diff --git a/Documentation/User Manual/help.html b/Documentation/User Manual/help.html
index 05a666f66be87717ea42fd1797243fe112b39800..426d2e8897a98919432427e7bd7ad86faf49c3da 100644
--- a/Documentation/User Manual/help.html	
+++ b/Documentation/User Manual/help.html	
@@ -182,6 +182,7 @@ code > span.in { color: #60a0b0; font-weight: bold; font-style: italic; } /* Inf
 <li><a href="#engine-only-mode">Engine-Only Mode</a></li>
 </ul></li>
 <li><a href="#simulation-models">Simulation Models</a><ul>
+<li><a href="#supported-powertrain-architectures">Supported Powertrain Architectures</a></li>
 <li><a href="#powertrain-and-components-structure">Powertrain and Components Structure</a></li>
 <li><a href="#driver-acceleration-limiting">Driver: Acceleration Limiting</a></li>
 <li><a href="#driver-look-ahead-coasting">Driver: Look-Ahead Coasting</a></li>
@@ -1024,8 +1025,8 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p>
 <p>For hybrid vehicles and battery electric vehicles the input elements on the <em>electric components</em> tab are enabled. Here the component file for the eletric motor and battery pack can be loaded or created (see <a href="#electric-motor-editor">Electric Motor Editor</a>, <a href="#rechargeable-electric-energy-storage-editor">Electric Energy Storage Editor</a>)</p>
 <p>The position where the electric machine is positioned in the powertrain can be selected. It is possible that the electric machine is connected to the powertrain via a fixed gear ratio. At the moment electric machines are supported to be present at a single position only. It is not possible to have an electric motor at position P2 and another at position P4! However, it is possible that more than one electric machine is used at a certain position.</p>
 <p>The <em>Loss map EM ADC</em> can be used to consider the losses of a transmission step between drivetrain and electric machine or to consider losses of a summation gear. The loss map has the same format as for all other transmission components (see <a href="#transmission-loss-map-.vtlm">Transmission Loss Map (.vtlm)</a>). For simplicity or if no such transmission step is used it is possible to enter the efficiency directly (i.e., “1” if no transmission step is used).</p>
-<p>In case of a P2.5 configuration (the electric motor is connected to an internal shaft of the tranmission) the transmission ratio for every single gear of the transmission has to be specified in the list to the right of the electric motor parameters.</p>
-<p>For the electric energy storage multiple battery packs can be configured either in series or in parallel and the initial state of charge of the whole battery system can be defined. For every entry of a battery pack the number of packs (count) in series and a stream identifier need to be specified. Battery packs on the same stream are connected in series (e.g., two different battery packs on stream number 1 are in series) while all streams are then connected in parallel (see <a href="#foo">Battery Model</a> for details). This is only supported for batteries and <strong>not</strong> for SuperCaps.</p>
+<p>In case of a P2.5 configuration (the electric motor is connected to an internal shaft of the tranmission) the transmission ratio for every single gear of the transmission has to be specified in the list to the right of the electric motor parameters. The ratio is defeined as <img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_\textrm{GBX,in} / n_\textrm{EM}" title="n_\textrm{GBX,in} / n_\textrm{EM}" /> in case of EM without additional ADC or <img style="vertical-align:middle" src="data:image/png;base64,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" alt="n_\textrm{GBX,in} / n_\textrm{ADC,out}" title="n_\textrm{GBX,in} / n_\textrm{ADC,out}" /> in case of EM with additional ADC.</p>
+<p>For the electric energy storage multiple battery packs can be configured either in series or in parallel and the initial state of charge of the whole battery system can be defined. For every entry of a battery pack the number of packs (count) in series and a stream identifier need to be specified. Battery packs on the same stream are connected in series (e.g., two different battery packs on stream number 1 are in series) while all streams are then connected in parallel (see <a href="#ress">Battery Model</a> for details). This is only supported for batteries and <strong>not</strong> for SuperCaps.</p>
 <p><strong>Double-click</strong> an entry to edit.</p>
 <dl>
 <dt><strong>Click</strong> selected item.</dt>
@@ -1046,10 +1047,10 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p>
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" />
 
 </div>
-<p>On this tab different torque limits can be applied at the vehicle level.</p>
+<p>On this tab different torque limits can be applied at the vehicle level. For details which limits are applicable and who the limits are applied in the simulation <a href="#torque-and-speed-limitations">see here</a>.</p>
 <p>First, the maximum torque of the ICE may be limited for certain gears (see <a href="#torque-and-speed-limitations">Engine Torque Limitations</a>). 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.</p>
 <p>Next, the maximum available torque for the electric machine can be reduced at the vehicle level, both for propulsion and recuperation. The input file is the same as the maximum drive and maximum recuperation curve (see <a href="#electric-motor-max-torque-file-.vemp">Electric Motor Max Torque File</a>)</p>
-<p>Last, the overall propulsion of the vehicle (i.e., electric motor plus combustion engine) can be limited. The “Propulsion Torque Limit” curve limits the maximum effective torque at the gearbox input shaft over the input speed. This curve is added to the combustion engine’s maximum torque curve (only positive values are allowed!). For details on the file format see <a href="#vehcle-boosing-limits-.vemp">Vehicle Boosting Limits</a>. The propulsion torque limit has to be provided from 0 rpm to the maximum speed of the combustion engine. In case of P3 or P4 configuration, the torque at the gearbox input shaft is calculated assuming that the electric motor does not contribute to propelling the vehicle, considering the increased losses in the transmission components inbetween. For P2.5 powertrain configurations no special calculations are necessary as this architecture is internally anyhow modelled as P2 architecture.</p>
+<p>Last, the overall propulsion of the vehicle (i.e., HEV Px, electric motor plus combustion engine) can be limited. The “Propulsion Torque Limit” curve limits the maximum effective torque at the gearbox input shaft over the input speed. This curve is added to the combustion engine’s maximum torque curve (only positive values are allowed!). For details on the file format see <a href="#vehcle-boosing-limits-.vemp">Vehicle Boosting Limits</a>. The propulsion torque limit has to be provided from 0 rpm to the maximum speed of the combustion engine. In case of P3 or P4 configuration, the torque at the gearbox input shaft is calculated assuming that the electric motor does not contribute to propelling the vehicle, considering the increased losses in the transmission components inbetween. For P2.5 powertrain configurations no special calculations are necessary as this architecture is internally anyhow modelled as P2 architecture.</p>
 </div>
 <div id="vehicle-editor-adas-tab" class="section level2">
 <h2>Vehicle Editor – ADAS Tab</h2>
@@ -1058,6 +1059,55 @@ Version: VECTO 3.3 / VectoCore 3.3.2 / VectoCmd 3.3.2</p>
 
 </div>
 <p>On the ADAS tab, the advanced driver assistant systems present in the vehicle can be selected. See <a href="#advanced-driver-assistant-systems-engine-stopstart">ADAS - Engine Stop/Start</a>, <a href="#advanced-driver-assistant-systems-eco-roll">ADAS - EcoRoll</a>, and <a href="#advanced-driver-assistant-systems-predictive-cruise-control">ADAS - Predictive Cruise Control</a></p>
+<p>The following table describes which ADAS technology can be used and is supported for different powertrain architectures (X: supported, O: optional, -: not supported):</p>
+<table>
+<thead>
+<tr class="header">
+<th>ADAS Technology  Powertrain Architecture</th>
+<th>Conventional</th>
+<th>HEV</th>
+<th>PEV</th>
+</tr>
+</thead>
+<tbody>
+<tr class="odd">
+<td>Engine Stop/Start</td>
+<td>X</td>
+<td>X</td>
+<td>-</td>
+</tr>
+<tr class="even">
+<td>EcoRoll Without Engine Stop</td>
+<td>X</td>
+<td>-</td>
+<td>-</td>
+</tr>
+<tr class="odd">
+<td>EcoRoll with Engine Stop</td>
+<td>X</td>
+<td>-</td>
+<td>-</td>
+</tr>
+<tr class="even">
+<td>Predictive Cruise Control</td>
+<td>X</td>
+<td>X</td>
+<td>X</td>
+</tr>
+<tr class="odd">
+<td>APT Gearbox EcoRoll Release Lockup Clutch</td>
+<td>O</td>
+<td>-</td>
+<td>-</td>
+</tr>
+</tbody>
+</table>
+<ul>
+<li>Engine Stop/Start not allowed for PEV</li>
+<li>EcoRoll for HEV always with ICE off</li>
+<li>For PEV no clutch for disconnecting the EM present, thus no EcoRoll foreseen (very low drag of EM in any case)</li>
+<li>Inputs for EcoRoll possible in GUI, but no effect in simulation</li>
+</ul>
 </div>
 <div id="vehicle-editor-pto-tab" class="section level2">
 <h2>Vehicle Editor – PTO Tab</h2>
@@ -1856,6 +1906,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <h1>Simulation Models</h1>
 <p>In this chapter the used component models for the simulation are described.</p>
 <ul>
+<li><a href="#supported-powertrain-architectures">Supported Powertrain Architectures</a></li>
 <li><a href="#powertrain-and-components-structure">Powertrain and Components Structure</a></li>
 <li><a href="#driver-acceleration-limiting">Driver: Acceleration Limiting</a></li>
 <li><a href="#driver-look-ahead-coasting">Driver: Look-Ahead Coasting</a></li>
@@ -1879,6 +1930,33 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <li><a href="#engine-only-mode">Engine Only Mode</a></li>
 <li><a href="#pwheel-input-sico-mode">Pwheel-Input (SiCo Mode)</a></li>
 </ul>
+<div id="supported-powertrain-architectures" class="section level2">
+<h2>Supported Powertrain Architectures</h2>
+<p>The following xEV architectures are currently supported in VECTO. All architectures can be used together with the bus auxiliaries model in engineering mode.</p>
