RTu51b6RSnm4WybqVzu1y30m8Lkh2Gg4iB4aEy6S3uLXXVu8vsNkfv76fOfiCU4bnN9RXuPX+tr6dto2ZRGIfhIGJgeKhMFrC4YDgIYgGr7LSA4QAsYpWdFjAcgEWsstMChgOwiFV2WsBwABaxyk4LGA7AIlbZaTETw+2FA4aDIGB4qEyOm6d9zP19gOEgCBgeKhMYDgwDhofKBIYDw4DhoTLhxa03t4+cndfw9Asr8rOsHxch72jlgSoOuU19i2u1JkemqcErQ0cIw0EAMHxMJsOvH2jdmYrh6UMlc/qdQvUGz1X/8rbIXbzqZ/hqXjTqo44QhoMAYHioTHhxyd75eluITrd195zd5VFmPJ0MNpxdbdRzN3+gYjjpm7tYoIBeXf2rfPqHN1f4GVC8iXX5UokDfMUxvEip5Ur16iVKUivkIcFwEAAMD5WJjuGtt3b3lvZbFw54SiE9uz9hdmy4UtptpZdJ1GJJpv91ofzlmysU0VVcp2Y7u10sacMpicJ69VaBp3KFPCQYDgKA4aEy0YYrsdntTLvDF6XbE2YnW+nXCtXbws/wjdJLP7q5ohI40hdLZT4zqGvDldhqQa2QhwTDQQAwPFQmznl4p5tpC234xE10oQ0vV6TRaW8rXc589MObHw4YXtGbyLZ9ucKRXBlecQ8JhoMAYHioTBzDt56/uyt0K11OJ8xOGp7++GN2Wxve62lb/e7nbuc8rfT0oadJzoan37m6InSSnMpDguEgABgeKhN5tWx5h2I3Re4j9rRRbJYBmA3nf/Jqmexpy3MH3Ip+2nrDar7X39NGabQjetpAGGB4qEycxb3zB0e6bHa8O15ka5517zskGA4CgOGhMtGLHRm1oza8LKM2DAdhgOGhMsFdq8AwYHioTDB6FBgGDA+VSWQxfPJgD8NBEDA8VCYwHBgGDA+VCQwHhgHDQ2XiXXS70uWlsyF8e9qVuM640QBgOJgOMDxUJr55+l81G224M240CBgOpgMMD5WJvGv17jn7b5bsduvOw2eX+cJ4pu0k8YvMuiK7s7231NaGyzveWmpDJa47bjQIGA6mAwwPlYk0/MIB/9x5eOfhW7tbb++K+we9pG1OyLazXR3D1djSltoQrXQQOTA8VCbO+HD+echC0zk4ueskbbdS/NLhvaWdbW24GlvakhsKGA4iB4aHysTP8E7XTfrJg92t5/m14vxucWW4bJzDcDAvYHioTPwMz+73DO+KzlkeTNrZ2datdOc5MDAczAUYHioTH8N/ev7ATfrZsn1m+YMlitvZLjXYuZNN9bTBcDAnYHioTHDHCzAMGB4qExgODAOGh8oEhgPDgOGhMhl8QUJY7KlvaMFwEAQMD53JIwvINL4qiCUwPHQm87bZj2l8VRBLYHjoTOZtsx/T+KoglsDw0JnM22Y/pvFVQSyB4RFkAsDciHENhuEAxLkGw3AA4lyDYTgAca7BMzN8a9m2d7Y7PBHi/gEPAj/r96Q2AOYPDA+fiXqMixB7S/tbyzwS/AL8BosKDA+fCRsun+xA8ZsHhWba0/hNAMwCGB4+EyeG8zMe2PCsjVY6WFRgePhM+Dy8qx+XLA3f1w9rAmDhgOHhM1GPTVVPaWLDSW8YDhYUGB4+E2V4hh+iyuF8f2/JfrA7jV8GwNSB4RFkAsDciHENhuEAxLkGw3AA4lyDYTgAca7BMByAONdgGA5AnGswDAcgzjUYhgMQ5xoMwwGIcw2G4QDEuQbDcACGavBRXtUzL0J+tamUDwBmMeU370UJDAdgLFbA0oIDwwEYizVyYeGZh+HzPjEJzzQKARiMNWLeAMa9VncR3x8eOcYdMJgylu/sojNRkJqN4YZFRnOOFMyGYcOrtbW8k1StlcZlUK1ZVvO6s/TaF32TA3KjPQbTc5vSovokRx254YZh3AGDKTNseMNqFpykiQwviYazR26z4pcckFtvjz7KA7uOPOr5xPBp5BwN405lQNwZMjx9+OPDOnteKlt1drJck8H4pVrzDctdumZZL+bTh1dq6z+nTdK0B6d8l4LvWl6uq+pkd2/rtkzr7bji7nGP0r/0Hm9XrV25ZN0W0vDc5hptWKnWXqlxONcZDR41YngwMDzpDBletkrF9RWKrf+BWuvkZLV2XWw0C2Xreq5ouUtreXIwfUjtedaWArFK4Yis5nSysz0n8N8Lz469PeRvqfMflWqtkpeRn2N4Q+bCSRvuLx466jnH8Pu2/b6cydhnP5Azuc9Z1uWBBog+E6HW0e8MNGN8zlEooeLfhpmgRTV8/DA84QwZXiTxKFZTdaJKRnWqIat0qUHWU7peEq+9UbNKFGGFY7hKkW1uOaeTPXurTXs79vbg30IbUMhn0cuO4enDUmPNaQw4v9g5VKebbdYXioJjeMfeb6X2aaZ14aCj3opALY/B0xN9JuJzQuJ7jsIlD8PBlBg0PH3IblQ4lpNP7J6qa47heql5fYNFratqxwbKFK6xas5NdvcWKjd3x94eIwwXxV9s1kV/RkNHPa9W+tLO9tYyv82oleJp5sEuqU7CC+c41VkFn48035NnItedExJ5xiJGn6NU6axEt4KoNSXPUl78nNV8WfSfsKhTnbHHD8MTzqDh0iSqWOnDy5e4epGqt1lQt5Uul2iDhsdwaj6rFPZVzelkd++S9Lfk2bG3h9NKl015j+FlSzYj1lQr/bb+O9F/1PMynCK2CtpZm2N4lg1vewzXZxXyfER/R/2hzlgCzlGqtb9c/48ewymRvL6mZnsnLDLr8ccPwxPOoOHcyCS16kWuYhXpaU12rtNJ5CuWs0Rh5kqtrg23VPzhFNqKYhLPOVfL9N4Ut15UZ/XeHd09qPWuo5jXcH2e/0qN4peT0eBRz8twCuBZ+XJh+YphbTiv0Aepzyrk+Ui/4frv1OhzlGrte4d/6TG8xI0n3SvhOWFRpzpjjx+GJ5xJ73jhSvZS8CWsqfN5p40wxPwNF9l3z7W5g+1d+bYT1UqXW6jD1WcV8m+Zn+EB5yiy86PfcLff0XPCIrMef/wwPOFMfE8bnTdyKI2QhnV5ZZTh87unzaHD7xttpfh1RuQ2n4RTu51a6bqnTZ9V+BiuzlgCzlFkglzKbQ4Y7j1hgeFgEnDX6pjfNGpxb6mr3l1mtzl6fz919gPuWldXy/6Tc1ahNFRnIlpn54xl5DmKDN607zXr8nsDhqueNm/WY48fhiccjDwZ80tmkGeUwPCkY/LoURg+HhiedEx+AgQMHw8MTzoG12AYPgEwPOmY/CTGSAwfYBp5RgkMTzpDVfYRswjz1aZQPjAcGMZwlZ23s+EI9dWOXz6WbRgwPOn4aDBvaUMR7qsdu3yC8rSn8fumDQxPOn5Vdt7WhiHkVztu+cBwYBjGnVhODgwXMBzA8FCZ8OLWm9u+m3oNT7+gBrqWnadW8NMlvTfYp1/NV1fzlPoHq/mhZE9C9VZB5C4OjPjp30QO77Ms/2FBMDzpBGjQaUd3GLNgVoa37ow1PH2ohoim3ylUb/BcbrPOC70tlKQDqvol1CpjDScao+5Rh+FJZ1iD1oUDNRNo+N6SbduL/SdgVoYv2Ttfp2/e6bbunrO7PMqMp8pwNq1Rz938gYrhHKYvFiigSyd/91sc0yuievVS8/Jh0hEAACAASURBVD1r7d7qR4fW+s9XeRQK/UFo0CqK6ZScb/CjpKtXDnnb1c8VKAuVEe1ofXnTqvOnegyPzIx3rosiP/2l4l0lDxiGJ5xhDTK/qcUNMnxviVbu/e3uRL9jTo2BGcbw1lu7e0v79LeQpxTSszw0nA1XJrqt9DJpVizpGbWalrnlTXPOz0cU2xsVmlV/Caqr926sqOAvE+7d7hl+S/6syoFqpV5m8i8Lbc+JtwruKnnAMDzhDGmw97f/85vbVHH3zv8vbQrUD3a3lm17X861UjTJ/B0Pie7IqCVo3YPdzt/ZD/6eP2377IGbsit34bn/lWYi/15ipoYrsdntTLtj69aMbKVfK1T5adAjDC/zCXOd/fMYfk+1uas8JlQmbMi9tNSr+Ws/cg139rjBUbuXmTRcic2Lzip5wDA84Qxp0Hpf3D8QW2//5/1Om0JT632aZPblHK3N7GdkQFZTjl2dLtmeoR/anhbcFLWznItfDKfvSCWgDe/qddLwckUanfa20oV75qxE9zW8vC4Dt4/h1Rflh7O2Z7ibmTo7KFc4kivD3Qc8wfCkM6RBRkUkqrdkOM3v/G8HbDjPPUxRNM/IZxWpar13/oAtbtMGyvDW3T/TKXrnn/BcDA3fev7urtCtdDkV2vD0xx+z29rw/p62w3qvDT3QSi+vbciHpHtb6Y7h/DgIykW2z7XhqpXuZqYMT79zdUXoRDmVBwzDE86gBnxuTVXYjeEyTssYLji2Z7Th8knCe3/7v8uI3TPcieHScN6wE0PDt5Z3trnVInx62ij4yvDJhvM/ebVMLhzKZrPqHCMp04fcpaaV5Z422uDHhyWV3JBPsnYN51PtonX59Z7h3p4213A6mRcCPW2gn0ENOEDtnf/p0v7W8/I83O62Uuo83O7yGac2XPelq7Nux3BbnbXLlI7aWc5tLcfqPJzh1svgZbN53/EizwcGL6TB8KQzkQba6jEs2vXzGRrekVF7sQwvy6gNw0E/4zWg0Lzjf4vH4IbJMdyXecdwX2B40sFdq6EyCXoghT39Z1xMARiecGB46EyiGTQ3TaZREMBQYHjoTObta3imURDAUGB46Ezm7Wt4plEQwFBgeOhM5u1reKZREMBQYHgEmQAwN2Jcg2E4AHGuwTAcgDjXYBgOQJxr8MwM5xHzO9vqXj/5GnHRemuyZ2EAEDUwPHwmW2/viiyPrZNDRzmBx5ICsIjA8PCZsOFygPz9A/kkjL3zP53weVYARA0MD5+JE8Nbd7az/OSq7P6kT6wDIGpgePhM+Dy8qwaP8gMv/g8eKr8zjV8GwNSB4eEz4RiuR4fzw666kz91FoCogeHhM1GGywfayQfKwnCwuMDwCDIBYG7EuAbDcADiXINhOABxrsEwHIA412AYDkCcazAMByDONRiGAxDnGgzDAYhzDYbhAMS5BsNwAOJcg2E4AHGuwTAcgDjXYBgOQJxrMAwHIM41OOp3j5rFNAoHGECM/6ejfn+4UcTmi4AxxPh/ejaGxyQCmv8NwGTE+H8aMTyA2HwRMIYY/0/PMIZPI+f5YuGdpAkhBpV1FIjhAcDwpBCbKjtMFDH8vm2/L2cy9tkP5EzNsprXndWvfXEaxzALYHhSgOGhMhlY7Nj7rdQ+zbQuHHT4BWZkeEk0mgW1OrdZmcYxzAIYnhRgeKhM3MWlne2tZX6lUSvF08yDXVKdhGfD04d1cc2yXvzupmWt5cs1T1BfGGB4UoDhoTJxFyliq6CdtTmGZ9nwtjacQneZzG4WOIZXa9fFhhPUFwcYnhRgeKhM3EUK4NmdbT4R56k2nFcow8Vrb9SsEs805Il7aRrHMk1geFKA4aEy6S1m3z3X5g62d+XbTlQrnedUK73RvL6hDV+8+M3A8KQAw0Nl0lvs2NRIb6X4nUbkNp+EU7tdtdKpUV5cX2kow6u126KxvjKNY5kmMDwpwPBQmfQW95a66t1ldpuj9/dTZz8Q0nB5taxas67U6tREX8tv1KwFDOMwPCnA8FCZxKa4YHhSiE2VHQaGBwDDk0JsquwwMDwAGJ4UYlNlh4HhAcDwpBCbKjsMDA8AhieF2FTZYWB4ADA8KcSmyg4zE8PtmADDkwIMD5XJ8fK0j7X3VIHhSQGGh8oEhgPDgOGhMoHhwDBgeKhMeHHrze0jZuY1PP2Cule9rAee0Wfv7tb0q3n5Wa3xwLTm76zm+/Ip0h7Ftbyort5b/ejVfJVXj9h0FDA8KcDwUJnwYuvOFAxPH6rRKOl3CtUbPFeukKU39AiVas/TRn04H0pLv/p7K3Idbeps7bfpKGB4UoDhoTLhxSV75+ttITrd1t1zdpdHmfF0Ethw1rBRz938gYrhZGfuYoECOhvOwblhWZXcJj8bhmb09hSrr16yvrxp1YVMrd4W1ZcbJXGtUKX0NV45atP0IUV2H/NheFKA4aEy0TG89dbu3tJ+68IBTymkZ/cnyowNV0q7rXQWmxvdcoYcpdW0RgdmXqG1vVWo0g+1yjmVtmiUynW5IaXQGpmb36ai1+Tv/yIwPCHA8FCZaMOV2Ox2pt3hy8vtiTKTrXQKvLfFSMP5fLpJfnIIl8FXayuVr65uqNRrP7q5kn713m13jfyj4bupe8I/8EVgeEKA4aEycc7DO91MW2jDJ2yiC214uaIiq7eVLrThxVJ5fYVPzclw/ZjWAW1VauN7r+ZzN/9jPdBwtanKffh7wfCEAMNDZeIYvvX83V2hW+lyOlFm0vD0xx+z29rwwZ42+ijLGE4t7dxmaVDbeyq1+jpH92YhyHC9adH/EXEwPCnA8FCZyKtlyzsUuylyH6mnjQK1DK5sOP+TV8u4p01dLUsfWj8+LKUPB3vatLY6NX1I3lK4pzUfHa7d8zVcbaoa+5S/+ul9ERieEGB4qEycxb3zB0e4bIY7XkDkwPAxmQygUjsyasNwsPjA8FCZ4K5VYBgwPFQmGD0KDAOGh8pkAWL4dBoCMDwpwPBQmcBwYBgwPFQmMBwYBgwPlYl30e1Kl5fOhujvaW/dEUrO3Ka8oq0HjfIl6oblDg7xpHqX+4DhIAwwPFQmvnn6XzUbYXijQpKX9K1szhhSPWx0ILV3w5sXGA7CAMNDZSLvWr17zv6bJbvduvPw2WW+MJ5pO0n8IrOuyO5s7y31VrdS9oNd13BGDiHLXSy4Y0j1raUDqb2b1r3AcBAGGB4qE2n4hQP+ufPwzsO3drfe3hX3D3pJ25yQbWe7FLXV6q3nD0Sm6zVcjwZnrVV73HmEQ3+qZ+CZFxgOwgDDQ2XijA/nn4csNJ2Dk8VO0jbF67MHYm9pZ1u09GrVWvcYTm3vAZeL+hENMBxMHRgeKhM/wztdN+knD2TIbqX43eIjDK/eKgw8B0JOipZV8aZ6l/uA4SAMMDxUJn6GZ/d7hndF5ywPJu3sbDuGs/KdnYeO4arrzOlDk3K7T2XrSxXoaQNTAIaHysTH8J+eP3CTfrZsn1n+YKkrRLbrGD7Q01ZU18a818Wchz2MuFo2MPQThoMwwPBQmeCOF2AYMDxUJjAcGAYMD5UJDAeGAcNDZYLRo8AwYHioTBYghk8HGJ4UYHioTGA4MAwYHioTGA4MA4aHymQwz603t0O8itRruH5XqHPHmnzqsVXx22smwPCkAMNDZTKYp3630YQMxPDBd4XK+1kjAoYnBRgeKhNn9CiPGbXt7t6S/e45e2dbvhSB0h/8lhowOgLX8LJ02zFcLanXHEQFDE8KMDxUJnr0qHozoXdQmcjy641ES40nHUGg4bnNEK//PjYwPCnA8FCZOO8t4/cS8kBRpbd6/Sint9St6CPQhpf1Kbcy3FkqRncSLmB4coDhoTLpGd6RA0W14bJhPrHhvjG8sebzlu/ZAcOTAgwPlUmvld6RA0V1K91ptx/d8PK631u+ZwcMTwowPFQmvZ62LR4our+1vPOzZaenbSLDPS8AJcOdJX4CK66WgRkAw0Nl4rTSjwbueAGRA8NDZQLDgWHA8FCZ4K5VYBgwPFQmg68TD4d9vN2nCgxPCDA8dCaPxIZpFBBYcGB46Ezm7eX0mEYBgQUHhofOZN5eTo9pFBBYcGB46Ezm7eX0mEYBgQUHhkeQCQBzI8Y1GIYDEOcaDMMBiHMNhuEAxLkGz8zwrWVbPddlZ1uI+we8/GDkUx8AmCswPHwm/BSXbFuIvaX9reWzB/w4CPoBYBGB4eEzYcPlQx8ofvNY0c7OdmZ/Gr8MgKkDw8Nn4sRwHmTGhlMrfeeow80AmC0wPHwmfB7e1aNI2fDsvsiMfsAqAPMEhofPRD1NVQ0Tl4bjPBwsLDA8fCbK8Aw/X5XD+T760sHiAsMjyASAuRHjGgzDAYhzDYbhAMS5BsNwAOJcg2E4AHGuwTAcgDjXYBgOQJxrMAwHIM41GIYDEOcaDMMBiHMNhuEAxLkGw3AA4lyDYTgAca7BMByAONfgxXv36ByYRhkAk4lxFVi894dHj2nHC6ZOjKvAbAw3KzQac6BgVsS4CiCGm3e8YOrEuArMMIZPI+dIsPCK0aRjTmUNDWI4DAfGVdkQRBHD79v2+3ImY5/9QCVVa2v5wVyK6ytCpA8rw/lXa6VpHOYoYHjigeGhMhlY7Nj7rRS/7qR14aBz9kCmNaxmYTCXslXSk4iB4YkHhofKxF1c2tneWuaHpLdSPM082CXVSXiK1D8+rHNsfqVm1Z0PGb4pkJdrVvM6LV2pra+8VLMuF2QM/9J7nFqtXblk3Z7GMXuPF4YnHRgeKhN3kSK2CtpZm2N4lg1vs+EUqblNXq1V8htWSX+w3TRbrV0XG81C+pDa8dVaXRTX8mQ4zzXUpo3h8H/Mw4fhSQeGh8rEXaQAnpUvF1avLFOG8wqylpvjHJvTh3X9Qd7Xyd6GPIkvyYiePrSaL36Bt2vQHwS5KW0Gw8GUgeGhMuktZt891+YOtnfl205UK53nDlniyqDh6cPLl9acEM0JQuRee53O2GE4mC0wPFQmvcWOTY30VopfZ0Ru80k4tduplc6Oyjb5mmqlyw9KsuRZ+W1BPqfViXpdvCQNl610noPhYPrA8FCZ9Bb3lrrq3WV2m6P391NnP+CudcGXyqhNzl1szZeF/uAklnejxh8qhvP8yzLWv6Z72mA4mD4wPFQmE+epr3PP+HL3WGB44oHhoTKB4cAwYHioTEwrLhieeEyrsiGA4TAcGFdlQwDDYTgwrsqGAIbDcGBclQ3BTAy3zQKGJx4YHiqT4+ZpH3P/sMDwxAPDQ2UCw4FhwPBQmcBwYBgwPFQmvLj15vaRs/Mann5hRX6WLffREMV6/+a5TZnQGHxqTHXVk1Ct8WAX//tdYXjigeFjMhl+w0DrzlQMTx+uS8PT7xSqN5Tr1RdvrvRvX2a3c5vjboxr1EesgOGJB4aHyoQXl+ydr7eF6HRbd8/ZXR5lxtPJYMNZx0Y9d/MHKoZTPM5dLMiAXiw1yOXq1Us8/FROaY3comyppPUPN+UgtdV8Q35eObQqKksO/+WK2kvIzeXxwvCkA8NDZaJjeOut3b2l/daFA55SSM/uT5gdG66UdlvpZX7AkwzSlMDN7+qtAkVtNRUNXlvn5CIn8dZys3s3VlTwl7mQ4TTr7qU2l8cLw5MODA+ViTZcic1uZ9odvu7cnjA72Uq/Vqjy89iGDOfgTnPsZ6OuprwR/ZT5BEEm0Ul3hf9IbMi9nD8WtKESW+2lNpfHC8OTDgwPlYlzHt7pZtpCGz5xE11ow8sVaXTa20oX8rlOxFq+z3BuuVfkXwGnf40cL/kYTts06vqvQ9l9bDMMTzwwPFQmjuFbz9/dFbqVLqcTZicNT3/8MbutDXd72qSXJGxfK51Ovl8viF7j22m161a6x/D0O1dX+lv4AoYDGB4uE3m1bHmHYjdF7iP2tJGiMsay4fxPXi1Lv/DhTd1o9/a0cUe6emoMJ3EML+ow3+C9vIZL+dHTBgaA4aEycRb3zh8c6bLZJHe86Mb46tCbU4Jxut37EmF44oHhoTLRix0ZtRfK8LKM2jAcDADDQ2WCu1aBYcDwUJlg9CgwDBgeKpN5xfCj7gfDEw8MD5UJDAeGAcNDZQLDgWHA8FCZeBfdrnR56WwI3552aWrRstZXhtcFAcPBEYHhoTLxzdP/qtlIw9U9quGA4eCIwPBQmci7Vu+es/9myW637jx8dpkvjGfaThK/yKwrsjvbe0ttbbi8462lNtRjy26EDOAChoMjA8NDZSINv3DAP3ce3nn41u7W27vi/kEvaZsTsu1sV8dwNba0pTZUppb/Q82qDP+mQGA4OCIwPFQmzvhw/nnIQtM5OLnrJG23UvzS4b2lnW1tuBpb2pIbCm3q7+dFI+TrzGA4OCIwPFQmfoZ3um7STx7sbj3PrxXnd4srw2XjvN9wEfDYpRHAcHBEYHioTPwMz+73DO+KzlkeTNrZ2datdOc5MD3DeZQoYjiICBgeKhMfw396/sBN+tmyfWb5gyWK29kuNdi5k031tPXF8KJ+AEsIYDg4IjA8VCa44wUYBgwPlQkMB4YBw0NlAsOBYcDwUJkMviAhLHbE+8HwxAPDQ2fyiGlMoxyAqcDw0JnMW9jQTKMcgKnA8NCZzFvY0EyjHICpwPDQmcxb2NBMoxyAqcDwCDIBYG7EuAbDcADiXINhOABxrsEwHIA41+CZGb61bNs72x2eCHH/gJd3Qr/9BIBIgOHhM1GPcRFib2l/a/nsAc9nJn2BOADRAsPDZ8KGyyc7UPzmQaFkeKiXiAMQHTA8fCZODOdnPLDhPBIchoPFBIaHz4TPw7v6ccn6WelopYMFBYaHz0Q9NlU9pUkZzg9nA2ARgeHhM1GGZ/ghqhzO96mVvj+N3wXA9IHhEWQCwNyIcQ2G4QDEuQbDcADiXINhOABxrsEwHIA412AYDkCcazAMByDONRiGAxDnGuz31UY+VzxMJgCYQ4xrsM9XG/1tR62JcfmARBDjGjz81YK+7Ih1MS4fkAhiXIOHvlrwd/VfG+PyAYkgxjV48KuN+6q+62NcPiARxLgGh35tqF/PW4zLBySCGNfg8Ib35kYZftRXgM6B4xUeiAsxrggzMfx4hxQh5hwpmCkxrgizMdyUAGnAIYIoiHFFGG24VLQ3Gd4CMRzEhRhXBL8T08CzVidAW2JghSdPYUgIFxbeOgoYEyrrdEhaDIfhgDGnyh6XaZ6Hu8v3bft9OZOxz34gZw4rPK3WSn375TblfvWwB310YDiQwHC/LSaN4R1+0Co/Z7V14aBzVj5RWRnuQ7lZmOxApwMMBxIY7rfFeMOXdra3lvk1CK0UTzMPdkl1Er4Xw6u1K5es22R2zWpeF9Lw3OZaPn1YqdZeqXE4d9bMBBgOJDDcs4VPB9sowyliq6Cdlc9Kz7Lh7QHDK/lGs1CtXRcbHL45hstluWbDKrlrZgIMB5LkGD7+vvQwhlMAz8qXC6sXCyvDeYXH8Dpb3ZDZlZTh6cNSYy3PJ+npw7q7ZibAcCBJkOHjxpY98oiPFCPPw7PvnmtzB9u7/P4T3UrnuSHDnSgtz8OLv9isC8fwmZ6Yw3AgSZLhwePDHwlneMc+y28dfbDLp+Lc38bt9v5WujS8WrstGusr2vCyRdNqbU210vWamQDDgSRRhgc94+WRkIbvLXXVu8vsNkfv76fOfiCk4fKqWM9wsVGzZLCWhqcP1/KCe9qaLwt3zUyA4UCSLMNH39M2QvBp3/Hy+cP68MXymQDDgSRhhotHghnafrqGN6zLKzAcREnSDA9WfHhz3LUKzMacKjstQgkOw4HhmFNlp0YYwX0HqBkBDAcSc6rsfEAMB2ZjTpWdD4OG26YAw4EEhgcTIobbMz2QsMBwIIHhwcBwYDYwPBgYDswGhgfjY/jWm9u+m3oNT7+g7jcv9waPFXsPeKmu5gN+pVrbt021xv34Q7e4jkhWRwrDAQPDg/ExvHVnrOHpQzWiJP1OoXpDuV598aY7yGQSwwdp+D8BakQyDAcaGB6Mj+FL9s7X20J0uq275+wujzLjqTKchWvUczd/oGI4yZq7WJABvVhqUDQvruVzm3VKpuBe4RC//g8loeYbPK1evbT+cx3D7105VNvwlHPmVkC5QpuMT4bhQAPDg/GP4a23dveW9lsXDnhKIT3LQ8PZcKW020ovV1htnqMEGZuL9WKF7aX5YolCfPqwVJXzNOVtbhXcVvq9Gyt6L86CVKbmQG6zRJvwNDgZhgMNDA/G33AlNrudaXf46jM/3kW20q8VqreFj+Ec3HmOH9VG9m6oMabSx7J6CmuVx5Jyimu4/Guh13IGymBe3aiPSYbhQAPDgxlxHt7pZtpCG97V66Th5Yo0Ou1tpfOyHDYux4bzIyBWNyp6NRsu58vrK3zWPmy4fnZrQ7bFOWQrlYOTYTjQwPBgRhi+9fzdXaFb6XIqtOHpjz9mt7Xhbk+bNI98pXhbXqN4e0+2qXUrXc7TFmW/GK7WKpXT71xdEbo5HpwMw4EGhgfjd7VseYdiN0Vun542aorLKMqG8z95tSz9woeqH738i01utle8PW3f0T1tFOV/rM7J5TWwimO4p0uNJjQ31NPmlwzDgQaGBzPijpe98wdDl82OdMeLasSH2Xj4YppvMgwHEhgejL/hHRm1j204n52HeNFRWYbnIcP9k2E4kMDwYHDXKjAbGB7MoOEB2EEroweGAwaGB+NTPoFPelssoi8vsGjA8GBgODAbGB4MDAdmA8ODgeHAbGB4MCgfYDaowcGgfIDZoAYHg/IBZoMaHEz48unY/MbhjBxQCsC8geHB+JXP1rJt72x3eNJK2XZbzrlrO/vqA4aDRQCGB+Nr+Nu7ItvmV4jvt95XSdl9dy0MB4sEDA9mlOHyuQ/3D7ThcqiZBoaDRQKGBxMUw/lBTik+626lur21MBwsEjA8mFHn4V138Gim7Uyy8nScDOcZGA4WAhgezKgY3hsdnm07EwViOFgkYHgwow3P8CNWM9yNnkFfOlhYYHgwR7geDsPBAgHDg8EdL8BsYHgwKB9gNqjBwaB8gNmgBgeD8gFmgxocDMoHmA1qcDAoH2A2qMHBoHyA2aAGB4PyAWaDGhwMygeYDWpwMCgfYDaowcGgfIDZoAYHg/IBZoMaHAzKB5gNanAwId49agzzKUkwH/DfHUyI94ebQhy+A5gY/HcHM2S4+WHQ6IMHYcF/dzCI4cBs8N8djH8Mn8+xTAkLbyVNEmZX1tkTxxgOw5NEHKrsLBkTw+/btnonQsY++4GcqdHq287q174oqrVSBIcZBhieKGB4MMExvGPvt1L85MXWhYPOWfneExK6bGmpc5uVCA4xLDA8UcDwYEYZvrSzvbXMD1tspeQbER7skuokPBterdXFNct68bublrV2jxK+9J7VvB7tcQcAwxMFDA9mlOEUsVXQztocw7NseFsbTjG8vJYvNwscw6mVzsY3rIVprMPwRAHDgxllOAXwLL8G4b56GYIynFfQeXjzZToDf6NmlbThjfUVkT6sR3rcAcDwRAHDgxl5Hp5991ybO9je5fef6FY6z+mQ3by+AcPBAgDDgxlpeMemRnorxW8/ILf5JJza7aqV3mgWiusrDddwpXwh4iMfCQxPFDA8mJGG7y111bvL7DZH7++nzn4gtOHpw0q1Zl2RZ9+yp+019LSBeQHDg8EdL8Bs4lBlZwkMB2YThyo7S2A4MJs4VNlZAsOB2cShys4SGA7MJg5VdpbAcGA2caiys2TQcNt8YHiigOHBTD2G28fO4bjA8EQBw4OB4cBsYHgwMByYDQwPxsfwrTe3j5Gh1/D0Cyvys2y5Y0uLvQEq1dV8QD5VfpiM84CJ9Kt5vbVMtgJvgofhiQKGB+NjeOvOlAxPH65Lw9PvFKo3lOvVF2+uOKvHGE5raUefTRtjRrHB8EQBw4PxMXzJ3vl6W4hOt3X3nN3lUWY8nRQ2nB1s1HM3f6BiOPmZu1iQAb1YalA0L67lc5t1Si7LMF221v+BnyvB8w2eVq9eWv85S10syYTcprV2bzVPs3WVO7cEyhXaTO1u9T1MCoYnChgejH8Mb721u7e037pwwFMK6dn9iTNkw5XSbiu9XJGuCpkgw3GxXiSPV8laWkGROn1Yqsp5mvI2twpODNcJq9RKv3djRQZ1MpyaBLnNEm3GU7mj9zvA8CQBw4PxN1yJzW5n2h2+xtyeOEPZSr9WqPLzWIcM5+DOc7nNtTw5vMHn1HWlaFnO83l2k7VWJ9x14SbQ1jobykSJzZs16npHz3eA4UkChgcz4jy80820hTY8RBNdaMPLFWl02ttK5+VDtpHlrjU5Sm9U9Go2XM6X11dU4OZUjthuQp/h9As4kivDB5/3CsMTBQwPZoThW8/f3RW6lS6nE2coDU9//DG7rQ13e9qkjCQ7heDyGre7ZTNbt9LlPG1RbjqGc2PcTehrpVOWV1eEbqXLqfc7wPAkAcOD8btatrxDsZsi95F72ijWysDKhvM/ebUs/cKHqh+9/At+zHqx4u1p+47uaaMo/2N1Tq7O19c+kgnpQ93TxibLvvQG7YeeNgDDxzHijpe98wdHvGx2pDteVCM+7A4jLrfB8EQBw4OxBlCpHRm1IzKcz85DPqi1LKM2DAcwfBy4axWYDQwPBqNHgdnA8GAWL4YfOwMYnihgeDAwHJgNDA8GhgOzgeHBBBjudqXLS2dD8N2sZ/tWtO4I5542Z7iomvFOxwLDQRhgeDCTxHD/q2bDd7O6hrs3sakZ73T8EcFwEAYYHozfXat3z9l/s2S3W3cePrvMF8YzbSeJX2TWFdmd7b0lfb+6mhetlP1g1zXcvRFdzXin448IhoMwwPBg/Ay/cMA/dx7eefjW7tbbu+L+QS9pmxOy7WxXttJ3ttX81vMHItN1DXcHk6kZ73T8EcFwEAYYHsyI8eH885CFpnNwctpJ2qZYTefee0s7204rXc6rdjwMB9EDw4OZwHBSMbsavAAAIABJREFU2Un6yYNdDtetFGmuDZfzA4ajlQ4iA4YHM4Hh2f2e4dQ4P8uDSTs728pwNc/ad3YeoqcNRA4MD2a84T89f+Am/WzZPrP8wRK5ne3KZ7/o+YGeNme46AquloFZA8ODwR0vwGxgeDAwHJgNDA8GhgOzgeHBYPQoMBsYHszixfBjA8MTBQwPBoYDs4HhwcBwYDYwPJgxhm+9uR3yVaTyrlV+64HIbVolUVSPOuZXk1Ca8zJSTi7xek7tXSd3UkW5LholfVX91bzz6hT/bau1ilwQRf1GUhieKGB4MGMM1+82CoFzXzqjb0avi+ptmea8jFSU1+QdrHJ97143N7Vx5ffW/qKkV5Dt6nZ2/2358em8hv4K6JeSwvBEAcODGTF6lMeM2nZ3b8l+95y9sy1fikDpD35LjScNoN9wOa2LawVOc19Gql9Oqgzv3a/upvL7DholvSJ3c0W/8WjEttJrabj6tTA8UcDwYPxHj6o3E3oHlYksv95ItNR40gCGDC+qACvTnFZ6Wb5eWBneG3PmplZvN+oNdzBao0QtdZWrz7byTcOiIW+LXZPPT4fhiQKGBzPivWUZ+VCHswdKb/X6UU5vybEoQRkOGi5fP7Sa7zecTpybbwwZ7qbyvMfwuorbvtted15ZxsnVVfkdYHiSgOHBjDS8IweKasNlwzyU4bKHja1T5nkM131vMvz2Wul9qTzjttK5GS5b4iO21cbz6ThieAKB4cGMbKV35EBR3Up32u1HiOHMcCu9wu8VHeppc1J5oeH0tPGyfH/RiG1VT1vvjByGJwsYHszInrYtHii6v7W887Nlp6ftSIZLX1VPm+i/Wub0tfdfAROu4XpF7ia/wPQHL6yM2Ja9Lso3n8HwJALDgxnRSj86fjHcuVo2iDJ8OJWnDWffsvPWwhHbuutVnxsMTxgwPJjZGN6740Wj73jpw7njZThV7uG08F91NhixbfrQ+XuCO16SCAwPBnetArOB4cEMGn5s7ONncVxgeJKA4cH4lM8jcSD6kgTzAYYHA8OB2cDwYGA4MBsYHgwMB2YDw4NB+QCzQQ0OBuUDzAY1OBiUDzAb1OBgwpdPx36wy8+HaM/gaAAICwwPxq98tpblm8HFfX7LqG2395bkoqazrz5gOFgEYHgwvoa/vSuy7a1lfm3w+7Tc6YrsvrsWhoNFAoYHM8pwspqHiUrDM23nZeEMDAeLBAwPZnQMV4bzW4MpgMNwsKDA8GBGnYeT0fpRD5m2E8Oz8nScDOcZGA4WAhgezKgYLlzDs22ch4PFBYYHM9pwjuT7Ge5VR186WFxgeDBHuB4Ow8ECAcODwR0vwGxgeDAoH2A2qMHBoHyA2aAGB4PyAWaDGhwMygeYDWpwMCgfYDaowcGgfIDZoAYHg/IBZoMaHAzKB5gNanAwKB9gNqjBwaB8gNmgBgeD8gFmgxocDMoHmA1qcDBTf/foojCf4gSRg//pYKb+/vAFITZfBIwB/9PBDBkekwho/jcAk4H/6WAQw4HZ4H86GP8YPp9jmSYWXkCaEGJQWWdKbGM4DE8IsamyM2JMDL9v2+/LmYx99gM5k/ucZV0u9O/12hdFtVYSDav5O/Ths6aPas2qy2mpb6v6wJGVrYH9QgHDkwIMDyY4hnfs/VaKn7zYunDQOSsfrry5lheNZp/iuc2K58NnTT/kNudhuQbzVjAcHA0YHswow5d2treW+WGLrRRPMw92SXUSXjhyl2tW87pIH16pNd+zrLV7teub8qMkXqpZt/PimmW9+F0n6Uvv8cbV2pVL1m36eKVZyG2+QgbLTHJqq6u0m9BbUh7NN2A4mAAYHswowyliq6CdtTmGZ9nwtsfwau262GgW0ocUjlUMLumPcrNAAbm8li+zxzKJA3TDoo9KvsFrv3dYr976c06Qmait9Dq5Zdmq54owHEwADA9mlOEUwLPyDcPqZQjKcF6hDW/I8/VS+rAiBgxvrK/wBq+9QSfanqQ0WU36Sv+vb679xdqGVdKZOK10Wqe35A+00sEkwPBgRp6HZ9891+YOtnflG45UK11uobzTp+Jko7/hjeb1jZGGs9p1MlhnAsPB0YHhwYw0vGPz68NT/PYDcptPwqndTq103dNWrd0W5KGP4WWO7PXi+krDNVy2vVUTXBlerTULZW6ly0w8hve2RCsdTAQMD2ak4XtLXQ7hRJuj9/dTZz/grnV1tew/CbFRsygCS8Opyc79aVpn7ml7MV+tWVfkObXsaXtN97Q5huc211c4RqtM1FZynd4SPW1gUmB4MLjjBZhNbKrsjIDhwGxiU2VnBAwHZhObKjsjYDgwm9hU2RkR10ejwPCkEJsqOyMQw4HZxKbKzohBw+2YAMOTAgwPJkQMt2d6IFMGhicFGB4MDAdmA8ODgeHAbGB4MD6Gb7257bup1/D0C3IAmSj3nuNQ7D3CobqaD/qdPCDce0dq+tU87UGpf9C3n0oe3LEyenXfF4HhCQGGB+NjeOvOWMPTh2qIaPqdQvWGcr364s0VZ3Ww4bnNOu/YS1CbD+00lMA7imJl1Or+LwLDEwIMD8bH8CV75+ttITrd1t1zdpdHmfFUGd6o87/czR+oGM6h92JBBvRiqUFxubhGsbhOyWUZbcvW+j+UhJpv8LR69dL6z1nN3/2WSqaE5nvW2r3Vjw4tXlOtWfTHg7elgE3JeR5oKqpXDnlb3pF+Ge3jt7r/i8DwhADDg/GP4a23dveW9lsXDnhKIT3LQ8PZcKW020ovV1htnmPxWMBivcgqknu0giJ1+rBUlfM05W1uFeROKitOpgSac34+otjeqOhtOeHejRXVUKAEuSP9etont1kaWt3/RWB4QoDhwfgbrsRmtzPtDl9e5se7yFb6tUL1tvAxnIM7z+V4/Hh1dYPvj6srictynh/A2Cxwija87G7iMfyeano721JG8jeoPyyu4bRRoz60uv+LwPCEAMODGXEe3ulm2kIb3tXrpOHlijQ67W2l8/Ih+8py15oclDcqejUbLufL6zLaKqFVTs4mQ4a72/Yr7LbSYThwgeHBjDB86/m7u0K30uVUaMPTH3/MbmvD3Z42J7xS67m8xqbKhrRupct52qKsYrjsaeNnMeq29mArvby24WzrNsOlwk5P23ArHYYnFxgejN/VsuUdit0UuX162py+bDac/8mrZekXPlT96OVf8PPRixVvT9t3dE8bRfkfq3NyGfDrQve0UUL6kPvMtOTc06a2VcnyuepaYX21TPa0iaHVdDzqR34RGJ4QYHgwI+542Tt/MHTZ7Eh3vAzG1mkw5nK7BIYnBRgejL/hHRm1j224DtbTBoaDHjA8GNy1CswGhgczaHgAdtDKhQOGJwQYHoxP+TwSG6IvThA5MDwYGA7MBoYHA8OB2cDwYGA4MBsYHgzKB5gNanAwKB9gNqjBwaB8gNmgBgcTvnw6Nr9xOCMHlAIwb2B4MH7ls7Vs2zvbHZ60Ujw2XL5L3KGzrz5gOFgEYHgwvoa/vSuybX6F+H7rfVpuXTjwrIXhYJGA4cGMMlw+9+H+gTQ80yczDAeLBAwPJiiG84OcUnTWnbXRSgeLCgwPZtR5eNcdPJppZ/dVSM/Sibk0nGdgOFgIYHgwo2J4b3R4lp/U5j6sDTEcLBYwPJjRhmf4EasZ7lDfW5IXyDQwHCwSMDyYI1wPh+FggYDhweCOF2A2MDwYlA8wG9TgYFA+wGxQg4NB+QCzQQ0OBuUDzAY1OBiUDzAb1OBgUD7AbFCDg0H5ALNBDQ4G5QPMBjU4GJQPMBvU4GBQPsBsUIODQfkAs0ENDgblA8wGNTgYlI+B2EOckMQvfYLCQA0OBuVjICeSAgw/PigfA5m3eJEBw48PysdA5i1eZMDw44PyMZB5ixcZMPz4oHwMZN7iRccEhYEaHAzKx0Dm7V10TFAYqMHBoHwMxJ63eJExQWGgBgeD8jEQGO4BNTgYlI+BwHAPqMHBoHwMZMDwk6nH5Ocp+/EnnJQnnxpcO5r0krx/7PQ43Z5ePjNy3ckU70/T/l/2DGfsJn3iH4X9rRMUBmpwMCgfA+k3/BNaq5O//MlnHv+kTCLXP9lzb5zhbGJv+9GMMZz+qJyyBw335pteGth/7G/F1bLjg/IxEG340pNPPb18mtxSWp06+ymy+RlaeHr5Hy+fZs9p6TQb/kxKhvdM6vFft92lz9r2r1EGn0md/ZRy7Z/+BqerFNr0t+3HeN8sr06pNcpQtR3lZn/6k87HydSvPP7J9NKvUPYyX1rmqK4cPpn6zDn7WQ7aT/4q5f74b/CBn5GGp+WXOKM3dw4Nhk8PlI+B2G4IpJ+Tv/mcMjzLhp9mw+kfe5le+mfUWidLT6aeOPEcbWw/kc7a7tKTT9HeTy/L9jybSDvzHwWZQvNq08dUtnIPbbjejj+ynL3++D/pj80v/2f6oyLzPZk689Rz/BfGtnn/M0+dYpvPnJC5n+L1j6nfqub15voXwfApgvIxENtpNZ/Osp/PeA2XcyQZp51MSXEfOyXPeB87xdHYdpZOfOLXU+zzGae9zKspS5lC3vGm2nC9h97W3c5+/Nd+64T+IDeXnvy/nnzOyZf3pI2cGH5axeszqh3w9PJjp+SB01o1rzd3Dg2GTw+Uj4E45+HZT59jo5/xttKl+ezJGdnP9Zg0XIVFx3C99PgTz7G1p4cMPz1kuNqj3/AT6U/8Np/uqw/1d+S0zP6J54IM59+X/edLp53zcDnvGD5wYg7Djw/Kx0Acw59RHWrPKI/5JJyb4kphEvPp5U+fk9afTD3LXrqtdLkkY7PXcNn65ra47BTXrfTT6SXOQu7hbaWz06dPZDwfj3GLQZ0fyDb8k7KV7m+4c+A8lfN6c/2LYPgUQfkYiGO47pzWhnNH2hO0QM1l2XQ/nZWnw7zmuZRU6pT9OHeFqaWTKfszqdMew098Qve0cYrulPus/enfIOPUHqptcFpvJxP/hfNBv4X/Fsi4z/ly1xkly6tlp7Xh9Puf/FWZu+fs/4Q+75ebOwcKw6cHysdAjnjHC/8lyExyWay3+ZEJvkb3L5dP98+P2ByGHx+Uj4Ec9Z62z9oy6k7I7Aw/ZX/6U/3zMHxmoHwMJDF3rcLw44PyMRAY7gE1OBiUj4HAcA+owcGgfAwEhntADQ4G5WMgMNwDanAwKB8Dmbd4kQHDjw/Kx0DmLV5kwPDjg/IxkHmLFxkw/PigfAxk3uJFBgw/PigfA5m3eNExQWGgBgeD8jGQeXsXHRMUBmpwMCgfA0nM1TIYfnxQPgYCwz2gBgeD8jEQbbg1NearcQATFAZqcDAoHwNxDJ9WfjA8xqB8DCQxhuNq2fFB+RgIDPce/LRKIaagfAwEhnsPflqlEFNQPgbiNdzbYXbU/GB4jEH5GEif4W6q1/Dcv8rTj5y7WBDFUt+aofxgeIxB+RjIeMPLFf7RpF9Y6VszBAyPMSgfAwkyPH3Julyo1qwrNave+NeX6mR09ernrBfzorqaz138HUr+PG3yBd6wqWM7DI8xKB8DCTL82nXxUkVcK/BPcS0vGnXRWP9CjhrqNEfR/FqB2+0bFdF4WVRv6D3n6/FoYPjxQfkYSL/hTjebMvx3f++VWj13c4V/SGU+B+fT8Eadl8oVSi7z1mv5cvOLzhk5DI8xKB8DCYjh5av/5t9eK1GDnH7Sr+a5o02LzmfjjTolUyyX/P61WwW953w9Hg0MPz4oHwMJMLxxW1RvFcp1wT8VwSff1dp1sUExuyJeU2vW8p+/WChX8uKadh2GxxiUj4EEGM4dba8XvlSr0w8Ha+5U//Km6llr/sGreUoW16zmdZH7nMXdb2rP+Xo8Ghh+fFA+BjL+alk4YHiMQfkYCO5p8x78Ub91QkD5GIiu/zBcHvxRv3VCQPkYiK7/GHkiD35apRBTUD4Gous/DJcHP61SiCkoHwPR9X96hi8AMHxGoHwMZNqGLwAjmhGT7DnzYzMblI+BwHDvnjM/NrNB+RjItJ/xsgDA8FmB8jEQGO7dc+bHZjYoHwOB4d49Z35sZoPyMRAY7t1z5sdmNigfA0mM4bhadnxQPgYCw717zvzYzAblYyC+hs/7lpWw9H8lGD4rUD4G4m/4nA7miMDwiED5GAgMH50RGADlYyAwfHRGYACUj4HEwvBHCM8iDJ8RKB8DgeHejGZ2iPEA5WMgwYZXa6WhPSSvfVGI3DXLqo/OuWyN2HfqwPCIQPkYyNFieG6zQgo3C41mYeQ2MDx2oHwMZGwMr9auXLJu09wrNYrYHNSL6x9uqjedFOQmcoUo1/jBys7HS7XmGzA8bqB8DGQCwyt5CtX8sWGVlOErMoanD5u388JdcV1s8Gbyo2zVc0UYHjdQPgYygeF1bo+z2unDutdwOhGvuSsa8uaykvOxvoJWevxA+RjIcQwXTgobrs7InQ8YHkdQPgZyYmLD11RjvJ7b1IYX179Ai+6K2+y1+4FWegxB+RjI5Ia/Umu+LMQ16/J7FKAb1lo+fYlfV+as2KhZHL/1B3ra4gjKx0CCDe8x8sr4yBXRAcMjAuVjIDDcm9HMDjEeoHwMZFLDF5mJDMdTnI4PysdAYLg3o5kdYjxA+RhIYkaewPDjg/IxEBjuzWhmhxgPUD4G4m+4bRQwPCJQPgYSOoZP0icdMTA8IlA+BpIYw3G17PigfAwEhnszmtkhxgOUj4GMNHzrzW3/Hehf+tX88Ipi73kv1VWf9YFrOccyj0rz3yW3+Qc1HrTm/8AJGB4RKB8DGWl4685ow/0crb54c8WdD204pVVvrIjqLf9nxuQ2Sf3GqEdGwfCIQPkYyEjDl+ydr7eF6HRbd8/ZXZqxeaoM37TW7l05tCpkHj+qLf0CuV0sNcjC4lo+t1knXykg84OerPV/KAk13+Bp9eql9Z+vqp1pnqer+dzFH3GOSnyVKpz91Z6XLynDuZ1QrvRtImB4ZKB8DCQohrfe2t1b2m9dOOAphfTsvnBjOEVcErtcUXoL/pCxuVgvsrWsa7GUfqeQPixV5TxNeRsK0rRW7kzzFJul4QW5jbVOWbmpah+e3liRN7+T4TTLKz2byMOF4dGA8jGQIMOV2Ox2pt3hC89t0TNciVnTYVQ2odm33OZantZv8FlzXUlYlvOiyuNKOUX6r61u1HuG8wMl1ldUqtpHTZ2s6VOJ7d1EHi4MjwaUj4EEnod3upm20IZ3nR2Ex3AeWiZ7x9KH7BvLXWtylN6Q4mvD5Xx5fYVCuq/hOp2Ry6yv2qei0lzDKYUjuWcTebgwPBpQPgYSaPjW83d3hW6ly6kYMLxR0X3oUjdKoCBbXqOV92RDWrfS5TxtUR6I4aqxfYOb63zmTm30XhPcO6U2/aE2PP3O1RXhXSkPF4ZHA8rHQEZfLVveodhNkdunpy19uKYkpXNnftjLCx+qfvTyL+TTnSrenrbv6J42ivI/VufkruGqw6xoXX6d/hCs5RuqMe/X09Z8z+lL578p6GmbEygfAwm842Xv/MHQZbOQd7zIprw//tfUgq+0qTODgU1geESgfAwkyPCOjNrHMJzPzke/9+gIhpdl1IbhcwLlYyC4a9Wb0cwOMR6gfAwkMaNHYfjxQfkYyAnEcM+eMzvEeIDyMRAY7s1oZocYD1A+BgLDvRnN7BDjAcrHQKZo+EAXt74dJQJgeESgfAxkdjF8wQzHU5yOD8rHQEYaziNPzh/sLcnxJs4NbULftXr10vqKuqWsaK39qTs+7F4vXY/4jAQYHhEoHwMJHFt2/qDTFVtv77pDR4U2XI4BlaNK1vL89kLHcDfdGfEZCTA8IlA+BjLG8FZK35Ouho6K3jNe1OBNHvNV7BnupjvjwSIBhkcEysdAggzfep5vS0/Z++7QUeExXI76cA2XI0DvuekwPI6gfAxktOFv7bYuHPDgsmzbHToqeobrMaFreR4fqkeA3nPTnRGfkQDDIwLlYyCj70vP2u/+2QFN7Z3toZ42vi7m9LTx+FA5AlQZ3j/iMxJwtSwiUD4GMoWRJ5G1xkcBwyMC5WMgMNyb0cwOMR6gfAwEo0e9Gc3sEOMBysdA/A0PwA5aOSdgeDSgfAzE13DmEcPoHTkMnxUoHwOB4R5Qg4NB+RgIDPeAGhwMysdAYLgH1OBgUD4GMtJwc4HhswLlYyAw3LvnzI/NbFA+BgLDvXvO/NjMBuVjIEc1vGM/2FVz/2W3f03GGWc6L2D4rED5GMhow7eW5aATcf+AR5CytjTn0uGhZpyw9abzSpSMNrsDw2MKysdATow2/O1dkW1vLZ8lw9/nZZ5zIcNVwrDPMDyuoHwMJNjwTle+nVAart5T6MAxXCZ8/6Dzd/aDv6dGe6fNc7swPLagfAxkXAxXhqfYXF/D9/7vbfozkKGffTK8y011GB5XUD4GEmD4snzsg/Y603bmsvLs3DGcwjsZndlXhku9YXhcQfkYSHAMF67h2bZ/DKdPMwzHU5yOD8rHQMYZzpF8P8O96nLOXSt72ijhv+zC8MSA8jGQI18PV7L3rpV5VsHwmILyMZDj3/EyyILe8QLDjw/Kx0ASc9cqDD8+KB8DgeHePWd+bGaD8jGQxBiOq2XHB+VjIDDcu+fMj81sUD4GAsO9e8782MwG5WMgMNy758yPzWxQPgYCw717zvzYzAblYyCh34iwmPQdPQyfESgfAwn9VqOFBIZHAsrHQGD4qGzAECgfA4Hho7IBQ6B8DCQmhnvfiQDDZ0Wcy2fePUnTY+CLwXBvNjM8xDgQ5/KJzXcLZ3i1VvLP5rUv5jblH4z6tA/wSMDwSIhz+cTmu00nhuc2KzQtNwtTPLLjAMMjIc7lE5vvFjqGV2tXLlm3ae6VGgVsDurF9Q8pfq/lleFfes9qXhfpwyu19ZWXas3XrZLaZkWUa7wmEmB4JMS5fGLz3az+93T6P8Wp3/BKvtEs8MeGa28vhldrddGwSulDMp7mc0V3m2rtutiIKMrD8EiIc/nE5rsdwfA6q8zapg/rQ4Y3KFhTevqQEugPgSi7hjfkefqI8/hZfisYPiviXD6D3+2+bcu3BIiMffYDtYW3Or/2xciOLCQzM7w+ZHiEZ+kwPBLiXD4D361j77dS/CzC1oWDjnrZj7c+KwEWkqMbvqZa6fXc5lArvVmQhrutdLlNtXZb+h/5t4Lhs2KgfOZ3ybcP3yMNs3H/d1vixwrzowZbKZ5mHuyS6iS8Mlx1S/GFpLWPDq/Umu+t5WX7dXE4uuGv1JovC3HNuvweadtwe9pe0z1tfNnspVrzDWrI6G02alZUYXwCw/EUp+MzaPh8jmIAv6OYQOSRKyhiq6CdlQ8Pz7LhbTac/j5w3JLdUhziZN9TQzVvF4hwhveY9GuUIzrz7geGR4Iphgcd2Kh1bjoF8Kx85658t482nFfoGC4DnjKcYnf6sNQg0ReIQcMnvR4Ow4Ephgcf14i1veTsu+fa3MH2rnxcuGql89yw4dxuLf5iczHu+nI4quGLDQyPhMU0fKBGjz0s//W91I7NL9RO8fsAyG0+Cad2e+88fMDwcmSnohMCw4OymeEhxoFFM9y3C238UY3ZbW+pyyGcaHP0/n7q7AdCn4dbdW04d0R9JA2XZ+MLgu8Xg+HebGZ4iHFgjOH+l5DHD10I6oyu8p2UPPU7+fP4Gcrwo+3mz+cPF6eR7vvFEmM4rpYdn2DDfS4hTzZ0YYzh3GPtf+vUAhjesC5Hc0F4EkIYbhsGDI+EUYaPvIQ82dAFx3C1nXipZl0uOB/V2it81vuKvAhrvZjX4yMGj2d+MXyRmE4Mn8SUyIHhkTDK8JGXkCcbuqAN19vxR3Et735877BevfXnVqm8li+74yMGj8dfVXk62psMbwHDfYDhyWXUDWIjLyFPNnRBG+5uZzVf/ILQH/RHYHPtL9ZY6tfeqKk9086pr+Uc0VAfU+A9baN3Mxz/L+b3/WA4mIDxl5AnG7rQb7jIvfY6X4FSH7Ql/R2o0z6N5vWNIcPdQ0EMF2Fj+Nab2765sCnpV30uEBR7fYrV1aALCH5r06/eq/EfmoCOmWrABjB8Hoy/hDzZ0AVvK52drouXPB+0cbNAhsuYX9LjIwYPYArn4fPuS5oC4Qxv3RltuJ+j1Rdvup2K4Q2XaY1x1x1GbgDD58H4S8iTDV2gBrm8qKa2k4kvOx9kOP8tkHHfulKrO+MjBg5gtj1tC9lu9SGc4Uv2ztep5dXptu6es7v8Z5qn6ttuWmv3rhxaFcFjbOoi/QK5XSw16C9rcS2f26yTr2WLVlODbP0fSkLNN3havXpp/eeramea5+lqPnfxR5vymkhdblWXW60UrbU/Lcm1BZ0Db8AthXJF7eokw/D5cMTiOtaNzX13T8PwfkLH8NZbu3tL+60LBzylkJ7lcysdw6s3VkjsckXpLfhDxuFivcjW3qP5Yin9DrXN2FKapylvc6vAa+XONJ/b1A47MZyzfafAW5W5H9WztlhyNuCdnF1lMgyfD/M33K8j6dj3tA1jjOF+XyzIcCU2u51pd2QTTPQMV+rVdBCV8Zdty23yNZHVDdnuUgqWVRusyi0yTpH+a28b9X7D6U+G+msgMytqw3UOvIESW+3qJMPw+TD34vLvKh53WP49zOP6nhx0ROP2o/O3ZtIeqKCepODd5d+1gYctlIfzCm04NdEzbaEN7zo7CI/h7v2E6lRKXvDkvpXVjYpzwGS4nC+vy+jsZ7hOH2E4rS17/oyUKxzJleHurVAwfB4sRnENjTyZZGyZ/05BfU+a9KHyjOvsDWXc5D1QY7uaRhr+l7dF7uLVfsNH3Ag48cgT/rZbz9/dFbqVLqdiwPBGRf8Fk7+OEijEcvN69Z5sRutWupynLcoDMVw1tW9wc32glU5LZX54hrNWbqnKJ/0OfVG9q06G4fNhMYprWNYJxof7Gx7U9yQ7ieq5mz9QMVzV/5A9UCvjupq04XIL1celptXVv8qnf3hzxc2Kpsc2fGs81SQeAAAQgklEQVR5h2I3fUGfb5s+XFOSiiIH7vQLH6q/YuVf8NOdihXv9/yO/p4U5X+szsldw1V3WdG6/HpBPS9Dff2S+qJFua9c6+lpownNoadtEViM4vIxfOwzXuQ+vjE8qO9JNlp1K101NnkuRA/U2K4mZbjaQvVxqWl19a8L5S/fXHGz4pCpGs1jyyPwnra98wdDTZeQvQ6yVPwZ16JxitAnw8FdYfg88Llxah74GD7mOW1KcF/DR/Y9iWuF6m3hY3iIHqixXU1qI72F7OPS09WN0ks/ojDqZuU9Rx346iGe4tSRUfsYhvPZ+egTjyMZXpZRG4YvCo8sBkPHZY1ccAX3Pw8f1fdE3snqmPa20kW4HqixXU1ew50+Lp5WVz/64U1qKPeymo7hvizklQMYPi/m5nQ/wwc2WnHLd6dxfU8i/fHH7LZzddjpaQvTAzW2q8nbSld9XGpaXf3u527nbq7orJxsfZnM8HneencUYPi8mJfSA/gcWWCrfnifcX1P3L/EUzac/8mrZSF7oMS4riZ5Pa2ih8PLPi41pa25l29FZ6V62vi7lOhQ1E/viwx8N8RwbzYzPMSYMi+lBxh7aJZn6rvLFPueFAE9UB78uprGEXx6m1jD8RSnxDGkeIDgU+t7UgT3QHmA4ZMBw4EPA4oHCW5enR/FsZ+1OvrbDvxp0TejRAIMB374NNRHteqDrsfZIa/fzZfZGT4ADAeGEXyubxKeLxU48uT8wd6SvObvdCoKfX8P33Kn+gw9N95VV+/10hvW5UswHBjFvL2cHp4vNcbwTldsvb3r3r4ntOFyDKi8pt934909N50v8kX4wjYYDnwY+0iRAebt5fTwfKkxhrdS+rqgun1P9J7xom6z8954p+7JVenOrXwRgatlYBh+EFQo5u3l9PB8qSDDt57nS4Mpe9+9fU94DJfX/7033mnD1VP1YDiYM7mLbziGpy81/59LvuM04s9ow9/abV044Bt8sm339j3RM1zfOue98U4a7o4JpfTIvgUMB0M06m4r/aVC+hKdT74cuH1MGd2XnrXf/bMDmvIzsAd72vi6mNPT5t54pwx3x8Q234PhYH7IOz31/P+bF9cKIvf/zfWA5sQUrpZF2BofBQwHg8jXLWjFXypUa7cRw3vAcBAHGp7z8JcbOA/vYdwdfDAc+NCQT/r2DrxKIP6GB7CYd/DBcAB88TWcmcdVvOPhHDkMB8AFhnuA4SB2wHAPMBzEDhjuAYaD2DHScHOB4QC4wHDvnjM/NgAi5gQM9+w582MDIGKOanjHfrDbn5JxxpfOGxgOgMtow7eW5aATcf+AR5Da/I6Xnd4TKDv7lNqWa90kGA7AohFg+Nu7ItveWj5Lhr8vU9wRpEIZ/ixtAcMBWGSCDe905RPiteF9OpPh72e6lNT5O/vB33ObfbENx1OcQCIZF8OV4Sl51u19Trw0nNbd50e5kemZfRgOwOIx+moZn4d39VtehNAvZBT8ZAg+HZeGU4wnw9usNwwHYBEJMPxt2VmuDc+2+9/0ogwX2bMwHIAFZpzhHMn3M9yNnuk9b1W4hrcuwHAAFpij3tPW2R9OguEALBpHNhx3vABgALgv3bvnzI8NgIiB4d49Z35sAEQMDPfuOfNjAyBiYLh3z5kfGwARA8O9e8782ACIGBju3XPmxwZAxMBw754zPzYAIib0GxEWFO/Rw3AAHEK/1WgxgeEA+ALDR+QCQCyA4SNyASAWxMVwzysRYDgALjDcm8ssDxGAeXAi2PDXvjg+i/RhZdpHFRoYDoAvwYbnNieQF4YDsLAEG75pWWv5L71nNa+Tx1dq6ysv1ZqvW6VqrSSK6yuiXFNrlOFqO/FSzbpccD8iAoYD4Mv4GF6t1UXDKqUP1/I8nyu6hldr18VGs6AN19vxR3Etrz+i+howHABfxhveoGCdPqxLjxvNgii7hjf+//bOpzdu44zDi+l+g8BX+VrnoA9QIYf4KLTaXcWxVAlBDFRF7NSHHoo0AYSqOagHV1KukSWgqt02CdJP0GNP7anH5fDfcsnd79H3neGfkcSltLZJrmZ/D2wudzgzHAp6+A6HHEo9TdZPDc/zdfY+/ZVIP5riZsPxFiewlMxh+M41w/dUN/yy4WL9y686tCH9aAgYDkAp1XfL8l4698V3RNFL31nf517679lrs5e+t8Efn+UfTR0GDAeglBvuh+92nv78y3SkjQwXn23v/aHTF7/uPP6OQvbn2xymqUNO7AidTyX+Jv9oCBgOQCnzP/FCvfRaW/RGwHAASoHhZi11NhGANsBTq2YtdTYRgDaA4WYtdTYRgDaA4WYtdTYRgDaA4WYtdTYRgDYoN7x714DhAJQydwy/jSnNA8MBKAWGm7XU2UQA2gCGm7XU2UQA2mCm4Qd//Lq8AP1f+V3JtNDeTr669aRi2ujWNj/kWvXI+oziVQVhOAClzDT88E+zDS9TcOvT3z7K16sMJ3Z3KjfPLj6zIAwHoJSZht/vvvjzkRDHJ4ff/Kx7QitdXmrD9ztPL375urMp1vd5ysnKR+R2r7/bF/zSh/X9HVJ00KHNYtB59r++0Ou7vNz65ONnj5Sou1xSfe11nv6lT0XWf7Ghs6aGqxx6D3qpDOeuwmCTCur6O/r9MjAcgFKqYvjht6cv758dPjznJYX0tTORx/Ct549I7MGm1lvwhxKzt9NjRS9ovddfebWx8prlpXVacp4vuJNNonL5Vxv8dcAvhEkNz7PyTlQOvYdsP7rg+n6fCvJSZVcthuEAlFFluBab3V49Oua7zkeiMFwbuZ3GUBWWWbb1fX7Z05PP1YRSbeBATy7d4qmmWl7KTM6mLnOpXmr4IC8mshxqD9l+djmc9/Xu6Utas4DhAMyg8jr8+GT1SKSGn2QFhGG4co+DqJ4jrt7ktrfBhuuXQmjD1frgmQraFYbriC2y63CdI9uDXu6qLjpHcm14/pJXGA5AKe9VGX7w4TenIu2lq6W4YvjuZjqGrlyjBIqw3Ot+cqF60WkvXa1TjoERw9NeOn2l/JzpOffgi8531kvXe8j2w4avvPrkkUgzqqVqMQwHoIyZhh88eEGxmyJ3yUjbyuunFzqG9zhwr3z0Tz2OPvg3v1+9t2mOtP0jHWmjKP+v1/3ccB5H6+to3VOZep3HX2UjbXxbbFPn0HtIl3osnXXHSBsAt2Km4czLD86v3Tab84kX1ZW/kd4cL5XQFwdXbqjBcABKqTL8WEXttzCcr86rb32nzGH4QEVtGA7AraiM4WXc1adW8RYnsJSUG972ZNC5geEAlLI0M09gOFhKYLhZS51NBKANYLhZS51NBKAN3qHhV8a302dRmgGGA1BKfTF8wQzH3TKwlFTOPPng/OV9Nd8ke6BNpE+t8qRP/TyZMfVz68lFkb7befwxDAegbW4w/PhEHPz1NJ86KlLDv9jIZpVcmvp5kafzY+bbMByAtrnB8MN76TPpeuqoKN7xomdumlM/9axwnZ5NJm0KGA5AKVWGH3zIj6Xf657lU0eFYbia8mFO/UwNzyZyw3AA2me24d+eHj4858lla0f51FFRGJ7OCTWnfirD03mdzx9RenOHAcMBKGX2WPpa929/P6dl98XX10ba+L5YNtKWT/3UhudvZdv7DoYD0Dbv4G5Zk73xWcBwAEqB4WYtdTYRgDZYmqdWYThYSsoNr6BbtbE9YDgAZZQazvzk7pG2HIYDkAPDDWA4sA4YbgDDgXW8B8MLYDiwjpmG311gOAA5MNwsWXvbAGgYGG6WrL1tADTMmxp+3P3x9HLKaja/tG3wFicAcmYbfvBATToR35/zDNIu/33hF8VfPzk+o9QjtTVPguEALBoz75bxu13E2tHBg/fJ8B90UvaeF6EN/ynlgOEALDLVhh+fqL9OmBqu/lBhChv+w+oJGX78n+6P/+U+OwwHYOG4KYZrw++xwYf3jFe9KMNp2/f8KjcyffUMhgOweFQY/kC99iEN3KtH2WJNXY4rwynGk+FHrDcMB2ARqY7hIjd87ShbaLThYu39u2I47paBpeQmwzmSn63yMPrqtbF0MvzwIQwHYIGZbXg1x2fXk2A4AIvGGxt+1554geFgKXlTwxcYGA5ADgw3S9beNgAaBoabJWtvGwANA8PNkrW3DYCGgeFmydrbBkDDwHCzZO1tA6BhMsNtAoYDkNEt1cFCYDhYSmC4AQwH1gHDDWA4sI62xWsMGA6WkrbFawwYDpaStsVrDBgOlpK2xWsMGA6WkrbFa45b/DBgOLCOtr1rjlv8MGA4sI6luVsGw8FSAsMNYDiwju4VtA1XU21Iv8UPA4YDYDMwHACbgeEA2AwMB8BmYDgANgPDAbAZGA6AzcBwAGwGhgNgMzAcAJuB4QDYDAwHwGZgOAA2A8MBsBkYDoDNwHAAbAaGA2AzMBwAm4HhANgMDAfAZmA4ADYDwwGwGRgOgM3AcABsBoYDYDMwHACbgeEA2AwMB8BmYDgANgPDAbAZGA4WiKEj3eEt8nn+pa8y4GUgr+QKZSjESEZCqi0RZeMUYhxJ6cRv3dz6cajlifM2NcBwsDjEMgmHbnJzxvCyzNrb8KrhYuKOReSOyPCAVadsUp8//Cjwhm78DppcM2y4c+245gGGg4VhrPybyhHFLVdOyNxEqqT0WywDDr4xZeSorFM9R04ywyfS8YQ74U2qwpEbTVluKRPeXBgup7SIKbhTHdHILNIQjiOG1BbfKdaKJNV0OlBqGdkdq4ONHemHwqdGTuSYD933dE1DdQQi9Hm7kL4vndB1pvmeYDhYGIbstiJ2woB60dIJhtLLv7nDUeJ7U06h3/I01U28wnBv4oqYLMjC81TySUDIiNKiSWG448TTMW9wgsCZXCrSDKRpQqcdal2+ViQxtJrQ9QUZPvbpfBTLSUyfCZ2vHJ+PNHbd9Ah9zkcfvJ3PZRM6B7rFVQwMBwtDzLFKcpfaJWVDV/W+6b/xbRoEfHXNHXKdGtBZwcsMH1N0DzwZBDINcMJVa3Iog5GcFoZzV0C6nqqS6rpUpBGGcupETkD7z9eKJJVhOAqlk/fSKcBTKyeBHHp0CNN4NE377gm1exjTecLj7XTK4tOW2bGH4WBhGJKiI499lYrMcOMbdbWd1HCdqi6+jetwWvWTfGwqlo6vEqMkVBVkhtO/kKxJDTeLNAN56lKfnA44XyuSVAaHDrQwnM1V6kbcqRn50nW1xI7xQdthOFhgsutwFtHzgjg33PgWqxRluEod0y/8ODOcw/mYrkyz8XhPxlOuU4ahG00Mw1WBqVTX40NXGEWawo9o75FvrhVJnOqMxfUYThfgE58D9zSTmK/Kh0PEcHAnSNyhF7qk38QPAj/KDDe/xcFEGe5lqf7k0nW4zyeK7HreVzaQKuFI8kUqGZ6EYeiJyJl6U66Sr8Njs0hjh6o8TMy1IslJhOtMk9zw/DpcBOpuYsR9eqny0UEnZHZ+HQ7DwSITu9IJnUCMJmokWY2DX/pGvfTEl2JEv8Jp6tiXUXY/PJI+93F9PVilrlHFyHW4ZCRVVapn71NZV7oTqtJXw+xFkcYIab/6zJSvFUnkKPUqEkerOizG0ll3T3XhI47a7DPfUTDG0mE4sJ1RoIW/Demw1jxF7howHFhGKG/xyExKKvY8Re4aMBwAm/k/gun5Nb99wa4AAAAASUVORK5CYII=" /> </div> </div> -<div id="axlewheelsdatadeclarationtype" class="section level2"> +<div id="axlewheelsdatadeclarationtype-1" class="section level2"> <h2>AxleWheelsDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v2.0:AbstractAxleWheelsDataDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" /> +<img src="data:image/png;base64,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" /> </div> </div> <div id="axledatadeclarationtype" class="section level2"> <h2>AxleDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v2.0:AbstractAxleDataDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" /> </div> </div> -<div id="tyredatadeclarationtype" class="section level2"> +<div id="tyredatadeclarationtype-1" class="section level2"> <h2>TyreDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractTyreDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="auxiliariesdatadeclarationtype" class="section level2"> +<div id="auxiliariesdatadeclarationtype-1" class="section level2"> <h2>AuxiliariesDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v2.0:AbstractAuxiliariesDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="airdragdatadeclarationtype" class="section level2"> +<div id="airdragdatadeclarationtype-1" class="section level2"> <h2>AirdragDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em> v1.0:AbstractAirdragDataDeclarationType</p> +<div class="figure"> +<img 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" /> + +</div> +</div> +<div id="signaturetype-1" class="section level2"> +<h2>SignatureType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0</p> +<p><em>Base Type:</em></p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> @@ -423,37 +518,45 @@ <li>ADAS Parameters (advanced driver assistant system): Engine Stop/Start, EcoRoll without engine stop, EcoRoll with engine stop, Predictive CruiseControl</li> </ul> <p>Introduction of a new Vehicle type: Exempted vehicles. No VECTO simulation is performed for such vehicles.</p> -<div id="vehicledeclarationtype-1" class="section level2"> +<div id="vehicledeclarationtype-2" class="section level2"> <h2>VehicleDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1</p> +<p><em>Base Type:</em> v2.0:AbstractVehicleDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> <div id="exemptedvehicledeclarationtype" class="section level2"> <h2>ExemptedVehicleDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1</p> +<p><em>Base Type:</em> v2.0:AbstractVehicleDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> <div id="advanceddriverassistantsystemstype" class="section level2"> <h2>AdvancedDriverAssistantSystemsType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1</p> +<p><em>Base Type:</em> v2.1:AbstractAdvancedDriverAssistantSystemsType</p> <div class="figure"> -<img src="data:image/png;base64,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" /> +<img 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" /> </div> </div> -<div id="enginedatadeclarationtype-1" class="section level2"> +<div id="enginedatadeclarationtype-2" class="section level2"> <h2>EngineDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1</p> +<p><em>Base Type:</em> v1.0:AbstractCombustionEngineDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> </div> -<div id="xml-schema-2.3" class="section level1"> -<h1>XML Schema 2.3</h1> +<div id="xml-schema-2.3-dev" class="section level1"> +<h1>XML Schema 2.3 DEV</h1> <ul> <li>Introduction of a new model parameter for ADAS in combination with AT transmisisons: ATEcoRollReleaseLockupClutch</li> <li>New Engine component data: @@ -465,138 +568,116 @@ </ul> <div id="advanceddriverassistantsystemstype-1" class="section level2"> <h2>AdvancedDriverAssistantSystemsType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3</p> +<p><em>Base Type:</em> v2.1:AbstractAdvancedDriverAssistantSystemsType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="enginedatadeclarationtype-2" class="section level2"> +<div id="enginedatadeclarationtype-3" class="section level2"> <h2>EngineDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3</p> +<p><em>Base Type:</em> v1.0:AbstractCombustionEngineDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="gearboxdatadeclarationtype-1" class="section level2"> -<h2>GearboxDataDeclarationType</h2> +<div id="tyredatadeclarationtype-2" class="section level2"> +<h2>TyreDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3</p> +<p><em>Base Type:</em> v1.0:AbstractTyreDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> </div> -<div id="xml-schema-2.6" class="section level1"> -<h1>XML Schema 2.6</h1> +<div id="xml-schema-2.6-dev" class="section level1"> +<h1>XML Schema 2.6 DEV</h1> <ul> <li>New Vehicle type: Heavy Bus Primary Vehicle</li> <li>New Vehiclee type: Heavy Bus Completed Vehicle</li> </ul> <div id="primaryvehicledeclarationtype" class="section level2"> <h2>PrimaryVehicleDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.0:AbstractVehicleDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> <div id="primaryvehiclecomponentsdeclarationtype" class="section level2"> <h2>PrimaryVehicleComponentsDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.6:AbstractPrimaryVehicleComponentsDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="primaryvehicleauxiliairesdatadeclarationtype" class="section level2"> -<h2>PrimaryVehicleAuxiliairesDataDeclarationType</h2> +<div id="primaryvehicleauxiliarydatadeclarationtype" class="section level2"> +<h2>PrimaryVehicleAuxiliaryDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.6:AbstractPrimaryVehicleAuxiliaryDataDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> <div id="completedvehicledeclarationtype" class="section level2"> <h2>CompletedVehicleDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.0:AbstractVehicleDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> <div id="completedvehiclecomponentsdeclarationtype" class="section level2"> <h2>CompletedVehicleComponentsDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.AbstractCompletedVehicleComponentsDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" /> - -</div> -</div> -<div id="completedvehicleauxiliariesdatadeclarationtype" class="section level2"> -<h2>CompletedVehicleAuxiliariesDataDeclarationType</h2> -<div class="figure"> -<img 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" /> - -</div> -</div> -</div> -<div id="xml-schema-primary-vehicle-information-file" class="section level1"> -<h1>XML Schema Primary Vehicle Information File</h1> -<p>VECTO Output generated for primary vehicles (heavy bus). Used as input for the second stage simulation.