+<div id="parallel-hybrid-electric-vehicle-architectures" class="section level3">
+<h3>Parallel Hybrid Electric Vehicle Architectures</h3>
+<ul>
+<li>P1 + AMT</li>
+<li>P1 + APT-S/P</li>
+<li>P2 + AMT</li>
+<li>P2.5 + AMT</li>
+<li>P2.5 + APT-S/P</li>
+<li>P3 + AMT</li>
+<li>P3 + APT-S/P</li>
+<li>P4 + AMT</li>
+<li>P4 + APT-S/P</li>
+</ul>
+</div>
+<div id="pure-electric-vehicle-architectures" class="section level3">
+<h3>Pure Electric Vehicle Architectures</h3>
+<ul>
+<li>E2 + AMT</li>
+<li>E2 + APT-N</li>
+<li>E3</li>
+<li>E4</li>
+</ul>
+</div>
+</div>
 <div id="powertrain-and-components-structure" class="section level2">
 <h2>Powertrain and Components Structure</h2>
 <p>The powertrain in Vecto V3 consists of the following components which are generally connected in this order:</p>
@@ -2160,8 +2238,8 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <li>Current vehicle position: <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAIBAMAAAAy1HOFAAAALVBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAOrOgAAAADnRSTlMARFSZImYQMrvddqvNiR1MEkMAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAA1SURBVAgdY2AQMhE1Y2BXqAiYyMDFUJcQwMDAsBqIGRgOATEjyzOGBQyRrNNYHRh8VWTVGQC/jQgwYH9M7AAAAABJRU5ErkJggg==" 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,iVBORw0KGgoAAAANSUhEUgAAAW4AAAAtBAMAAAB8N5zKAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAid3vmbtmVHZEMhAiq833cN8pAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2ElEQVRoBdVYTWwUZRh+drczOzuz2y2obdCYrEfTg3vQCxKzxiAhiOlFQiqGgTSloIYhaUrTaJxeKP7FMRqJGM2IEg7+dCImiAdcDR5IgK4Hg5hA9qSiMenBSLQafb+fmflm2bJbSsnuF/jm/XneZ9759puZpwMsc1guJzBa03zRCtIGRyuKxfOr/7j9CV9JF4RtVZQYman7Hl4/nAzVku61Xhsc1xa1G9FqyP6jgF+U9oQSY+ZTwAtVNWZ4qtfUbsnRtKq9YNGG9acCrUu7VxytMEWYr+zQYUcJUEONdkuOxoIl+LM+zKsxPmtLO+VwQ5erav4NzIqQBDQupgyrh5YcKniJ9l6g58G4RqtKO1fjRti3Pg88EsQ4YJvqNLdbcjQvayv6PfCGHyMzZB567K1NQJkHw74LQ8itjWFkUT43fmaEX8uxirUukZROK45mNW3GHhg9eJcCTQOmc9S+F5jn0bDvzJaxad5ihC0Bx8wtaY8ClrMWV6KEYrTiUKBLNPN/RQW5dbl1OA8YmA1sQGyesO851p868nXANRd0FsuZ83gFycvibhOO6Aaiy92qEi7NZvs2HGX67T9lzqtsGqT/my9d/v3Sd8yj2yA5zDr5Rk0EUzXYjRue7f8WHBdF9Y3MhXpUZdbMGj5j7s9sKrMJ4Xpf5p4yWSVyeh0Rod1iy4IIwupbcIh0VLEUI91HaGNgN2bWGK7hgu7LXH4BbuM572GkqUkbMy8T2tjnsZ68uUC8y4uBWf3wJ5ZnVBMjhCK3KcezMEYDYzJgbHVCM04qWGxIMeE25uccijhrJwteWvM1H70BduqDehX5IUpE653nj/hho6/gvU3oiyjhN+ilncEzOEctFAMddNGUp2SucpxQ5Dbj0NPBhZR3MedBoqmGCtipVt+/ar36BmQx1PiMz8UhmlPbL5B9dghHUMywxTYcfP3c61PUsM1Bcp/c8a9DD5pSjze33z07ZJboaTOD/MCZAR8fEDA7YEPzWZ6oev2jhNL8phw4T8X5q5OCjVH1eFQAGtoQMMAMZYRiQrmblazuYgTvHQWV5+UFQgs4INzfzNEr6WCcDq5eydVxLiSgK2Ijw/NEVcRBQtEaNONAv15BtkJJxsao0gEVkI+iCxxmhjKkUgDqSjAyCx7GMbzD2UEtPCmjsi1LtM+D2b5vTnwCs+BlK5ofNkW7TFSc0lmeqDK4QqhT9IRswoHBXRXrcA1+VaDZTAWMghQH3hFc0RyJicYfgiM0uknG/NPOaWrhtKzZFNXGxobn3dQum9D9L9EvUxGJrMz3TIHylNQPzBOKXDTjeLTavx/9E9gq0VRDBYzjNeRQlWThIRIT74aRxY45sXy6vxggih8SVth3FIdVF/Z1OdQyUXAZqZhDWuVQTLBtd/1R5en89UEsuxhkynBF8WIAnj0pMGyWBQ+t+iWOSasUiokiC2y+RIO/BmX6ph76d7RDJ35WjhQFpDjuTBZayNchxUQmSOY6x9PnYSe70aqxmEgn+/6vUwagKA7ZfgaxmGi9v5PXfOu8TB8714GnSXFg4AD0CfNxrnmEmOB9r+z+vsFL5Uq54KzhimMa7+s+vY1CMYFvb5B1xctS29mD4gj7VzyCjZj9EcOIxARGV7yBZZ2AhCEpjhES7uZtTHHKN278Gl8W+8oVj+MkKY59+cGpWsGqk1iTj5FINq3cqZfFnNrlkOLo2f+DtXsPNviRmOhJPgaXdY5bUizFxJ5bcrKbeBKpFao3kbIrqcxxHO/GRTiR8Xu9LlxxbxZG1Uo23uAmk53i3Q0dWjXRTYObyHWMcy/1zcVO3FGDGyc6yVrAx0ywkXKbnvCyoxVj8ktyO38swKbPB5o/nc0cc9+0yvQph39N6PTO99EngmESbxvzJDF/NbfRpxzSb90xyiTeBjEGzBszlfBrYOe3ToKNlJtDX4PLvfQp56O63fk98w43MOWGIWBsL/uUQ/qt28apbmuY95tlfwp24UiN9i236/8BXsEK/HJYkuYAAAAASUVORK5CYII=" 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>
+<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} + P_{em, drag}}{v_{target}}" title="F_{coast}(x) = \frac{P_{roll}(x) + P_{aero}(x, v_{target}) + P_{ice, drag} + P_{em, drag}}{v_{target}}" /><br />
+<img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADoAAAATBAMAAAAzNgPlAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAid2ZuzKrVCJmEO9Eds0xWRQzAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEElEQVQoFWNgYBD6LOwSwIALsCQwsP/AJcnAP4GB6ydO2fgABtbvOGXnMzAw78Ipm8LAcBq3q7bMvCuFUyvHH5BUJUJ+yQUEm4HzAxIHxGQ7ACRggO0BjAWluZH5TAJAHmcCw81ZDNdvAZni9xguVh4Qv8nAPtOAgaG/ACg0QYutQIbtwBkGBpaAi+zc4VcCLjIc5trAwOifDpTleBAEVFd+gYEhiMGGowVEMjxldQDKgADjhMkMDMUg1mQGLYa5YPIDL1AxGDCtLGZYE8bAysFQyKFVkAMmN/AdgMoyz2CcXsA4fQLLBebyXAYHBhA5FxjEaADkRBhYB2PAaK4DMBYDe8BdOBvKYEcIMM4UYAAATuI/X2CgqhUAAAAASUVORK5CYII=" alt="P_{ice, drag}" title="P_{ice, drag}" /> is set to 0 in case the vehicle is equipped with eco-roll and pure electric vehicles. <img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_{em,drag}" title="P_{em,drag}" /> is set to 0 for conventional vehicles.</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+k6ESAAAALVBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAOrOgAAAADnRSTlMARFSZImYQMrvddqvNiR1MEkMAAAAJcEhZcwAADsQAAA7EAZUrDhsAAACFSURBVAgdY2AQMhE1Y0AG7AoVARORBRi4GOoSAlBEGBhWo/EZGA6hiTCyPGNYwLohEyEcyTqN1SFgGg/TBpiYr4qsOgPLAVbGBTARMM21gIm3AEWEV0GMg4F94YJUgxApiASLqQAHQwbDNheDBla40toCWYYDrAIHSuAivgK8Ug4si4wEAObGF0JnApkOAAAAAElFTkSuQmCC" 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///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMARFSZImYQMrvddqvNie8Nf0xcAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAiklEQVQIHWNgEDIRNWNAAuwKFQETkfgMXAz1CQFwgYwFQOZqOJeBgVsAyDmEJMDHwMDI8o1hAcOiZVkXlRMYLq1hYIhkncbqwC0gGPCdV4GjYC0Dg6+KrDqDv9IC9gbugkoGQ6h2ZQYGrgV8DMEM06AC1Qzs3AXSjros0xQgIrxBARwM2QHMSrsYACQiGc33j0S9AAAAAElFTkSuQmCC" alt="x_{end}" title="x_{end}" />:<br />
@@ -2172,9 +2250,14 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <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>
+<p>The following state diagram depicts when a PCC event is activated during the simulation for conventional vehicles.</p>
+<div class="figure">
+<img 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+
+</div>
+<p>The following state diagram depicts the activation of a PCC event during the simulation for xEV vehicles.</p>
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      >Predictive Cruise Control Activation</text
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      >entry / </text
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      >    body = Move to next PCC Section</text
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      >entry / </text
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      >    body = </text
      ><text x="6" xml:space="preserve" y="42" clip-path="url(#clipPath6)" stroke="none"
      >        Without eco-roll: P_eng = 0, clutch = closed</text
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      >        With eco-roll: P_eng = idle, clutch = opened</text
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      >        With eco-roll &amp; stop/start: P_eng = 0, Engine = off, clutch = open</text
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    ><g font-size="11px" transform="translate(456,49)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
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      >entry / </text
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      >    body = </text
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      >        Without eco-roll: P_eng = 0, clutch = closed</text
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      >        With eco-roll: P_eng = idle, clutch = opened</text
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      >        With eco-roll &amp; stop/start: P_eng = 0, Engine = off, clutch = open</text
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      >entry / </text
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      >    body = P_eng = P_driver_acc, clutch = closed</text
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      >Outside PCC Section</text
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    ><g font-size="11px" transform="translate(455,224)" fill-opacity="1" fill="black" text-rendering="geometricPrecision" image-rendering="optimizeQuality" font-family="sans-serif" stroke="black" stroke-opacity="1"
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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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      >x &gt; x_end_max</text
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      >v_veh &gt;= v_target - v_neg * 0.95</text
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      >v_veh &lt;= v_active ||</text
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      >x &gt;= x_v_low &amp;&amp;</text
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      >E_veh &gt;= E_end + E_coast,x_end &amp;&amp;</text
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      >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
    ></g
    ></g
></svg
>
" />