</p> -<div id="vectooutputprimaryvehicle" class="section level2"> -<h2>VectoOutputPrimaryVehicle</h2> -<div class="figure"> -<img src="data:image/png;base64,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" /> - -</div> -</div> -<div id="primaryvehicleheavybusdatatype" class="section level2"> -<h2>PrimaryVehicleHeavyBusDataType</h2> -<div class="figure"> -<img src="data:image/png;base64,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" /> - -</div> -</div> -<div id="vehiclepiftype" class="section level2"> -<h2>VehiclePIFType</h2> -<div class="figure"> -<img src="data:image/png;base64,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" /> - -</div> -</div> -<div id="vehiclecomponentspiftype" class="section level2"> -<h2>VehicleComponentsPIFType</h2> -<div class="figure"> -<img 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" 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" /> </div> </div> -<div id="enginedatapiftype" class="section level2"> -<h2>EngineDataPIFType</h2> +<div id="completedvehicleauxiliarydatadeclarationtype" class="section level2"> +<h2>CompletedVehicleAuxiliaryDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.6:AbstractCompletedVehicleAuxiliaryDataDeclarationType</p> <div class="figure"> -<img src="data:image/png;base64,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" 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" /> </div> </div> -<div id="transmissiondatapiftype" class="section level2"> -<h2>TransmissionDataPIFType</h2> +<div id="vehiclemediumlorrydeclarationtype" class="section level2"> +<h2>VehicleMediumLorryDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.0:AbstractVehicleDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="transmissiongearspiftype" class="section level2"> -<h2>TransmissionGearsPIFType</h2> +<div id="vehiclecomponentsnoaxlegeartype" class="section level2"> +<h2>VehicleComponentsNoAxlegearType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.0:AbstractVehicleComponentsDeclarationType</p> <div class="figure"> -<img 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" 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" /> </div> </div> -<div id="angledrivedatapiftype" class="section level2"> -<h2>AngledriveDataPIFType</h2> -<div class="figure"> -<img 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" /> - -</div> -</div> -<div id="axlegeardatapiftype" class="section level2"> -<h2>AxlegearDataPIFType</h2> +<div id="gearboxdatadeclarationtype-2" class="section level2"> +<h2>GearboxDataDeclarationType</h2> +<p><em>Namespace:</em> urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6</p> +<p><em>Base Type:</em> v2.0:AbstractTransmissionDataDeclarationType</p> <div class="figure"> -<img 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" 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a/Documentation/XML/XMLSchema1.0/RetarderDataDeclarationType.png b/Documentation/XML/XMLSchema1.0/RetarderDataDeclarationType.png new file mode 100644 index 0000000000000000000000000000000000000000..600ec81ab3b452c1b6b8c2af6c4a2b336bba5b7c Binary files /dev/null and b/Documentation/XML/XMLSchema1.0/RetarderDataDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema1.0/Schema1.0.md b/Documentation/XML/XMLSchema1.0/Schema1.0.md index 0fa9d877b217d402e7c642acebebc8c35507b5c6..bdab96e2aad55aa67a34d34bf795c2e551a0b661 100644 --- a/Documentation/XML/XMLSchema1.0/Schema1.0.md +++ b/Documentation/XML/XMLSchema1.0/Schema1.0.md @@ -6,45 +6,120 @@ XML schema for declaration input data according to EU Regulation 2017/2400 for c ##VectoInputDeclaration +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationInput:v1.0 +  ##VectoInputComponent +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationComponent:v1.0 +  -##VehicleDeclarationJobType +##VehicleDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0  -##VehicleComponents - +##VehicleComponentsType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + + + +##EngineDataDeclarationType + +*Base Type:* v1.0:AbstractCombustionEngineDataDeclarationType* + + + +##GearboxDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + +*Base Type:* v1.0:AbstractTransmissionDataDeclarationType + + + +##GearDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + +*Base Type:* v1.0:GearBaseType + + + +##TorqueConverterDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + +*Base Type:* v1.0:AbstractTorqueConverterDataDeclarationType + + + +##AngledriveDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + +*Base Type:* v1.0:AbstractAngledriveDataDeclarationType* + + + +##RetarderDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + +*Base Type:* v1.0:AbstractRetarderDataDeclarationType + + + +##AxlegearDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + +*Base Type:* v1.0:AbstractAxlegearDataDeclarationType + + + +##AxleWheelsDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + + + +##AxleDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + + + +##TyreDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 + +*Base Type:* v1.0:AbstractTyreDataDeclarationType + + + +##AuxiliariesDataDeclarationType -##Engine - +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 -##Gearbox - +*Base Type:* v1.0:AuxiliariesBaseType -##Angledrive - + -##Retarder - +##AirdragDataDeclarationType -##Axlegear - +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 -##AxleWheels - +*Base Type:* v1.0:AbstractAirdragDataDeclarationType -##Tyre - + -##Auxiliaries - +##SignatureType -##Airdrag - +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0 -##Signature  diff --git a/Documentation/XML/XMLSchema1.0/SignatureType.png b/Documentation/XML/XMLSchema1.0/SignatureType.png index 2f5371a9bb05a73f201f4c0193ba58e6e59e345d..25ea340949d773f22383c6e2e4fa7a1b6cddad32 100644 Binary files a/Documentation/XML/XMLSchema1.0/SignatureType.png and b/Documentation/XML/XMLSchema1.0/SignatureType.png differ diff --git a/Documentation/XML/XMLSchema1.0/TorqueConverterDataDeclarationType.png b/Documentation/XML/XMLSchema1.0/TorqueConverterDataDeclarationType.png new file mode 100644 index 0000000000000000000000000000000000000000..c67013785cbc10b2556e9ff3dc79b399c1559361 Binary files /dev/null and b/Documentation/XML/XMLSchema1.0/TorqueConverterDataDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema1.0/TyreComponent.png b/Documentation/XML/XMLSchema1.0/TyreComponent.png 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b/Documentation/XML/XMLSchema2.0/Schema2.0.md index a771229dad1ee9a01e9b1bad50dfdbba1fe00c17..1df6f25bdca961c0eb9ae4b1783a27e640702e09 100644 --- a/Documentation/XML/XMLSchema2.0/Schema2.0.md +++ b/Documentation/XML/XMLSchema2.0/Schema2.0.md @@ -13,54 +13,151 @@ XML Schema 2.0 contains the same structure as schema version 1.0 before all upda ##VectoInputDeclaration +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationInput:v2.0 +  -##VectoDeclarationJobType +##VectoInputComponent + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationComponent:v2.0 - + ##VehicleDeclarationType +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v2.0:VehicleBaseType + +*Base Type:* v2.0:AbstractVehicleDeclarationType +  ##PTOType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v2.0:AbstractPTODataType +  ##VehicleComponentsType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractVehicleComponentsDeclarationType +  ##EngineDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractCombustionEngineDataDeclarationType +  ##GearboxDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractTransmissionDataDeclarationType +  ##GearsDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v2.0:AbstractGearsDeclarationType +  +##GearDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v2.0:GearBaseType + + + ##TorqueConverterDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractTorqueConverterDataDeclarationType +  ##AngledriveDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractAngledriveDataDeclarationType +  ##RetarderDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractRetarderDataDeclarationType +  ##AxlegearDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractAxlegearDataDeclarationType +  ##AxleWheelsDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v2.0:AbstractAxleWheelsDataDeclarationType +  ##AxleDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v2.0:AbstractAxleDataDeclarationType +  ##TyreDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractTyreDataDeclarationType +  ##AuxiliariesDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v2.0:AbstractAuxiliariesDataDeclarationType +  ##AirdragDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* v1.0:AbstractAirdragDataDeclarationType +  + +##SignatureType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0 + +*Base Type:* + + + diff --git a/Documentation/XML/XMLSchema2.0/SignatureType.png b/Documentation/XML/XMLSchema2.0/SignatureType.png new file mode 100644 index 0000000000000000000000000000000000000000..6fd12652560ea11b7904a3d4d8c57b7a498ff185 Binary files /dev/null and b/Documentation/XML/XMLSchema2.0/SignatureType.png differ diff --git a/Documentation/XML/XMLSchema2.0/TorqueConverterDataDeclarationType.png b/Documentation/XML/XMLSchema2.0/TorqueConverterDataDeclarationType.png index 4ca7157aff9536d44c10845c19274ce7cf808726..8959dbeccb953e11c86ba6abc1b4e37ebb2d52e0 100644 Binary files a/Documentation/XML/XMLSchema2.0/TorqueConverterDataDeclarationType.png and b/Documentation/XML/XMLSchema2.0/TorqueConverterDataDeclarationType.png differ diff --git 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b/Documentation/XML/XMLSchema2.1/ExemptedVehicleDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.1/Schema2.1.md b/Documentation/XML/XMLSchema2.1/Schema2.1.md index 469ce2fff9f608c1a5f1c7a081c778d94d2138f8..a74fb052bc5ea499140fb1f8fa941a012bb060da 100644 --- a/Documentation/XML/XMLSchema2.1/Schema2.1.md +++ b/Documentation/XML/XMLSchema2.1/Schema2.1.md @@ -12,15 +12,35 @@ Schema version 2.1 includes all changes introduced with the first amendment of E Introduction of a new Vehicle type: Exempted vehicles. No VECTO simulation is performed for such vehicles. ##VehicleDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1 + +*Base Type:* v2.0:AbstractVehicleDeclarationType +  ##ExemptedVehicleDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1 + +*Base Type:* v2.0:AbstractVehicleDeclarationType +  ##AdvancedDriverAssistantSystemsType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1 + +*Base Type:* v2.1:AbstractAdvancedDriverAssistantSystemsType +  ##EngineDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1 + +*Base Type:* v1.0:AbstractCombustionEngineDataDeclarationType +  diff --git a/Documentation/XML/XMLSchema2.1/VehicleDeclarationType.png b/Documentation/XML/XMLSchema2.1/VehicleDeclarationType.png index 08cacaf5e3fbc4680c5e77d1a9f02b57bf6249de..f29eef4741ff75d59918fdc4b99d1ea24c519954 100644 Binary files a/Documentation/XML/XMLSchema2.1/VehicleDeclarationType.png and b/Documentation/XML/XMLSchema2.1/VehicleDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.3_DEV/AdvancedDriverAssistantSystemsType.png b/Documentation/XML/XMLSchema2.3_DEV/AdvancedDriverAssistantSystemsType.png index 79f1f37bf417697112daf807531ea76da245d42c..c19065db5a150f84abfcbea23e619962728006b3 100644 Binary files a/Documentation/XML/XMLSchema2.3_DEV/AdvancedDriverAssistantSystemsType.png and b/Documentation/XML/XMLSchema2.3_DEV/AdvancedDriverAssistantSystemsType.png differ diff --git a/Documentation/XML/XMLSchema2.3_DEV/EngineDataDeclarationType.png b/Documentation/XML/XMLSchema2.3_DEV/EngineDataDeclarationType.png index 22079a2a6be1a2b166b44535b39624cebb46a275..a77e906af2aa77fb783c343abf5a50c01400871d 100644 Binary files a/Documentation/XML/XMLSchema2.3_DEV/EngineDataDeclarationType.png and b/Documentation/XML/XMLSchema2.3_DEV/EngineDataDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.3_DEV/GearboxDataDeclarationType.png b/Documentation/XML/XMLSchema2.3_DEV/GearboxDataDeclarationType.png deleted file mode 100644 index b5bd0f8f6db4c4a5af2bd329bd44111713f26011..0000000000000000000000000000000000000000 Binary files a/Documentation/XML/XMLSchema2.3_DEV/GearboxDataDeclarationType.png and /dev/null differ diff --git a/Documentation/XML/XMLSchema2.3_DEV/Schema2.3.md b/Documentation/XML/XMLSchema2.3_DEV/Schema2.3.md index ccf5be3fea9860fec00fb1ea2c5e0d46a47478ae..bf6ddc8fd2c678add946c1f6d0f6eff8c66e1fed 100644 --- a/Documentation/XML/XMLSchema2.3_DEV/Schema2.3.md +++ b/Documentation/XML/XMLSchema2.3_DEV/Schema2.3.md @@ -1,4 +1,4 @@ -XML Schema 2.3 +XML Schema 2.3 DEV =============== * Introduction of a new model parameter for ADAS in combination with AT transmisisons: ATEcoRollReleaseLockupClutch @@ -9,10 +9,25 @@ XML Schema 2.3 ##AdvancedDriverAssistantSystemsType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3 + +*Base Type:* v2.1:AbstractAdvancedDriverAssistantSystemsType +  ##EngineDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3 + +*Base Type:* v1.0:AbstractCombustionEngineDataDeclarationType +  -##GearboxDataDeclarationType - +##TyreDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3 + +*Base Type:* v1.0:AbstractTyreDataDeclarationType + + diff --git a/Documentation/XML/XMLSchema2.3_DEV/TyreDataDeclarationType.png b/Documentation/XML/XMLSchema2.3_DEV/TyreDataDeclarationType.png new file mode 100644 index 0000000000000000000000000000000000000000..d3f4fe726ce4feb5624fa15fd7fa23ad4a4fda1f Binary files /dev/null and b/Documentation/XML/XMLSchema2.3_DEV/TyreDataDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleAuxiliariesDataDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleAuxiliariesDataDeclarationType.png index 37fbd7d8af20e0d22dc6140dafa523e7feefaf9c..8fc371e7f8a8ec95f9631a241aaacf6ce7f1f7bb 100644 Binary files a/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleAuxiliariesDataDeclarationType.png and b/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleAuxiliariesDataDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleComponentsDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleComponentsDeclarationType.png index 6009eddcda828fd543e9ac08895383ba73e3aec1..600e59cdfe08211c5e10be29f03537e3af11ce60 100644 Binary files a/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleComponentsDeclarationType.png and b/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleComponentsDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleDeclarationType.png index c85c999381effdb5a27b470d1b7302012ba36d72..4ecef47b34f4045a5e2fcdc741af470c2c716912 100644 Binary files a/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleDeclarationType.png and b/Documentation/XML/XMLSchema2.6_DEV-Buses/CompletedVehicleDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/GearboxDataDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/GearboxDataDeclarationType.png new file mode 100644 index 0000000000000000000000000000000000000000..f14c795f48dc4ad48072efbbef88ed43d6f8e550 Binary files /dev/null and b/Documentation/XML/XMLSchema2.6_DEV-Buses/GearboxDataDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleAuxiliairesDataDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleAuxiliairesDataDeclarationType.png index 0b02573e6f9bd9f90687a467980c86bcbf7fb436..6fc04b27fdb4cfbf4da4ea2dbea4742eb44dafc0 100644 Binary files a/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleAuxiliairesDataDeclarationType.png and b/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleAuxiliairesDataDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleComponentsDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleComponentsDeclarationType.png index 70d7823785bc54813e89d80e0770972c8532d23e..a0d3d6804ad5b3fb657e6c5f26e094dd4fc7d229 100644 Binary files a/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleComponentsDeclarationType.png and b/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleComponentsDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleDeclarationType.png index 3c50be37bc8f7bb7e6a975ce5b9b3987fb04caf1..55a922c9454fbd82fc26b8deaa20b7917ba08b79 100644 Binary files a/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleDeclarationType.png and b/Documentation/XML/XMLSchema2.6_DEV-Buses/PrimaryVehicleDeclarationType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/Schema2.6.md b/Documentation/XML/XMLSchema2.6_DEV-Buses/Schema2.6.md index 1c82d0d4e7f7a1e6e7cee39e3f3c714a73756170..52642503bb339fd74c12c9e40551a52357f96af9 100644 --- a/Documentation/XML/XMLSchema2.6_DEV-Buses/Schema2.6.md +++ b/Documentation/XML/XMLSchema2.6_DEV-Buses/Schema2.6.md @@ -1,4 +1,4 @@ -XML Schema 2.6 +XML Schema 2.6 DEV =============== * New Vehicle type: Heavy Bus Primary Vehicle @@ -6,21 +6,74 @@ XML Schema 2.6 ##PrimaryVehicleDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.0:AbstractVehicleDeclarationType +  ##PrimaryVehicleComponentsDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.6:AbstractPrimaryVehicleComponentsDeclarationType +  -##PrimaryVehicleAuxiliairesDataDeclarationType +##PrimaryVehicleAuxiliaryDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.6:AbstractPrimaryVehicleAuxiliaryDataDeclarationType +  ##CompletedVehicleDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.0:AbstractVehicleDeclarationType +  ##CompletedVehicleComponentsDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.AbstractCompletedVehicleComponentsDeclarationType +  -##CompletedVehicleAuxiliariesDataDeclarationType +##CompletedVehicleAuxiliaryDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.6:AbstractCompletedVehicleAuxiliaryDataDeclarationType +  +##VehicleMediumLorryDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.0:AbstractVehicleDeclarationType + + + +##VehicleComponentsNoAxlegearType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.0:AbstractVehicleComponentsDeclarationType + + + +##GearboxDataDeclarationType + +*Namespace:* urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6 + +*Base Type:* v2.0:AbstractTransmissionDataDeclarationType + + diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/VehicleComponentsNoAxlegearType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/VehicleComponentsNoAxlegearType.png new file mode 100644 index 0000000000000000000000000000000000000000..789f0630acc741f8ccc612503cfb1e992d6ffc65 Binary files /dev/null and b/Documentation/XML/XMLSchema2.6_DEV-Buses/VehicleComponentsNoAxlegearType.png differ diff --git a/Documentation/XML/XMLSchema2.6_DEV-Buses/VehicleMediumLorryDeclarationType.png b/Documentation/XML/XMLSchema2.6_DEV-Buses/VehicleMediumLorryDeclarationType.png new file mode 100644 index 0000000000000000000000000000000000000000..3846b4a32055cc8bc751574a4c12628200bda6db Binary files /dev/null and b/Documentation/XML/XMLSchema2.6_DEV-Buses/VehicleMediumLorryDeclarationType.png differ diff --git a/Documentation/XML/files.txt b/Documentation/XML/files.txt index d7b0fccc6927973510a2cfb0f19146cdb4ae0cb5..ae327d131b0a95a2a51bf2925a404bbdd6f2c76c 100644 --- a/Documentation/XML/files.txt +++ b/Documentation/XML/files.txt @@ -3,4 +3,3 @@ XMLSchema2.0/Schema2.0.md XMLSchema2.1/Schema2.1.md XMLSchema2.3_DEV/Schema2.3.md XMLSchema2.6_DEV-Buses/Schema2.6.md -XMLSchemaPIF/SchemaPIF.md \ No newline at end of file diff --git a/HashingTool/Properties/Version.cs b/HashingTool/Properties/Version.cs index fd75bed347f41529771772fb7ff374a437f7ebbc..9885ea29a8032cae6712dc043628bf988a610f7b 100644 --- a/HashingTool/Properties/Version.cs +++ b/HashingTool/Properties/Version.cs @@ -30,5 +30,5 @@ */ using System.Reflection; -[assembly: AssemblyVersion("0.2.0.1651")] -[assembly: AssemblyFileVersion("0.2.0.1651")] +[assembly: AssemblyVersion("0.2.0.1884")] +[assembly: AssemblyFileVersion("0.2.0.1884")] diff --git a/VectoCommon/VectoCommon/Properties/Version.cs b/VectoCommon/VectoCommon/Properties/Version.cs index bab1ce72c6bc235ed76016d70e31b3b956ae3135..aef55a19678d798b8ff7bde2b30159d424e47aec 100644 --- a/VectoCommon/VectoCommon/Properties/Version.cs +++ b/VectoCommon/VectoCommon/Properties/Version.cs @@ -30,5 +30,5 @@ */ using System.Reflection; -[assembly: AssemblyVersion("0.1.0.1651")] -[assembly: AssemblyFileVersion("0.1.0.1651")] \ No newline at end of file +[assembly: AssemblyVersion("0.6.0.1884")] +[assembly: AssemblyFileVersion("0.6.0.1884")] \ No newline at end of file diff --git a/VectoCommon/VectoHashing/Properties/Version.cs b/VectoCommon/VectoHashing/Properties/Version.cs index e9e8925203ee72d7f1ac49f24c0e065f566f22f2..982f52d15c5c9391bad60d412f49c29665c7f05e 100644 --- a/VectoCommon/VectoHashing/Properties/Version.cs +++ b/VectoCommon/VectoHashing/Properties/Version.cs @@ -30,5 +30,5 @@ */ using System.Reflection; -[assembly: AssemblyVersion("1.2.0.1651")] -[assembly: AssemblyFileVersion("1.2.0.1651")] +[assembly: AssemblyVersion("1.2.0.1884")] +[assembly: AssemblyFileVersion("1.2.0.1884")] diff --git a/VectoConsole/Properties/Version.cs b/VectoConsole/Properties/Version.cs index 362e76eb696fb3117376b1045a163793efc51363..d13dc350b793b9d7180b127984127c4f1e422ba4 100644 --- a/VectoConsole/Properties/Version.cs +++ b/VectoConsole/Properties/Version.cs @@ -30,5 +30,5 @@ */ using System.Reflection; -[assembly: AssemblyVersion("0.1.0.1651")] -[assembly: AssemblyFileVersion("0.1.0.1651")] \ No newline at end of file +[assembly: AssemblyVersion("0.6.0.1884")] +[assembly: AssemblyFileVersion("0.6.0.1884")] \ No newline at end of file diff --git a/VectoCore/VectoCore/Properties/Version.cs b/VectoCore/VectoCore/Properties/Version.cs index df66956b3e51a76b454b96e0e921174d0a6ddd62..4de980523564cdbf25a0c9034e8cb5df48eff1de 100644 --- a/VectoCore/VectoCore/Properties/Version.cs +++ b/VectoCore/VectoCore/Properties/Version.cs @@ -30,5 +30,5 @@ */ using System.Reflection; -[assembly: AssemblyVersion("0.1.0.1651")] -[assembly: AssemblyFileVersion("0.1.0.1651")] +[assembly: AssemblyVersion("0.6.0.1884")] +[assembly: AssemblyFileVersion("0.6.0.1884")] diff --git a/VectoCore/VectoCore/Resources/XSD/VectoComponent.2.0.xsd b/VectoCore/VectoCore/Resources/XSD/VectoComponent.2.0.xsd index 2ec0489fc347938a63c9f07155f3522870c04af6..f497a3d4974144a54cd1177f4eaf8844024d7bca 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoComponent.2.0.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoComponent.2.0.xsd @@ -1,6 +1,6 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationComponent:v1.0" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:vdecdef1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:vdecdef2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationComponent:v2.0" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationComponent:v2.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="2.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:vdecdef1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:vdecdef2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationComponent:v2.0" xmlns:vdecdef="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationComponent:v2.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="2.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions" schemaLocation="VectoDeclarationDefinitions.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" schemaLocation="VectoDeclarationDefinitions.2.0.xsd"/> <xs:element name="VectoInputDeclaration"> diff --git a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.1.0.xsd b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.1.0.xsd index 40ce9fa8702e9ca50ba974beef7b5f79d75ee6b5..2202843973262f8636695c9c298fd04145a5ece2 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.1.0.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.1.0.xsd @@ -1,21 +1,21 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> <?xml-stylesheet type="text/xsl" href="../RenderTable.xslt"?> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="1.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="1.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="http://www.w3.org/2000/09/xmldsig#" schemaLocation="xmldsig-core-schema.xsd"/> <xs:complexType name="AbstractAirdragDataDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractAngledriveDataDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractAxlegearDataDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractCombustionEngineDataDeclarationType" abstract="true"> @@ -23,47 +23,47 @@ <xs:documentation>Engine Component</xs:documentation> </xs:annotation> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractRetarderDataDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractTorqueConverterDataDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractTransmissionDataDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractTyreDataDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AbstractVehicleType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v1.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="ADASType"> <xs:sequence> - <xs:element name="EngineStopStart" type="tns:EngineStopStartType"> + <xs:element name="EngineStopStart" type="v1.0:EngineStopStartType"> <xs:annotation> <xs:documentation>P271 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="EcoRollWithoutEngineStop" type="tns:EcoRollWithoutEngineStopType"> + <xs:element name="EcoRollWithoutEngineStop" type="v1.0:EcoRollWithoutEngineStopType"> <xs:annotation> <xs:documentation>P272 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="EcoRollWithEngineStop" type="tns:EcoRollWithEngineStopType"> + <xs:element name="EcoRollWithEngineStop" type="v1.0:EcoRollWithEngineStopType"> <xs:annotation> <xs:documentation>P273 - bool</xs:documentation> </xs:annotation> @@ -73,103 +73,106 @@ <xs:documentation>P274 - enum</xs:documentation> </xs:annotation> <xs:simpleType> - <xs:restriction base="tns:PredictiveCruiseControlType"/> + <xs:restriction base="v1.0:PredictiveCruiseControlType"/> </xs:simpleType> </xs:element> </xs:sequence> </xs:complexType> <xs:complexType name="AirDragComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AirDragDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Data" type="v1.0:AirDragDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AirDragDataDeclarationType"> - <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> - <xs:annotation> - <xs:documentation>P240</xs:documentation> - </xs:annotation> - </xs:element> - <xs:element name="Model" type="tns:ModelType"> - <xs:annotation> - <xs:documentation>P241</xs:documentation> - </xs:annotation> - </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> - <xs:annotation> - <xs:documentation>P268</xs:documentation> - </xs:annotation> - </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> - <xs:annotation> - <xs:documentation>P243</xs:documentation> - </xs:annotation> - </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> - <xs:annotation> - <xs:documentation>P244</xs:documentation> - </xs:annotation> - </xs:element> - <xs:element name="CdxA_0" type="tns:AirdragCdxAType"> - <xs:annotation> - <xs:documentation>P245 - [m²]</xs:documentation> - </xs:annotation> - </xs:element> - <xs:element name="TransferredCdxA" type="tns:AirdragCdxAType"> - <xs:annotation> - <xs:documentation>P246 - [m²]</xs:documentation> - </xs:annotation> - </xs:element> - <xs:element name="DeclaredCdxA" type="tns:AirdragCdxAType"> - <xs:annotation> - <xs:documentation>P146 - [m²] Drag coefficient * Cross Sectional Area (Truck & Trailer)</xs:documentation> - </xs:annotation> - </xs:element> - </xs:sequence> - <xs:attribute name="id"/> + <xs:complexContent> + <xs:extension base="v1.0:AbstractAirdragDataDeclarationType"> + <xs:sequence> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> + <xs:annotation> + <xs:documentation>P240</xs:documentation> + </xs:annotation> + </xs:element> + <xs:element name="Model" type="v1.0:ModelType"> + <xs:annotation> + <xs:documentation>P241</xs:documentation> + </xs:annotation> + </xs:element> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> + <xs:annotation> + <xs:documentation>P268</xs:documentation> + </xs:annotation> + </xs:element> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> + <xs:annotation> + <xs:documentation>P243</xs:documentation> + </xs:annotation> + </xs:element> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> + <xs:annotation> + <xs:documentation>P244</xs:documentation> + </xs:annotation> + </xs:element> + <xs:element name="CdxA_0" type="v1.0:AirdragCdxAType"> + <xs:annotation> + <xs:documentation>P245 - [m²]</xs:documentation> + </xs:annotation> + </xs:element> + <xs:element name="TransferredCdxA" type="v1.0:AirdragCdxAType"> + <xs:annotation> + <xs:documentation>P246 - [m²]</xs:documentation> + </xs:annotation> + </xs:element> + <xs:element name="DeclaredCdxA" type="v1.0:AirdragCdxAType"> + <xs:annotation> + <xs:documentation>P146 - [m²] Drag coefficient * Cross Sectional Area (Truck & Trailer)</xs:documentation> + </xs:annotation> + </xs:element> + </xs:sequence> + </xs:extension> + </xs:complexContent> </xs:complexType> <xs:complexType name="AngledriveComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AngledriveDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Data" type="v1.0:AngledriveDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AngledriveDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractAngledriveDataDeclarationType"> + <xs:extension base="v1.0:AbstractAngledriveDataDeclarationType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P220</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P221</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> <xs:annotation> <xs:documentation>P265</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P223</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> <xs:annotation> <xs:documentation>P224</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Ratio" type="tns:AngledriveRatioType"> + <xs:element name="Ratio" type="v1.0:AngledriveRatioType"> <xs:annotation> <xs:documentation>P176 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationMethod" type="tns:AngledriveCertificationOptionType"> + <xs:element name="CertificationMethod" type="v1.0:AngledriveCertificationOptionType"> <xs:annotation> <xs:documentation>P258 - [-]</xs:documentation> </xs:annotation> @@ -177,7 +180,7 @@ <xs:element name="TorqueLossMap"> <xs:complexType> <xs:sequence minOccurs="4" maxOccurs="unbounded"> - <xs:element name="Entry" type="tns:AngledriveLossMapEntryType"/> + <xs:element name="Entry" type="v1.0:AngledriveLossMapEntryType"/> </xs:sequence> </xs:complexType> </xs:element> @@ -186,17 +189,17 @@ </xs:complexContent> </xs:complexType> <xs:complexType name="AngledriveLossMapEntryType"> - <xs:attribute name="inputSpeed" type="tns:AngledriveInputSpeedType" use="required"> + <xs:attribute name="inputSpeed" type="v1.0:AngledriveInputSpeedType" use="required"> <xs:annotation> <xs:documentation>P173 - [1/min]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="inputTorque" type="tns:AngledriveInputTorqueType" use="required"> + <xs:attribute name="inputTorque" type="v1.0:AngledriveInputTorqueType" use="required"> <xs:annotation> <xs:documentation>P174 - [Nm]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="torqueLoss" type="tns:AngledriveTorqueLossType" use="required"> + <xs:attribute name="torqueLoss" type="v1.0:AngledriveTorqueLossType" use="required"> <xs:annotation> <xs:documentation>P175 - [Nm]</xs:documentation> </xs:annotation> @@ -209,17 +212,17 @@ </xs:complexType> <xs:complexType name="AuxiliariesComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AuxiliariesDataDeclarationType"/> + <xs:element name="Data" type="v1.0:AuxiliariesDataDeclarationType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AuxiliariesDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AuxiliariesBaseType"> + <xs:extension base="v1.0:AuxiliariesBaseType"> <xs:sequence> <xs:element name="Fan"> <xs:complexType> <xs:sequence> - <xs:element name="Technology" type="tns:AuxFanTechnologyType"> + <xs:element name="Technology" type="v1.0:AuxFanTechnologyType"> <xs:annotation> <xs:documentation>P181</xs:documentation> </xs:annotation> @@ -230,7 +233,7 @@ <xs:element name="SteeringPump"> <xs:complexType> <xs:sequence> - <xs:element name="Technology" type="tns:AuxSPTechnologyType" maxOccurs="4"> + <xs:element name="Technology" type="v1.0:AuxSPTechnologyType" maxOccurs="4"> <xs:annotation> <xs:documentation>P182</xs:documentation> </xs:annotation> @@ -241,7 +244,7 @@ <xs:element name="ElectricSystem"> <xs:complexType> <xs:sequence> - <xs:element name="Technology" type="tns:AuxESTechnologyType"> + <xs:element name="Technology" type="v1.0:AuxESTechnologyType"> <xs:annotation> <xs:documentation>P183</xs:documentation> </xs:annotation> @@ -252,7 +255,7 @@ <xs:element name="PneumaticSystem"> <xs:complexType> <xs:sequence> - <xs:element name="Technology" type="tns:AuxPSTechnologyType"> + <xs:element name="Technology" type="v1.0:AuxPSTechnologyType"> <xs:annotation> <xs:documentation>P184</xs:documentation> </xs:annotation> @@ -263,7 +266,7 @@ <xs:element name="HVAC"> <xs:complexType> <xs:sequence> - <xs:element name="Technology" type="tns:AuxHVACTechnologyType"> + <xs:element name="Technology" type="v1.0:AuxHVACTechnologyType"> <xs:annotation> <xs:documentation>P185</xs:documentation> </xs:annotation> @@ -277,22 +280,22 @@ </xs:complexType> <xs:complexType name="AxleDeclarationType"> <xs:sequence> - <xs:element name="AxleType" type="tns:AxleTypeDeclarationType"> + <xs:element name="AxleType" type="v1.0:AxleTypeDeclarationType"> <xs:annotation> <xs:documentation>P154 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="TwinTyres" type="tns:AxleTwinTyresType"> + <xs:element name="TwinTyres" type="v1.0:AxleTwinTyresType"> <xs:annotation> <xs:documentation>P045 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Steered" type="tns:AxleSteeredType"> + <xs:element name="Steered" type="v1.0:AxleSteeredType"> <xs:annotation> <xs:documentation>P195 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Tyre" type="tns:TyreComponentDeclarationType"/> + <xs:element name="Tyre" type="v1.0:TyreComponentDeclarationType"/> </xs:sequence> <xs:attribute name="axleNumber" use="required"> <xs:simpleType> @@ -305,8 +308,8 @@ </xs:complexType> <xs:complexType name="AxlegearComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AxlegearDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Data" type="v1.0:AxlegearDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AxlegearDataDeclarationType"> @@ -314,44 +317,44 @@ <xs:documentation>Axlegear Component</xs:documentation> </xs:annotation> <xs:complexContent> - <xs:extension base="tns:AbstractAxlegearDataDeclarationType"> + <xs:extension base="v1.0:AbstractAxlegearDataDeclarationType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P215</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P216</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> <xs:annotation> <xs:documentation>P264</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P218</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> <xs:annotation> <xs:documentation>P219</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="LineType" type="tns:AxlegearLineTypeType"> + <xs:element name="LineType" type="v1.0:AxlegearLineTypeType"> <xs:annotation> <xs:documentation>P253 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Ratio" type="tns:AxlegearRatioType"> + <xs:element name="Ratio" type="v1.0:AxlegearRatioType"> <xs:annotation> <xs:documentation>P150 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationMethod" type="tns:AxlegearCertificationOptionType"> + <xs:element name="CertificationMethod" type="v1.0:AxlegearCertificationOptionType"> <xs:annotation> <xs:documentation>P256 - [-]</xs:documentation> </xs:annotation> @@ -359,7 +362,7 @@ <xs:element name="TorqueLossMap"> <xs:complexType> <xs:sequence minOccurs="4" maxOccurs="unbounded"> - <xs:element name="Entry" type="tns:AxlegearTorqueLossMapEntryType"/> + <xs:element name="Entry" type="v1.0:AxlegearTorqueLossMapEntryType"/> </xs:sequence> </xs:complexType> </xs:element> @@ -368,17 +371,17 @@ </xs:complexContent> </xs:complexType> <xs:complexType name="AxlegearTorqueLossMapEntryType"> - <xs:attribute name="inputSpeed" type="tns:AxlegearInputSpeedType" use="required"> + <xs:attribute name="inputSpeed" type="v1.0:AxlegearInputSpeedType" use="required"> <xs:annotation> <xs:documentation>P151 - [1/min]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="inputTorque" type="tns:AxlegearInputTorqueType" use="required"> + <xs:attribute name="inputTorque" type="v1.0:AxlegearInputTorqueType" use="required"> <xs:annotation> <xs:documentation>P152 - [Nm]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="torqueLoss" type="tns:AxlegearTorqueLossType" use="required"> + <xs:attribute name="torqueLoss" type="v1.0:AxlegearTorqueLossType" use="required"> <xs:annotation> <xs:documentation>P153 - [Nm]</xs:documentation> </xs:annotation> @@ -387,7 +390,7 @@ <xs:complexType name="AxlegearTorqueLossMapType"/> <xs:complexType name="AxleWheelsComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AxleWheelsDataDeclarationType"/> + <xs:element name="Data" type="v1.0:AxleWheelsDataDeclarationType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AxleWheelsDataDeclarationType"> @@ -398,7 +401,7 @@ <xs:element name="Axles"> <xs:complexType> <xs:sequence> - <xs:element name="Axle" type="tns:AxleDeclarationType" minOccurs="2" maxOccurs="4"/> + <xs:element name="Axle" type="v1.0:AxleDeclarationType" minOccurs="2" maxOccurs="4"/> </xs:sequence> </xs:complexType> </xs:element> @@ -406,95 +409,95 @@ </xs:complexType> <xs:complexType name="EngineComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:EngineDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Data" type="v1.0:EngineDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="EngineDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractCombustionEngineDataDeclarationType"> + <xs:extension base="v1.0:AbstractCombustionEngineDataDeclarationType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P200</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P201</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> <xs:annotation> <xs:documentation>P261</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P203</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> <xs:annotation> <xs:documentation>P204</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Displacement" type="tns:EngineDisplacementType" nillable="false"> + <xs:element name="Displacement" type="v1.0:EngineDisplacementType" nillable="false"> <xs:annotation> <xs:documentation>P061 - [cm³]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="IdlingSpeed" type="tns:EngineDeclaredSpeedType"> + <xs:element name="IdlingSpeed" type="v1.0:EngineDeclaredSpeedType"> <xs:annotation> <xs:documentation>P063 - [1/min]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="RatedSpeed" type="tns:EngineDeclaredSpeedType"> + <xs:element name="RatedSpeed" type="v1.0:EngineDeclaredSpeedType"> <xs:annotation> <xs:documentation>P249 - [1/min]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="RatedPower" type="tns:EngineRatedPower"> + <xs:element name="RatedPower" type="v1.0:EngineRatedPower"> <xs:annotation> <xs:documentation>P250 - [W]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="MaxEngineTorque" type="tns:EngineMaxTorque"> + <xs:element name="MaxEngineTorque" type="v1.0:EngineMaxTorque"> <xs:annotation> <xs:documentation>P259 - [Nm]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="WHTCUrban" type="tns:EngineWHTCType"> + <xs:element name="WHTCUrban" type="v1.0:EngineWHTCType"> <xs:annotation> <xs:documentation>P109 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="WHTCRural" type="tns:EngineWHTCType"> + <xs:element name="WHTCRural" type="v1.0:EngineWHTCType"> <xs:annotation> <xs:documentation>P110 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="WHTCMotorway" type="tns:EngineWHTCType"> + <xs:element name="WHTCMotorway" type="v1.0:EngineWHTCType"> <xs:annotation> <xs:documentation>P111 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="BFColdHot" type="tns:EngineColdHotBalancingFactorType"> + <xs:element name="BFColdHot" type="v1.0:EngineColdHotBalancingFactorType"> <xs:annotation> <xs:documentation>P159 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CFRegPer" type="tns:EngineCFRegPerType"> + <xs:element name="CFRegPer" type="v1.0:EngineCFRegPerType"> <xs:annotation> <xs:documentation>P192 [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CFNCV" type="tns:EngineNCVCFType"> + <xs:element name="CFNCV" type="v1.0:EngineNCVCFType"> <xs:annotation> <xs:documentation>P260 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="FuelType" type="tns:FuelTypeType"> + <xs:element name="FuelType" type="v1.0:FuelTypeType"> <xs:annotation> <xs:documentation>P193 [enum]</xs:documentation> </xs:annotation> @@ -502,14 +505,14 @@ <xs:element name="FuelConsumptionMap"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:FuelConsumptionEntryType" minOccurs="4" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v1.0:FuelConsumptionEntryType" minOccurs="4" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> <xs:element name="FullLoadAndDragCurve"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:FullLoadAndDragCurveEntryType" minOccurs="2" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v1.0:FullLoadAndDragCurveEntryType" minOccurs="2" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> @@ -519,7 +522,7 @@ </xs:complexType> <xs:complexType name="EngineStartStopDeclarationType"> <xs:sequence> - <xs:element name="Enabled" type="tns:ADASEngineStartStopEnabled"> + <xs:element name="Enabled" type="v1.0:ADASEngineStartStopEnabled"> <xs:annotation> <xs:documentation>P010 </xs:documentation> </xs:annotation> @@ -527,34 +530,34 @@ </xs:sequence> </xs:complexType> <xs:complexType name="FuelConsumptionEntryType"> - <xs:attribute name="engineSpeed" type="tns:EngineSpeedType" use="required"> + <xs:attribute name="engineSpeed" type="v1.0:EngineSpeedType" use="required"> <xs:annotation> <xs:documentation>P072 - [1/min]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="torque" type="tns:EngineFuelConsumptionMapTorqueType" use="required"> + <xs:attribute name="torque" type="v1.0:EngineFuelConsumptionMapTorqueType" use="required"> <xs:annotation> <xs:documentation>P073 - [Nm]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="fuelConsumption" type="tns:EngineFuelConsumptionMapFuelConsumptionType" use="required"> + <xs:attribute name="fuelConsumption" type="v1.0:EngineFuelConsumptionMapFuelConsumptionType" use="required"> <xs:annotation> <xs:documentation>P074 - [g/h]</xs:documentation> </xs:annotation> </xs:attribute> </xs:complexType> <xs:complexType name="FullLoadAndDragCurveEntryType"> - <xs:attribute name="engineSpeed" type="tns:EngineSpeedType" use="required"> + <xs:attribute name="engineSpeed" type="v1.0:EngineSpeedType" use="required"> <xs:annotation> <xs:documentation>P068 - [1/min]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="maxTorque" type="tns:EngineFLDMaxTorqueType" use="required"> + <xs:attribute name="maxTorque" type="v1.0:EngineFLDMaxTorqueType" use="required"> <xs:annotation> <xs:documentation>P069 - [N]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="dragTorque" type="tns:EngineFLDDragTorqueType" use="required"> + <xs:attribute name="dragTorque" type="v1.0:EngineFLDDragTorqueType" use="required"> <xs:annotation> <xs:documentation>P070 - [N]</xs:documentation> </xs:annotation> @@ -563,13 +566,13 @@ <xs:complexType name="FullLoadCurveType"/> <xs:complexType name="GearBaseType"> <xs:sequence> - <xs:element name="Ratio" type="tns:GearboxGearRatioType"> + <xs:element name="Ratio" type="v1.0:GearboxGearRatioType"> <xs:annotation> <xs:documentation>P078 - [-]</xs:documentation> </xs:annotation> </xs:element> </xs:sequence> - <xs:attribute name="number" type="tns:GearboxGearNumberType" use="required"> + <xs:attribute name="number" type="v1.0:GearboxGearNumberType" use="required"> <xs:annotation> <xs:documentation>P199 - [-]</xs:documentation> <xs:appinfo> @@ -579,9 +582,9 @@ </xs:complexType> <xs:complexType name="GearboxComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:GearboxDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> - <xs:element name="TorqueConverter" type="tns:TorqueConverterComponentDeclarationType" minOccurs="0"/> + <xs:element name="Data" type="v1.0:GearboxDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> + <xs:element name="TorqueConverter" type="v1.0:TorqueConverterComponentDeclarationType" minOccurs="0"/> </xs:sequence> </xs:complexType> <xs:complexType name="GearboxDataDeclarationType"> @@ -589,39 +592,39 @@ <xs:documentation>Gearbox Component</xs:documentation> </xs:annotation> <xs:complexContent> - <xs:extension base="tns:AbstractTransmissionDataDeclarationType"> + <xs:extension base="v1.0:AbstractTransmissionDataDeclarationType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P205</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P206</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> <xs:annotation> <xs:documentation>P262</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P208</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> <xs:annotation> <xs:documentation>P209</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="TransmissionType" type="tns:GearboxTransmissionTypeType"> + <xs:element name="TransmissionType" type="v1.0:GearboxTransmissionTypeType"> <xs:annotation> <xs:documentation>P076 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="MainCertificationMethod" type="tns:GearboxCertificationOptionType"> + <xs:element name="MainCertificationMethod" type="v1.0:GearboxCertificationOptionType"> <xs:annotation> <xs:documentation>P254 - [-]</xs:documentation> </xs:annotation> @@ -629,7 +632,7 @@ <xs:element name="Gears"> <xs:complexType> <xs:sequence> - <xs:element name="Gear" type="tns:GearDeclarationType" maxOccurs="99"/> + <xs:element name="Gear" type="v1.0:GearDeclarationType" maxOccurs="99"/> </xs:sequence> </xs:complexType> </xs:element> @@ -639,14 +642,14 @@ </xs:complexType> <xs:complexType name="GearDeclarationType"> <xs:complexContent> - <xs:extension base="tns:GearBaseType"> + <xs:extension base="v1.0:GearBaseType"> <xs:sequence> - <xs:element name="MaxTorque" type="tns:GearboxGearMaxTorqueType" minOccurs="0"> + <xs:element name="MaxTorque" type="v1.0:GearboxGearMaxTorqueType" minOccurs="0"> <xs:annotation> <xs:documentation>P157 - [Nm]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="MaxSpeed" type="tns:GearboxGearMaxSpeedType" minOccurs="0"> + <xs:element name="MaxSpeed" type="v1.0:GearboxGearMaxSpeedType" minOccurs="0"> <xs:annotation> <xs:documentation>P194 - [1/min]</xs:documentation> </xs:annotation> @@ -654,9 +657,9 @@ <xs:element name="TorqueLossMap"> <xs:complexType> <xs:complexContent> - <xs:extension base="tns:TorqueLossMapType"> + <xs:extension base="v1.0:TorqueLossMapType"> <xs:sequence> - <xs:element name="Entry" type="tns:TorqueLossMapEntryType" minOccurs="4" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v1.0:TorqueLossMapEntryType" minOccurs="4" maxOccurs="unbounded"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -668,12 +671,12 @@ </xs:complexType> <xs:complexType name="PTOType"> <xs:sequence> - <xs:element name="PTOShaftsGearWheels" type="tns:PTOShaftsGearWheelsType"> + <xs:element name="PTOShaftsGearWheels" type="v1.0:PTOShaftsGearWheelsType"> <xs:annotation> <xs:documentation>P247 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="PTOOtherElements" type="tns:PTOOtherElementsType"> + <xs:element name="PTOOtherElements" type="v1.0:PTOOtherElementsType"> <xs:annotation> <xs:documentation>P248 - enum</xs:documentation> </xs:annotation> @@ -682,8 +685,8 @@ </xs:complexType> <xs:complexType name="RetarderComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:RetarderDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Data" type="v1.0:RetarderDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="RetarderDataDeclarationType"> @@ -691,34 +694,34 @@ <xs:documentation>Retarder Component</xs:documentation> </xs:annotation> <xs:complexContent> - <xs:extension base="tns:AbstractRetarderDataDeclarationType"> + <xs:extension base="v1.0:AbstractRetarderDataDeclarationType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P225</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P226</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> <xs:annotation> <xs:documentation>P266</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P228</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> <xs:annotation> <xs:documentation>P229</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationMethod" type="tns:RetarderCertificationOptionType"> + <xs:element name="CertificationMethod" type="v1.0:RetarderCertificationOptionType"> <xs:annotation> <xs:documentation>P255 - [-]</xs:documentation> </xs:annotation> @@ -726,7 +729,7 @@ <xs:element name="RetarderLossMap"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:RetarderLossmapEntryType" minOccurs="2" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v1.0:RetarderLossmapEntryType" minOccurs="2" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> @@ -735,12 +738,12 @@ </xs:complexContent> </xs:complexType> <xs:complexType name="RetarderLossmapEntryType"> - <xs:attribute name="retarderSpeed" type="tns:RetarderSpeedType" use="required"> + <xs:attribute name="retarderSpeed" type="v1.0:RetarderSpeedType" use="required"> <xs:annotation> <xs:documentation>P057 - [1/min]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="torqueLoss" type="tns:RetarderTorqueLossType" use="required"> + <xs:attribute name="torqueLoss" type="v1.0:RetarderTorqueLossType" use="required"> <xs:annotation> <xs:documentation>P058 - [Nm]</xs:documentation> </xs:annotation> @@ -755,17 +758,17 @@ </xs:sequence> </xs:complexType> <xs:complexType name="TorqueConverterCharacteristicsEntryType"> - <xs:attribute name="speedRatio" type="tns:TorqueConverterSpeedRatioType" use="required"> + <xs:attribute name="speedRatio" type="v1.0:TorqueConverterSpeedRatioType" use="required"> <xs:annotation> <xs:documentation>P099 - [-]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="torqueRatio" type="tns:TorqueConverterTorqueRatioType" use="required"> + <xs:attribute name="torqueRatio" type="v1.0:TorqueConverterTorqueRatioType" use="required"> <xs:annotation> <xs:documentation>P100 - [-]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="inputTorqueRef" type="tns:TorqueConverterInputTorqueRefType" use="required"> + <xs:attribute name="inputTorqueRef" type="v1.0:TorqueConverterInputTorqueRefType" use="required"> <xs:annotation> <xs:documentation>P101 - [-]</xs:documentation> </xs:annotation> @@ -773,40 +776,40 @@ </xs:complexType> <xs:complexType name="TorqueConverterComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:TorqueConverterDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Data" type="v1.0:TorqueConverterDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="TorqueConverterDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractTorqueConverterDataDeclarationType"> + <xs:extension base="v1.0:AbstractTorqueConverterDataDeclarationType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P210</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P211</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> <xs:annotation> <xs:documentation>P263</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P213</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> <xs:annotation> <xs:documentation>P214</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationMethod" type="tns:TorqueConverterCertificationOptionType"> + <xs:element name="CertificationMethod" type="v1.0:TorqueConverterCertificationOptionType"> <xs:annotation> <xs:documentation>P257 - [-]</xs:documentation> </xs:annotation> @@ -814,7 +817,7 @@ <xs:element name="Characteristics"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:TorqueConverterCharacteristicsEntryType" minOccurs="2" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v1.0:TorqueConverterCharacteristicsEntryType" minOccurs="2" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> @@ -823,12 +826,12 @@ </xs:complexContent> </xs:complexType> <xs:complexType name="TorqueLimitsEntryType"> - <xs:attribute name="gear" type="tns:GearboxGearNumberType" use="required"> + <xs:attribute name="gear" type="v1.0:GearboxGearNumberType" use="required"> <xs:annotation> <xs:documentation>P196 - [-]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="maxTorque" type="tns:TorqueLimitEntryMaxTorqueType" use="required"> + <xs:attribute name="maxTorque" type="v1.0:TorqueLimitEntryMaxTorqueType" use="required"> <xs:annotation> <xs:documentation>P197 - [Nm]</xs:documentation> </xs:annotation> @@ -836,21 +839,21 @@ </xs:complexType> <xs:complexType name="TorqueLimitsType"> <xs:sequence maxOccurs="unbounded"> - <xs:element name="Entry" type="tns:TorqueLimitsEntryType"/> + <xs:element name="Entry" type="v1.0:TorqueLimitsEntryType"/> </xs:sequence> </xs:complexType> <xs:complexType name="TorqueLossMapEntryType"> - <xs:attribute name="inputSpeed" type="tns:GearboxGearInputSpeedType" use="required"> + <xs:attribute name="inputSpeed" type="v1.0:GearboxGearInputSpeedType" use="required"> <xs:annotation> <xs:documentation>P096 - [1/min]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="inputTorque" type="tns:GearboxGearInputTorqueType" use="required"> + <xs:attribute name="inputTorque" type="v1.0:GearboxGearInputTorqueType" use="required"> <xs:annotation> <xs:documentation>P097 - [Nm]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="torqueLoss" type="tns:GearboxGearTorqueLossType" use="required"> + <xs:attribute name="torqueLoss" type="v1.0:GearboxGearTorqueLossType" use="required"> <xs:annotation> <xs:documentation>P098 - [Nm]</xs:documentation> </xs:annotation> @@ -859,50 +862,50 @@ <xs:complexType name="TorqueLossMapType"/> <xs:complexType name="TyreComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:TyreDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Data" type="v1.0:TyreDataDeclarationType"/> + <xs:element name="Signature" type="v1.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="TyreDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractTyreDataDeclarationType"> + <xs:extension base="v1.0:AbstractTyreDataDeclarationType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P230</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P231</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CertificationNumber" type="tns:CertificationNumberType"> + <xs:element name="CertificationNumber" type="v1.0:CertificationNumberType"> <xs:annotation> <xs:documentation>P267</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P233</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AppVersion" type="tns:AppVersionType"> + <xs:element name="AppVersion" type="v1.0:AppVersionType"> <xs:annotation> <xs:documentation>P234</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Dimension" type="tns:TyreDimensionType"> + <xs:element name="Dimension" type="v1.0:TyreDimensionType"> <xs:annotation> <xs:documentation>P108 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="RRCDeclared" type="tns:TyreRRCISOType"> + <xs:element name="RRCDeclared" type="v1.0:TyreRRCISOType"> <xs:annotation> <xs:documentation>P046 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="FzISO" type="tns:TyreFzISOType"> + <xs:element name="FzISO" type="v1.0:TyreFzISOType"> <xs:annotation> <xs:documentation>P047 - [N]</xs:documentation> </xs:annotation> @@ -913,7 +916,7 @@ </xs:complexType> <xs:complexType name="VectoDeclarationJobType"> <xs:sequence> - <xs:element name="Vehicle" type="tns:VehicleDeclarationType"/> + <xs:element name="Vehicle" type="v1.0:VehicleDeclarationType"/> </xs:sequence> <xs:attribute name="schemaVersion" use="required"> <xs:simpleType> @@ -935,54 +938,54 @@ </xs:complexType> <xs:complexType name="VehicleBaseType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:AbstractVehicleType"> + <xs:extension base="v1.0:AbstractVehicleType"> <xs:sequence> - <xs:element name="Manufacturer" type="tns:ManufacturerType"> + <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> <xs:documentation>P235</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="ManufacturerAddress" type="tns:ManufacturerAddressType"> + <xs:element name="ManufacturerAddress" type="v1.0:ManufacturerAddressType"> <xs:annotation> <xs:documentation>P252</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Model" type="tns:ModelType"> + <xs:element name="Model" type="v1.0:ModelType"> <xs:annotation> <xs:documentation>P236</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="VIN" type="tns:VINType"> + <xs:element name="VIN" type="v1.0:VINType"> <xs:annotation> <xs:documentation>P238</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Date" type="tns:DateTimeWithTimezone"> + <xs:element name="Date" type="v1.0:DateTimeWithTimezone"> <xs:annotation> <xs:documentation>P239</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="LegislativeClass" type="tns:LegislativeClassDeclarationType"> + <xs:element name="LegislativeClass" type="v1.0:LegislativeClassDeclarationType"> <xs:annotation> <xs:documentation>P251 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="VehicleCategory" type="tns:VehicleCategoryDeclarationType"> + <xs:element name="VehicleCategory" type="v1.0:VehicleCategoryDeclarationType"> <xs:annotation> <xs:documentation>P036 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AxleConfiguration" type="tns:VehicleAxleConfigurationDeclarationType" minOccurs="0"> + <xs:element name="AxleConfiguration" type="v1.0:VehicleAxleConfigurationDeclarationType" minOccurs="0"> <xs:annotation> <xs:documentation>P037 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="CurbMassChassis" type="tns:VehicleCurbMassChassisType"> + <xs:element name="CurbMassChassis" type="v1.0:VehicleCurbMassChassisType"> <xs:annotation> <xs:documentation>P038 - [kg]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="GrossVehicleMass" type="tns:VehicleGrossVehicleMassType"> + <xs:element name="GrossVehicleMass" type="v1.0:VehicleGrossVehicleMassType"> <xs:annotation> <xs:documentation>P041 - [kg]</xs:documentation> </xs:annotation> @@ -993,93 +996,93 @@ </xs:complexType> <xs:complexType name="VehicleComponentsType"> <xs:sequence> - <xs:element name="Engine" type="tns:EngineComponentDeclarationType"/> - <xs:element name="Gearbox" type="tns:GearboxComponentDeclarationType"/> - <xs:element name="Angledrive" type="tns:AngledriveComponentDeclarationType" minOccurs="0"/> - <xs:element name="Retarder" type="tns:RetarderComponentDeclarationType" minOccurs="0"/> - <xs:element name="Axlegear" type="tns:AxlegearComponentDeclarationType"/> - <xs:element name="AxleWheels" type="tns:AxleWheelsComponentDeclarationType"/> - <xs:element name="Auxiliaries" type="tns:AuxiliariesComponentDeclarationType"/> - <xs:element name="AirDrag" type="tns:AirDragComponentDeclarationType" minOccurs="0"/> + <xs:element name="Engine" type="v1.0:EngineComponentDeclarationType"/> + <xs:element name="Gearbox" type="v1.0:GearboxComponentDeclarationType"/> + <xs:element name="Angledrive" type="v1.0:AngledriveComponentDeclarationType" minOccurs="0"/> + <xs:element name="Retarder" type="v1.0:RetarderComponentDeclarationType" minOccurs="0"/> + <xs:element name="Axlegear" type="v1.0:AxlegearComponentDeclarationType"/> + <xs:element name="AxleWheels" type="v1.0:AxleWheelsComponentDeclarationType"/> + <xs:element name="Auxiliaries" type="v1.0:AuxiliariesComponentDeclarationType"/> + <xs:element name="AirDrag" type="v1.0:AirDragComponentDeclarationType" minOccurs="0"/> </xs:sequence> </xs:complexType> <xs:complexType name="VehicleDeclarationType"> <xs:complexContent> - <xs:extension base="tns:VehicleBaseType"> + <xs:extension base="v1.0:VehicleBaseType"> <xs:sequence> <xs:choice> <xs:sequence> - <xs:element name="IdlingSpeed" type="tns:EngineDeclaredSpeedType"> + <xs:element name="IdlingSpeed" type="v1.0:EngineDeclaredSpeedType"> <xs:annotation> <xs:documentation>P198 - [1/min]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="RetarderType" type="tns:RetarderTypeType"> + <xs:element name="RetarderType" type="v1.0:RetarderTypeType"> <xs:annotation> <xs:documentation>P052 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="RetarderRatio" type="tns:RetarderRatioType" minOccurs="0"> + <xs:element name="RetarderRatio" type="v1.0:RetarderRatioType" minOccurs="0"> <xs:annotation> <xs:documentation>P053 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AngledriveType" type="tns:AngledriveTypeType"> + <xs:element name="AngledriveType" type="v1.0:AngledriveTypeType"> <xs:annotation> <xs:documentation>P180 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="PTO" type="tns:PTOType"/> + <xs:element name="PTO" type="v1.0:PTOType"/> <xs:sequence> - <xs:element name="ZeroEmissionVehicle" type="tns:ZeroEmissionVehicleType"> + <xs:element name="ZeroEmissionVehicle" type="v1.0:ZeroEmissionVehicleType"> <xs:annotation> <xs:documentation>P269 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="VocationalVehicle" type="tns:VocationalVehicleType"> + <xs:element name="VocationalVehicle" type="v1.0:VocationalVehicleType"> <xs:annotation> <xs:documentation>P270 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="NgTankSystem" type="tns:NgTankSystemType" minOccurs="0"> + <xs:element name="NgTankSystem" type="v1.0:NgTankSystemType" minOccurs="0"> <xs:annotation> <xs:documentation>P275 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="SleeperCab" type="tns:SleeperCabType"> + <xs:element