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ERenDePhAsX6GeMxnFw1y6S4+N57sMPSbhwgYGtW9PihhuIKlcu+zh7t27l84kTSU9N5c/163nguedITUqiVOnSTpljWxCaEBtLVmYmgUFB2etMJhP1WrS45D0Pmz6dGcOGMbxLFyKjo7n10Ufp2qcPv6xYQdmKFXnqrbc4eegQT7Rrx7y//2bNxx8ze/NmTCYTc158kbsHD+aXFSvocv/9/LNlC7GnTxN76hSL33qLuTt3Yjabmdi/Pzt//plzx4/ToFUr+o4axaLJk9n49dca8BYxJpOJDj16mDd9/XUnq9WqAa9SfqIBryoOSlmt1tKOAY0qGsyBgQQGBZGa6Dwef0ZaGuFRUTmOohEUEsLIOXMY98ADZKanM+DVVwkuVQqAP77/nqadOwMQVro0MVWqALB9wwbWLV7MeiNrDHDq8GGngLdizZq0u/VWAoODeXDUKIKCg8nMyCA1Kcnp+BaLhcyMDMIiI8nMyMDq0G4YpF2vrTw2pcLDGfXJJwAkx8czuEMHAgID2b99O1+//z5fz5kDQGBQENvWraNy7drZndv+M2GC26YZh3fvplzVqtnBeOubbuK3b74BoKbRLKRC9eoc2LHD6+ep/KNa/fpYrVatoJTyI+20poqDIMAcEhbm73IoF2azmT4jR7Jm3jyn5Svfe4+nJk+WXxw6r104c0aeGAFgRloa+7ZtY9GhQ8z+9VcWTJjA3q1bAajfsiVH/v4bkMA02ehcVr1BAx4YOZI1iYmsjI1lwKuvUrWu8yR7UTEx1G3enJqNGhEUHAxIAFq5Vi3+XLcue7u/Nm1i8LXXYjKZuOa229i0alX2uvMnTjC4QweyMjOzl6WlpNC3QYPsoDUsMpIu999PwsWLVKpZk6emTGFNYiLLTp2iz8iRNGjThou29wx8OHq028585atVIz42NnvdkT17qKedM68YEWXLgkxZrZTyE83wqmJD2zMUTbc99hgHd+5k9N13U69FCw7u2EFkTAzd+vUDoE6zZrz73HNYLRbizp0DoFqDBiyfPZtmnTpxeNcu3n3uOSrWrCmPGjUAuKptWz59/XU+fPllLp45Q+LFiwA079yZRW++ybxXXyUtJYWE2FjCoqJyVdZHxo5l8sCBNGrfHpPJxO6NG3n5s88wBwTQb/RoxvbqxW9r1hAeFcVvq1fz9MyZBATaq9GQ0FCemDiRl+66i6s7dCA9NZWDO3YwZuFCTGYzL911F0nx8Zw5coSgkBBqXnUVNRo3ZtaIEQSFhJAcH09IaCgXTp9mzSefUKtxYwCqN2zI1ddey4yhQ4mMiWHv77/z6Jgx/LB4sc/+TqrAaRWllB/pP6AqDiKBw0uPHy9ru62tip6szExOHDxIpZo1szt+2Zz691+iK1Z0ah6QkphIqfBwTCYTSXFxJMXHU6Fatezsr03sqVOUKV/+kuYRsadOERIaSngug11HcWfPkpqSkh1cO0q8eJH42Fiq1KnjdR+nDh8mKCSEmMqVnZafPXaM0mXKEFq6dPayhAsXMJnNlDbKmpmRQVZmJiGhoU6vTYqPJy0lheiKFfP8npT/HNi+nQEtWiwHevq7LEqVVBrwquJAA16lVJGlAa9S/lfcmjS0At4Cuvi7IKrwfTVrFmGRkf4uhlJKOYk9edLfRVDKXyYCE4A4fxckLwGvGYgBYpF5wcsDF4EMY30kMBj4BDjNpXOH5/R6V1FAaeRDsnXxjkGmZ4wCUoALxvLSxrIIwFtPWMfXxwOZQLTx3HaMSGM/6cA5oBTyOSUgGfEyDsdVRUiTDh3QkRqUUkXNsf37/V0EVXxFI/FJBhKfpGKfxrovcAzYamyT0+vLIrGVp2mwSxvHSEBiMxPSGTMEiZXOIHGVGYnxspCYytsACVEOZU8yjl/OeB4HBBi/B2KPB0OAUCSGNBnljvVyDCDvAe9iYAqwB/gOaGYcEKMQvwAfIAHj88BGh9cHAEuBN4CDxuuvxn3U3w6YCfwE3AH0APYCa5GZav4BbgeuB6zAN8DXwLU5vIcfkCD2mPHaXcgfrgnQAWgEfAisALoC84BFwHIka/yS8fp3cjiO8oN6LVqgTRqUUkWNa5t1pXzoNeAQEpd8D9wJ2MY2/AZ4BJgDfGls6zhGpAmJyf4B3kdipNuBS+dMh6uAhcAa4GZgCLAdWIXEURbgCDAUeAaJmZKA1sCLXsr/NlAROADcAmxGgt4bgeuAEUhQnA60QOK8EGA10Bl4GGgODPNyDCBvAW8m0Af4HAly78Ie7IK82Q1IkNoNCRY/Rj5gkAj+PuP1cUB33Ae7QcgH/wKwCQmiByFvugwSdK5B0uQNgLbAGOBToBcw1st7KAOMRILtY8Ako7xbkauRAKC/8fsB5IsyG/lgVwKVkUBZlQAWi8V5+lqllFKqaBmNJCObAa9jD3ZBEnRvAe8ige0uoD72O+tWJNZajDQJfQX3wS5I7DUdCZzXInFXLyTTehMQbux/AhIMN0MSlOvc7cxBBPA/YAYSsG8A3gO+BZoCfwNzje2+RJKv8UZZ1iLB7705HAPI+zi8p4H9SHC4zWWdCWgIjEM+2FnIh+/6+sNI+tnTCOkhSIp9EnK18RLOnetsg1aeQILjusZ2IFngnJxBgvOLwHnkD56AfBYXkCuR34GB2C8IZiEZ4GcpAu1Q1OVJTUpi+A035Gpbq9XKG48+6rTs4tmzPNqkCT8sWpS9zGKx8EzXriyZOtWHJYULp0/z16+/+nSf7sSdO+c07qzNZxMn0r95cwZ36MCwzp2Z9PjjnDXGlk2Ki2Peq6/yeMuW9G/enA9ffpnMDKk/U5OTWTp9OoPateOxpk2ZOngwSXHO/zLpaWnMe+01Hm7UiEeMIbky09PzVO69W7dmTwLxat++l/PWlVKqOIhF7kLfhgSJjqKQYHQxUAsJUF2bkcYid8hvRgJOT6ohiccfgDexN+3chyREs5B4qjqSoU0xlm28ZE+XOow9FjtuPI9DYjAzEjR/A9TAHreuQDK7nwK5aiSf14C3NvKmNwH3u6yLQiLuz4BrkKYPru146wAVgD+A3h6OkYZ8UE8g2duHuDS4drQfeye1arl5E16MQcrdDnkvNpORtPtKHxxD+YnFYuH0kSO52vbgzp22weKzZWVmYgJ+Wb48e9meLVv49++/iY/NsflQnqydP5+tP/yQ84b59PNXX7Hx668vWR5//jydevZk0po1vL5yJY3bt2fMPfdgycpi2uDBBAYFMfPnn5m1cSNBwcG888wzAHw6YQInDh5k2g8/MHvzZq6+5hqmPPmk076///xzDmzbxntbtvDub78RER3N/AkT8lTu+a+9hsUIeJ95R1sYqWLHjE4MpXKnMtJWdzSSWXU0DGgJ9EPuyv/u5vVVkHjuFaQflidnkRipLXAPnpOWR5FsrG1MxeY5vgMJcN1pjiQfuyNNGY5jT4AOQloSPJHLY+SpSUMM0hSgF5Jd3Wk8dhvr45ArDE8FL4dcGdyFZFltr//bZbsM5I28BvyLZI2HeinXx8AC4FajjPmx3jju38j7CDPKG4r8oTcj2et+eH6fynfGIf9USy93B5asLGYMG0ZyQgIZaWkkJ0i7/V9WrGDtvHmUCg8nKCSE4e+8Q2BQUPbrfvryS67p3v2S/UVVqEBKUhKZ6ekEBgfz07Jl3D14MOlpaRzbu5cPRo+mTPnynD12jMfHj6dqvXq80qcPL3/2GSFhYXw0diyNr7kGk8nEivfeo3SZMoRFRDBk2rTs5hOWrCz++P57kuPj6XzPPSyfPZvEixdJTUri+l696Nqnj1OZXrzzTkLDw7EibQVHffwxJw4e5L3nnyeqXDliT51iyNSpnDt2jG/mz+fZ2bP5fNIk6jZvzm9r1nDy4EGO7t1L9QYNnPYbVKoU4caoFzUbNSI5IYHMjAyO7t3LqHnzsst7z5AhHN27F0tWFr+sWMEHf/6ZPSbuDb17X7Lf4JAQzp88yfmTJ6larx49n3qK2FOnAFjz8cdsXLGCUuHhVL/qKvq99BKHdu/mozFjiCxXjoTYWLr168eBHTuY9eyzDBg/nulDh/LS/Pkc2rWLT155hciYGM4dP85Tb72FOSCAzydNIiM1lbjz5+l0991079//cr9OShW0Wkj7xxuR/iuH/VkYVeSZgPnAq0h2dwMS1H5jrB+P3NH2xIxkSF9BsqgbgC1IrOdqPJIIvB1JXk72sM+zyLl7IdL0ID9x2QEktrQdKwXp+xWK/H90QwLhycZzr3FZXgLe80jzAZsKLutzCgDPIf/MNt66068HfjaOcQr7H8zx+I4Z2M5AJWNbb+Wo6fC8scvrQbLFnyFteR3vw9pSeiuNhyocGUj7o2ewd4LM04XG0T17SE9N5cV58zhz9CgDmjcnITaWqU89xdzt24mMiWHm8OH8/u23TgHuvj//pO+oUW732ahtW9YvWcJNffty/sQJuj38MNt+/JEPRo/mujvv5OaHHmLj118z58UXGb98OQFBQWxZu5Y23brx/cKFdOvXj/9268asTZsIj4pi9siR7N+2jQatWgFgDgigVdeuZGZkkHDxIklxcYz65BMSLlzgkUaNaNqxI+Wr2W80HNi+nbk7dxIeGcnz3btjycpi+pAh3Ny3L53vvZefv/qKhW++yeApU/jg5Zd597nn2PP77/QeMYKzx47x7z//XBKUAuzeuJEv336b1ORkNq5YwR0DBxJ37hxlK1Z0attcumxZGrVvz8UzZwgKCXGaACI4JIRG7ds77bdrnz6cOHCAMb16ERAQwHV33UWvp58m8cIFls2cyds//wzAKw88wNE9exjfty+DJk2ibbdufDR2LFHlylGnSROemjKFgMBAju/fj9ViYfrQodz3zDNcd+ed/LBwIZ++/jp9Ro5k98aNvL91K6cPH2ZQmzbc9thjmEw6BLkqUmoDjyLj9H6BtF3UpIrKiRVpsmBzjct6b8Gubb3jMK7tvGy7HbkQq4LEWramEQ8ZPxORJgcggxcsxN7e1pu7HZ7f5fDc1i53sXHM0zg3x7jR+Pkz0hwjR/4eh3cGMkKCo4tIr7tEPDeedmXF3oYjBMn6uk5FdBBJjef0BUjMYb0qPK8hGfVByN2BWORq7nBud/D7d9/Rtls3ACKjo4kqV47jBw4QFhFB6TJlALi+Vy/WLVniFPBWrVfPY8/q9t27M+2pp2jWqRNV6tqvwU79+y8devQAoMPtt/PR2LGYTCb6vvACS2fMoE6zZrS+8UaSExM5dfgwvWvK9ZclK4uYSpWyA15HW7//ni73S+uhiLJliapQgeP79zsFvJHlyhEaHg5AmQoVSEtJ4cyRI7zRvz8TBwwAq5WmnToRFBLCm2vW0CM6mnn//OOU0XanQvXqNGrfnqDgYO4eMoTQsDAy0tNJineuvyxZWWAyUbpsWdJSUpzWWa1WLBYLAQ5BsMlkot/o0fQdNYqsrCw+e+MNhnXqxOBp09j755/cbvxdsjIzaXH99Vw4e5b6LVsC8Ni4cW7LmpWVxfmTJ2nZRerurvffz1ezZgFw9bXXEhgYSEhYGBkZGVgtFkwus7Ip5SdmpHf9g0j7yNZIe0il/GUEksV11Q9pUnA0l/txjKWaIPGeq1eQBKc3FmSQgXzzdxuhcUjbE8fHE0jPvsuVDjztZr8vkHOwq4qeTOSEUBX5G25G/kFyNWNRnaZNOfzXX7KjjAzSUlIoU748acnJpKfKUIOHd++mVqNG2a85vHs3Ddu08bjPes2bExQSwtvDh9P6JvvFdemoKI7s2QPA0X37CI+IAKBB69YkJyTw1axZ9Bg0iDLlylGxZk2WnjjBqosXmfLdd1zfq5fzQYwMZI2GDTm4cycAaSkpJMfHU6Z8eY9lMwEms5lS4eG8tXYtqy5eZN4//3D34MFkZWQwrk8fuvXrx8T+/cnK9H5eLV+9Oo3ataNeixYSUJtMksE1mdjzu70p2MaVK3mibVvMAQHUatSIbevXZ687sGMHg9q0cTrWjKefZtnMmZgDAggKDqbjXXdx+sgRYipXplnHjqy6eJFVFy/yyhdfcM3ttxMUHMyF06cB+PGLL2T/Lhlas/GeTx46BMCh3buJjIkxPkrN5qoipxoyAtA2pNlWAyQrpsGu8rcPuDR+6otkdS/XXg/7LPie2Q78neE9XwD7tGIfyUEVH+eQSU3mAS8jTR2GI22X3DXEB6Bpx44smDCBzyZO5OShQyTFx1OpVi063XMP7z7/PFVq1+aXFSt4faW9pcqit97iPqMTljvmgABufugh5o4dS8O2bdmxYQMAdz75JHNGjeLmhx7ih4ULuWPgQKdyLJs5k8f+7/8ILV2aLr17M2fUKGo3acKPX3zBG6tWOR2jUs2aLJk6lVZTprB0xgywWok9fZq23bpR0yE4d1s+s5n7R4xg/vjxdLn/fn5YuJAeAweyadUqaa88axaznn2WNZ98QrmqVfnqnXfY9+ef2VnUnDw8ZgxTn3yStrfcQmpyMrt++YXXV67EbDbz8JgxjO/Xj9Y33khgUBCbV6/m+Y8+IiDQXtXcOWgQEx97jEO7dhEZE8PuTZt4fu5cajVuTNV69fjgpZcoX60aW775hgkrV9Jv9Gg+HjeO1jfeyKoPP2TM559Tpnx53h81in4vvZT9N7l32DDmjBpFx549+XbBAvo891yu3o9ShagRcqK/B+kR3wNplwiXNhNUyl9cBxyA/PeRcrfPSONhk4l9UjCf85b6MAPBQD1k7NmwgiiAUvnQFWmoHgeELz1+PNjTxBPnTpwgumJFp/alyQkJJMXHU75qVadt92/bRp2mTZ22za3MjAyOHzhA1bp1c2wykJqcTEJsrFPzBEcpSUmUCgvDZDJx9vhxwiIisjuR5bYspw4fpnLt2k4Bp7tyhISG5jkTGnvyJFlZWW7LH3fuHMkJCVSuXdvj6y+ePUtiXBxV69Z1OnZSfDxpyclEV6qUvSw9NZXYU6eoWLMmJpMJq8VCwoUL2Vlcm4y0NE79+y9V69a9rL+fUgXhwPbtDGjRYjkyNmlt5OSv2VylnJmQkbqWAf9FEl0+a8vu6QwXgzQ4bo+MWPAXnqeaU8ofTMhwK22RtkKhS48fD9SZ1pRSRY1DwDscGZJzADLp0VjsGV6lSroAZIjbRsjd2zVIU0afcJf2iQL+RGaw6IlMDadUUWFCvpfPIbdCRiCzsByyyoQmSilVpFjtPw4jkyrNR8ZIXYXMProA5xmylCqpziIjZn2DjJo1GhkSLd+ZXtdOaybkH3At8Dga7KqiIxiZy/sIMu3gZ8hV4FTkFkhWapJ+XZVSRU/8uXPgfD49CYxC7lKVQyZjehrn9oxKlWTpwCPAA/jo/8I14G2LtDEa44udK+Uj9yAnhM3ITDINkJnvbNLMZnNi3Nmz/iibUkp5dXTfPsxm8zk3q6zASKAFEIQM+j8J7/1rlCopkoD/Qzqq55trwNscSSXndvxbpQrSvchkE+ORrG4ZZBKQiy7bWa1W6wd/b9lSyMVTSinvrFYrG1essFqt1nVeNjuFzBZ1I9JfZifSuU2pkm4rMimL917gueAa8F6FDJWiVFHwMPAl0nRhJl7a8Fit1re/W7AgOTMjw9MmSilV6FISEjiwffsFq9W6NhebH0PusDYF/i3Ykil1RYhFRgnLdx8d14C3OpLhVaoo6Inn+bpdxe/788/FS6ZOLcjyKKVUrlmtVt78z3+IPX16GHkbjcGKTpSklI0VHzTzcddpTf/JVFGRp16ZWVlZoxdOmvTX7o0bC6o8SimVaytmz2b9kiXrLVlZy/1dFqVKOn9PLayULx1Pio/vPbhjx+PrlywhIz3d3+VRSpVAacnJzB8/nmlDh262Wq03IWOFK6X8SANeVaxkZmTsNpvNV014+OFfh1x3HQd37vR3kZRSJcivq1Zxf+3afDJu3Icmk+kG3E+pqpQqZK5tIpYgY/DO8UNZlPKlQLPZfLPVar2vWv36PaPKlStbukwZf5dJKVUMWSwWEi9c4PzJk/+ePnp0mdlkWmSxWH5DmwgqlV9lkc6cdYDT+dmRBryqpIgCavi7ECXY68jsUn/5uyDFQDQyQVA8cCcy8Yryr0xkVIVkfxdEqWLGZwGvu6mFlSqO4pCxLZV/XERGgNG/Qf5NQQKrNKQO/92/xVFKqaJP2/AqpdSVwwR0BRYhsw+NQ2flUkqpHGnAq5RSV45xSNOQeOQ2XzBwu19LpJRSVwANeJVS6spQFXgB+Nz4PQvJ8g7xW4mUUuoKoQGvUkpdGR5Epp094bDsZ2SM12v9UiKllLpCaKc1pZQq+ioCDwGt3Kx7F5gNtEdHbFBKKbc0w6uUUkXfs8A3uJ/E4HsgBWhaqCVSSqkriGZ4lVKqaDMB3YBOHtZbgQFIpvd643ellFIONMOryv4LuQAAIABJREFUVMlUFunxn1uDCqogKkevIx3VEr1ssw8I4ModsaEDMjmMUkoVCA14lfKfMCTwBPlfLO+wLgIYC9RGAhl3wgHbfMmur3cVYeyrEpIxbIjM0hVprI8y1lfDXi9EA1WMZQ8g7Uh1zNfCZQb+QYYi8yYDGAacvYxjRCLDm/nTvXj//iqlVL5owKuU/wQDq5GmRWOBvg7rEo11M4FfkVvVroIcXj8O6OPhOAHASuS29/+AXsBtQGXgBqAesBvJ4s4DXjNet854TAVqAf9Bm0EVNgvwMXAyF9v+AWz2sG4AUNN43hto67DufuTv3xvPFzSPY5+auw/Qxks5OgEf4fx9vsUowwfIdwnk+/9/wGgv+7LpgYxE8R7QD6iOdNR7yFgfAbwCfGhsCzIV6eMOx9Lh25RS2ZYgJzWlVOEYgXQ6+gP3t3RNwI3AXtw3QXgO+M54faSb9SCByiagOZLhbQZchT04qgdch/2W+Hlj+X4gxHi+JrdvyIMFQOt87kPZjcdzm153eiKd3q4GliN3BxzVA0YCXyEXPKVc1t+DXFw1M7Zxfb3NA8AqpInCm8BEY/khJAC+E/gN+a59CwxEAtSTRhk8+RBYBnQGtgGfIDPO7TSWrTfKeD3yXY8wjvGxsf+5wGAv+1dKFU1lgSTkDqNPacCrVOGKBuKAO1yWm4AmwAQkw/s07ps22F5/aw7HeRoJiv8AuuMc8NYAvkAChR+Bi8bxf3R4vQa8RUteA16AKcAFoLGbdYHI9208sBH3F1/TkIuhhl6OsQh4CbgP6I8EpLY7DLbj/G3s4wwQ6rDvnALeAcbzT4BHjecfIZnpMkA75O7Fr0CMsb4GcrK0TdahlLqy+Czg1SYNSvnXG8jJfiH2W84gAccU5BZwJ2A67oekmow0OfgS+y1nV82AWGSc1q7IEFeOPfmHIreHO+F8e9nq4bm6MgUj36FQl+XXIu2EJyDBZGfkIspVCNLEwvX1rtv8DmxHJsXoYbwm1WEbKxL4WrF/rxJyUf5kh9enOTwPR7LGXZAA+2+H15iR9x2DUqpE04BXKf/pgZysxyGddt7E3oYyDmn3eBDpkOTOnUg73leQ27mTcN8Gcz9wN5Jl/cL4eRFpBzkCaRLxJhJcP4jUC6Vd9hEHfMqlt7pdmZFsnrcsoM2HSBtiVfD6Im22WyJ/a8e/byLyXboLaTqT6eb1/ZCgsS1yIeb6/bDZgGRfTyKBs6f2uYeBI8gFWF3g4dy+ETeqIEH4u8j3rxsSeJuR/4lOSED/Uj6OoZQqZrRJg1LFkwkoh3PAGoi9d34p7CNGuGPGc7tNV92RzkWOXJs01EVuj5fL5T6Vs7w2aZiKBIYgGf5783i8aQ6vH4lcQLkTiAS5a4H3sWdWRxo/A4C3jZ/lgM+Qi7BhSPtyTwZjf7/DHJ4PQdqfD8XeybMXkrXuALxqbBcKzEJHGVHqSqNteJVSl6gN/OTm8UghlyMEua3c3GGZa8A7Hude/CpvLqcNr6+Z3DyK4j6VUlcunwW8OsSQUsXHUdxn7pIKuRxpSO/84cBjbtbXRTrp/V8hlkn5VkeglZvlC5D24pejEtIBzdVapEmCUkpdNg14lSo+MpGe70XBJ0iwWx0JxB09g7QH9tQ2WRV9PxsPXzoFzPDxPpVSCtBOa0qpgmFFOqV9gPNt6RCkzeWb/iiUUkqpkkkDXqVUQfkCGWrNcbi1D5AObTrMmVJKqUKjAa9SqqAkI8OejTF+r4HMhPWF30qklFKqRNKAVylVkNYj47HWQzrUjQLO+bNASimlSh4NeJVSBSkJyfC2Aa4BvvJvcZRSSpVEhTFKQxBQHumsopQqeX5FZvBaD1Twb1GKjWQgAhl7WSmlQBIM53E/DX2JV1ABb0XglsCQUgNDo6I7BIaEmkxmTSYrVcI1Ap70dyGUUqo4smRlkpmakpF88fxqS2bGe8AvyLTwioIJeAdhMr12w+AxZZv3fMQcVCrMZA4MwmTSCXOUUkoppQqCxWLBkpkRlBp/occvH066bduyT05jtQ5AJm8p8Vyj0CXIBzPnMvZlBt5p2KXHwJufe9MUWam6RrhKKaWUUn5w6u9tlm9eH55yfOeWccBkrszhIMsCx4A6wOn87MhX7QxMwOvN7nzoiXunLDRrsKuUUkop5T+VGrUw95m1PLxCg6aTgPv9XR5/81XAW6Vig6ZDur/8jo92p5RSSiml8iOkdBSPzf+RyApVZgOl/V0ef/JFwBtoDgxc0+2Ft8LMgYUx6INSSimllMqNgOAQWj/wZBQm0xR/l8WffBHwNgwJj2xcuXErH+xKKaWUUkr5Uouej5gCAoM6UzjD0RZJ+Q54TWZzk6Z3PGgODAn1RXmUUkoppZQPhZaJoU6Hm+uazOYgf5fFX/Id8FotlsqVGrf0RVmUUkoppVQBiK5RN9BqsVT3dzn8xRdNGmIiK1bzwW6UUkoppVRBCIuuAFDD3+XwF18EvGadRU0ppZRSqugyJgAL8Hc5/EUjVaWUUkopVaxpwKuUUkoppYo1DXiVUkoppVSxpgGvUkrlhjUX09DnZhullFKFrsQOQKyUKnyb500nODyClvf2B2DRkLuJrFSN20a/DcDq14bSYcBINs6dTJPb7ifx3Clqtr2esLLlmD+gG31mfkVQaFj2/jbMfo0qTdpQr9OtXo+78+vP2DR3MmVr1AVMZKal0Lr3QBp06UHiudN899YLZKWnYgoIIC0hnttGz6BM1VqkJyfy3ZRRJJ07TWBIKZLOnaLrs69T5erWTvs/d/Af1k4cQXB4BFnpaZSpWoubRrxBQHBIrj6XzPQ0fv14Kh0HvkDciSPsWLGATk+8mIdPVimllDca8CqlCs1VN/Xkx1mv0PLe/liysgiPqcjZA/8AYLVaOXdoD1GVa9D5yZcxm81s+ugtIipWpVRkGVLjL5ASf4GEM8cJLVOO0KiytH3gKQJDQrBaraQlxpGRmkJGchJRVWoQEBScfdzMtFQqNW7Jna99CMDpPTuY++B1/Pfn0/z03niqN7+G1n0GAXB068+sm/Eyd0+cz2+fvUPp6Ap0NwLyC0cO8O3k5+g9Y6nT+/rurRe4fsj/UbVpWyyZmXz2ZA+O7/iNGm06kZGaQsKZ4wQGlyKykgzhaMnKJP7UMawWC5