name="SleeperCab" type="v1.0:SleeperCabType"> <xs:annotation> <xs:documentation>P276 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="ADAS" type="tns:ADASType"/> + <xs:element name="ADAS" type="v1.0:ADASType"/> </xs:sequence> <xs:sequence> - <xs:element name="TorqueLimits" type="tns:TorqueLimitsType" minOccurs="0"/> - <xs:element name="Components" type="tns:VehicleComponentsType"/> + <xs:element name="TorqueLimits" type="v1.0:TorqueLimitsType" minOccurs="0"/> + <xs:element name="Components" type="v1.0:VehicleComponentsType"/> </xs:sequence> </xs:sequence> <xs:sequence> - <xs:element name="ZeroEmissionVehicle" type="tns:ZeroEmissionVehicleType"> + <xs:element name="ZeroEmissionVehicle" type="v1.0:ZeroEmissionVehicleType"> <xs:annotation> <xs:documentation>P269 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="MaxNetPower1" type="tns:PowerType" minOccurs="0"> + <xs:element name="MaxNetPower1" type="v1.0:PowerType" minOccurs="0"> <xs:annotation> <xs:documentation>P277 - [W]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="MaxNetPower2" type="tns:PowerType" minOccurs="0"> + <xs:element name="MaxNetPower2" type="v1.0:PowerType" minOccurs="0"> <xs:annotation> <xs:documentation>P278 - [W]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="HybridElectricHDV" type="tns:HybridElectricHDVType"> + <xs:element name="HybridElectricHDV" type="v1.0:HybridElectricHDVType"> <xs:annotation> <xs:documentation>P279 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="DualFuelVehicle" type="tns:DualFuelType"> + <xs:element name="DualFuelVehicle" type="v1.0:DualFuelType"> <xs:annotation> <xs:documentation>P280 - bool</xs:documentation> </xs:annotation> @@ -1131,7 +1134,7 @@ </xs:appinfo> <xs:documentation>P146, 147 - [m²] Drag Coefficient * Cross Sectional Area</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minExclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1162,7 +1165,7 @@ </xs:appinfo> <xs:documentation>P173</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1176,7 +1179,7 @@ </xs:appinfo> <xs:documentation>P174</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"/> + <xs:restriction base="v1.0:Double2"/> </xs:simpleType> <xs:simpleType name="AngledriveRatioType"> <xs:annotation> @@ -1188,7 +1191,7 @@ </xs:appinfo> <xs:documentation>P176</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double3"> + <xs:restriction base="v1.0:Double3"> <xs:minExclusive value="0.000"/> </xs:restriction> </xs:simpleType> @@ -1202,7 +1205,7 @@ </xs:appinfo> <xs:documentation>P175</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1446,7 +1449,7 @@ </xs:appinfo> <xs:documentation>P151 - [1/min]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1460,7 +1463,7 @@ </xs:appinfo> <xs:documentation>P152 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"/> + <xs:restriction base="v1.0:Double2"/> </xs:simpleType> <xs:simpleType name="AxlegearLineTypeType"> <xs:annotation> @@ -1490,7 +1493,7 @@ </xs:appinfo> <xs:documentation>P150 - [-]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double3"> + <xs:restriction base="v1.0:Double3"> <xs:minExclusive value="0.000"/> </xs:restriction> </xs:simpleType> @@ -1504,7 +1507,7 @@ </xs:appinfo> <xs:documentation>P153 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1543,7 +1546,7 @@ </xs:appinfo> <xs:documentation>P154 - enum</xs:documentation> </xs:annotation> - <xs:restriction base="tns:AxleTypeType"> + <xs:restriction base="v1.0:AxleTypeType"> <xs:enumeration value="VehicleNonDriven"/> <xs:enumeration value="VehicleDriven"/> </xs:restriction> @@ -1681,7 +1684,7 @@ ToDo: -0.00 </vectoParam:description> </xs:appinfo> </xs:annotation> - <xs:restriction base="tns:Double4"> + <xs:restriction base="v1.0:Double4"> <xs:minInclusive value="1.0000"/> </xs:restriction> </xs:simpleType> @@ -1695,7 +1698,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P159 - [-]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double4"> + <xs:restriction base="v1.0:Double4"> <xs:minInclusive value="1.0000"/> </xs:restriction> </xs:simpleType> @@ -1739,7 +1742,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P070 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:maxInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1754,7 +1757,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P069 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1768,7 +1771,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P074 - [g/h]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1782,7 +1785,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P073 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"/> + <xs:restriction base="v1.0:Double2"/> </xs:simpleType> <xs:simpleType name="EngineMaxTorque"> <xs:annotation> @@ -1808,7 +1811,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P260</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double4"/> + <xs:restriction base="v1.0:Double4"/> </xs:simpleType> <xs:simpleType name="EngineRatedPower"> <xs:annotation> @@ -1835,7 +1838,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P068, P072 - [1/min]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minExclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1862,7 +1865,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P109 - [-]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double4"> + <xs:restriction base="v1.0:Double4"> <xs:minInclusive value="1.0000"/> </xs:restriction> </xs:simpleType> @@ -1947,7 +1950,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P096 - [1/min]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -1961,7 +1964,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P097 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"/> + <xs:restriction base="v1.0:Double2"/> </xs:simpleType> <xs:simpleType name="GearboxGearMaxSpeedType"> <xs:annotation> @@ -2018,7 +2021,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P078 - [-]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double3"> + <xs:restriction base="v1.0:Double3"> <xs:minExclusive value="0.000"/> </xs:restriction> </xs:simpleType> @@ -2032,7 +2035,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P098 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -2277,7 +2280,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P053 - [-]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double3"> + <xs:restriction base="v1.0:Double3"> <xs:minExclusive value="0.000"/> </xs:restriction> </xs:simpleType> @@ -2291,7 +2294,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P057 - [1/min]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -2305,7 +2308,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P058 - [Nm]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -2377,7 +2380,7 @@ ToDo: -0.00 </vectoParam:description> </xs:appinfo> </xs:annotation> - <xs:restriction base="tns:Double2"/> + <xs:restriction base="v1.0:Double2"/> </xs:simpleType> <xs:simpleType name="TorqueConverterSpeedRatioType"> <xs:annotation> @@ -2389,7 +2392,7 @@ ToDo: -0.00 </vectoParam:description> </xs:appinfo> </xs:annotation> - <xs:restriction base="tns:Double4"> + <xs:restriction base="v1.0:Double4"> <xs:minInclusive value="0.0000"/> </xs:restriction> </xs:simpleType> @@ -2403,7 +2406,7 @@ ToDo: -0.00 </vectoParam:description> </xs:appinfo> </xs:annotation> - <xs:restriction base="tns:Double2"> + <xs:restriction base="v1.0:Double2"> <xs:minInclusive value="0.00"/> </xs:restriction> </xs:simpleType> @@ -2560,7 +2563,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P046 - [-]</xs:documentation> </xs:annotation> - <xs:restriction base="tns:Double4"> + <xs:restriction base="v1.0:Double4"> <xs:minInclusive value="0.0000"/> </xs:restriction> </xs:simpleType> @@ -2574,7 +2577,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P037</xs:documentation> </xs:annotation> - <xs:restriction base="tns:VehicleAxleConfigurationType"> + <xs:restriction base="v1.0:VehicleAxleConfigurationType"> <xs:enumeration value="4x2"/> <xs:enumeration value="6x2"/> <xs:enumeration value="6x4"/> @@ -2613,7 +2616,7 @@ ToDo: -0.00 </xs:appinfo> <xs:documentation>P036 - enum (Declaration)</xs:documentation> </xs:annotation> - <xs:restriction base="tns:VehicleCategoryType"> + <xs:restriction base="v1.0:VehicleCategoryType"> <xs:enumeration value="Rigid Truck"/> <xs:enumeration value="Tractor"/> <xs:enumeration value="Rigid Lorry"/> diff --git a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.0.xsd b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.0.xsd index 7a0ed6feab0b7567033634d379bfaeb29996499f..2862c5962a1ad1b62eebd0997c0c5c9a7c01d5bf 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.0.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.0.xsd @@ -1,7 +1,7 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> <?xml-stylesheet type="text/xsl" href="../RenderTable.xslt"?> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="2.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="2.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="http://www.w3.org/2000/09/xmldsig#" schemaLocation="xmldsig-core-schema.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" schemaLocation="VectoDeclarationDefinitions.1.0.xsd"/> <xs:complexType name="AbstractAuxiliaryDataDeclarationType" abstract="true"/> @@ -15,13 +15,13 @@ <xs:complexType name="AbstractVehicleComponentsDeclarationType" abstract="true"/> <xs:complexType name="AbstractVehicleDeclarationType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:DeclarationPowertrainComponentType"/> + <xs:extension base="v2.0:DeclarationPowertrainComponentType"/> </xs:complexContent> </xs:complexType> <xs:complexType name="AirDragComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractAirdragDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AirDragDataDeclarationType"> @@ -75,7 +75,7 @@ <xs:complexType name="AngledriveComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractAngledriveDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AngledriveDataDeclarationType"> @@ -120,7 +120,7 @@ <xs:element name="TorqueLossMap"> <xs:complexType> <xs:sequence minOccurs="4" maxOccurs="unbounded"> - <xs:element name="Entry" type="tns:AngledriveLossMapEntryType"/> + <xs:element name="Entry" type="v2.0:AngledriveLossMapEntryType"/> </xs:sequence> </xs:complexType> </xs:element> @@ -147,12 +147,12 @@ </xs:complexType> <xs:complexType name="AuxiliariesComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AbstractAuxiliaryDataDeclarationType"/> + <xs:element name="Data" type="v2.0:AbstractAuxiliaryDataDeclarationType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AuxiliariesDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractAuxiliaryDataDeclarationType"> + <xs:extension base="v2.0:AbstractAuxiliaryDataDeclarationType"> <xs:sequence> <xs:element name="Fan"> <xs:complexType> @@ -215,7 +215,7 @@ </xs:complexType> <xs:complexType name="AxleDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractAxleDataDeclarationType"> + <xs:extension base="v2.0:AbstractAxleDataDeclarationType"> <xs:sequence> <xs:element name="AxleType" type="v1.0:AxleTypeDeclarationType"> <xs:annotation> @@ -232,7 +232,7 @@ <xs:documentation>P195 - bool</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Tyre" type="tns:TyreComponentDeclarationType"/> + <xs:element name="Tyre" type="v2.0:TyreComponentDeclarationType"/> </xs:sequence> <xs:attribute name="axleNumber" use="required"> <xs:simpleType> @@ -248,7 +248,7 @@ <xs:complexType name="AxlegearComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractAxlegearDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="AxlegearDataDeclarationType"> @@ -329,9 +329,9 @@ <xs:complexType name="AxlegearTorqueLossMapType"/> <xs:complexType name="AxleWheelsComponentDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractAxleWheelsComponentDeclarationType"> + <xs:extension base="v2.0:AbstractAxleWheelsComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AbstractAxleWheelsDataDeclarationType"/> + <xs:element name="Data" type="v2.0:AbstractAxleWheelsDataDeclarationType"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -341,12 +341,12 @@ <xs:documentation>Axles & Wheels Component</xs:documentation> </xs:annotation> <xs:complexContent> - <xs:extension base="tns:AbstractAxleWheelsDataDeclarationType"> + <xs:extension base="v2.0:AbstractAxleWheelsDataDeclarationType"> <xs:sequence> <xs:element name="Axles"> <xs:complexType> <xs:sequence> - <xs:element name="Axle" type="tns:AbstractAxleDataDeclarationType" minOccurs="2" maxOccurs="4"/> + <xs:element name="Axle" type="v2.0:AbstractAxleDataDeclarationType" minOccurs="2" maxOccurs="4"/> </xs:sequence> </xs:complexType> </xs:element> @@ -356,13 +356,13 @@ </xs:complexType> <xs:complexType name="DeclarationPowertrainComponentType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:VectoSimulationComponent"/> + <xs:extension base="v2.0:VectoSimulationComponent"/> </xs:complexContent> </xs:complexType> <xs:complexType name="EngineComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractCombustionEngineDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="EngineDataDeclarationType"> @@ -457,14 +457,14 @@ <xs:element name="FuelConsumptionMap"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:FuelConsumptionEntryType" minOccurs="4" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v2.0:FuelConsumptionEntryType" minOccurs="4" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> <xs:element name="FullLoadAndDragCurve"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:FullLoadAndDragCurveEntryType" minOccurs="2" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v2.0:FullLoadAndDragCurveEntryType" minOccurs="2" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> @@ -535,7 +535,7 @@ <xs:complexType name="GearboxComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractTransmissionDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="GearboxDataDeclarationType"> @@ -580,14 +580,14 @@ <xs:documentation>P254 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Gears" type="tns:AbstractGearsDeclarationType"/> + <xs:element name="Gears" type="v2.0:AbstractGearsDeclarationType"/> </xs:sequence> </xs:extension> </xs:complexContent> </xs:complexType> <xs:complexType name="GearDeclarationType"> <xs:complexContent> - <xs:extension base="tns:GearBaseType"> + <xs:extension base="v2.0:GearBaseType"> <xs:sequence> <xs:element name="MaxTorque" type="v1.0:GearboxGearMaxTorqueType" minOccurs="0"> <xs:annotation> @@ -602,9 +602,9 @@ <xs:element name="TorqueLossMap"> <xs:complexType> <xs:complexContent> - <xs:extension base="tns:TorqueLossMapType"> + <xs:extension base="v2.0:TorqueLossMapType"> <xs:sequence> - <xs:element name="Entry" type="tns:TorqueLossMapEntryType" minOccurs="4" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v2.0:TorqueLossMapEntryType" minOccurs="4" maxOccurs="unbounded"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -616,16 +616,16 @@ </xs:complexType> <xs:complexType name="GearsDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractGearsDeclarationType"> + <xs:extension base="v2.0:AbstractGearsDeclarationType"> <xs:sequence> - <xs:element name="Gear" type="tns:GearDeclarationType" maxOccurs="99"/> + <xs:element name="Gear" type="v2.0:GearDeclarationType" maxOccurs="99"/> </xs:sequence> </xs:extension> </xs:complexContent> </xs:complexType> <xs:complexType name="PTOType"> <xs:complexContent> - <xs:extension base="tns:AbstractPTODataType"> + <xs:extension base="v2.0:AbstractPTODataType"> <xs:sequence> <xs:element name="PTOShaftsGearWheels" type="v1.0:PTOShaftsGearWheelsType"> <xs:annotation> @@ -644,7 +644,7 @@ <xs:complexType name="RetarderComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractRetarderDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="RetarderDataDeclarationType"> @@ -687,7 +687,7 @@ <xs:element name="RetarderLossMap"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:RetarderLossmapEntryType" minOccurs="2" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v2.0:RetarderLossmapEntryType" minOccurs="2" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> @@ -735,7 +735,7 @@ <xs:complexType name="TorqueConverterComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractTorqueConverterDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="TorqueConverterDataDeclarationType"> @@ -789,7 +789,7 @@ <xs:documentation>P196 - [-]</xs:documentation> </xs:annotation> </xs:attribute> - <xs:attribute name="maxTorque" type="tns:TorqueLimitEntryMaxTorqueType" use="required"> + <xs:attribute name="maxTorque" type="v2.0:TorqueLimitEntryMaxTorqueType" use="required"> <xs:annotation> <xs:documentation>P197 - [Nm]</xs:documentation> </xs:annotation> @@ -797,9 +797,9 @@ </xs:complexType> <xs:complexType name="TorqueLimitsType"> <xs:complexContent> - <xs:extension base="tns:AbstractTorqueLimitsType"> + <xs:extension base="v2.0:AbstractTorqueLimitsType"> <xs:sequence maxOccurs="unbounded"> - <xs:element name="Entry" type="tns:TorqueLimitsEntryType"/> + <xs:element name="Entry" type="v2.0:TorqueLimitsEntryType"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -825,7 +825,7 @@ <xs:complexType name="TyreComponentDeclarationType"> <xs:sequence> <xs:element name="Data" type="v1.0:AbstractTyreDataDeclarationType"/> - <xs:element name="Signature" type="tns:SignatureType"/> + <xs:element name="Signature" type="v2.0:SignatureType"/> </xs:sequence> </xs:complexType> <xs:complexType name="TyreDataDeclarationType"> @@ -878,7 +878,7 @@ </xs:complexType> <xs:complexType name="VectoDeclarationJobType"> <xs:sequence> - <xs:element name="Vehicle" type="tns:AbstractVehicleDeclarationType"/> + <xs:element name="Vehicle" type="v2.0:AbstractVehicleDeclarationType"/> </xs:sequence> <xs:attribute name="schemaVersion" use="required"> <xs:simpleType> @@ -900,7 +900,7 @@ </xs:complexType> <xs:complexType name="VehicleBaseType" abstract="true"> <xs:complexContent> - <xs:extension base="tns:AbstractVehicleDeclarationType"> + <xs:extension base="v2.0:AbstractVehicleDeclarationType"> <xs:sequence> <xs:element name="Manufacturer" type="v1.0:ManufacturerType"> <xs:annotation> @@ -943,24 +943,24 @@ </xs:complexType> <xs:complexType name="VehicleComponentsType"> <xs:complexContent> - <xs:extension base="tns:AbstractVehicleComponentsDeclarationType"> + <xs:extension base="v2.0:AbstractVehicleComponentsDeclarationType"> <xs:sequence> - <xs:element name="Engine" type="tns:EngineComponentDeclarationType"/> - <xs:element name="Gearbox" type="tns:GearboxComponentDeclarationType"/> - <xs:element name="TorqueConverter" type="tns:TorqueConverterComponentDeclarationType" minOccurs="0"/> - <xs:element name="Angledrive" type="tns:AngledriveComponentDeclarationType" minOccurs="0"/> - <xs:element name="Retarder" type="tns:RetarderComponentDeclarationType" minOccurs="0"/> - <xs:element name="Axlegear" type="tns:AxlegearComponentDeclarationType"/> - <xs:element name="AxleWheels" type="tns:AxleWheelsComponentDeclarationType"/> - <xs:element name="Auxiliaries" type="tns:AuxiliariesComponentDeclarationType"/> - <xs:element name="AirDrag" type="tns:AirDragComponentDeclarationType" minOccurs="0"/> + <xs:element name="Engine" type="v2.0:EngineComponentDeclarationType"/> + <xs:element name="Gearbox" type="v2.0:GearboxComponentDeclarationType"/> + <xs:element name="TorqueConverter" type="v2.0:TorqueConverterComponentDeclarationType" minOccurs="0"/> + <xs:element name="Angledrive" type="v2.0:AngledriveComponentDeclarationType" minOccurs="0"/> + <xs:element name="Retarder" type="v2.0:RetarderComponentDeclarationType" minOccurs="0"/> + <xs:element name="Axlegear" type="v2.0:AxlegearComponentDeclarationType"/> + <xs:element name="AxleWheels" type="v2.0:AxleWheelsComponentDeclarationType"/> + <xs:element name="Auxiliaries" type="v2.0:AuxiliariesComponentDeclarationType"/> + <xs:element name="AirDrag" type="v2.0:AirDragComponentDeclarationType" minOccurs="0"/> </xs:sequence> </xs:extension> </xs:complexContent> </xs:complexType> <xs:complexType name="VehicleDeclarationType"> <xs:complexContent> - <xs:extension base="tns:VehicleBaseType"> + <xs:extension base="v2.0:VehicleBaseType"> <xs:sequence> <xs:element name="AxleConfiguration" type="v1.0:VehicleAxleConfigurationDeclarationType"> <xs:annotation> @@ -997,9 +997,9 @@ <xs:documentation>P180 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="PTO" type="tns:AbstractPTODataType"/> - <xs:element name="TorqueLimits" type="tns:AbstractTorqueLimitsType" minOccurs="0"/> - <xs:element name="Components" type="tns:AbstractVehicleComponentsDeclarationType"/> + <xs:element name="PTO" type="v2.0:AbstractPTODataType"/> + <xs:element name="TorqueLimits" type="v2.0:AbstractTorqueLimitsType" minOccurs="0"/> + <xs:element name="Components" type="v2.0:AbstractVehicleComponentsDeclarationType"/> </xs:sequence> </xs:extension> </xs:complexContent> diff --git a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.1.xsd b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.1.xsd index e4662591d10fffb179d61554104d06ead61df8ff..76a77acff1d8fd80b0b73a5c7e2343a980a696da 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.1.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.1.xsd @@ -1,18 +1,18 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="http://www.w3.org/2000/09/xmldsig#" schemaLocation="xmldsig-core-schema.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" schemaLocation="VectoDeclarationDefinitions.1.0.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" schemaLocation="VectoDeclarationDefinitions.2.0.xsd"/> <xs:complexType name="AbstractAdvancedDriverAssistantSystemsType" abstract="true"/> <xs:complexType name="AdvancedDriverAssistantSystemsType"> <xs:complexContent> - <xs:extension base="tns:AbstractAdvancedDriverAssistantSystemsType"> + <xs:extension base="v2.1:AbstractAdvancedDriverAssistantSystemsType"> <xs:sequence> - <xs:element name="EngineStopStart" type="tns:EngineStopStartType"/> - <xs:element name="EcoRollWithoutEngineStop" type="tns:EcoRollWithoutEngineStopType"/> - <xs:element name="EcoRollWithEngineStop" type="tns:EcoRollWithEngineStopType"/> - <xs:element name="PredictiveCruiseControl" type="tns:PredictiveCruiseControlType"/> + <xs:element name="EngineStopStart" type="v2.1:EngineStopStartType"/> + <xs:element name="EcoRollWithoutEngineStop" type="v2.1:EcoRollWithoutEngineStopType"/> + <xs:element name="EcoRollWithEngineStop" type="v2.1:EcoRollWithEngineStopType"/> + <xs:element name="PredictiveCruiseControl" type="v2.1:PredictiveCruiseControlType"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -101,7 +101,7 @@ <xs:documentation>P260 - [-]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="FuelType" type="tns:FuelTypeType"> + <xs:element name="FuelType" type="v2.1:FuelTypeType"> <xs:annotation> <xs:documentation>P193 [enum]</xs:documentation> </xs:annotation> @@ -218,7 +218,7 @@ <xs:documentation>P251 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="VehicleCategory" type="tns:VehicleCategoryType"> + <xs:element name="VehicleCategory" type="v2.1:VehicleCategoryType"> <xs:annotation> <xs:documentation>P036 - enum</xs:documentation> </xs:annotation> @@ -261,9 +261,9 @@ <xs:element name="PTO" type="v2.0:AbstractPTODataType"/> <xs:element name="ZeroEmissionVehicle" type="xs:boolean"/> <xs:element name="VocationalVehicle" type="xs:boolean"/> - <xs:element name="NgTankSystem" type="tns:NgTankSystemType" minOccurs="0"/> + <xs:element name="NgTankSystem" type="v2.1:NgTankSystemType" minOccurs="0"/> <xs:element name="SleeperCab" type="xs:boolean"/> - <xs:element name="ADAS" type="tns:AbstractAdvancedDriverAssistantSystemsType"/> + <xs:element name="ADAS" type="v2.1:AbstractAdvancedDriverAssistantSystemsType"/> <xs:element name="TorqueLimits" type="v2.0:AbstractTorqueLimitsType" minOccurs="0"/> <xs:element name="Components" type="v2.0:AbstractVehicleComponentsDeclarationType"/> </xs:sequence> diff --git a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.2.xsd b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.2.xsd index bdb761d258b0312707f6085623e0a33e48a2ecab..7215cf114389ea81500d747c27605d9883218614 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.2.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.2.xsd @@ -1,6 +1,6 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.2" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.2" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:v2.2="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.2" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.2" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="http://www.w3.org/2000/09/xmldsig#" schemaLocation="xmldsig-core-schema.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" schemaLocation="VectoDeclarationDefinitions.1.0.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" schemaLocation="VectoDeclarationDefinitions.2.0.xsd"/> @@ -34,7 +34,7 @@ <xs:documentation>P234</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Dimension" type="tns:TyreDimensionType"> + <xs:element name="Dimension" type="v2.2:TyreDimensionType"> <xs:annotation> <xs:documentation>P108 - enum</xs:documentation> </xs:annotation> @@ -150,7 +150,7 @@ <xs:enumeration value="8.5 R17.5"/> <xs:enumeration value="8 R17.5"/> <xs:enumeration value="LT265/75 R16"/> - <xs:enumeration value="385/55 R19.5"/> + <xs:enumeration value="385/55 R19.5"/> <xs:enumeration value="24 R21"/> <xs:enumeration value="205/70 R15C"/> <xs:enumeration value="215/70 R15C"/> diff --git a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.3_DEV.xsd b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.3_DEV.xsd index eb7f60bb3e8ed1ea7d1fcf75dd17da443eca627b..39ee6cad44653865ca6deea4f0c3da1cd8d2d1c6 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.3_DEV.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.3_DEV.xsd @@ -1,6 +1,6 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:v2.2="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.2" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:v2.3="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:v2.2="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.2" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.3" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="http://www.w3.org/2000/09/xmldsig#" schemaLocation="xmldsig-core-schema.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" schemaLocation="VectoDeclarationDefinitions.1.0.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" schemaLocation="VectoDeclarationDefinitions.2.0.xsd"/> @@ -68,8 +68,8 @@ <xs:documentation>P259 - [Nm]</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="WHRType" type="tns:WHRTypeType"/> - <xs:element name="Mode" type="tns:EngineFuelModeType" maxOccurs="unbounded"/> + <xs:element name="WHRType" type="v2.3:WHRTypeType"/> + <xs:element name="Mode" type="v2.3:EngineFuelModeType" maxOccurs="unbounded"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -88,7 +88,7 @@ </xs:sequence> </xs:complexType> </xs:element> - <xs:element name="Fuel" type="tns:EngineFuelType" maxOccurs="unbounded"/> + <xs:element name="Fuel" type="v2.3:EngineFuelType" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> <xs:complexType name="EngineFuelType"> @@ -126,15 +126,15 @@ <xs:element name="WHRCorrectionFactors" minOccurs="0"> <xs:complexType> <xs:sequence> - <xs:element name="Electrical" type="tns:WHRCorrectionFactorsType" minOccurs="0"/> - <xs:element name="Mechanical" type="tns:WHRCorrectionFactorsType" minOccurs="0"/> + <xs:element name="Electrical" type="v2.3:WHRCorrectionFactorsType" minOccurs="0"/> + <xs:element name="Mechanical" type="v2.3:WHRCorrectionFactorsType" minOccurs="0"/> </xs:sequence> </xs:complexType> </xs:element> <xs:element name="FuelConsumptionMap"> <xs:complexType> <xs:sequence> - <xs:element name="Entry" type="tns:FuelConsumptionEntryType" minOccurs="4" maxOccurs="unbounded"/> + <xs:element name="Entry" type="v2.3:FuelConsumptionEntryType" minOccurs="4" maxOccurs="unbounded"/> </xs:sequence> </xs:complexType> </xs:element> @@ -201,7 +201,7 @@ <xs:documentation>P234</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="Dimension" type="tns:TyreDimensionType"> + <xs:element name="Dimension" type="v2.3:TyreDimensionType"> <xs:annotation> <xs:documentation>P108 - enum</xs:documentation> </xs:annotation> diff --git a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.6_Buses.xsd b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.6_Buses.xsd index 7c2383274a94d9bcbfaf9c1f082fe57313e26cc7..8644f304195fb242401138799e44155c59cb2607 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.6_Buses.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoDeclarationDefinitions.2.6_Buses.xsd @@ -1,6 +1,6 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:v2.4="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.4" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:v2.6="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xmlns:v1.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:v2.4="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.4" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6" elementFormDefault="qualified" attributeFormDefault="unqualified" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="http://www.w3.org/2000/09/xmldsig#" schemaLocation="xmldsig-core-schema.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v1.0" schemaLocation="VectoDeclarationDefinitions.1.0.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" schemaLocation="VectoDeclarationDefinitions.2.0.xsd"/> @@ -11,12 +11,12 @@ <xs:complexType name="AbstractPrimaryVehicleComponentsDeclarationType" abstract="true"/> <xs:complexType name="CompletedVehicleAuxiliariesComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AbstractCompletedVehicleAuxiliaryDataDeclarationType"/> + <xs:element name="Data" type="v2.6:AbstractCompletedVehicleAuxiliaryDataDeclarationType"/> </xs:sequence> </xs:complexType> <xs:complexType name="CompletedVehicleAuxiliaryDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractCompletedVehicleAuxiliaryDataDeclarationType"> + <xs:extension base="v2.6:AbstractCompletedVehicleAuxiliaryDataDeclarationType"> <xs:sequence> <xs:element name="ElectricSystem"> <xs:complexType> @@ -27,7 +27,7 @@ </xs:annotation> <xs:complexType> <xs:simpleContent> - <xs:extension base="tns:AlternatorTechnologyType"/> + <xs:extension base="v2.6:AlternatorTechnologyType"/> </xs:simpleContent> </xs:complexType> </xs:element> @@ -73,8 +73,8 @@ <xs:element name="CompressorType"> <xs:complexType> <xs:sequence> - <xs:element name="DriverAC" type="tns:HVACTechnology"/> - <xs:element name="PassengerAC" type="tns:HVACTechnology"/> + <xs:element name="DriverAC" type="v2.6:HVACTechnology"/> + <xs:element name="PassengerAC" type="v2.6:HVACTechnology"/> </xs:sequence> </xs:complexType> </xs:element> @@ -98,10 +98,10 @@ </xs:complexType> <xs:complexType name="CompletedVehicleComponentsDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractCompletedVehicleComponentsDeclarationType"> + <xs:extension base="v2.6:AbstractCompletedVehicleComponentsDeclarationType"> <xs:sequence> <xs:element name="AirDrag" type="v2.0:AirDragComponentDeclarationType"/> - <xs:element name="Auxiliaries" type="tns:CompletedVehicleAuxiliariesComponentDeclarationType"/> + <xs:element name="Auxiliaries" type="v2.6:CompletedVehicleAuxiliariesComponentDeclarationType"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -115,10 +115,10 @@ <xs:element name="Model" type="v1.0:ModelType"/> <xs:element name="VIN" type="v1.0:VINType"/> <xs:element name="Date" type="v1.0:DateTimeWithTimezone"/> - <xs:element name="LegislativeClass" type="tns:LegislativeClassDeclarationType"/> + <xs:element name="LegislativeClass" type="v2.6:LegislativeClassDeclarationType"/> <xs:element name="RegisteredClass"> <xs:simpleType> - <xs:restriction base="tns:RegisteredClassType"> + <xs:restriction base="v2.6:RegisteredClassType"> <xs:enumeration value="I"/> <xs:enumeration value="II"/> <xs:enumeration value="III"/> @@ -129,7 +129,7 @@ </xs:restriction> </xs:simpleType> </xs:element> - <xs:element name="VehicleCode" type="tns:VehicleCodeType"/> + <xs:element name="VehicleCode" type="v2.6:VehicleCodeType"/> <xs:element name="CurbMassChassis" type="v1.0:VehicleCurbMassChassisType"/> <xs:element name="TechnicalPermissibleMaximumLadenMass" type="v1.0:VehicleGrossVehicleMassType"/> <xs:element name="NgTankSystem" type="v1.0:NgTankSystemType" minOccurs="0"/> @@ -158,8 +158,8 @@ <xs:element name="VehicleLength" type="v1.0:Double3"/> <xs:element name="VehicleWidth" type="v1.0:Double3"/> <xs:element name="EntranceHeight" type="v1.0:Double3"/> - <xs:element name="DoorDriveTechnology" type="tns:DoorDriveTechnologyType"/> - <xs:element name="Components" type="tns:AbstractCompletedVehicleComponentsDeclarationType"/> + <xs:element name="DoorDriveTechnology" type="v2.6:DoorDriveTechnologyType"/> + <xs:element name="Components" type="v2.6:AbstractCompletedVehicleComponentsDeclarationType"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -211,7 +211,7 @@ <xs:documentation>Pxxx - [bool[</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AxlegearRatio" type="v1.0:Double3" minOccurs="0"/> + <xs:element name="AxlegearRatio" type="v1.0:Double3"/> <xs:element name="Gears" type="v2.0:AbstractGearsDeclarationType"/> </xs:sequence> </xs:extension> @@ -219,12 +219,12 @@ </xs:complexType> <xs:complexType name="PrimaryVehicleAuxiliariesComponentDeclarationType"> <xs:sequence> - <xs:element name="Data" type="tns:AbstractPrimaryVehicleAuxiliaryDataDeclarationType"/> + <xs:element name="Data" type="v2.6:AbstractPrimaryVehicleAuxiliaryDataDeclarationType"/> </xs:sequence> </xs:complexType> <xs:complexType name="PrimaryVehicleAuxiliaryDataDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractPrimaryVehicleAuxiliaryDataDeclarationType"> + <xs:extension base="v2.6:AbstractPrimaryVehicleAuxiliaryDataDeclarationType"> <xs:sequence> <xs:element name="Fan"> <xs:complexType> @@ -246,7 +246,7 @@ </xs:annotation> <xs:complexType> <xs:simpleContent> - <xs:extension base="tns:AuxSPTechnologyType"> + <xs:extension base="v2.6:AuxSPTechnologyType"> <xs:attribute name="axleNumber" use="required"> <xs:simpleType> <xs:restriction base="xs:int"> @@ -271,7 +271,7 @@ </xs:annotation> <xs:complexType> <xs:simpleContent> - <xs:extension base="tns:AlternatorTechnologyType"/> + <xs:extension base="v2.6:AlternatorTechnologyType"/> </xs:simpleContent> </xs:complexType> </xs:element> @@ -298,8 +298,8 @@ <xs:element name="PneumaticSystem"> <xs:complexType> <xs:sequence> - <xs:element name="SizeOfAirSupply" type="tns:PneumaticSystemTechnologyType"/> - <xs:element name="Clutch" type="tns:PneumaticSystemClutchTypeType"/> + <xs:element name="SizeOfAirSupply" type="v2.6:PneumaticSystemTechnologyType"/> + <xs:element name="Clutch" type="v2.6:PneumaticSystemClutchTypeType"/> <xs:element name="CompressorRatio" type="v1.0:Double3"/> <xs:element name="SmartCompressionSystem" type="xs:boolean"/> <xs:element name="SmartRegenerationSystem" type="xs:boolean"/> @@ -329,7 +329,7 @@ </xs:complexType> <xs:complexType name="PrimaryVehicleComponentsDeclarationType"> <xs:complexContent> - <xs:extension base="tns:AbstractPrimaryVehicleComponentsDeclarationType"> + <xs:extension base="v2.6:AbstractPrimaryVehicleComponentsDeclarationType"> <xs:sequence> <xs:element name="Engine" type="v2.0:EngineComponentDeclarationType"/> <xs:element name="Gearbox" type="v2.0:GearboxComponentDeclarationType"/> @@ -338,7 +338,7 @@ <xs:element name="Retarder" type="v2.0:RetarderComponentDeclarationType" minOccurs="0"/> <xs:element name="Axlegear" type="v2.0:AxlegearComponentDeclarationType"/> <xs:element name="AxleWheels" type="v2.0:AxleWheelsComponentDeclarationType"/> - <xs:element name="Auxiliaries" type="tns:PrimaryVehicleAuxiliariesComponentDeclarationType"/> + <xs:element name="Auxiliaries" type="v2.6:PrimaryVehicleAuxiliariesComponentDeclarationType"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -364,12 +364,12 @@ <xs:documentation>P239</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="VehicleCategory" type="tns:VehicleCategoryDeclarationType"> + <xs:element name="VehicleCategory" type="v2.6:VehicleCategoryDeclarationType"> <xs:annotation> <xs:documentation>P036 - enum</xs:documentation> </xs:annotation> </xs:element> - <xs:element name="AxleConfiguration" type="tns:VehicleAxleConfigurationDeclarationType"> + <xs:element name="AxleConfiguration" type="v2.6:VehicleAxleConfigurationDeclarationType"> <xs:annotation> <xs:documentation>P037 - enum</xs:documentation> </xs:annotation> @@ -403,7 +403,7 @@ <xs:element name="ZeroEmissionVehicle" type="xs:boolean"/> <xs:element name="ADAS" type="v2.1:AbstractAdvancedDriverAssistantSystemsType"/> <xs:element name="TorqueLimits" type="v2.0:AbstractTorqueLimitsType" minOccurs="0"/> - <xs:element name="Components" type="tns:AbstractPrimaryVehicleComponentsDeclarationType"/> + <xs:element name="Components" type="v2.6:AbstractPrimaryVehicleComponentsDeclarationType"/> </xs:sequence> </xs:extension> </xs:complexContent> @@ -470,7 +470,7 @@ </xs:restriction> </xs:simpleType> </xs:element> - <xs:element name="AxleConfiguration" type="tns:VehicleAxleConfigurationDeclarationType"> + <xs:element name="AxleConfiguration" type="v2.6:VehicleAxleConfigurationDeclarationType"> <xs:annotation> <xs:documentation>P037 - enum</xs:documentation> </xs:annotation> diff --git a/VectoCore/VectoCore/Resources/XSD/VectoInput.2.0.xsd b/VectoCore/VectoCore/Resources/XSD/VectoInput.2.0.xsd index 05a535b56c664fa8a013c7c8e05766e2bd889043..44046d65093a2deae71eece279a4fd192bdc87cb 100644 --- a/VectoCore/VectoCore/Resources/XSD/VectoInput.2.0.xsd +++ b/VectoCore/VectoCore/Resources/XSD/VectoInput.2.0.xsd @@ -1,6 +1,6 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- edited with XMLSpy v2016 rel. 2 sp1 (x64) (http://www.altova.com) by Helmut Eichlseder (TU Graz/Inst. f. VKM und THD) --> -<xs:schema xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationInput:v2.0" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:vdecdef="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:vdd="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationInput:v2.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="2.