EVqxJ/6ij7flxFq/seJ6JCFdo88AQAaYlxJJ47TamIMoTHVAAg5WIs5sBAkmLPEBhSisgKVUF6XyullPJAA16lVKGJqlKThDMnATjwyzfUaN0Rq9VCVkY6F44eJKxMDABrxg+lStN2xB7Zz/Zln1CudkNS4mJZNPguqjRtx/GdW/jP4s1smP0qNVp3pF6n2/j8yTsJjYomICiYsLIx3D52tsdyBASHYLVYsGRlcuT3n7ntxenZ66q1vI6KV7XAasli66I5/GfJ5ux1ZWvUpecbn1yyv4oNmrJ53jRufPZ1oirX4P63vyQgMIi0xDg+7ncD1Vtdx8Vjh2l8y720uOcxfnp3Asd3/iZBrBWqXN2KxLMnOfDLWqo1a8+Wz96hWc9H+PK/D9Doll7sW7+KLsNepf713flx9iuc+utPqjRpw74Nq+n23JvUv/52X/2JlFKqWNKAVylVqEpFluHCsUNsnjedm0ZMxBwQwLZlH5ORkkS15tcCcou/Qr2rqdiwGR0HvUipyLIEBpei7/urCYsuz/KX+pOZkUZWRjqWrEzAijkwkN4zlpKRksScXm2wWiw4jhF+5I+fWfrfB7FkZpJw5gQ9X/+YrPQ0gkJDnTKkJpOJ4LDSpCZcxGQCs0OmGCA4rPQl76nz4DHsXPkp304aycXjh6nSpA1dh4/n0OYfqH/D7XR47L+kxJ1nzn3tqNK0LQc3fcdjCzYA8PfapdS+9kb+/u4rmt7xILH/7iMrI53fPn2bm0dOpv713WlyWx++HjuQep1vIysjnQZd76TDYyOoeFVzDm9erwGvUkrlQANepVShqtq0HX+tXszpf7YTU6s+5oAAlr/Yn4gKVej6zASPrwsKDSOwlLTfLRVRhqy0NKf1ZarUwhwQIEGuyYTVasHk0C+3UqOW3Dh8POaAQEqXr4Q5MAhrVhZZGRlO+8nKSOfYtl+p1uIazEEhWDLSndYf/XMjVZu2wxwo1aclM5OTu36nWY++tLj7UbLS01j+Yn92LJ9HWnIihzZ9z6ndWwGo1qw9sYf3ERoVnb2/q27qSVpSwiXvN/HsKao1bw9AubpXkZ6clN0pLqqSzA4aGlmWrKyMS16rlFLKmY7SoJQqVLXbd2HHygXUv+EOgkLDiandkPP/7iMtMY4K9a922dp3bVODw8IpU602kZWrYw4Mkr0HBFCteXt2rFyQvd2pv7aybsYYAoKCaXH3w2xb9nH2uvhTR/nmjWezg11bEZc8cz/nD+8FpLlExauakZWRQfm6jajX6VYefG8V905dRGjZclRs2Iyk2DPZL1/2/MNYLZZL3mtE+coc2/YrAGf3/0VweIS21VVKqcukGV6lVKEqX78JmWmptO07GICAoGCa9ehLSETUJdtWadKaZc895LbdrK90fvJl1kx4mu1fzcOECUxw96R5ALR9cDBrJ45g3qM3EhAcQlpiHD1eec/p9eaAQPq+v4rVrw0zmlBYCY+uyK0vTScgOJidqz5n0dB7yMpIp+GNPSlbvQ7N73yYBY/fSkBwMNWaX0NQqVDSk+NZN/1lmvd8GIAO/f/L6vHD2L5iPqnxF7np2ddtU4MqpZTKI9facwmwFpiTh32M7zf32xert+zgu1IppRSA1Up6ajLBoeEFfqi0pAQy01IJjy5/ybqMlGTSkuIpHVPRa5Y1OfYsJnMAoWWinZanxMUSGBJKUKlQp31arZbsNsGWrCysWZlOQ5lZLRaSzp8mrGx556yyUkrl0a+fTOOHaS/dCnzj77LkQVngGFAHOJ2fHWkNqpQqukymQgl2AULCIwgJj3C7Lig0zGn8X0/C3ATLgFObXcd9OjIHBEBAgNMyk9lM6fKVczyuUkop77QNr1JKKaWUKtY04FVKKaWUUsWaTwJenT5eKaWUUqrIK7ERmy8C3viUuPM+2I1SSimllCoIaYlxAOf8XQ5/yXfAazKZT57dt8sXZVFKKaWUUgXg4vF/LSaT6YC/y+Ev+c/wmk37d6z81CoDpyullFJKqaLEkpnBwU3fncRsTvF3Wfwl3wGvNStrW+KZk1kXjh3yRXmUUkoppZQP7f1xFanxF/ZYS/Bc5L5ow5ucmZne+9dPplq095pSSimlVBFitfLb/LczrfA82mktnyyWlduWffzj1qUf+mR3SimllFIqfyyZGax54xmO7dg8HYvld3+Xx598NQ5vpjkgsMf3U148uOWzWT7apVJKKaWUuixWK2snjWTnik9/MwcEvujv4vibzyaesGRmJGG1dvph2ugvFg29x/rv7xt8tWullFJKKZULlsxM/v72Sz559MasbUvnTrZaLZ0tmRnp/i6Xv5lcfl8CrAXm5GefQeGl781MTh5atnrtplWbX1M2qlJ1AkNC87FLpZRSSinlSVpiHHEnj1iP/PHTqeTYczvNpUqNyUxO2uzvcuVTWeAYUAc4nZ8dBfqkOM6sGUmJXwBLU+JiTTtXfhoONAIeBk4CmwrgmEqpossELAe2Ay/7uSxXuubGY56/C6KU8gsTsBL4Dpjmsu4sJtP+sDJl0yyWLIslOanwS1eEFUTAa2NNibtgBRKA34BrgQPADwV4TKVU0TPV+FkRCXp1asbLlwVEoPWoUiXVfCTorQusw3XUBauV5AuxfihW0eezNrzFUHt/F0CpYqAccCfwE7AIGO3f4ig/eQvo4e9CKHWFqwt0QxIH64BX/FucK8uVGPAGAEGFcJwxhXAMpYq7R5HbbueRCvohoIE/C1TMmYEQh99DXNZXAdrg/e5eIFLP2vYX7GVbx3WBXvZbFrB15DAbz0shmaoAh9cFYq/fHZcrpWAAMByIA1YALwDV/FqiK0hRCXhbY8+o2jJCrgKB3shJs7fLujZAO+N5BQ+vB7gFqGE8NwN9clm+u4FXjeMA3OuwznEft+dyf0qVBNWBYcDnxu8XgLHAf/xWouIvDPgWqAp0QToiOwaNZ5As0adIpsi14zJIXfwFUke+hTRHc6eUcazSxu/TjH16EwAsAN4HFgLPGq+Zaax/EbAN6D4K6J7D/pQqKeojd0mWGr8fR/pEPOi3El1hikrAewAZGaIlsAz5Q9oEASORCrg1crL81OX1B5FKsoWx3REPx0nGfrKtgpwQvDEDs4CbgT+A94zn9yCVfD3gI6Ay0j4xtwG0UiXBY0hwc85h2WygE5qVKCiJ2IPGF4xHpsP6TKRpyeNIYLsIyb462oIEph8BtYCfPRwrDalrb0faFd8M5NQjvLVRxn7AA8CTQBJwE5L1bYB0cg5BAu31OexPqZLiaeATwHF4sTeBvkj8oXJQVG4XXQTGAT8CM5Dg0iYceAKYjGQr3LXGjkXasmxAOshs83Ccn4AJyPt+GWn87U00cgu2NnJLdhMwCfgGuaoqjwzj1s9h/0opCV7uBlq5LLciF6XjgUcKu1AlxCbkBPg98Jeb9ZHAHUBPpH674LI+HanTTiBJhCwPx7ECE5HpSnchI3Hk1CGxo1EugBRkmKFQpE1ieaST804kgD4DxOewP6VKgnDkAnCoy/IsJB55Fvk/VF4UlQwvSNBrxvnqxba8NbAfWIy0W2nk5vUXjNdn5HCcv5F2hQ8iFas3gcgtP1uZ4pDMwx9IO5pbkNt4jyDZ3W9z2J9SJcUbwFe4n7d9NhIIlyrUEpUc1wP/IPVkB5d1lYB3gb1IhvdvN68PBtYgSYaP8J4Y2YUErEOwN0XwZhtyJw+kLo1G7ujNRTLTO4BVxrF/zMX+lCoJ5hgPd/Xpq0gs4q55knJQVALecCRT0A24C7jaZf1FJJjsilSE5V3WRyCZ15uRrMVVXo71LtIh7QMkgPUmFtiHZEMigSnIcEB7jWOmI1ndKCQTcSiH/SlVEkQgt6jf9bA+CWkb6jqGpMq/OshdsmFIe+mZOF9YWJGs703Af3Hf6eURpFnDOKS+G5HDMX8EbsRzUzJHG4CGyHfjA6QJ224kEO5jHHe38fy3XOxPqeKuBpLdXeJhfQLwGZJkUHmwhILrUPI0Eji6MwK4z3jeEGn3l5erlZFIu1qAxtjHqfPkcyTI9uZt42cEknHYjZxIbL2SnwIGGs9fAnrlobxKFWcvIP/vjhYgd2psYpALTh2xIW+uJ38jyAQg/RccH95GYSgoFbB3dlNKefYGl3ZM+wbnxGBVpK9ElcIqVCEqiyRJ8t1Ouai04X3L4fkepF1ZXrzp8Pwv7G1qPXkgF/u0tZVJQAL1AJw7f8xyeD4+F/tTqiQIQO6GzM1hu/PIRWNkgZdIOcpC2ubmRSPktqmrycCvLsueRjolunoSOOvw+5k8lkGpkigQ6Ry6PIftjgPPkXMir0QrKgGvr1VBeiG7sk1valMRGORmu7U4V+RWnINdpZR7WUhbzNxwHW1FFU0Hcd+s4aybZZ8ibbdduXaMU0rlLBNpmpQbOSUZSrziGvCeIHczkJzO5XZKKVVSpQH/5nLbczgPQ6eUUkVCUem0ppRSSimlVIHQgFcppZRSShVrGvAqpVTxEwD8gvM06G2QoRMde3J/jIzhudjYfh0yBOT/IcMtuvoA6d+w3uFxvw/KWwd43Qf7We/y+J8P9unO5bSXvAEZ0nK9w6Ow27G3R0ZIKUzheJ6tT6lCU9QC3k7IOI2OPbcnAYNdtvsCqdB/QgY+34YMNVa7EMoIMl6w64wnBcnEpWMT+4IZOdEopYqXe5DgdiT2ej4EmQbdcViz8sjEEdFAf2S69VuAurjvfFjeWH6Dw2ORl3KYvDx3/D3IKIPrcptooIeHdY7CXcrWPYft3ZXF5PJwt63rWPA2DyNjErsTinTecyxf31yWzdtnl9N2jstGcOlU0p7+RjmVydtxHNeZKZ7DZakrTFELePsgAWxLh2XVkemA2zksq2f8LIsMMfYwMsf0MmSQ5oIWhcxY5E1bpBL3hf+Q81Brl+Ml4NYC2K9Syn+CkKnTZyLT9zoGOL8j9ae3oRktwABkIp/86IhkQm2B0ALknPOu8XwRzqPptAfmIbNpjnTZV5yxn/lIXeiLc1cIkmH9GEmi2DLV3wNfG2V0HHHiZWAhkg13N9snQH1kTFRfaISMGDTV+FkNGe99BZJpXw6EIeeatcjwnOuRyZsCgS+RIT9/RMa7bgo0R+r9aIfjjAZGGc+X4Xls7CpI9n8mkjm/1lj+FfL5LUYmZwJJSH2GzNT3Oe7vFijlV/6aeALkyvx7JEu7GnuF9jnwHjLrji2A3Ib8Q/3p5hiut5oeRDIDNpM9HP8uZIYhm0nGz2rIVKjzkQolApkkY6lRri+QitpVN+SfvR/u/9mfRKZXBTkhTfVQLpCKawtSET2HvMdF2AejroJUxquQmeZeQyrrqcgA1YFINmGhsbw/8nmvQ2ZSquXl2Db1kc8gwPj9FS6docnmI2SWpk+NY8Ygg8yPM/bxHpJBAvl8PgfeR6YmDc1FWdSVx3XiCXV5cjPxRC2kbgxAAlvbOOfXIbeWGwGbkf9JW53xHTLpj6PdXJq1W47URd84PFxfZxOENJMIQhIWXyL1yGKk/imHzGRZxdjHVqSuqo1kQt1lDM3AE8Zx3SUd/nEp2zseygYy7fLHRlmqI2MDl0cy47aLhOXGMashdxRBJurY47KvZsh3fCew0Xju+rnchswa6li+Pl7KtxT7hUlfpL4/jX0A/rHGst7IxUUAcl5ZAjRBzhNVkMmYmhivWYy97rWJQb4Xk7j0QsPROCS7H458l2x/r93YJy/ZhfzdWmAfq942KYLyHdeJJ4ozn0084cqfAe9QZHrhUkg7J1sw+DnSDu1V5MrUhOeAtzsy8YSjcKTiAGnDNs7D8cOQq2SQymuWcYy9yC0qM3IVPAAJeHcj/+w3ujmmo7bICeI2l+XVkLmxAe4GHvOyj6eQ2VYisVciZYCjxvN6yFBspYzjzDaWd0GyNRFIRWQ2HsuQW5uvGPvOjUCksq2NfPFO4HmmpL3Yg/EPgduN9/eBcfxrjG0qIRkJkGzLWS/7VFc2DXh9IzcB7whkIPpdSGCWhQRytoAXZJbI1cAa3Ae8JmCHm30vR6Z4z61njTK/jzSzGICcvGIdHtcax37PeE0lZMIf1ztkQch5YQuSoHBnSx7KNgJIdClLM+S8YgvgPkTq1e7IxbrNQg/7fBW54+jObciFRm79ij2pYAsij2IfTrQ5UtfXQLKs55FgfZmx/QIkM/4zUNN4jbuAF+ROXxZyXvFkkbE/22e1AzlvOk6KsBX5Ow3DnjEPR+p75Tsa8F6GotKkIRCpJGxX3CFc2hFiChIUt8OzUkhF6SjJWF4NCRa/9vDaZCSgq4VkSJcjH3QlJCu8ySjTdcb2K5FBoc8gQZq7zzIYyf7uQSojR2eQALwCMhXrt17el00CUmGuRL7w0Q7H/RZIRYLcmcYy28muFZLB2GQ82iJBqDsVjH39hHMnkkzgeeRvdBNy6zHRS1n3GT+3I59/e+Sz22SUryxyIbPJ2C6NSy9glFJ5E4pk+boZjy5Iv4ibXLabj/wPeqpPH0OCl/xag9wZq4nUvbuRO0CVkMzfJOx1hTdRyN20ykjAndPMU7mxB5kuvpJRvpnYkwiu9uLcDrW6D46fk3gkIw6SLLoXqUsjjGWtkc9zGpJMqImcu0AC98nI+exl7Ikei5vjRCOdFF9ALlA8OYX0p6mEBFsLgHQP2241ygASAOsMYMrvisrEE+WQYO0F4/dZSEU02mGbC0iQNhH7bXVX3ZC2vK6+Rq68K+I+a2GzAmkvXBs5SQQjFUQ/ZOD1CkiWtR4SSHpzB3LVvA45eWS4rE9HMiwvIzO5nfKyL6vxswPSPOMFJIPjmFlOMX4eQm5h7UYqRhNyVb4b6YwCUhEdRG4NuopDMr8BXHobajGS2bgAPOOlvI5ltv2MQ27BrUayAp2QLLFj1q9cDvtUSnnXDblw/wd7HfUMEvw4ztiUgmRcbfVhIBI42TKrQchdOXfG4Fx3rEUCLnf2InXmSqTO+x25U2ZrWmbryJWbkQN+QepmW+fk75D36SgcqaccPYFkJF1tAIYjd8/CkM8rzsOx9yOfleNtendew31QaVPPTfkeRs5/riYhn1UH5MJluLHdO8j5qB1yt7E80uShEVK3lwaOIXdHf0LOB18Y+/wHSWQsRppCPID8LeYZ7+175Dtku9vpaC7S/roe0h74JzzPQPor0vxuMnLeDPOwnVJ+468mDZO4tLfqZ0igaGvSYDMLqUQDkEpoFBIYf41kE9yJQjK9OXX8Ko1kLR0r+jeRjER75Kq1G1LJjDfWNwWOcGmG9yrslXNt3FeQMUa5vDX1AGnntR7psPAlcvtvHJIVLY1UQO8a21ZHPpcnkdtcVuTktRK5zdQVOemEIBnzJR7K5o4JOcmszGG7vUj2GuMY9yKV9mGgM3JRsdTY32okgJ+BnIS1YiyetEmDb+SmScOVoDx568hka0fr+PBVXVER55GBvIn24XFzIwg5fzieX8KRTLejMrgffaEa9uYZtmVRxrKPyPtdXjOSSS6Vy+0rXcYxVM60ScNlcO0UsAS5spvjZtv8eho4gPsmBfWRK9IUh2Xlsf9TxSG3d0D+2asit8EaIpkJq/HaE7i/UgZpt/Qvnq9Ibeq47MeMXDnXQG6BHUYyp6WQTEoppAJw7cTQGOdbYLbmCK7qI5+Lt6xACNLp4BDy3isZxwtBgm0rkh09gVR8kUggXBa5CIhEKumrkc/vL6PsocZ+9+I5s+GqEvK9OellmwbIrcEUJKjPQN5/deRzOY29Q4ytQk5BOrl1xJ4VVsWHrRPlH/4uyBXueuNRlKZEj8F9p9sNeM78FqZG2EchcDQN3zTGpyHQAAAgAElEQVTbyK/BuO/4/AyXNoXzlWjkHHHEzbq7jYerl8n9FNOqYH2DND/Z7e+CFIKySHxYB4kdLltRadLgrg3XWQ/bJmFvAO96O8ubA8bPskim1NUfSOV30GW5BflSOX6x4rAHiKlcGuyCBJXeOrPZOL73G7C32XK0EHugEIv0BHZ1wvhZDcmWLkI6hz2PBJBJyEgXjlLIWycPsDe9CEA+R9fMyEUke2sL4B0r7CM4V7CBSGb6KySQ3okGu0pdaeJw3xk43s0yfziM+/J5u2gvTF/g/u5kbpMQl8PW8cyd9bhv+ldUPi+lLktRCXgLUyrSe9nVmcIuiBvHkGYKrjx1DHBnF9J041pkOCJ379UXrMiFh+utrRRyH7RmIs1DbkDK+ZPXrZVSRVEm9oRCUZRC0S7fafKZufKxC8ZDqWKlJAa8KdhHBihq9huP/DqOvZNCQbHgm1EVLuI8uLtSSimllE9pY3KllFJKKVWsacCrlFLFUwucR0KIQNr1Ow7reBXSgelqpBnUtchoGrkZJsxXGhfisXKrNpeOepAfDXCeztfXgnA/M11+hRTAPn3B0/THSnlU1ALeDsgoEREOy15DZgVy9ClSaa9FOl1tQoZYqeFhv7bpMG2P9T4q7xtIj+n86Ixz2bYgQ4/5Wm1kjMW8msSl5fM2K1xBaJLzJj7XBedxoJW6koQiPblfdFjWFBnL1nGyicnImNhvI0MIPoJ08PoX+8QBBW16IR0nt8KQ8dPd9ae4XE9QsMPyzaRgJncoiBGbfOEZCvYCQhVDRa0N7wNIRdsCewemusAQZOxY2xAytvHnqgCPYh+j8SvgTqTzl6OawOMOv+c0aURu1cN7FqAmMtpEspdtyiLBu2NQ78uK1iYUaOlh3SPIQOQpbtbVQwYld2z3fNy3RfMqEBl1Ii/TmfpCWWSWIqWuRK8iF6uPIuP2piEZwD1IZ9ZbkKECTcbDggS6e4zfbzb24TiFb3lk+Czb0JJtkaESXSeoiUQu5G3btUBGBDiCXHjfjXQis82WZkISB22ROty1H0MMMuHQDDxPHHQ7MoJMZ2Rs7xDkonU19lF0bkHqwH3GcZoiHe52IWN8Xg38gEwXPw6pv8ORcw/G/tZ5OH53pONzJ2AVEjTfYDzfh0z3exiph+sj57XqyMyinkazuM0oP8ZrSuO+30R9JJh+ABn+7zpkHPSDSPLEjGTRWyMj9exEJjCqBfwP+az+QhJG9yDnzy+QqYubIjOMfsmlkyc5ijaOaxujvbWxH0+d8Togn0Ur5NxjG+6sh/F+/od9FKZ2yN/1R2Q0n6+N8k1Bki86so/KlaKU4Q1D/ilfR4bScrw9sxSZcMI1QM9AKqPfkH/I+TjPJmSTaWxne3jrbPU09kCnGjK+ZBmk8v8UyYg4DoB8GxIQLsA+77lNKDLz2+N4HzQ50aV87oYds4lBMsufIieBGGQQ8v8iWZqlSMUM8pnayu2aJXc0DO+Dqe9zKZ+34WlaI3+H+cCDxrK+2D+jzsayDsD7yMQik5GxeFsg43bOQ7JNJuSza4DzhCjlkYx+NHJSeg/Pt95qIEOffYp8r0KAnsjf+UNk+DbbLdWKyNic85ETvlJXoghkspolyNjfjgPUxyLJhNfcvM7Gitw9q+OyPMDYZzTy/7oA9/WGCZmVqzJSZy9BmlY0RyauOY8EqG8i56AmSBBsG4vb1Xlk6ttHkfrd3YD77yGT7ZiN9zcE+V+3zbz5PBIc7THWDUIC9SVIgPUp9qEwH0DqhSCkrgUJfF9yc1zH4w9EPqOfjLKUMj4HjGO2xT5FclOkHlvqZZ8vIHWfCTkvVvGwne1caUbqzcHA30B/ZKzWcCTgboX87cYZ7zEBCR67G5/BOmNZZ+R8G2Ds20zOzSUCkMC1HPLd+H/2zjs8iqr7459NCL1D6AhSBKRYALFgR8VCsWBXLLwWxPJasLx2xYoVFRQLKgoioIKKCiKgIKIoXWlSBaT3JJDs/v74zvxmdrOb3nM+zzNPdmdn79zZzZ753nPPPWcM4TO1kYxE984UVGQqgHJLX4C+l9HoMzoLfbYbnNcHOcdORzMQZSMbNoysUliV1kAGYjAyEiuQcQSv0tozwD3OvnnoBxYpXM8heu7bFc6x7vZhBv3oiDwgIAN5AfIs3I9+aBc7fQIZLtcgPkL49KGflsBPyGBHGo5eSPD6+3d1Bv37BE2PBZBBexl5C9aiH39zPMN9AV4FtosJz7sYQEb4KSRgX0KlKyMZT/rPL9ZUZxnkuXGn1qYgo+6GUlR0+tkAieg6Tj/cam9jnLYDaPSe6LQ5Pcq53Gsbi773aMQjr88RTpvPo0p5dzh9ikPei2+d49/BK5n6NkUjaX5JwSqt5Q1ZqbTWAf0uElAhF7fgzQnIDoGcBM2QB7I3+q22imjHLQ7jZwTyXB5LxkVEXkKiuzWyCQE0+O7rnLcDske1fH3C6UcsEeN6KteQPl/5crzS5H/g2SDX9gSQAK6O7jMvOvv/g/Ld+gcAf/j68IXz3v8g0RmLv/Dipeeiz95//k+QzaqH7B3o2rcQHlPtZwC6v5RHoWQZic7xyAPsXmcV55reRbNVbqlgt9iE+1n9BzlL7kGDgGZoQHEQ2enIQlEB5MipSHonw3AkYo9Ggjuj/k71PZ6NPpcg8uY2QzZ9EPp/c7/r45CH33XUTSR/wjiKA1ZpLQcUlZCGMkgM7kF1wl0hMt93zPPIAE/LoJ1ySDxGspfw0sXRpu5dVqAbwJNOn85DI+bjkNevLOEG2S3csITYIQMtURjAbmQII/Pq/kW4yI01DRTntNUUCdhyvmuZ4rS7z+lfPLrZuYZ9XkRbIWAWMoAXIsO8ieg8R/hNaVWM41qj/I1ulbruyEP7sfM8CU2zdUCf62MoZKIJ+h8YiUb2G9GgZAux/0e/RJV/fkPTX9FoiETza8iAV0VGeD0wGRnYf5DRDKDP1q3INI7wktaGUVwYiNL9PY3sQAfSD1JvR7Z0A9EpT/Sc2vciwb0FzQzF4nEUm1sDOTNCSGw2QGIZJLD2E14dM0h0Adgb3RPGIM9fZBhAKl6xmwO+frt/H0YD38nIq+h6ppc75/N/Dn77PhoNkHs41xGLzM7vZ6/vtRCxheH7yDPbGdnGrEzd343CKr51+uS27c7KuSEs7j1oNxLqNZAddL+bq4kealER3RuroHvlM77X7kP/c3+j7zaj/vrvwSEkokHf0T7n8Rfo/9T9vCKrqAbJ3PNsGP9PURG8NdGPc5DzfBQSuH5PxjbkDX2S2CPibkSfEksla1XPQKP9qciw70c/vmTkCf0V/dD93gU3Hjia4ToM3RSWI/EcS2jvz2L/QshQ3Y1GutVQHJi/H362IXEcrUAEeDHRe1GMbqwylmuz2L99SITHOf05A8W1uZ6jOGRUy6PP+Aa0iGaI8/oGZNyPQ+EaW5DhjmY4D0U3ruYobCFaicwUJHSvcdqq77R1Dl6JaX/b+9EocjN5u0LbMAqKQ5DgaYccCCCb0Ytwr9rPaEbDnZUKIM9aHBoY3oc3UPWzBXlZ96Ewg1jsQIPpXkgsgjx55yCnRlsUIjAhC9dUBw2Kryfj9RAZcQ6a7p+HvJ7bkAAf4vTvBacv69Eg2PUi/oQ8tlOJXlEzr2iLbNge3749yOnzBN7MUyyC6F5wHvpOf0FhCe49ybVz+502L0Xi/2bkPJiF7OTL6P/gJRTn7JZ/3+CcYx9aMBaNbeh7aki4EM4KW5AjZbPTrwFo0PYj+j95DhUp8lObvFuPY5QCiorgvQNNT/sXBCxDcUZ+fkHTWYc6zyujGKV4FHdUBXljI6ngHOfnTbyRZCQPogUGvdGPfCzyWPRFXsWNZC3Twy5krEJO36ogoxD5I20YpX9DSL9IIISmxh5Exvs5JBg/i3H+iWjK8gIy9k50I+MylhcQnjpoEd4UmZ9VaNR/tfP4YRSruxCJ69romtzpubVomrUnErjXOv0YjgYZm9E110RxyS2ctuahz6EPurGPQlO9roh1+Rd5hG5GHuP3yTjDxKfoxtcfeRYyiqU2jKLIaUgw+IXTQ0g4fEt4WNPTKMQnxTn+PfR7W4cEzyjSE0RlcBOz0JevUfiDa8c+QfZgBfpt9nDO7a/qtYP0A9zyyHHg9yhfSnhZ9G14Htbtvjbctl9AAi4VfR4no9mcR9B95xZ0TzgPzZY1QQJ3HbL1H2Ryrdt85/R/xu75dyGbFsTznIaQ0Ashe/M64bOaIC/nmYSXoI/G104/n8YLmXgY2fYQnn1PQ7ODH6LP8yv0mUxC39Uyp//nIgfNLBRS1oX0ixOjMYn04SbR2Ol7vB39H3RwruFt5+8Qp7/POM8nOc9D6PuB/FngbZQSCiuG9wjSx+I0Qj+cloSnH6mKFjcF0ErUY52tHbEXXh3lO87dMgt2PxJvlO8urLgUeSDd+Cx/bsVapE+L1hCJOf8W2ccaUfoWmSvTTxz6vC5BsVIJ6IbgLjBJcProTl21RAtC2jv7s0urKH1rnsHxldBNtztezE1D9N2fjreQoTkKGTgGeV5rO+89ARlkfzxhe/Rdd0A3qqroO41ztqOJPXgrgzzGF6CQizjnfO4CkCp4sVBx6Hu/BH23GV2nkT0shjdvyEoMb1GnHLHtWzTcuFT/lpMF1wlkzcnTHIV4FeR0+ZXkflbJvbaMrjOA4n2PQN/Bl+j+4BL53QQyaCs/iCM8NvgaPM/uADQrAXL6ZLQmqKRjMbw5IPIH/Sny3OVH7r3b0eKFyCD4wqI+EmCR/EDBpt2Kxcl44QouQeTNzSgGuSCoiARkJH8jj0B+cQLydGyO2J+AvPGRiyjckAij8BmJvIYZLXQyMudkZ3u8sDuChNEdpL8RbUNrBzJKY1XUGYjuh/71ClWJnpt7PtFD6bJDJWLPOLr0QjYwkufxFipnhc4onCwOXd/z5I+ntD7Rwx8m4qUdzYxGyCMfhzzjjzl/b8ULhSuNfItmhRcXdkcKgBoo1KgZsdc3ZYmiEtJQGCTj5f7zU9hi0mUL3hSdS4iiEbOURvTPLitTXrlhZoz9QfSDiPx/jpXf0jCM3JOGl9GmpPFclH27kRDODzITu6Dwhi8yPSpz3AJC+c1Gcv95rUcL4CIpzWLXyCGlWfDuIOujzMIgq4vsCoMUitZnl0Z4YQzDMAzDMIz/pygVnjAMwzAMwzCMPMcEr2EYRsmkNeHVriqhhZ9+u38oSm/YHC1kOgJlZKleQH2E9BXd8pv8KlaQUWWxWCSgWFeXpjk8d2v0vVXI7EDDKK2Y4DUMwyh5VEALcO/z7TsCLRr0Z2t5FaWjehPlbx2A4leXo8w0BcHQAjoP6HOJll84tzQi4zLB0YhHqeAG+PblJCY6AX1/nxOePtIwDB9FTfBehXK8+ke8w0lvSGYgY7EQpVj5DCUIj5Wu51fnOHcbmUf9HUHssrZZ5WyU3cDfv9dz2abLj2Qv/U9OuADdHP39L+gFBf3ImXfF5WfMM2KULB5BWTF64qVgDCBbMxjlMAfdA9xsPQ+jtJQ9UNnyyEwQtVFOWJejCE8Z6VIFOMv3vD1KTQjKn3ozsnsu8Sj7wC14OdZjcQQSdy18+xoTnr2gC17qyEhORCkHj0dZXS5BgvNYvM/hdPS5nYEyM1yP7FxHX7vHo0wBbnXNk5y+H5lJ/12qomwFBwi/D7v2uj6qlNkYecCvQOnDyqL7ZM+Ia5rtPG6KilR0w6qQGUYYRU3w9kLG2C8iK6Mf/q2+fVWdv6nIEJ2Pcr+eQrhBdgk4x7nblRn0oTGeUUvAS6JdF3lGGkX0rTrKA9uS9AamI8oVmJEYK4tWovr7F614hnsd/htCDTJOAO+W0q2ApjLb411b8xiPGxP9/+KNDPq/PKL/t8Y41qUR+mz8fa+Mbhat8D7H8k6//ceWQfkHj0Lp0aqhvL3tCF+E2dT3uDqq1hSLar5z1kE5f93vuTmeYPA/bkz+DyYMIydURjZuDCq93dr32hbkAMgorVkIibHIAgIJqBpZdefxKKLbtnjkVKiLfpNjkVhuh5wVaSin+SD0u2uHitWUR6V8o9EGpaTqjypvrfC9VgEVKyjntDGE2L/NSk6fKqNUYm1Qxp4RTh9x+n41EtUjkPjshFJ2VkS5YR9FxRzeRDnHKzrnjJULPpIDaFDxYZTXWiDv/B4kxMeiz/JW5PypDdyDJ3pPw/Na93f+votynBuGEYPCKjwBEhjfIsHxN554GYU8eGvwjMk8ZFz+iGjjUsKrtbn8lo1+PoxGzCABNhp5Ff5BXpPVyMCADNFaNA21mfTXF0Aj/3loxB2NXugmkBXi0DW7XpUR6JpjMR99jjORQZwIvOW89hG60VRAWRcOc9r/nejezikxznEpqvKTVU5B3+9T6ObbDBnwTaja3ky8XJdjnH1vIM8/KPH4WDQVuwDdEJY7x1XznWc2KgYCmjLtm0GflqD/ra6ohOYjqMLSOeiG1BndSA8goR1AswtVozVmRMUKT+QNWSk80Q6v2tZxeOn8TkAzYXEotOEQVGmrN/p9twpvhsWkH8SPRDatC7JrsbyIQ/AKyKx2jnsceScbIqG5Hf1G/ekGvyd9UaAayM62JjZjnXZ74F17NCrh2dtyTr8aoOpxbvWu5ej3fgzhebxd4b4I2bGG6HMYhUTqbNITh2xwLAF+KqqO5jLTOb8bZ9wHz2b3RQIb5HV+3nn8tvN3GZ6n+3ZU2McomVjhiRxQlNKSuXXVtyFxeR6KSQKlELsVGeXTor5b7ALqRdlfhXDPwQqiJxAHCcHX0JTb5cir8CgaUX+Laqo/iFeX/hkkyJYiYeQvrBFCxvVE5LX9HxK4kflhW0f0byTRC3QEnT5ciUI9jiBzb2pXdHO7DRnd2chb8RoS4bVRyeaLUAjEGuTxAP1/fI2M9lHo819CeIlP8AYGLu8RveBDPDLufZ1zfYNuOOcjb88QJObXo+9hOCqTWheFrSQgj+8o5xxtnGtbgOIP/eWRJ6GbwkvIA39vRh+Sw73oO5+GPCmvO9d6tnPuWcirUg4J4z1RWzGMwuVulE/8VbxKhP543CASRNPRQDMa5ZAdiCzzOxDFBW912oh83eUxNFtXA3kdQ87jlngD6judfvpzn6eRXhzuQLb1XGSL3yC9k+AV9Hs/FJUpz4xyaDC7BTkGkvHEexL6jNxBrste9HmWRWL4MGd/RmWHb0KDjiAZD7pdEp32XkWOHvCKSgTxSvKGnP7GE16a2S0gcQCbgTKMMIqK4C2PPBfNkbgIodiqz33HTEIJqK/KoJ16hE91uewhY0+on/VopN8RCcKHkde5L96IeaHv+A3O3+2kjz+LR2LQrQLWAxnNSP7KRv/eQEJsKvLYZia62uHl9E1DN6oG6IbxKLr5vIhuYhWQ19i9iaXihYhMIbaXel4W+x+PvLB/O89nIiN+A/Lmgoz3AeT5OREJ+iR0swyh7/8+pz+LiF1p5h00rTcWef2zUoSiFhLPoM+sKvKaPOP04UV0wz+IvC6xbvaGUVg0Qk6Bdnj/8weQ7fGLxJ/QwPEu53kAeXzT0HT//cAnUdrfhAade8g4LGIr+q33cjZQKMWpaFFca2RbR2Xxuv5Fv+dRyOGwlfBc5YvQb/JPMp/Rc0OlTkIe6LLIIeEKRPd3PQ8NwFuhAe+p6LNcjoTnCOSBbYEcHpWca/YPvN8gdjhYNJYgO/MrnnMnIztzDhLshmFkQlGJ4W2GPHVnIs/uScgg+aeMD6IR/kDCS8iWcbZyKCbqySjtB3zHuVssUpC34HkkyJKRkR+BvKD3k/VqbD2Aa9H0/UCii93s9m8tEoX3Ef2GFMlM5B1xPRPuoGA38u6ehoRzLTTYiFXJJ6PSk1ntfyq6UbRx3nM7Kj05zzl3nNO/smjwcALyqF6OpjTKIu9Vf+eaOiBvdRDvZpXgtL0ehSU8hkRvVtiIFqMEUKjEFvT9V3L69yUSA73J/opswygIzkazJ/4B3n1o0VMa3uwNaMC7xNmfimZR/sCbYYpWbSyIwg5WZ6Ev3yFb6ZYY/th5/79ogHsHsiv+PvkfuzRBv82NaLB8Heljh3cgET89kz6lIDv8kNOHtU4/38HLXuH2YTeyUd8ij+ti5/0XoVm2nUgof4RsRRmyn2UhSHgJ5mRk6zrjff7u62l4HudUvDhgt2qa65l2X0/NZl8Mo1RRWDG8U1FMlJ9nkZEZRXgs0uXI6xaPvKuLkcd1GnBZjPZXOMf5t4wWMZVDhrCx87yZ08epKCTgeGf/WCR+QEbQH4sFWu37ObqRuFtkHEovZOAi+5fR4oeLkaArn8Ex4MXwvuL0ew4Si+7U3Z14oRNPkXH2ilirni9F3p7I/sfKenA4uin9gCe0q6DsDj+hjAm9kMj8Dnn2P0HhLp3Q/+cc5/2jnePuc661KfLyuHk9e6AQmcwWkrgxvK2cvk1F3rAjnNcHoNAKUHxvVgW04WExvHlDVmJ4izoVyN50u7vw1r/lxlnjhgK4fYnVVlm8cIWKyD65xDn7/DHMgVz2KydUxrIxlEYshjcHRP5QPkUiY3huG47C7cBKosemFgfikEjeStZHzmWJ7okIRjk2v6mGPAX7C+HckZRB/8RbCZ+uq4n+sV1vchyKaduKvBsu5ZGh34YXy1bReW8vsh7CEI1455xbIs5p5I6RKJ56bmF3pJhzsrNlFE5QUMSjtQ2R6ya2IofFwXTvKDiakX6tAWimbl422vkP+rzLoFmdjBbEGUZB8S1yWMUK6StJ1EAOvmZodijHFJUY3sKgI9HDHx5BHsRIgsRe4BGLA0iU5YSH8DzJLmkoltjfprvIIZLvkMBw2RXlmPzkSdJ79JLQFNxOvIUYfrZHPHenPyNJJnzqM4TELqSfznWpRXQP9g+ET92mkf3v2TBKI2kovr0o8jcKmcgtw8kfB5BhGAVMaRa884m+0GpflH2FwQsopCOSSDG3jejXcSDKvoLkadL/f4XI/8wGkaLZZQdF83MyDMMwDCOfKc2CN5WC93pmh6yGHgQpmtdRVAYOLkX1czIMwzAMI58pKlkaDMMwDMMwDCNfMMFrGIZhGIZhlGhM8BqGYRiGYRQfcpWtoLRigtcwDMMwDMMo0ZjgNQzDMAzDMEo0JngNwzAMwygp9CvsDsTAX901VlVYIx8xwWsYhmEYRknhmmweXw2omg/9iORd3+OCOJ8RgQlewzAMwzAKmrrAQN/z84DDoxxXGbjL9/x0vCqk7YGxpC+1fRnwBXBqJn3oBsxy+uLSGhjge94HqJ1BG52BUajsdEtnX1mnT6OBdsAlTl8HopLcB4BDgHt97fQGDkXVU4ejyqBNM+m/kQs+RbXD84Pb0T+0YRilj5GkLzVtZJ+TgYcLuxOGkQdURNkGmjuPdxBd4CWgyqgdkJD8E2iL7MlM4EjgCuAX59iNQC/gaGB2jHNfDrwDnIMEtZ8aTr9qI+/vMudvNMoBXyExexywEAgA3zt9OtLpw1FIWB/mvP4ZUAVIAho7fdgENELl7k8AOgHfOcdF8oHzGZQGaqBCVnUzOzAzSnOlNcMwDMMwCof9wPPAKcACYB6wOspxB4HXgR6oNP0GYAlwPxKjpyAh3AmoD6xF3l2cY8sDyb72KgLnAj8Bc4G9EefbgcIP2gE1gZ+JXaUzxelHW6AF0AB5btsDE5z+noaE7V6nvy57gKeAY4GtwG9I/NZCXmOQoD4DGB/j/EY2MMFrGIZhGEZh8AKaWW5MxrPLw4GJSHg+CoSQyJ2IvLw47WxAAtklSPrQzf3I+9oEmAK8BQwFUn3HvAgMBtKABzPoV0MUtjAQeBnFD8c7r4WcvxWQMI7Gk8DHwD/ArUgsr0QhEgDjgO0ZnN/IBhbDaxiGYRhGYRByttOR0MvouDXAdcgbDPANipMtjzyiE8meplkDHIFCDhpFvLYTxRPXBtZl0EYbYI7Tlx5IuG8C/kLhEo1RWEJtJHw7oJAG/3XVRKEPq5y+NESxwGVR6II5JvMI+yANwzAMwygsXkdxvKFMjnsPWAHsdp7PQYL3IRSGcBpaDPap7z1fEe65BQnMJyL2vRbx/CDwNOHe4mhMQSEJQ1EM8YMoA0MvFOrQzfn7L/IkX4jCMb70tfEiCmMAeYKvBfqjeOQniB1OYeQSW7RmGEZ+YIvW8gZbtGaUZGoB9SK2OhT+bHQC6ftVD3ltCwNbtJYDzMNrGIZhGEZRoDPphU0KWrR1oOC78/9UA86Ksv8nMg7FMIoQJngNwzAMwygKfFPYHYjBVuD9wu6EkTsKe5rAMAzDMAzDMPIVE7yGYWSXOLzUO4ZhGIZR5MkPwRtAVUKyEmDcBKXpMIz85B2UaLyguID8WVBQBSUqzwkJwKvAib59bgWg7PIwWkWc074YWaMN0CwLx9VCyfcDmRxnlAzsey65mBMyH8mPDzcEXAzckIVjHyfzWtdG6aIcSr7tUhtVxomkTMRxNVE6mDKofGNboJLzWmW06KAdqlUeecMoi0Tc4VFec6mE8iO61CF6DHx5oC9eGcw4VIGnA6oC5Pa1FqrGUwGJ0TbOcbXxfpd1UZ7IOs7zlkB33/NIHomxvyKqHHSGcy6X6s41xOPlfWzgnLc9+tzqos+tku99hwB/OPtaOH23m3DecxzwEpnb6cuBq8k8rZNRvDkFlaxd4PztjX67l6GStt8729fo/6EgZmG+IWeD5pxyFOlLAecFx+fivfEoNVoT53kfYEAO2qkG3IdXdMLIZ/IqLVkC+lH6DXVkWrI49CO1hXOGn4Yo76Arcucg0RdJdVSG0q0z/g3Kw/gAMA14G5juvPYJ8DfKd7iB6N7eiqjqzxdE/59sByzHE4w/InEaSVNU6/1TJBafQSuMB6Ma7w2Ae5Fg/MNp90XnvBOB9cjwdXbO9yRKfN7Zed8G4JIo54XYiypqI2M8AH1GLn857V6NbpJlUI7IuShP5G/O9h3ykru8AHR1+jUKfd4vx5hcS7cAACAASURBVDi3i6Ulyz5lgEVogOQSmZYsAMwnfCBjlDw6oO+5Cvquq6G8r8cj59Io5Cwoh+xOGgWTtmohykMbi67ICZBXfIrnOMhLvsjgtcHImRKLj1HpYnc25jokgLNLbzQ7Pi0Lx1pashyQX+7zg8BnZDzlORJ4lvRJoY3SzQZUu7wz8h4eAiyNctwuJDrPQj+ENkiAXQ5chEo9/o4EAshTdifygkYz0PuBu1CS8J+R18TPEqf9xk7f4lCy80hWI8H4KrDZ6cPVKIH4z0i8xCMheTQylCejMIheznnikFC+B4nh64A7gA+d9j/xna888K2zdXP+RpbC3IqqCkXzAN6CBqI90G8xAHRx+lIReRm7O9eNc46FzuM/UYnOm4Ebsem4vCYVDeDezOCYB4AfyDxBvlG8eQh4A9iDvutd6DfnDjTTUPquFGRTDpB+1mUIchSACiA8EONcT+MVQjgVCb5WSBS+gQbHTXzHP4IcDHPQDJqff9BA/TVih+d8hOe4uA0VXohGR+T8cGeGJ6Lrn4JsVBwq8/sjug90RgP3oUhv3IZs2ofACGCs877TkOPhBcJnslxOQ7Nf0WjqnHNolNdqIzHcyDnmPee8P6D70UfADDR4AYWJrUaC/hM0iInWrpFD8vMG9TYSHjWivNYaedm+zsfzG8WTEBKm56DR7v+QAY923OPIYB0JvILEZAPk6fwQhTa4/3/rnb/biW68KgA90UzEq4RX6wHVZH8aicOeyDimZXItccjofYKMW0O8acaFzjXUR5WDgs72F7pR1Ua11T9EYndtjHMkI9F/FjL8ZyGvcFap7/TLFcM7kNBKQyUyD/r6BjLKvzqP/3T2pyCvkwnevGcaGoAcHeW1csCl6H/fKLnEoQFn5MB/K7qXlkGe1NF4g98h6PfpZxGyrQDnI8EXjdnAo87j3sievoW8infhiUeXD4B+aEYtchZnFfAYspfPoyn7yFCLf4ArnccXoLCMaMxFM8cPI0eI68QYi5wCAJ1Q6NYY9Bk8j2zWPiARfU4H0SD9XmAcckosdq5tn9NOAAn595C4HwIMitKn1cAE0t8LEp39w9G951AkxK9D3+Uc55rrooFAovN3E/o+r0FOl3aYXc0z8vODXAcMw/tH9tMPuB6JD8OIZAkynOcRPpUeyXIkDK9BI+e/kVe1FxpQjXH2ZUY5JDQPIq/Jh0SfeZiDF587PoP2gshgHopmOS5FHtQteF4XV0AuwYsHdhd8hpDwHOxcx53AtixcR05iOB9EszGRpTajURndYJfk4DxGztiNQlFujPLaZej/cFWB9sgoaEJoUBk5rZ6ABFoqKoBwKXIC1EFiLlKEfY1sZSXkVVwW43yz0P9bDRTLvxw5EsYAe5F9bOU73v3/W0b09RYJSAdUQR7LyH694/Q9Hg3sYw3u/UxCDoEkJKjdMLS5yAlQBonIX9DnN855/Thkw/c6/S1P9BCJkNPutWh27FbkfMkqNyNvtP8zXons/jZ0jSF0v0pAn/Mw9Nmsc64L5MnPy5CQUk1+jxw+RFPL/sU+h6HpiFijS8MATfnHmkbyMwMJy91IUD6DDPYUNP2+OAtthICZyBCOdrZosey7US33zET0N2jqryby0I1FXt41KPTCzzbkTZmKpgwPONst6KY1