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> +<xs:schema xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationInput:v2.0" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:vectoParam="urn:tugraz:ivt:VectoAPI:ParameterDocumentation" xmlns:vdecdef="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:vdd="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions" targetNamespace="urn:tugraz:ivt:VectoAPI:DeclarationInput:v2.0" elementFormDefault="qualified" attributeFormDefault="unqualified" version="2.0" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:ParameterDocumentation ParameterDocumentation.xsd"> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" schemaLocation="VectoDeclarationDefinitions.2.0.xsd"/> <xs:import namespace="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions" schemaLocation="VectoDeclarationDefinitions.xsd"/> <xs:element name="VectoInputDeclaration" type="vdecdef:VectoDeclarationJobType"> diff --git a/VectoCore/VectoCore/Utils/Interpolate2D.cs b/VectoCore/VectoCore/Utils/Interpolate2D.cs index c307c0b221c2cbcebbc5df62ee013e30e066c8a3..996387af06320955b82a9b43d857159b17bfee6a 100644 --- a/VectoCore/VectoCore/Utils/Interpolate2D.cs +++ b/VectoCore/VectoCore/Utils/Interpolate2D.cs @@ -46,7 +46,7 @@ namespace TUGraz.VectoCore.Utils _data.Rows[row.Value][col.Value] = GetZValue(entry); } stop.Stop(); - Console.WriteLine("setData: {0}", stop.ElapsedMilliseconds); + //Console.WriteLine("setData: {0}", stop.ElapsedMilliseconds); } protected abstract TKeyX GetXValue(TEntry entry); diff --git a/VectoCore/VectoCore/Utils/VectoVersionCore.cs b/VectoCore/VectoCore/Utils/VectoVersionCore.cs index 7f191e070f629f7727472e7a954436329c44287a..3798ec4c6e9dfa2750dfa92d6de92ffe7da1d077 100644 --- a/VectoCore/VectoCore/Utils/VectoVersionCore.cs +++ b/VectoCore/VectoCore/Utils/VectoVersionCore.cs @@ -47,7 +47,7 @@ namespace TUGraz.VectoCore.Utils public static string VersionNumber { get { - return "0.5.0.1797" + SUFFIX; + return "0.6.0.1884" + SUFFIX; } } diff --git a/VectoCore/VectoCore/VectoCore.csproj b/VectoCore/VectoCore/VectoCore.csproj index 86ee4686ea5508dfb430538e46df5e590cacef95..b3f105f6f82f444cdcf25e0a8861c5d5a7778b00 100644 --- a/VectoCore/VectoCore/VectoCore.csproj +++ b/VectoCore/VectoCore/VectoCore.csproj @@ -851,7 +851,7 @@ </EmbeddedResource> <EmbeddedResource Include="Resources\Declaration\Buses\ElectricConsumers.csv" /> <EmbeddedResource Include="Resources\Declaration\Buses\SSMTechList.csv" /> - <EmbeddedResource Include="Resources\Declaration\Buses\SSMDefaults.AHSM" /> + <EmbeddedResource Include="Resources\Declaration\Buses\SSMDefaults.ahsm" /> <EmbeddedResource Include="Resources\Declaration\Buses\DefaultClimatic.aenv"> <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </EmbeddedResource> @@ -859,16 +859,18 @@ <None Include="Resources\Declaration\Buses\DefaultBusAuxCfg.aaux"> <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </None> - <EmbeddedResource Include="Resources\Declaration\Buses\DefaultActuationsMap.APAC" /> + <EmbeddedResource Include="Resources\Declaration\Buses\DefaultActuationsMap.apac" /> <EmbeddedResource Include="Resources\Declaration\HeavyBusSegmentationTable.csv" /> <EmbeddedResource Include="Resources\Declaration\VACC\Bus.vacc" /> <EmbeddedResource Include="Resources\XSD\VectoDeclarationDefinitions.2.6_Buses.xsd"> <SubType>Designer</SubType> </EmbeddedResource> - <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_1-Cylinder_1-Stage_393ccm.ACMP" /> - <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_2-Cylinder_1-Stage_650ccm.ACMP" /> - <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_2-Cylinder_2-Stage_398ccm.ACMP" /> - <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_3-Cylinder_2-Stage_598ccm.ACMP" /> + <EmbeddedResource Include="Resources\Declaration\VAUXBus\SP-Axles_Bus.csv" /> + <EmbeddedResource Include="Resources\Declaration\VAUXBus\SP-Factors_Bus.csv" /> + <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_1-Cylinder_1-Stage_393ccm.acmp" /> + <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_2-Cylinder_1-Stage_650ccm.acmp" /> + <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_2-Cylinder_2-Stage_398ccm.acmp" /> + <EmbeddedResource Include="Resources\Declaration\VAUXBus\DEFAULT_3-Cylinder_2-Stage_598ccm.acmp" /> <EmbeddedResource Include="Resources\XSD\VectoOutputPrimaryBus.xsd"> <SubType>Designer</SubType> </EmbeddedResource> diff --git a/VectoCore/VectoCoreTest/TestData/Integration/Buses/vecto_vehicle-primary_heavyBus.xml b/VectoCore/VectoCoreTest/TestData/Integration/Buses/vecto_vehicle-primary_heavyBus.xml new file mode 100644 index 0000000000000000000000000000000000000000..605186f44d6a47ace440e83b21b8a77e11ea9fdb --- /dev/null +++ b/VectoCore/VectoCoreTest/TestData/Integration/Buses/vecto_vehicle-primary_heavyBus.xml @@ -0,0 +1,3288 @@ +<?xml version="1.0" encoding="UTF-8"?> +<tns:VectoInputDeclaration schemaVersion="2.0" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:tns="urn:tugraz:ivt:VectoAPI:DeclarationInput:v2.0" xmlns:v2.6="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6" xmlns:v2.1="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1" xmlns:v2.0="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xmlns:di="http://www.w3.org/2000/09/xmldsig#" xsi:schemaLocation="urn:tugraz:ivt:VectoAPI:DeclarationJob E:\QUAM\Workspace\VECTO_DEV_Buses\VectoCore\VectoCore\Resources\XSD/VectoDeclarationJob.xsd"> + <v2.0:Vehicle id="VEH-PrimaryBus_nonSmart" xsi:type="PrimaryVehicleDeclarationType" xmlns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:DEV:v2.6"> + <Manufacturer>Generic Truck Manufacturer</Manufacturer> + <ManufacturerAddress>Street, ZIP City</ManufacturerAddress> + <Model>Generic Model</Model> + <VIN>VEH-1234567890_nonSmart</VIN> + <Date>2017-02-15T11:00:00Z</Date> + <VehicleCategory>Bus</VehicleCategory> + <AxleConfiguration>4x2</AxleConfiguration> + <Articulated>false</Articulated> + <TechnicalPermissibleMaximumLadenMass>25000</TechnicalPermissibleMaximumLadenMass> + <IdlingSpeed>600</IdlingSpeed> + <RetarderType>Transmission Output Retarder</RetarderType> + <RetarderRatio>1.000</RetarderRatio> + <AngledriveType>None</AngledriveType> + <ZeroEmissionVehicle>false</ZeroEmissionVehicle> + <v2.6:ADAS xsi:type="v2.1:AdvancedDriverAssistantSystemsType" xmlns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1"> + <EngineStopStart>false</EngineStopStart> + <EcoRollWithoutEngineStop>false</EcoRollWithoutEngineStop> + <EcoRollWithEngineStop>false</EcoRollWithEngineStop> + <PredictiveCruiseControl>none</PredictiveCruiseControl> + </v2.6:ADAS> + <v2.6:TorqueLimits xsi:type="TorqueLimitsType" xmlns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0"> + <Entry gear="6" maxTorque="1800"/> + <Entry gear="1" maxTorque="2500"/> + <Entry gear="12" maxTorque="1900"/> + </v2.6:TorqueLimits> + <Components xsi:type="PrimaryVehicleComponentsDeclarationType"> + <v2.6:Engine xsi:type="v2.0:EngineComponentDeclarationType" xmlns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0"> + <v2.0:Data id="ENG-gooZah3D" xsi:type="v2.1:EngineDataDeclarationType" xmlns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.1"> + <Manufacturer>Generic Engine Manufacturer</Manufacturer> + <Model>Generic 40t Long Haul Truck Engine</Model> + <CertificationNumber>e12*0815/8051*2017/05E0000*00</CertificationNumber> + <Date>2017-02-15T11:00:00Z</Date> + <AppVersion>VectoEngine x.y</AppVersion> + <Displacement>12730</Displacement> + <IdlingSpeed>560</IdlingSpeed> + <RatedSpeed>2200</RatedSpeed> + <RatedPower>380000</RatedPower> + <MaxEngineTorque>2400</MaxEngineTorque> + <WHTCUrban>1.0097</WHTCUrban> + <WHTCRural>1.0035</WHTCRural> + <WHTCMotorway>1.0200</WHTCMotorway> + <BFColdHot>1.0000</BFColdHot> + <CFRegPer>1.0000</CFRegPer> + <CFNCV>1.0000</CFNCV> + <FuelType>NG CI</FuelType> + <FuelConsumptionMap> + <Entry engineSpeed="560.00" torque="-149.00" fuelConsumption="0.00"/> + <Entry engineSpeed="560.00" torque="0.00" fuelConsumption="1256.00"/> + <Entry engineSpeed="560.00" torque="200.00" fuelConsumption="3197.00"/> + <Entry engineSpeed="560.00" torque="400.00" fuelConsumption="5295.00"/> + <Entry engineSpeed="560.00" torque="600.00" fuelConsumption="7615.00"/> + <Entry engineSpeed="560.00" torque="800.00" fuelConsumption="9375.00"/> + <Entry engineSpeed="560.00" torque="1000.00" fuelConsumption="11239.00"/> + <Entry engineSpeed="560.00" torque="1180.00" fuelConsumption="12869.00"/> + <Entry engineSpeed="600.00" torque="-148.00" fuelConsumption="0.00"/> + <Entry engineSpeed="600.00" torque="0.00" fuelConsumption="1459.00"/> + <Entry engineSpeed="600.00" torque="200.00" fuelConsumption="3358.00"/> + <Entry engineSpeed="600.00" torque="400.00" fuelConsumption="5498.00"/> + <Entry engineSpeed="600.00" torque="600.00" fuelConsumption="8101.00"/> + <Entry engineSpeed="600.00" torque="800.00" fuelConsumption="10014.00"/> + <Entry engineSpeed="600.00" torque="1000.00" fuelConsumption="12071.00"/> + <Entry engineSpeed="600.00" torque="1200.00" fuelConsumption="14201.00"/> + <Entry engineSpeed="600.00" torque="1282.00" fuelConsumption="15304.00"/> + <Entry engineSpeed="800.00" torque="-149.00" fuelConsumption="0.00"/> + <Entry engineSpeed="800.00" torque="0.00" fuelConsumption="1879.00"/> + <Entry engineSpeed="800.00" torque="200.00" fuelConsumption="4286.00"/> + <Entry engineSpeed="800.00" torque="400.00" fuelConsumption="7021.00"/> + <Entry engineSpeed="800.00" torque="600.00" fuelConsumption="10059.00"/> + <Entry engineSpeed="800.00" torque="800.00" fuelConsumption="13086.00"/> + <Entry engineSpeed="800.00" torque="1000.00" fuelConsumption="16015.00"/> + <Entry engineSpeed="800.00" torque="1200.00" fuelConsumption="19239.00"/> + <Entry engineSpeed="800.00" torque="1400.00" fuelConsumption="22426.00"/> + <Entry engineSpeed="800.00" torque="1600.00" fuelConsumption="25483.00"/> + <Entry engineSpeed="800.00" torque="1791.00" fuelConsumption="28905.00"/> + <Entry engineSpeed="1000.00" torque="-160.00" fuelConsumption="0.00"/> + <Entry engineSpeed="1000.00" torque="0.00" fuelConsumption="2865.00"/> + <Entry engineSpeed="1000.00" torque="200.00" fuelConsumption="5963.00"/> + <Entry engineSpeed="1000.00" torque="400.00" fuelConsumption="9198.00"/> + <Entry engineSpeed="1000.00" torque="600.00" fuelConsumption="12354.00"/> + <Entry engineSpeed="1000.00" torque="800.00" fuelConsumption="15965.00"/> + <Entry engineSpeed="1000.00" torque="1000.00" fuelConsumption="19864.00"/> + <Entry engineSpeed="1000.00" torque="1200.00" fuelConsumption="23530.00"/> + <Entry engineSpeed="1000.00" torque="1400.00" fuelConsumption="27202.00"/> + <Entry engineSpeed="1000.00" torque="1600.00" fuelConsumption="31165.00"/> + <Entry engineSpeed="1000.00" torque="1800.00" fuelConsumption="35103.00"/> + <Entry engineSpeed="1000.00" torque="2000.00" fuelConsumption="39360.00"/> + <Entry engineSpeed="1000.00" torque="2200.00" fuelConsumption="44120.00"/> + <Entry engineSpeed="1000.00" torque="2300.00" fuelConsumption="46836.00"/> + <Entry engineSpeed="1200.00" torque="-179.00" fuelConsumption="0.00"/> + <Entry engineSpeed="1200.00" torque="0.00" fuelConsumption="3307.00"/> + <Entry engineSpeed="1200.00" torque="200.00" fuelConsumption="6897.00"/> + <Entry engineSpeed="1200.00" torque="400.00" fuelConsumption="10651.00"/> + <Entry engineSpeed="1200.00" torque="600.00" fuelConsumption="14645.00"/> + <Entry engineSpeed="1200.00" torque="800.00" fuelConsumption="19115.00"/> + <Entry engineSpeed="1200.00" torque="1000.00" fuelConsumption="23677.00"/> + <Entry engineSpeed="1200.00" torque="1200.00" fuelConsumption="28180.00"/> + <Entry engineSpeed="1200.00" torque="1400.00" fuelConsumption="32431.00"/> + <Entry engineSpeed="1200.00" torque="1600.00" fuelConsumption="36698.00"/> + <Entry engineSpeed="1200.00" torque="1800.00" fuelConsumption="41691.00"/> + <Entry engineSpeed="1200.00" torque="2000.00" fuelConsumption="46915.00"/> + <Entry engineSpeed="1200.00" torque="2200.00" fuelConsumption="51783.00"/> + <Entry engineSpeed="1200.00" torque="2300.00" fuelConsumption="54932.00"/> + <Entry engineSpeed="1400.00" torque="-203.00" fuelConsumption="0.00"/> + <Entry engineSpeed="1400.00" torque="0.00" fuelConsumption="4306.00"/> + <Entry engineSpeed="1400.00" torque="200.00" fuelConsumption="8143.00"/> + <Entry engineSpeed="1400.00" torque="400.00" fuelConsumption="12723.00"/> + <Entry engineSpeed="1400.00" torque="600.00" fuelConsumption="17523.00"/> + <Entry engineSpeed="1400.00" torque="800.00" fuelConsumption="22288.00"/> + <Entry engineSpeed="1400.00" torque="1000.00" fuelConsumption="27093.00"/> + <Entry engineSpeed="1400.00" torque="1200.00" fuelConsumption="32536.00"/> + <Entry engineSpeed="1400.00" torque="1400.00" fuelConsumption="37746.00"/> + <Entry engineSpeed="1400.00" torque="1600.00" fuelConsumption="43194.00"/> + <Entry engineSpeed="1400.00" torque="1800.00" fuelConsumption="49453.00"/> + <Entry engineSpeed="1400.00" torque="2000.00" fuelConsumption="55830.00"/> + <Entry engineSpeed="1400.00" torque="2200.00" fuelConsumption="61072.00"/> + <Entry engineSpeed="1400.00" torque="2300.00" fuelConsumption="64377.00"/> + <Entry engineSpeed="1600.00" torque="-235.00" fuelConsumption="0.00"/> + <Entry engineSpeed="1600.00" torque="0.00" fuelConsumption="5209.00"/> + <Entry engineSpeed="1600.00" torque="200.00" fuelConsumption="9669.00"/> + <Entry engineSpeed="1600.00" torque="400.00" fuelConsumption="14838.00"/> + <Entry engineSpeed="1600.00" torque="600.00" fuelConsumption="20127.00"/> + <Entry engineSpeed="1600.00" torque="800.00" fuelConsumption="25894.00"/> + <Entry engineSpeed="1600.00" torque="1000.00" fuelConsumption="31631.00"/> + <Entry engineSpeed="1600.00" torque="1200.00" fuelConsumption="37248.00"/> + <Entry engineSpeed="1600.00" torque="1400.00" fuelConsumption="42826.00"/> + <Entry engineSpeed="1600.00" torque="1600.00" fuelConsumption="49752.00"/> + <Entry engineSpeed="1600.00" torque="1800.00" fuelConsumption="57020.00"/> + <Entry engineSpeed="1600.00" torque="2000.00" fuelConsumption="63914.00"/> + <Entry engineSpeed="1600.00" torque="2079.00" fuelConsumption="66520.00"/> + <Entry engineSpeed="1800.00" torque="-264.00" fuelConsumption="0.00"/> + <Entry engineSpeed="1800.00" torque="0.00" fuelConsumption="6409.00"/> + <Entry engineSpeed="1800.00" torque="200.00" fuelConsumption="11777.00"/> + <Entry engineSpeed="1800.00" torque="400.00" fuelConsumption="17320.00"/> + <Entry engineSpeed="1800.00" torque="600.00" fuelConsumption="23394.00"/> + <Entry engineSpeed="1800.00" torque="800.00" fuelConsumption="30501.00"/> + <Entry engineSpeed="1800.00" torque="1000.00" fuelConsumption="36378.00"/> + <Entry engineSpeed="1800.00" torque="1200.00" fuelConsumption="43079.00"/> + <Entry engineSpeed="1800.00" torque="1400.00" fuelConsumption="49796.00"/> + <Entry engineSpeed="1800.00" torque="1600.00" fuelConsumption="57436.00"/> + <Entry engineSpeed="1800.00" torque="1800.00" fuelConsumption="65157.00"/> + <Entry engineSpeed="1800.00" 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</Data> + <Signature> + <di:Reference URI="#AXL-EC3ohnoh"> + <di:Transforms> + <di:Transform Algorithm="urn:vecto:xml:2017:canonicalization"/> + <di:Transform Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#"/> + </di:Transforms> + <di:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/> + <di:DigestValue>o4nYTajmWKaduxys5ShmnfJbYd23rpxZ01JbuG6dmzU=</di:DigestValue> + </di:Reference> + </Signature> + </v2.6:Axlegear> + <v2.6:AxleWheels xmlns="urn:tugraz:ivt:VectoAPI:DeclarationDefinitions:v2.0" xsi:type="AxleWheelsComponentDeclarationType"> + <Data xsi:type="AxleWheelsDataDeclarationType"> + <Axles> + <Axle axleNumber="1" xsi:type="AxleDataDeclarationType"> + <AxleType>VehicleNonDriven</AxleType> + <TwinTyres>false</TwinTyres> + <Steered>true</Steered> + <Tyre> + <Data id="WHL-5432198760-315-70-R22.5" xsi:type="TyreDataDeclarationType"> + <Manufacturer>Generic Wheels Manufacturer</Manufacturer> + <Model>Generic Wheel</Model> + <CertificationNumber>e12*0815/8051*2017/05E0000*00</CertificationNumber> + <Date>2017-01-11T14:00:00Z</Date> + <AppVersion>Tyre Generation App 1.0</AppVersion> + <Dimension>315/70 R22.5</Dimension> + <RRCDeclared>0.0055</RRCDeclared> + <FzISO>31300</FzISO> + </Data> + <Signature> + <di:Reference URI="#WHL-5432198760-315-70-R22.5"> + <di:Transforms> + <di:Transform Algorithm="urn:vecto:xml:2017:canonicalization"/> + <di:Transform Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#"/> + </di:Transforms> + <di:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/> + <di:DigestValue>4TkUGQTX8tevHOU9Cj9uyCFuI/aqcEYlo/gyVjVQmv0=</di:DigestValue> + </di:Reference> + </Signature> + </Tyre> + </Axle> + <Axle axleNumber="2" xsi:type="AxleDataDeclarationType"> + <AxleType>VehicleDriven</AxleType> + <TwinTyres>true</TwinTyres> + <Steered>false</Steered> + <Tyre> + <Data id="WHL-5432198760-315-70-R22.5" xsi:type="TyreDataDeclarationType"> + <Manufacturer>Generic Wheels Manufacturer</Manufacturer> + <Model>Generic Wheel</Model> + <CertificationNumber>e12*0815/8051*2017/05E0000*00</CertificationNumber> + <Date>2017-01-11T14:00:00Z</Date> + <AppVersion>Tyre Generation App 1.0</AppVersion> + <Dimension>315/70 R22.5</Dimension> + <RRCDeclared>0.0063</RRCDeclared> + <FzISO>31300</FzISO> + </Data> + <Signature> + <di:Reference URI="#WHL-5432198760-315-70-R22.5"> + <di:Transforms> + <di:Transform Algorithm="urn:vecto:xml:2017:canonicalization"/> + <di:Transform Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#"/> + </di:Transforms> + <di:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/> + <di:DigestValue>KljvtvGUUQ/L7MiLVAqU+bckL5PNDNNwdeLH9kUVrfM=</di:DigestValue> + </di:Reference> + </Signature> + </Tyre> + </Axle> + </Axles> + </Data> + </v2.6:AxleWheels> + <v2.6:Auxiliaries xsi:type="PrimaryVehicleAuxiliariesComponentDeclarationType"> + <Data xsi:type="PrimaryVehicleAuxiliaryDataDeclarationType"> + <Fan> + <Technology>Hydraulic driven - Constant displacement pump</Technology> + </Fan> + <SteeringPump> + <Technology axleNumber="1">Variable displacement elec. controlled</Technology> + </SteeringPump> + <ElectricSystem> + <AlternatorTechnology>default</AlternatorTechnology> + <SmartElectrics>false</SmartElectrics> + </ElectricSystem> + <PneumaticSystem> + <SizeOfAirSupply>Large Supply 2-stage</SizeOfAirSupply> + <Clutch>none</Clutch> + <CompressorRatio>1.000</CompressorRatio> + <SmartCompressionSystem>false</SmartCompressionSystem> + <SmartRegenerationSystem>false</SmartRegenerationSystem> + <AirsuspensionControl>electronically</AirsuspensionControl> + <AdBlueDosing>true</AdBlueDosing> + </PneumaticSystem> + <HVAC> + <AdjustableCoolantThermostat>true</AdjustableCoolantThermostat> + <EngineWasteGasHeatExchanger>true</EngineWasteGasHeatExchanger> + </HVAC> + </Data> + </v2.6:Auxiliaries> + </Components> + </v2.0:Vehicle> +</tns:VectoInputDeclaration> diff --git a/VectoCore/VectoCoreTest/VectoCoreTest.csproj b/VectoCore/VectoCoreTest/VectoCoreTest.csproj index 3d224d2467849c6918538d6faaf704454a4bef06..a6e8308e153ab9a99a921acff94b0d94db457046 100644 --- a/VectoCore/VectoCoreTest/VectoCoreTest.csproj +++ b/VectoCore/VectoCoreTest/VectoCoreTest.csproj @@ -3447,6 +3447,9 @@ <SubType>Designer</SubType> <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </Content> + <Content Include="TestData\Integration\Buses\vecto_vehicle-primary_heavyBus.xml"> + <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> + </Content> <Content Include="TestData\Integration\Buses\vecto_vehicle-primary_heavyBus_nonSmart_ESS.xml"> <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </Content> @@ -3534,6 +3537,9 @@ <Content Include="TestData\Integration\VTPMode\GenericVehicle\Tractor_4x2_vehicle-class-5_Generic vehicle.xml"> <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </Content> + <Content Include="TestData\Integration\VTPMode\MediumLorry\vecto_vehicle-medium_lorry_4x2F.RSLT_MANUFACTURER.xml"> + <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> + </Content> <Content Include="TestData\Integration\VTPMode\MediumLorry\vecto_vehicle-medium_lorry_4x2F.xml"> <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </Content> @@ -3678,11 +3684,19 @@ <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.3\vehicle_sampleDualModeDualFuel.xml"> <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </Content> - <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.6_Buses\PIF-heavyBus-sample.xml"> + <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.6_Buses\vecto_vehicle-medium_lorryFWD-sample.xml"> + <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> + </Content> + <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.6_Buses\vecto_vehicle-medium_lorry-sample.xml"> <CopyToOutputDirectory>Always</CopyToOutputDirectory> </Content> <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.6_Buses\vecto_vehicle-completed_heavyBus-sample.xml"> <CopyToOutputDirectory>Always</CopyToOutputDirectory> + <SubType>Designer</SubType> + <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> + </Content> + <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.6_Buses\vecto_vehicle-primary_heavyBus-sample.xml"> + <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory> </Content> <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.6_Buses\vecto_vehicle-medium_lorry-sample.xml" /> <Content Include="TestData\XML\XMLReaderDeclaration\SchemaVersion2.6_Buses\vecto_vehicle-medium_lorryFWD-sample.xml" />