CYn5achI1yJ2qFC/TPoVi7fRALRzJsfVQ1N0tjiqYJmI4vX8MXt10IDovULpkVGQhJA9uSZi/83I3vmZiUIFf0UDeT/rkPf0SRSXH4styOYMQrY0DQmwk5CgbUXGjgg/lwDPIZt4NhJwkSxFoWyPIVGdEa6j4A1ki+qiMDTXkeCK6VRgJ54wP8H5uwoJ14rIlj6OPLB5bdNeRPeTF7N4fEdkh418JL8XjP2LpoavwhuxDERC2DAy4r4sHvci4UZlBIp9qogXY+tf5DUOb7TvchB50fwDwFhhFLEWjPn5GPgcxQWfjwzrbqKXxiyLxMvJyMPxBfLaLAZOR16KLXiG/HBir77OLB7+9YjnrX2P6zl//auV/Qvcujt9fcF5/pOzgQYAtvg0/wih/+tH8b7DC5F3d3Wh9MgoaD5BHsOJyBnQBtmER9D91c9IFJp1EQql8vMy+t22z+R8DyHvZBdkH5909n2Nwg6ez2K/16OQgdbOloRsXGTM+RhkNw8hY9ag2aidyCbVQHYq0rOcikIfnkXhY12BySjcYwKyZYkolG0fcjy8iER3pCg/Edny7LAXOTouIPosdyQtnGsyCpC8ytLgJw7F3dyNvvw/sBRGRtYJoJjayRHbaKJPnxUUFZCRjuzXazlo6xV0E1tC5tkOiiuWpSF3BJBw6I68UgswO1oaiUMpBAtjmjsBaE720p1VQyLW3RqSu5nlAN66jJqEZzCJPK4T3ud0B4rRdWmIt1AOp0+x2ioImmbzeMvSkAMKwisTRCslr0OjpFewKVEj64TQFFTk/2oQb9agMEhGg8NI452TrCP/Rd6GIFqIYhiRhJBn6zF0A5iM2dHSSBDF1OYFXVE2g0heRKFbkRxEcajZYRfRwxgyoirpQzUA5qHFc+7MXUZrgEIob/FLyJFwIloI7fJPxPHBTNrLb1YX4rlLLfnh4QWNpvaif/zCHEUZhlE4mIc391RFU6/7yHzq1zAyozqKcY3cKhRmp5BzI1q/GuSgrRYoTKswZwPzg3GYhzfbFISHN4C8Vs8gY51E4f+gDMMoWD5FdiCz334QLxWaoRkEd/HRQZSbuRmK6zY7auSGFGJnRCjs/6286tc/eN7cwr6mvORT5ECMvKY0ZCds9icK+Sl42xMIDCAUOgHF0bhxPwPz8ZyGYRRvgkAygcAsQqHXUHWp0kYccBqBwC2EQq2R4I2M172i4LtlGEYRJ5VAYD+h0JdoPcnGwu5QUSLvBW8gcCKBwIP06HEGZ58N7dsHSEyEslnJMGUYRqnm4EHYsgUWLWrDpEnX8/nnU4EnCYWmFXbXCoRA4HLKl7+HU089ko4dQzRsGKB6dQjY+jTDMDIhORl27IClS9szc+Z9LFo0imBwEOmLkJRKIq3opyg/3/ActtWXZs3e46OP4NiMymsbhmFkgd9+g8svh+XLb0B5KkvmVF0gkEAo9BxHHHEHDz4IiYmF3SPDMIo7334LQ4duZ9euswmF5hR2d3JIDZTerhlKdZtj8rLwxLV07Tqc+fNN7BqGkTd06gS//w6nnvoG+bOgtmgQCj3HhRfexvPPm9g1DCNvOOsseP31mlSsOAPlVC7V5I2HNxCoRZMmfzF1am0OPTSv+mbkJWvWwIdOvY+4OKhXD/r0gSpOKsLVq+Hjj2HzZjjuOLjgAkhI0Gvjx8PMmTr2uuvgkIgF4jt3wujRcNNN3r6JE6FRIzjqqJz3+aefYMIE9ff886FLPv1e//wTqlWDBjlZBGwUCGvWwKmn7mD16sMJhTYVdnfylECgN61bj+fFFwNUKEnrakoQ8+fDggV6HBcHjRvDiSd6oSZLl8L06RAMyuFz5JHav38/TJ4Ma9dC/fpw3nlQPiKF7ooVsHGj2nP56CM45xyoUYMcM306LFoElSqprTp1ct5WNJKTYcoU2LdPtrlp07xt38g7li6Fe+9dzM6dHdFixeJEkfLwxhEX9xYvvGBityizahUMGwbVq0u4zp4NvXtDaiosWQJnn6393bvDBx/A00/DgQPQr5/E7OmnSxCecQasjEjFuH07vPJK+L7x4zUdnVNeew3uvReOP143j1tuUZ/zmrlzdc0bNuR920be0aQJvPpqDeLjh5H/JdELkjJUqvQgjz9uYrco89tvsHAhVK4swTphArz0EoRCErSDB0PLltCmDbz1lmYlkpLg8cfhn3/kRNi+Hfr3lwj2s2wZTJ0avu+992Dbtpz1NTUVnn0Wpk2Djh2hZk248868t3HPP6940dq14ZlnJICNokmrVnD66W0JBO4u7K4UJnmxaK0J5cpdQLduedCUka/Urg0DBujx/v3Qrh2sXw+33gpjx0JbJ63fmWfC//4Hf/wBkybJu1bG+VdJSJDXoHnzrJ931CgJ4K5dJVzLlJH39uWX4ZRTvD75GTpUYtT1hjRvrr4ce6w8Ik8/DXv2yJAfe6y8zA88ACkp8NxzUKuW9j30EOzeDQ8+qBuSnz//VH8uj5Z73ShynHwyVKnSix07mhE9MX5x5ESOPrqjhTEUA1q31kwTaObqvvvkFBgzRgP0ck72uGbN4Kuv4K+/FJ7Sv7/2d+wo27d3L1TMYlrYgwfhk09g+XI5JdxwwW++gVmztO+448Lfs3Qp/Pqr3hfvJEeKj9csXoMGMG+eZuDKlYMbb9Ts1t9/w8iR8gJfc43s7saNcn5UqADXXy9PsUtSku4nl12ma9q0SfY0NzN6Rv7Spw+MG3cxShGbltnhJZHce0ri4jpw3nkhqlbNg+4Y+cqBAzJsy5bJa1ulijy+ixYpxMElLk6Ccvly6NvXE7sA114LvXpl/ZzLlsGMGfDIIxKeP/4I48bBU09JhO7fr3MEfWlXt2yROPVP/XXuDA8/rBvATTfBzTfD3XdLrCcn6/WePSVee/bUNFufPvJi9+8Pt90mgeynWTP1rXr17H2ORuFQpQqce26IuLijC7sreUYgcCUdO5bMhXgljb17JQJXr9bgu3lz2Z7KlT2xCwp3uOkmzZwd7ftXDQQUEpad0IIJEySO+/ZVWNnOnfDqq7BunfbNmKGFSX7WrZMQjvdVAD73XM2WbdgAn34qoXrssbKfO3fKI3zFFbKJ772ne8XTT3vve+AB7XOpUEE2uEwZeXl//FEDAqPoUq8etGvXnEAgobC7UljkXvAGgw3o1s1y5hQH1q+XkbrtNvj+e3l1E2L87weDmq6LTIcUjFIPIBDQsX5CIQnnxET45RcJ7BNOkDdi0iQZx59/llGeMUMeA/85Is8bCmlLSIDhw2W4Z8+GrVt1nsMPhzff1A3pww/l5Vi7VoL7999lmL/8MrzNcuUsXV5x47TTAgSDDQu7G3lEgFDoUJo2NftZHJg9G158Ed54A9LSNHsEsW1VtNeyYz8DAYnjr75SSMW550pozp4tu7VoETRsKPsa7b3Rzlu/vjy4GzYoNG3jRjkWypSBzz9X+5ddBnPmSMivXKn7xsaNcpZEsmWLwhkuuAALySkGtGxZiVCo1E4n5UUsXIN0U8VG0aRZM3kDvvlGiyJattQ01WGHwS5fufNQSOK0Vi1Ni/mN8bBhcMcd4e0mJCg+zW/M9+7V+6tVk7E+6SS4/34YNEiegp49ZSSvuEJTc/4pvrp1ZVzTfLMus2dLJG/cqHji/fvlbT7kEAnesWPh9dcVZ9eypYRuw4Y6xwUXSAz37Jm3n6dR8LRoAVAvs8OKCQGgEjWt2nqxoFs3xa0+95ycBhUryr7t2RNu+9aulc1p2lT2yM/LLytUy0+lSpr9cklJkc0tW1Z2ePhwneexx+QcCAYVHnbiiVqMFmmPGzaUQ8Nvtz//XGFiS5fCk09KnJ5zjs5Rtqy8xhdeCD/8IDudnKx45BNPlO1+/fX0YWybN8sGX3GFwuCMoo9mFw4r7G4UFnmzaM0/dWIUPwYP1tT/pEmweDFcdZWmu047TeLz7rsVnzVhgjwc114b/v7ERMWGPfywVjK//74M6+mnK46tf3+1d9ddMqTdusETT8ir8NVXiuGN9HB0766bxqJFmi676y544QXdTJo3V7jCnDny3u7erYVtq1fD7bfLgHfooLCGpUslnK+7TjcSo3gTFwde1caSQMCKShRzTj9dNnLZMtnPl19WqMAll8h+ffGFvKSffqrB/2EReuPII+VxnTxZYWQjR2ogX68efPaZQsBOPhmOOUZ28ogjlB2hfHkdO21aeHutW0sgDxum9Rc//SSHwFlnyUaecIJCLWbO1Mza1q3qb7Vq8u6GQpqJmzFDtnXXLtl2vwMiORkGDoQrr9TjOXMU2mAUbWRr8rPCbpEmL9KSDWLGjAfCUqoYRY9ly7S44sEHo78+daq8ubt2aeHBgAHyPASD8mgsWCADO2BAeFyay44dOm7VKsXE3nGHF9P1yisyiHXqaBqwWjV4+22lzWnUSIs/Ir1cwSCMGCGPA8j70Lu3Hg8erIUXRx6puM4zz5RH+bXXZMD79IEePXTNzz8voXvRRbE9vN9+q742aZLtj9UoYGbOhK5dXwBKwmrjOGA2I0d2plGjwu6LkREzZ0osHH98+tdCIXlUf/1VovDYYyWCAwFN+Y8ZI1FZuzZceqlmviJZu1aCeN8+hR1cfbVCrnbvVrpId13DpZcqC8PHH0u8Nmsm2xaZ6iwY1DGrVqmd88/X+5OS4N131e5RR2km7aqrFG/8/fearevVS6L8t98kwuPjZVP9WZg2btRiZD89e7ozMEZRZfRoGDasO/BtpscWHfIsLZkJXsMwig8meA3DMHJGKRe8JSmfpWEYhmEYhmGkI29iOZ54wsphGoaR/2zdWtg9yHveeCPreVkNwzByypo1hd2DQiVvBO9DD2EhDYZh5DszZ8J33xV2L/KW/v2xkAbDMPKd0aO1MLKUYiENhmEYhmEYRomm4ATv999nPS3UuHGl3vVuGIbx/0ydmvVjv/02vCqWYRiGUYCC99NPw6tpxSItTZVbqlXL/z4ZhmEUB8aNy9pxSUk61nKjG4ZhhJG/CYj37oVHH1VeVj/ffKPiBD17KtG1n127lFg78j2GYRiliX/+Ua7Ttm3D93/xhQrBnHsutG8f/tqSJdCliwlewzCMCPLPw5uaquT/XbqoUMHnn2v/008rIfY996iSy//+F/6+tWuV+NowDKO0cuCAiqacfroqB65erWICAwfKi9ujhwqz/PZb+PsWLYKzzy6MHhuGYRRp8k/wLlumcom9eqlmtytiJ01SGrOjj1ZlrsgV12PHqiysYRhGaeWPP1Tt6qijJHqbNIHt2yVwe/SQ13fgQK8Socv27SrzbRiGYYSRvx7eQID/rxNfqZL+pqXJYwH6Gwx67wkGJXgtp69hGKWZgwchzmeeExJkO8HbH2k/09I8e2sYhmGEkX+Ct3VrxeH++KPiykaP1v6uXeGppzQt9+ijCnlwmT8fOne2JOyGYZRuOnVSeMK6dTBvHqxcCbVqQbNmMG0a7NypkIcTTvDeM22a7K5hGIaRjvwTvGXLarXwiBEKXbj/fu17/HEZ7osv1sKKwYO992zfDrfckm9dMgzDKBaULw/9+sHbb0vI9u4NZcrAa6/B0qWymx07wnHHee/ZtEkLfg3DMIx05G+WhoYN4YMP0u9/9NHox59+er52xzAMo9hw5JHa/JQvD3fcEf34K67I/z4ZhmEUU6zSmmEYhmEYhlGiMcFrGIZhGIZhlGhM8BqGYRiGYRglGhO8hmEYhmEYRonGBK9hGIZhGIZRoilagve775RmZ8eOjI+bP997fPXV2TvHjh0wa1bWjr36ati1K3zff/6TvfNF8vXXcPLJyqd50UWwalXu2ovFypVw2WUQCuVP+4ZhFC0++EC5eTPDLUe8fz+89Vb2zrFlC2zdmrVjH3ww/PnPP8PIkdk7n58DB+DLL2WDr7wSXn4Z9u3LeXvRSEqCd99VJoxXX4Xdu/O2fcMwCo2iJXhHj1Zqsl9/zfg4f1ozfx7frDBqFHz1VdaO/eef8EpG7r6c8tNPMGQIfPqpRPvtt8Pll+e8vVjMmgXduqm0s2EYJZ+UFJg8WbnMMxOkruisUAEuvTR75xk+HDZuzNqxmzeHP09KSu9AyA6ffKIcxC+8AG++qSIbL7+c8/ai8fHHyg//1FP5075hGIVG/ubhzQ47d8LatRKzV14pwRYXpyptjz0GVapAcjL06QMLFsCdd8ITT6igxVFHeUnY//1XbQwdqqIXP/6okptpaXr+3XcSgn37yrgtXy4v6EUXwQUXZK2voRAMGgRr1shL0qUL3HabbgaTJ6vAxnHHhRfRCIXkMf7gA6hTR/tOPFHGG2DGDBnxypXlnX39dZUTHThQpZb37oX331flpfvv1+exc6eKejRp4p0nORmmTIFXXvHaNgyjZPPPPyo60aaNilXcd5/2//yzZpUqVIBGjaBmTR07YQKccYZKuSclwTXXqPz7rFmadbriCnjnHc2IJSXpvd27w19/ydNarRp89JHEYXKyhPNhh2Wtr6GQ7FtqqsT5BRdA+/byNu/apf3nniub7hIMwg8/6Nrc0sqnn65c7yC7/scfavvgQdnIOXPg++9VubN8eejfH5Ytk9OjQgW1c+utes3l1FOhdm29p1atvPcgG4ZRaBQdD+/QoSqTWa+ejOzs2TJ8F14IN94oQ1e3rl5v1w5efFEGeulSVSEaOlTtTJokQ5iaKuH32msSktu2yRB26yZDX6EC/P67pq9efx3uuUfTdVlh5054+mn473/Vj82btY0YAR9+qBvF+PES8C5JSbB6ta7Bz/HHy0h//LH68PrrEvDff6/+n3mmpikvukhi/vbbte/VV+H889UPP+XLw8MPw6GH5vSbMAyjuDFyJPTooYH2vHkaICcny/7973/wwAPy/p53nkRiz55yAmzaJDE7frzamT5ddvjgQYnMu++WXZo6FerXl6i98EKYOxeqVpUN7NNHFTQPHsxaXzduhL//lsi++WbZ02XL1L977pG9f+QRXYPL7t0S13G+W1ZCgoRyWpruF7fdBnfdJSdEcrJm8s46SzYzMVH3lfvu03nvvFOC9o8/wvvWrJmua/9+2eTevXPzrRiGUYQoGh7egwcVzpCUpBitTZs0fdWmjURohw46bvBgCATSv79OHRmuDRskQKdMURnOm2+GU06RcS1TRobRZfJkbfXq6fmePfJeJCZ6x5QpEx4DGwzKyFavLsF54onyBjz7rOLifvvNa2//fnlXDjlEz8uVk7FOTk5/7QkJinfr318elipVdCPp3VvifOBACd4ePSSab7tNrweDcPTRufnkDcMo7vz7r4Tq6tWyWbt2wZ9/yptbubJmnEDCLxpduui1Pn0kLJs21f4GDTQTtmuXQib84V3Ll8vjOmmSbGRCgux3QkLsfrr2s359CcvLLtPA/K674JdfFPJ1/vk6dt8+OREqV9bzypXVBz+hkNqMj5d9vOsuea9dW3/ZZZoddD3QyckS17fcovtIWpo3SPCzY4fihG+/Pf1rhmEUW4qGh/fff+X5/OILeSqmTZMxDQRkIN2YtM8+k2GMFL1ly8Ill8iLUaeOROjKlXDttfIMr10LnTrJQLrvbd4cbrpJInndOnjjDWjbNrzdFi1g4ULv+ddfQ8uWEscpKRLS774rj0RCgrwJGzZo++gjOOkk773x8fK0fP21t2/XLm+R3hlnwA03qN9uXO/q1breuXMlxJ96Sl7tCRN0jvnzY5cZNQyjdPDLL7IfjzwiG/PIIzBsmERiUpI30P/ii+iLWOvVk6f0/fc1uwSwaJFCAp59Vt7fWrW037WfNWpo0D1unGz2NdcoDMBP2bLh8b7LlysudutWOPZYOTmuuUazWnXrwlVXqb3RoyVKXecBSMQ2axa+YHntWtne9esV3nbnnTBmjBwloFm9Dz+Uc+Lnn+X5LldONnvcOO0/44zwPq9fr8/voYfk0DAMo8RQNDy8Tzwhw+UaKpBAff99idjHH9c0/ksvSfRWq6Y43bvu8o4fMEDegs8/lye1ShUZ4CVLFB6wYoVG/w0aKI62Tx95hYcM0U3g55/h+uvD+3XzzYovu/BCCdwJE2T8y5aVoN27Vwa0RQsJ1+HDFWJQr55uLr16hbf36KO6jhUrdK1jxsjIV6qkacYFCyR+Z86E005T+336KPZ31SrFm7Voofjh667T53PFFfn1rRiGURyYPl1T9e7sVJ06sh3//gudOyvUqmZNhXD17i1P59dfhw/IL71UNvSdd/S8enV5e1es0LF79uh548YwcaJiXd96SzNUf/0lOxgfH96v7t0lHk86SQP0f/6Rk2HvXonks8+WwGzRQvG6AwcqJGvXLonZyDUVV18tj+0JJ8gGT5umEIjKlRWitnq1BPH69RLVy5drAXTHjrondOgAF1+sz6NDB11HZCaJd9/V7Ny0adoaNJANNgyj2BMZH/Ap8B0wPBttDGLGjAdyNRr2e179+0D79++X8W7aVM+DQY3eExPD3xvZTlqaPKaHHCKD7L62d69EJih8omxZz4MRrW/r1ulx48bh7W/erFjhBg28fdu3a1GH3zsRyZ49Ms6tWnnTjaAbQuXKEvTutaSlSewecoh37IED8i43b57xFGK0z9UwijMzZ0LXri8Adxd2V/KAOGA2I0d2plGjnLcSy3767d3Bg/LKgmzWgQNyCGRkPw8ckHCsX1/P3df27PFCDTZskJiuUCF639LSZNeqVdPm758bsuDaYtC+ihW99qNd665dCnlo0MDrUzCoviQmyta7JCUpLK5RIy/+NzlZjoV69WLfd/yYDTVKCqNHw7Bh3YFvC7sr2aAGsB5oBvybm4aKhoc3mkHx76tYMXwRVlyc583wHxfZTnx89JXDfmPqGvOM+ubG4UbiZlvwU7Nmxu2BvM/t26ff7644ds8LuoYWLcKPK1tWU4OZYYbaMEo+mdnPSPFYpoy2yOOihYr5B/MuVap4j/02Kxrx8dHtZyCQfgEvRLepke+rXl2bn7g4og4aKlRIf/7y5WPbfbOZhlFiKRoxvIZhGIZhGIaRT5jgNQzDMAzDMEo0JngNwzAMwzCMEo0JXsMwDMMwDKNEUzQE7549XinM7PDNN0pTYxiGUVqZNk0Fe7LL+PGqVGkYhlEKKBqC1y1xmV327FG6MsMwjNLK3r3KkZtd3ApqhmEYpYCikZYM5Gm47jrlV7zkEiUd/+47eO89pdBp2FAFF1avVhWcypVVJrJ2bR3TtKmSoW/bBvffD2++6aWYGTpUydldatTQPsMwjJLAvHnKd7tvnyo1HnaYivAsWqQctR07wrnnquTwmDFK9bh916E2EwAAIABJREFUu/a/9ZaKK9SooeIUCxaoAhrIGfHcc8rJ69KwIfTrVyiXaRiGkVOKjuDdtAmmTpXH4aijtPXrJ+Nbvbpqm8+cqRLAvXqpTnr//nrv2WerKtqpp8KsWSpb6c+neP31qgnvYrkWDcMoSSQlqfLkkiUqBzxokAb5L72k191KlnfcIYHbqJFsKijX7qhRsqfTp6tCmkt8vEr2+jH7aRhGMSRS8IZIX32tYOjVS0nCy5eX93bCBHkc3CTnl1yicr2rV8NZZ2lfz546rlYtVR5buVLGfsyY8Lbffx9+/NF7XqMGvPJKgVyWYRhGvnPmmSq+0KaNZr5+/hmOPNJ7vXlz+OknORTq15eQPeccvdali2zktdcqRMxf4j0tDV59Nb2H1/UAG4Zh5C/xSJcezG1DkYJ3HxCjxm4+s3at/qakyFvRqpVKCh88KOO8ciW0bAkLF6rUbs2aqpkOKq97+eXw9NMqmxlZree448Kr7ZQvXzDXZBiGURBs3Ki/27apQlrDhrKZLjt3wjHH6PHevZ79POwwVa08+mg5Dw4/PLzduDg47TSFRbj4SwEbhmHkLzWA/UAOFiqEEyl4dwCdc9tojpgzB4YMkWE+5RRNq3XtCk88odK6I0bAlCny5j7wAAwYoNjdI47Q+2+5RaL2nXe8spku7dppMwzDKIn89JMcArNmabbsmGM00zVunF4PBuGkk+CKK+CDDyR0Z82SmAW49FKFNLz2Wni7gYDifA3DMAqH44F3gdTcNhQthvckoDqwM7eNZ5lq1WD5cti6VR7aJk20/+23NcW2e7c8uOXKaXHFGWcohGHyZHkgQGEQJ54IvXsXWLcNwzAKne7dFdKwYYPCGKpX1/5nnoHNm2Uje/fW3379YMcOzaKNHOk5B6pXh/btoVmzwrsOwzCMcA4FngAOz+zArBBN8H4LPADci2J6859AQPG7jRuH74+P14KKBg3C91evrik4l02b4KabtNDNFlQYhlGacEVr06bp90fazkBA4Qx+Zs1STt4rrzT7aRhGUaAscDXQH7gJ2JsXjUYTvO8A/wVeA54B1uXFifKVmjXh9ts1ZWcYhmFknRYttGAtMn7XMIySyk1AnUyPKnjigOZAa2ANcDGwIq8ajyZ4k4EewJ3ASuBLYBSwLUYb1fOqMzmmbFmlJDMMwzCyR5066Rf6GoZRkvkNKIqrT4PAS8Cu/Gg8ozy8LwIjgbZAe6BFjOOq5HWnDMMwDMMwjHzht8LuQGGQWeGJzc72QwbHDMq77hiGYRiGYRhG3lJ0Kq1lleRkrTAGLbBISCi6eSFTUpRLuHx5LcozDMMoTJKSlAkHPPtZrlzh9ikWycnqa/ny6VNNGoZhZJPiZ0WGDvXy74ZCsHQpXHedSgsXJf79Fy68UHkuv/9euS+bNy/sXhmGUZp58klVTatRQ2Ly779Vbthfla0osG4dvPyybObcuaqMWblyYffKMIxiTPETvAcPaoGaWxp4zhyVyOzbFypWjP6e33+HNWuUyszN8TtrFtSrBwsWwKGHQocO8nj89Zfq0XfoALt2hSddX7VKC+QaNAivYgTyQjRq5D1/6y3lvrz7bmjbVgU0RozIs4/BMAwj2xw4oCITrl2bMAG++Sa24E1NlY1MTpYdq1ZN+1eulNd17VpVxXQXvf35p/L8tm6dvurl33+rAlxCglcZzqVSJS9/cCgEgwapEEaHDvDmmxK9J5+cd5+DYRiljrjC7kCOSEvzQhu2b5fQjTXlNXKkUpYtX67qQwsXav+FF6rq0Ny5Stq+ahVMnw5nnaXHF1+sam4hXyrizz+HqVMlurt3D9/uvjv8vIsXQ7duenz88bBsWd5/DoZhGNklNVXCNzlZZYYzCrd65x2YOFFC9v77vRLDDzwgp8PixfDgg9o3fjwMGwYrVqjy5fTp4W19/rkqaaakwD33hG/jx3vHJSWp7HHDhnrerZvst2EYRi4ofh5ekIidNEnGt3x5+PJLeV4j2bsX7rpLhrZZM3l4P/gAnn9e3tyhQ+XZSEtTCMJ778nwduwob8Zjj4W3d/vt+hsXl17ARiZsT06GKk4CiwoVJJINwzAKm+eeU9xuWppymD/+ePTjNm2Cn3+GwYNVBCgQ0PMTTpBtGzxYtvC++2RrP/lEpYkTE+XFjeSOO7zKmCNHhr/mt59paXI0uG1Urix7ahiGkQuKp+Dt00exaPHxikWLj49+XEqKPBmffOJ5MTp10l+3uhtoOi0tTSWMDzlE+xIT07fnGuuDB+GSS8JfO/xw9cmlShXYtk0xaDt3xg63MAzDKEhuu02hAvHxslOxqqvt2gV79sgJ4B7jH8S79rBMGXmNU1O9ONv69WHLlvD23ONTUsJtJUCXLnDeeXqckKDzpaTo+bZtXriDYRhGDimegrdiRahbN/PjqlSRcD37bC0e++orZU2IxdFHy8t7440weXL617dv102iWrXwKbhodOoE48apzYxi5AzDMAqSypXlKMiMhg117IUXQtWqsmex3le+vGzyH39A+/bw3Xcq9e5n+3bZznLltKYhFuXLa4btr78kdCdMgNNPz/r1GYZhRKF4xvBmlbJlYdo0uPdeeW6ffVbxurH4739h/nxo107GNtLz8dprMHp01s59001a2NG4sUIqnn46x5dhGIZR4FSurDCE//xHaxo2bAhfmOsnPh6eeQbGjlXGnMREz6PrMmQIbN6ctXM/9pjCHi6+WOENkeLZMAwjm0TOZb0IjAVmZaONQcyY8QAnnph3vcpr0tJg3z55KTJizBhlbjjpJMX3/vorvPtuzs8bDCqcoXr19MbfMIzsM3MmdO36AnB3pscWfeKA2Ywc2TmmkCwKpKYqjCujxW2hELz+Opx/vsIZBg2SHc1NZgV3cXJRzbNuGMWN0aNh2LDuwLeF3ZXCoHiGNESSlgYPPaSVvX7q1pXhLVs2c7EL8uzecgvUqiUjnxuxCxK5NWvmrg3DMIz8ZPduzV5F0r499OihGN3MCj8EAtC5M7z0kldo59hjc9ev+HgTu4Zh5BklQ/DGx2sRhD+FGMgIZ8ezevjhKhIRDHqrkg3DMEoyVasq00Ik2bV/XbpI9IZCsRcSG4ZhFBIlQ/BC3oUMxMVZ+IFhGKWLvLSfhmEYRRCzToZhGIZhGEaJpvgJ3rQ05db1b25RhwMHFHvrx80PmRFu9aDCwM0VfPBg7OTqSUnhz0MhvSc37NuXPgTEMIySTVqabI1/c+2f/7FLamrm9rGw7EgoJPvpXlM0mxgKpberwaDekxtya38Nwyhwip/gHTZMldCuucbbnnpKrx15pMr8ugY6LU1xZVdcEbu9xYuViL0w+OEHOOUUpUvr1EnlOiPF+T//qJa8n0WL4Igjcnfuzz6DOXNy14ZhGMWLQYMUr/vMM942e7aKO/Tpo1y7LgcOqMDORx/Fbu+nn1RuvTCYOFHpHj/7DPr2hfffTy/OZ8xIX5Z4+nQdmxtGjFB1OcMwig3FL4b3wAE48UR44430r1WtqhLB27dD7doSi/Xrh4/wFyyAjRuVkaFhQ5XK/O037atfX7kmFyzQa+3b6z0rV+r1hg3h0EO1Lxj0kqz/8094PypUUHqzyH7PmaO+dOyovn71lRKst2+vjBDXXhu+Gjo1VTchN1vE2rWwZIke79unv3/9BTt2KBtEq1Z6vnKlMk107qzFI9u2wdy5yloRCqnKUs+ecOWVKqCR2QpswzBKBikpcNllXsVJl61bZf8WLJDNAfjlF9lRdwbt4EHZlwMH4LDDVABozhxlwTnuOD1fs0YliZs0kQ3ct0/nXL1a5d3dimlJSTq2Zcv0FdkqVfIqurns3w9Ll2ohXdu2aveXX+Qw2LZN9vScc8JjiFNSVABj0CA9X7VK59q3z/Nu79jh5ReuXVvn2LFDj5s31/k2b1b/GzZU5blWrWRbhwzR4MEWNxtGsaD4eXhBonHrVm9zS1CWLQtXXw0rVuj53Llw//3e+159Ffr3h1mzZDSXLpUB37oV1q2TAT36aAnZvn09z+oZZ6gohd+TkZqqimxbt8rY+7cBA8L7Gwop3dkrr6hq0Fln6RqWLpU4/fprGfRffgl/n3vzaN1aQrdtW3lj/CuqzzpL1zRpkjwevXqpzVtvlec4GJTXe9IkuP129S8lRTeU7dsl9g3DKD3s26eywe7mTu+XKyfx5nouZ81SXl2QDXvpJXmAZ86EgQMlGDdt0kB8715VlHzySVi2DG64QbNnS5fKdo4YIdHosn69vMt79sh++bfIKpahENx5p4oIffklPP+8hOvmzbBwoc6zZ094+yBb6QrsadPg8cfl7R01Svu2bVO7w4ern+++q0qbq1apzwsXygb37Sv7++ijsr3BoJwG8+ebl9cwihHF07U3axbcdZf3/KabJORAZTAffVQ5ID/6SMYMJEzvvVdiuGFDCcW33lLZ4cWL4Zhj4PrrZQxPPRWuukrliPv2VTnN2bPDU+2ULSvvcEJCeg9v5Ih/8WJts5x6Ho88ouprZ56pG85NN6n9fv3C37dpk8Q2wKefauveXf268krtr1JFojU+XqJ9+nR5d4NBeTe+/16ej8cek9Bt08brY5cu8ujkNl+mYRjFh4kTPVsEsnFly+pxp04KEbjqKtmUWrXkAV21SvZlyBAd9847Er5t26oiW9WqErWDB8tbevzx8MknsleJiRKpfrvYogW8/bZml8aODe9fpP2cO1eOiBtukF3r319iu3VrCfItW9TGCSeEv2/JEh0DEuoPPSQvc5kyKggEmhl75RU9rlsXLr1Uj9eu1Wzhr78qbOLII3WPeOABvR4fD02bylER6Y02DKNIUjwF72mnRQ9pAE3LzZ6t2K3kZBljkGFKTfVqwbdrl76NrVuVi9dtx13E0bhx9LySCQlenJufDh0kMF02b1YNeZdDDpHnIDNDeeCA975Nm7y+JSZ6xyQmen1buFDXVLeu+h0M6ibVsKFej0zkXqWKFxphGEbp4NJLo4c0gAbBDzygafvDDvNe37Ej3HbUqSNB6JKaKnvlFtpp2lQFLUAiM1LEBgISnsnJXsiBS9eucki4uKFpoJCFSpW8tjNi/34VwQCFUNSurceNGnmCt3Fj9SUYlONgyRLdI/bulWd5507Za0hfvKh8+dwvfjMMo8AoniENKSkyRO62a5f3WoUKik8dOFChBa6hrVlTAu/PPyVkP/xQXoO4OC9LQqtW8gSkpsp7W7OmRG20GK1QSCK0TBl5RPybX+yCvAz//isjmpws70pWSm5WqiTPCqiW/Icfqp9//ukd4+/bW2/Je/z22xL0oBvHtGn6jDZs0Oaybl24eDYMo+STlCRb5G5uSBhosNy4sUqrH3WUt79JE4VAJSXJXi5erIG9az8TEjQ4X7pUIvD77yV6IXpu3tRUhRSUKwdPPBG++cUuyLu6YIH6uW+fxHfjxplfZ+3a6jNIoM+fr77Nn+8d4/Zt3z74+GPdM269VfuCQTkZJkyQeP7rr/D2t2/XdRuGUSwonoJ39GiJSHc77rjwNDEDB8pjceaZ3r7KlTUFd801es+kSQphaN4cfv8dXn5Z7xs/Xq//978KiYhl0A4cgG7dZHwzo0EDxX61aaOtbl1N+WVGkyYKSzhwAC6/XEK5devY3u3LL4fevTXNuGOHtvr1tUiuSxe44w4tLImP1w1n7lwtADQMo/Tw3HNa6+BukSXUzz1X3stGjbx9tWvLM9y3r95Tu7bszFFHyR7/8Yfid4cOVTjEN9944QHRcNcZZJYyEmQHExN17n791L47a5URxxyjWS9QrO7o0WrD75l2qVxZoV+33671FkcfLc/yqafKsXHDDXKCgJwMu3dr5i4rJesNwygSRLouXwTGArOiHBuLQcyY8UCxEU4HD2q07g8xSEvzyhCHQhKKVavmffaClBQZ+OzUh7/5ZqVV69pVz3ftUt9irQxOTtY1VKig5/v3Ky75+ut1XWefrZCPTZsUm+bGrxlGcWDmTOja9QXg7sLuSh4QB8xm5MjOYeKyKHPggOyla19ANs21lWlpsjmVK+d99oKkJA3W3XjjzAiFtDDOzaQQDMqTm1Eo2f79cnK4jo6FC3XNHTvK4TBmjJwjkydrdtHNaGEYxYHRo2HYsO7At4XdlcKgeMbw5gZ36s2PPz43EPDi0PKacuW0ZYfXX9dCEFfwRvY9EjdmzaViRU0vjh8vj8Tzz2v/iBFwd0nQDIZhFBjRxKbfMRAfn3+LuPwiOysEAlrUNnmyZvvi4jLvW8WK4c/r1IGHH9bivaQkhYyBskxce232+mMYRqFS+gRvcSMuTqEIuWHkSHmX/d6RO+5IL44NwzBKEq1aadFcTqlbVyFkrhfbdY5cdVXe9M8wjALDBG9xIKtTeLGIi0vvHTGxaxhGSScQyL39jI9Pn6XHivUYRrGjeC5aMwzDMAzDMIwsYoLXMAzDMAzDKNEUv3mZceOUpqZTJ+VNnDhReWf9mQ+++05pc377Tam63OIToMpr//mPKgUtXhzedu/eSq9z5ZVapODy1Veawvr9d2U7qFMne31+/32lw4nF8uWqKR+NQYOUSi0raXiKEn/+CT/+qHQ+oBXNQ4cqn2abNkoTVLmyPtORI8PfW6dOePnkvODnn7W6+uGHtXjvzTeVpeLQQ/P2PIZRlHnvPZUfr1ZNv7t161SB0p9+cepUpXr88svwLAQrV8LGjVpA+8knXrEKUNjUFVfoPZddFp6h4eOP4ZRTZI979sxef9euVe7wWNUgQyFlrnFLCEfy6afFM5PCvHkKxXCLDW3apHzAmzYp//G55+o7mzYt/X2sQ4e8TTcZCimN59y5Wuj83Xey4wMHZn8RtmEUIsXPwxsf76WYeeYZ5WX0i909e5TVoG1bZSbYvz/8/ePG6e8XXyiO9YgjvC0xUbGukXkpX35ZOSn79oUPPsh+nydOjP3a99/DPffEfv2dd6LnjSzqrF6tIhygdGgXX6zv7JZbdHPs2lXf1Z9/wg8/hH8PbjnQvOS55zRwaNrUe+xWbzKM0oIbi+r+Pnv1Che7f/8NP/0k2zh5cvh716+XQwAktFq0CN/KlJEonjPHe8+2bbKZFSvKtv7+e/b6u2kTLFoU+/WPPlJVzVhMmZK98xUVli3TdwH6DB55RPaqd285SNwSz7/9pnuc/3twK8rlFSkp+pzPPVcp2kaOhPPOM7FrFDuKn4fXzQP59NPy1M2dC6ef7r0+a5bSxWTlx9i9O5x0Uvi+atVUpOG//5UBd8tTtm2r1ydOlIe4UiV4/HGNcv0e5N27VWltwwZ5To480nvt7ru11asnr3Hr1vJALFwoD2SXLmr/3XdlXPr10/tmzpSn95hj9H7/AooVK3RDuf9+iXg/7dp5FddcFi/WQKFiRSWKT0xU23XqKFn8DTeo0lEwqL69/75uiv36KYfxpElq448/lOIsKyugX3wR2reH//1Pz7t21TW4g5HGjTP2gP/yi8557bW6CbvVk0A5ic85x3seCumG+8ILKo36yCMa5Myfr5v00qWe97m45I42jLzCzdP92Wf6u2GDfpsuEydqhiuzHLplyqSviAaqIDl6tGxVICBxdu658sAecYTsyLhxEsITJmjGzG/PNmyQPQsE9Jqf0aO9YhYTJ6rwz6+/6v3HHCNbNn68vI+9eil3bigkp8LUqcpB7qZ3dJk3Tx7i9u312M9RR3ml6EFtzZ+v/rdqpb6UKQNffy2btGIFXHedShGnpam/f/0lcXjMMbI7KSnqC2jwn5XFw88+C/376/MDeXA/+ED9Ad2bon0XLjNmKNtEy5aygX5q1AivqBcM6pjvvoMTTpBtHTVK+YtXrtT9NiVFFUD97zOMYkDx8/BOny4jctll+hFfckn462+84VUxS03Vceec421+Bg+GG2/0tjVrvNKa06frmP/9L/wc7dvrZhEXp2k2v3ckGNQ5zjxTU+cDBoR7mN9+26vMNmeOjPvxx2ta/fDD9frHH0sgLl8uYQoypk89JUP500/h11C9uvoRHy/h7d8iVydv2aJCFvfdp7Q63bpJoA8ZomOffVZhB3//LS/otGnKA7xli95z8KDSmXXrpr9ZnZ789df04vL++/VZg24i/u/B/exd6tXT5xMIyEvkv8bIvJlTpqjtJ55Q6ETHjpqePfRQDVQuuEA3pOuus0wVRulj0iT95rt00WCxU6fw1//5xxvEJiVpQO9u/tCjAwdkP91t6FAJoS5dFL7k2r2vv/YGs4mJslcbNuh3265duLBOS9Pg+6KLtLk5w138dmH2bDk1mjWTEKxRQw6ItDTZkPffl/DdulXXecMNEm6RJCYqXCw+XrbFv0VmZvj+exWeuPFG5fMdOFDnGz5c94Xrr1ef9+7Va9Wr69gpUyQU16zR/en88xWW9+ijmX9fKSka7EeG0V19tffZfftt+HexZk34sQ0besI98hojHUNvvQVLlqji3MaNMGyYwlGqVdNg5qST9HlGDhwMoxhQ/Dy8Lk2aSLA0aRK+f8ECLwVXfLxGxv5R+lNPeY87dZIocqlaVe957DEZ6k6dNJUzcKB3TMuWEtxxcekF9OrVCj84+WT1bcqUzEVVYqKEW7VqMuj33adyx4MGqS9vv63ztGolT4nfuwmavjrnHInRYDD8NdcD4PL557r5tG2rY8uW1RRjjRryQtSqJQM9ZozEdYsWuv69ez2h3aWLBPaePbqxpaWlvzFE4oag+PG/LzFRItolsupUkybaQiFt/rYi2/3mG1WPc/Nv9uunc1Wu/H/t3XeYVOX5xvHvzC4sSEeQqoigIkoUFFsgGo09IhasicYWJVgSrFFjYhRLLMESCyqRWIMlKogNNSAERFQEQaogKKi4usACW2d+f9wzvyk7s7vADLO73J/rmmtn5pzznvcM7NlnnvOc99XxgLLzPXpU32ezhqxdO31Zj79XARJ/nxo3Vl1u1KefKhsK+t2ND5YbN9Z70czvvHm6BP/DD7HJHgIBnT/XrdPvc/L06vPmxS7Lg65ARUsoUgkG9Xvdpo1+x+fM0XTF7dop8GvcWMfXv7/W79xZAWR8kBe9N6KoqObz58yZ+nvStau+rD/xhM6NvXrFsq9duypR8OmnusJUWKjjnzZNx3XAATovlZWp3jkcrj6bHl2W3JdQSMcPKtOKz7YmT3ccPdeFQjUf45w5+vvXrp2C6j/8QVfWGjdW0N2okf6NN/U+FrM6oP4GvOnk5cV+iQMBZffifznjA95DD61a0gBwxBG6JD5/vjKC8bWe8dNoJguFEk8ghYWJ2wbjEurr11fdPhzWiRt06TG6TjQwjD+2ZBUVykDEa9RIgV9yH6Pig87oibWsTNuFQvpjt9tuavvii7U8PmscCKTvT7yDDlLAfNJJsT6cd56Ca9AfotreWDJjhm60ierQAQ47LHGdigr9jAbHwfp3IcMsJ+J/n/PyYoEcKCicPTu27NBDU7cxcKCuFu2zj86l8QFdRUX6AC/5/Jn85T5eWVn1/d+wQee3+N/96NTxqRQXV60v3nnnqjNbRs+f0S/fgUDVLHX0nHrMMQo+Kyr03vTpsfNnbaddbtxYn+M33+g8Ge3D8OG6igU6x6f7t0jue/Ixdu0aK9eLHlf0GJODY7N6ruEFvP36Vb1RLZ0pUxJPqrvsovoo0In+6quV4Yw3f75qhisqVHowbFjsprnu3XUCeeMNXeI67bTEGyr23Ve1o6WlujwYvWFk2TKd0A4/XKUQzz2n+t9opqM6y5ap1nb4cGU2q3PKKQoOBw7UZcXSUvWpsFCXAE86SX+oXnxRx3fXXern7bfrD8Jf/5q63RdfVLYnOdseNXy4Tsh3361s9HPPqczhH/9QLdg33yj7HO/442N/OD75RLW3p59e83TIv/ylbkh77TVl6Xv1qn8jXJjlSk1Xa6IqK6uWV/XpowCxY0cFx9Om6Xc83vz5CgK/+051omecEdvnnnvqEvrixWp/9Gg4+eTYttGa4B9+UD0sKFu7bJkCtX799Ds/eDBccYXOOzWZO1cZ5wMPVHa4OgccoFKvm2/WOb5HD2WYP/tMwWyHDrqx74ordIVs8mSVfd1zj/qUzssvqwwuuTwr6qqrdCznnKN9Pvmk/s5EM+eLFiX+W7RpkxjETp+upM8uu9R8jH376nO//HKVX8R/4TGr55LPbkcB84AVKdZN53DOPXdg2mAn08JhXRbr1EnP9903cXmrVro0tvfe+oa6996JWcnoe6GQyg9WrYo9WrRQRhMUvOXlKUCM/yPw4IMqO2jcWEFb//6xOt5gUGUHr7yim+euuEInmVBI9WrHHKMaukWLFNB266ag9scfVYYxeLDWffJJnbyHDdMxHnSQ+hYOK3hr3z7WnzVrFAwecEDNmcymTZUNeOYZnZhHjtSlq1GjtL+33lId2j776A9Aaaku23XtqmOJXraMDpUTCOiy5PTp+tyTRz1o0yb2+R93nOrYJk7UZcYHHogNJVRWlvjvsGqVMu/Rz/3bb/UZxZ/E0+nWTZ/Ps89q+0ce0XGHQrEvM+GwT+T11YoVMHr0NOCtXHclAwLABZx0Upcql6GzJRzWuahJEwVYySOiLFyogLRdO/3OJC9v1Urng/JynUMKC2OPnXfWeSoY1Jf/+PIE0Bfbt9/W/QOlpQpU99wzdt4KBnV+mjhRw5Gde66SCS1aKLvZo4cCzcpKJQe6d9f5cMkSBdnHHqvnU6boefSmtehVrnBY54f48+T33+v8k1xGlcpOOynAnjhRffrd73Tunz5dge+cOfqy3a6d/m4sWKAbjvv2Vc1rMAht26qvoH+D3r11A16/fomlFuGwzmPt2ukz6NNH7c+apX+TM87QvsNhBezx/w6BQGLJVrRmOr60L52999aXlbff1t/ZU0+NjYwU/b+Qn59YCmj1x2efwcyZTwFLct2VXEi+rnIP8ALwv01oYwSTJ19XZ+54X7dO36redKRTAAAgAElEQVQnTKg6ne6WWrEilk1tSHr10h+JzR3OZuxY/QFKrgc0y7SpU2HAgLuBGlL99UIQmM5TT/WvVcC1NSxdqrF6//KXzJcCvf66bghOHjmmvrv6amV+N9fYsQoszbLtuefg4YePBt7MdVdyoeEVN7ZoAX//u77pZ9r48bGhwhqS226LXR7bHCef7GDXrCHo3l2lTelqZLdE06YNL9iFLQ9WTzklM/0ws2o1vBpeSBz7NpOGDs1Ou7l24olbtn1t6/7MrO7L1vmzNjdW1UfJQ7ttKt9Ua7ZV+DfNzMzMzBo0B7xmZmZm1qA54DUzMzOzBs0Br5mZmZk1aA54zczMzKxBy0TAW8yPP2agGTOzGhQVARTnuhsZEgbKKCnJdT/MbFugWWgLc92NXNnygDcQWMlnn2WgK2ZmNZg7FwKBb3LdjQwJEwisY/XqXPfDzLYFq1aFgcW57kaubHnAGwx+wRNPhAiHM9AdM7M0wmF48skQweCiXHclY4LB95k92ydPM8uucBg+/PAb8vI25LorubLlAW9l5SxWrAixdGkGumNmlsaKFbBsWYjKyg9z3ZWMqax8gk8+CeW6G2bWwE2fDmvWLKCysjzXXcmVTNTwrqOk5Dzuv99ZXjPLnvvvD7N+/UXA2lx3JYNWsnDhY7zxRq77YWYNVTgMY8dWEA7fiO4d2CZlapSGZxk5ciZPP52h5szM4jz3HNx11yzC4YZ3kgmF7mLkyGKWLct1T8ysoQmFYNQo+OSTx4D3c92dXMpUwFtBfv4gLrvsS0aPzlCTZmbAv/4Fw4YtJz//WKA0193JgsVUVAxg+PBi5szJdV/MrKEIh+Gxx+DFFz8hP//qXHcn1/KSXh8FzANWbHJLodB6Kitf4bXXerFoUQ+6dg3QpUsm+mhm26KPPoLrrw9z223vUFo6hIqKTT8v1Reh0LeUlU1m6tT9KSragS5doEWLXPfKzOqjykqdP0eOrOTNN0cTDg+hsnJ9rruVa4Gk1/cALwD/24I2gzRq9CsqKq5l11135Mgjm9OzJ2y33RY0aWbbhA0bYMkSePvtYhYs+Ir8/L9RXj4G2FZu7CogL++PVFb+mj59urDnngV07gxBzxFkZjVYtw6++irMtGlFFBUtJxi8lIqKbbqMIV42At6oxjRv3pri4jZAT2AI8C3wUQbaNrP6IwCMRleP7qxh3Q3AIpo3L6K4uIiGWcJQG00pKGhNaWk7YHc8K6aZ1ayQQGAZTZsWsWFDEVCZ6w7VZfcAB2ep7cuBX2apbTOru25BgexioE2O+2JmZtsgZw3MLJvaAmcBU4D/AFfktjtmZrYtcsBrZtl0OvAQ8B3wNjAU2CWnPTIzs21OQw54z93K++uepXYDQKsstZ0pzYHh1SxvBvwqzbLjgBHAvknv/w4YFnnsuKUdtJzoBFwNPBF5XQjcAZyXqw6Zmdm2qSEHvKdt4vrtUOC2OdoCYzZz25pks646EzoAtwInAL9PsbwT8GxkebITUfAzHXga2Dvy/t4oEG4TeTTKbJdtKzkbeAVld6PuRMMfts9Jj8zMbJtUVwLeC4GdIs+bAX9Ks97ZwF6R5wGUPQIYgP6wXkPiyBMXA+OA/arZdxA4FZhM1RtqLgai46l1RIFdKueikSjOirw+GngJZbbaRt67DLgN3bwXAAZH+nw68OdIP7oA/wSeQp9HF+Bw4CIUONbk8rjnewO/qWbdGyJ9+A9wfqRPARRoTkCXnqOf5b7A88CVwB9JDEC/RZ9dAPggaR+tgGXAOyn2HwRuRp/JOOAqYFBk2SDg8ciyW4EvqjkOq5vyUFY/+UtQGP2/T/e7ZGZmlnF1JeCdBfw28rwf6cfcnIYCMVCAuQNwPAqQ/wgUoT+meSjg+yKy7OEUbQXQZfOHUNDWl6oTbhQRCxqPApak6dc7wDfAf1FAfh5wXaQvMyLrXA98CLyFhmg7C7gW2Ceyj0Yoy/kgcDcKfEuBhcDrwA9p9h1vd+DYyPPLgJXVrDsM6IyC7bNR2cDFwBkoSGkNPAC0QJehbwEWoM8zP6mtWShQXp70/jpge1IPc1eAvkxE+ziX2JeewZG+jIq0na1yEcuem9EXmVTztj8AHAg02ao9MjOzbVZdCXjnoICyGcoiPpdmvUVAbxSE/Q2NGXwkyiIehy6v7x9ZPg8Fl7OAjSjAitcS+BkaF3guqcf7nIruKm8CnEL6soUVaNilr4HPgXvRH/QBQDcUXK9GWd/PI8d6ReT5M5E2fhrp96HAL1DAuT+wBgWS8f07EmV9L0zqx/Mo0M1DwezbafoLUAK8BsxGAWlz4AjgR1R+UBDp/8noc/4UeJOqQS1ouKl1keOPFwKK0+w/mlGOfrmpJJZRvh44E2We/x75afVHM/Sl5cE0y4uAf6Cg2MzMLOvqSsBbggLUoShDWt0Uoh+gS/dHoWAtHwVkY1BG8CBgLVAet02Yqse6BpUTTEWB4W+omrlcAayKLCsAKmpxLIcC9wFfouxxBQrkSuLWKSEWgEend26EAu8xkcfJKGOcSjDS1+T+vocC+cGozCBVdi0qTCzYDEX6mAeMjez/YZQ9LyaxhCFT/2fK0JeEaC3nrijbm4cConWR9yfhsVvrm3PR/6GvqlnnJXSFxSM2mJnZVpfLiSd2Q5ftf1dDO91RQHRt5PWJqFSgAyoleBMFTW/EbTMZaFpNm/kom5qqTnZvlJ09tZrt26Js7a4o83pLpM3rUDCZD8yMW//oSJ9/irLZX6DL+zNRwN4NBeItULb4GpQ1q42zUaa1bw3rfUFs9IMRwJ7ApSjr2zKyz0dRdvuDSJ//iALV6j7LVPqj7HN8H9ug/xMPoaD3I5RxD6JjH4pKVqYBh23i/ix38oCRVP1deoqqI3EMBQ7YGp0yM7NtW17S66NQprW6DOvmOhBdLl+YZnkhyoY+QvXT4RWhEoUHIustQlnI36DA8iqUOSwAPols0wQFk/G1wR1RoHcMOu6foCC0KGl/36LPaTTpa4vLURa0MwpgB6As68eR/n2IArnoTV3foszxQPR59ENBwgzg15Ht70Y1wwtQwDef2tXxror0ZSzVZ3ibolKGEqAxCoAno8/qfJQBH4EC3PkoGF2JPqd7a2g7WR4qyZgded0fHdd7qBb7TBQQvRZp99+orGMwCpTHb+L+LHfC6MtmcinLSWg0jlVx782kahmMmZlZ1tWVqYUbo+xj8qO2Wc5sKSB1vzY143k2ukt9R+AvwO2Z62KCFqTub+NNaKMJCjp3QkHvSxnuo20bUmV4zczMtorkGtC6ogVwSIr3p5F+pIStoTWp+zWJTcuKj0UZzLOJjdyQDTuRurThdZRRr40SlG0+A/ie6oc6MzMzM6vz6kqG18waFmd4zcwsZ+rKKA1mZmZmZlnhgNfMzMzMGjQHvGZmZmbWoDngNTMzM7MGzQGvmZmZmTVoDnjNzMzMrEFzwGtmZmZmDZoDXjMzMzNr0BzwmpmZmVmD5oDXzMzMzBo0B7xmZmZm1qA54DUzMzOzBs0Br5mZmZk1aA54zczMzKxBc8BrZmZmZg2aA16zbYd/383MbJuUrT+AHYGmtVivBbB9lvpg9cMTW3Ff+cDJWWi3KfDrLLSbSTsAfwD6AM2Slu0OvAK8ARybYtv2wGOR5ZcABejc8RLwIvACMCYrvTYzM8uCe4CDM9DO08BFSe9dDvwy6b07gT9nYH9Wf71Zw/LOQM8M7asN8H6G2oq3BzAjC+1m0tnAMhSc7pG07E2gNfoC+k7SsiAwCTgHBfZ3ouC+HbAB6AC0AlrWsP+ngH03u/dmZmZbIFsZ3mvQH8VANesEgCOAB7PUB8usXYH3gEaR148DO6ZYrxMKKgsir0cDewNtgeeBR1FW8IDI8q7oC9K/UTCV7AfgePT/5ACq/p/qj7KL0f/Lj6FMbiq/AXZB/zfPB/4ZOY7/xPV3AvBf4C/ApcBY4FngNaA5yoa+BDwMvBrp/xnATpF+1sYjxALEX6Evg6kMQsf9OPBW5DXAcPRZPh237c8jxzE6clyHJbX1KTAOKAYWxr3fAQW7RcA6FLjvF7e8AB3jf4GNKGD+Gcr6zgeGAKdFtjUzM6sXMpXhBf2hvjDudXKG93rgqgzty7IvDwU4uwE7A1+QumwlCMxCwWlHYD3KAA4D7gKaoCB1CQqmFsW18yHpv4S1AR4ARpF4Sb4RMBNlJ/sA75L+i1ZbYErkWB6LbNMEBa7R0pqVkf52BqbH7WN+pA/TgRMi250DjAB6kzrDG4h7xLsGuDry/D+kz2CfDUxEn8kR6HNtj4LPJpHHpMj+i1EwHoxsMzhNm8n6oC8yUVeSWPYRRMH2pegLzv3oS8C+wCfAuehLzNvEvgyl4gyvmZnlTLpMWCb8A2XFnkFBT7zOwM2kzhBa3VSJgqFDgRDwEMr4JQsBlwFHAh8BI4E1QF+UYb0cBYBFKOD8Iq6d9SgITtXuT1EGdRC6lB5VjjKaB6CgcAwQrsWxPA5MRZnrNSgIBvgWWAsMjPQtuo9pKDDvhDLU4chxvFbNfv4NnIg+k4K4959HQfa9kWWLq2nj/cg6P6AA96cowxrNqOahutsmkf6G2LS66DJixw4KWuN/X0PAcajG9yr0JfY04GOgH/ocxqLPrFsNx2JmZpYT2bxrey4wHjgqxbIz0SXjr7O4f8u8d4BT0OXy6kpRJgMHAicBt0XeWwlcgILczsCtKEiqSQeUjQVllz+lakD7BvAnYC8UfKUT3W4X9EXsDJS1/YBYFja6zucouI3aHQW+JSjobAH0QhnndH4P7BnpV7wvULb2JvQ7sim+AF6O7L8FygKPR0F8h8g6yeUM1VmKguXo8fdGwX28i4ChqGyjO8rs/gIF8xDLuNfm39PMzGyry2aGF1ST+Q66xBrVDtUt9s3yvi3zSlD2L5+qWftky1GQWBx5PRbVnLYGfgKsRgFkTcLoEn4zYpfpJwKFcet8iQLXD0mdHY6qQGUNJwA/oizucehKQ1eU3Y1agrKYo1CWc+dI27cAN6J62DNR4F6MgsGTUfY3amU1fRkFvI6C5k0xB2Vlb0JZ34OB51DJyEj0WeyPguLaKEM1yqOAb9DnvQZ9LvsCf0UZ9RGonOO0yKMgso+uKNN7HfDdJh6LmZlZTmSyhjdqHHAesRre24G7M7wPqx8CKHDcbhO2yUfBZPyjoNotqtcosv8gyvQ2SbNeAbHRDALo/3FUY6AHiVdIGlXTVja0RfW8oJKEg4l9gb0DlZ5silao5jqdZujfLrkeuRu6ma8mruE1M7OcyXaGFxTsvorqGQOotnNTLrla3ZQPXEss6Ir6BvgbusSeLIyGxtoUFShbvCl6oDriZI8Ds4lllr9IsU5UOTqOb1BwuSpuWRnKACevX5uMdSqHoaxzsntQxjaVH+Keh1BpwzXA96ie+W+b2Ic1kUc660md1U/XPzMzszpjawS8q9Fl2EHoRqV/R35a/VaJLoU3Tnq/FAVgubQKDRuW7KtNaCOEhtzqi0oZZmegX+l8SmJAHVXbEoEwcDGxSSV+S+ovHGZmZkZ2ShpAN+5UoAxY1yy0b2Z1m0sazMwsZ7ZGhhc0YsPj6EajTcmymVnD8C662mNmZrbVZTPg7ULTpoezcWNPYAd0U09HNBOUmW17BtRinTJgNU2aLKak5B38BdnMzDIg8wFvINCBvLyr6dTp9+y3X5DjjoOePaFZs5q3NbNt24YNsHgxTJgAM2aEWLXqfkKh2wmFvsl118zMrP5KHmLoHuAF4H+b1VqjRgcTDI5j1Ki2DB4MLVtuaf/MbFu1bh2MHw8XXPAj5eWDKS+fnOsumZlZ/ZS5mdby8g6hZ8/xvP9+W84+28GumW2ZFi3gjDNg8uQ27L77K+TleThDMzPbLJkJeAOBZjRvPoZHH21D//4ZadK2knHjYI89YMAAOOQQGDIEZkdG4Nq4Ee67Dw4+GPbZB84+G76LjJRVUQFPPKFtfvITbfdF0rC2y5ZBjx5QWpp+/xMnpl+WKStXwrTk2XKt3th3X3jssdY0b/4vAoFWue6OmZnVf5s7LNntPPRQmHDYj/r2eOaZMMccE2b9ej0+/DBMy5ZhNmwIc8cdYX77Wz0vKQnz+uthjj9e2/3732GGDNE2paVhpk8PM3BgYtsLF4YJBrV9uv0fdVT2j/H22/XI9Wftx5Y9Hn88jGdpNDOzzZCJm9Y60LTpVQwenIGmLCfy8mC7yGy/HTsqe7thgzK4s2dDfuS/yRFHwA47QCgE114Lb74Z2+6AA2DkyPT7mDABXn0Vysrgq6/g4ovVzvz5cOutcPXV8Le/waefqj8HHwyXXKLMc8uW0LkzLFoETZooa3zNNfDkk3DDDco6DxoE06fD0UerTzvsAIEA3H8/vPceFBcrC73LLln9KC2Ljj8eWrX6PWvW3A2szHV3zMys/tjygDcY3Jv99gvQsWMGumM5sWQJ3HWXgtEpUxSMAoTDCj6j8vKgXz9YuxZ+/LFqnXa/fun3sWYNLFgA77wDkyYpmJ07Fx59FK67TkHre+8pKAY47DA44QRt89RTcNRRCmJfflnB8KJFsCoyOVl5uQJngHnzYNYsaNtWxzF3Lhx6qIJfB7v1W/v20L9/gHff3ZdQyAGvmZnV2pYHvKHQTgwZkjzag9Un7dvDL34BjRrB8OHKolZUKAAOhxUsgp5XVmqIuXBYy+OVl6uNdAYOhGAQWreGkhK1ETV5sup5oxljgE8+0b67ddPrggLo0qX6Y+naFVq1iu3v9ddr9xlY/XDSSQEmTuyW626YmVn9komb1jqz++4ZaMZypmVL3ZS2554KdkFlDIccAm+8EVvvyy9h//0VqF58sYaMiiosVFlDchBck2gwvdtucPrpCoRLSuDxx7Wv+HWSn2/cqJ8lJQrEQZnkaCC9YIHaCPj7WIOx664AnXLdDTMzq18yUcNbQNOmGWjG6pw//QlOPlmBbfPmqsN96CEFw9dfDyeeCDNmqL72tddUmtC48abtIz8fbrlFNbmVldpnq1bw8ccaFSKdtm217xEjVJJRUaH3f/wRhg2DHXdUacNf/6pg/J574NhjoU+fzf88LPd0rinIdTfMzKx+25xRGkYweXLu7+D2I3uPwsIwS5akXrZ2bZgFC8JUVm5e2xUVYYqKEvf1/fe1337ZssTXffuGKSsLs3Jl4vvFxWFCodx/ln5s2WPKlDBwVxbOfWZm1oBlfmpha3jattUjlRYt9NhceXmxmtvovjZFtxTlnMEgdEq66u2prc3MzLZZmZtpzawueOklBbxmZmZmEZnJ8H7++abXbpply7ff5roHli3z5uW6B2ZmVg9lJuDdYw/doW9mlk3RmxPNzMw2ga/9mpmZmVmDtvUC3lWrYmOl1mTpUli3Lrv9MTMzM7NtwtYLeG+5pXZBbDgMZ54JxcXZ75OZmZmZNXjZHZaspAT+8x8NCRWf3Z0zB6ZMgb594cADE7dZu1bTxyYPK2VmZmZmthmyl+ENhTT97MyZ8OGHCnwBnnsOzj9fY7deeSU8+mjidt99B4MGZa1bZmZmZrZtyV6Gd8kSmDoVPvsMCgpg2TK9/+ijMGaMRnY48kgFtxdeGNtu3DgHvGZmZmaWMdnL8K5fD/n5mkkLoEMH/dy4Edq10/O2baGsLLZNOAxjx8IOO2StW2ZmZma2bclewNujBwQCyvSuXg0TJ+r9Xr1U1lBRAc88A7vtFttm0SJo3Rpatsxat8zMzMxs25K9gLdFC3jxRd2Utuee0Lu33n/gAb3ftCk8/DA88khsm5kzVfdrZmZmZpYh2R2lYY89dBNaOJw49fB776nkYbvtIBgXc598ssogzMzMzMwyJPvRZaNGVd8LBKB586rvFxRkvTtmZmZmtm3x1MJmZmZm1qA54DUzMzOzBs0Br5mZmZk1aHUj4A2H4auvNDtbOvFTE2dTScnW2U+2bNgApaW57oWZmZlZnVE3At7SUjjiCFi3Lv0611+vSSuyado0+MMfsruPbCopgWOPhVmzct0TMzMzszqj7owBVlamTO+kSZppbeZM2Gsv6NsXvvwSJk+GCRPgl7+ExYthxgzYZx8tLyuDpUth3jzo00dDoUWnM27VCvbbTxNafPGFxv/t1AneeUczvs2eDfvvD7vvrn189pmyzV27xvo2c6baAK3zs59BcbH6k5+vILNJEwXsb72lbPRRR2nfySZNUvs//zl07gyFhepLaSkMHAg776zAdcIETc5x3HHQrJm2XbkS3n0XunTR9vG++w7OO0/HHQ5n41/IzMzMrF6qGxneeGeeCb//PaxYoXF5CwthzRoFmEuWwPjx8Otfq/zhd7+D55+HtWsVdD75pILhK6+EYcMUnJ5/PixcqLZfegnef1/PzzoLhg9XCcBxx2mWt++/V9C6dm1in269Nfb80kuhvFxB8tKlMHUqDB6sIPc3v9HruXPhnHMUsMa74w64+2749lvo318B7Omnw/Ll8PXXOt7KSjjySPjoI5g/X0FwRYWOoV8/BbYPPgg335wY2BYUwNNPa1szMzMz+3/JGd4wEMhFR/5f48bw6KOw004K7tauhZ/8RFMVX3IJnHQS/PWvsO++ev+665Tt7NZNM7gFAlp+xRUwZAi88Ubq/eTlwb33Kovcu7emOx44UNnk6Kxw6ZSXK9jNz4cbb1TwPXu23r/qKq1z2WUKfg85RK9//FFlGcuXK7N74omw/fbw7LP6+cUXCljLy5WZ/tnPFFxfcon6OnYsjBihwP6YY+CggxTwb7+92k+VTTYzMzOzKgHvGqBTLjry//LyYpNVFBRUvVmtuBimTFH5AsDZZ+vnTjsp2I1q104/49+Lz7gGArFSgU6dlN2tjVBIM8TNmQMvvACnnqp2zjpLAfqTT2q9/v1VmhG1cWNsW1BZQnm5gtaOHaFnT73fqJEC5RdeUCZ7/Xo9X71afSws1Hp//rMn6jAzMzOrheSShsXAcbnoSI2CQQV8PXsqQBw+XDW8ixZpeSApMR193a6dygXWrlWtbFRlpbKyGzfC6NFw2GHax/r1VUdqKCpSWcWyZQo8CwvhggvgwguVeZ06FXbdVdnpc89VOcXy5dCiRayN7bdXv+fM0T7POQceflhB7733wimnxMopLrxQgfTYserj118ro11SoozvMcfAf//raZjNzMzMaiE54J0GnAC0y0FfqjdwoILK4cPh1Vc1NfHw4XDRRdVv99hjCiB79tRIEFGBgGpz27RRcHrssbrh7f33YeTIxDb22EPZ2tNPV9C6/fYKbHfeWZnaq6/WtkOHqrSibVvtL/7Gt4IC3RB3zjla3qmTapXXrYOWLZUh3m8/WLBAWd+99lKw/tvfqu3TT1d2e/vtFfDefrtulDMzMzOzaqWq1/0DcCBwAVDNOGH/bwSTJ1/HwIEZ7VgV4bBGY4iOQrBunYLeYC3uuyst1TbxAWKXLhrxoGvXWGkDKPMbDFbNGK9fn7hetN1QSCM/RJWV6b10wWhFhdaJljaEQmq7efPEfZaVad3oevH9KChwdte2TVOnwoABdwNX5rorZmZWf6SKmu4HOgLjgfuAucCP6Ia2VJqleT+zAoFYzWogoKxobaWqdT3oIAWTyUFsXl7qNpLXS9du48bV9yU/PzFYDQYTSx/i20nVVqp+mJmZmVlaqQLeCuAaFPTeBfwTqC6Kq5+pxhdeyHUPzMzMzGwrqC5Y/Qb4FdAIaE764cquB4ZnuF9mZmZmZhlRm+xsOSppSKekmmVmZmZmZjlV92ZaMzMzMzPLoLoR8G7YAA89tOnbffCBxtA1MzMzM0ujbgS8ZWUKXjfV8uUwc2bm+2NmZmZmDUbdGWFh3TpNJLF6Ndx4oyaZWL4c7rxT751xBgwapHFoR46ETz+F3XbTtmPGaCrf3r3VzogRcNttsXFtJ06Ezz+P7atZMzjvvK1/jGZmZma21dWdgHfSJGV5S0vhhBM0wPxRR8Hzz2uWswsuUBD8j3/AjjtqWt6LLtKygw+GO+7QrGpz5kCrVomTOOy+O7RvH3vdqNHWPz4zMzMzy4m6E/CefDL06KGZxwIBBbp5edCrlyZquOgiePppmDULbrhBU+z+6lfw1lsKgD/4AL77Du66C+6+O7HtpUth4cLY6+22UzbYzMzMzBq8uhPwlpXpZ2WlHs2a6WcopPfXr9fsao0a6Xn8Nk2awOGHK/v7+efQuXNi20VFsHJl7HWqmc3MzMzMrEGqOwHv2LFw/vnwww/K3p52GjzwALz0EvTtCzfdpLKHYBCuvVajM9x9N+y7r7a/7jpliG+/veqUv4MG6WFmZmZm25y6EfButx2MGwfz5ilrO26cyhhee02B8Lhx8M9/Qrt2urHt1Vfh/vt1Y1qTJmpjhx1g//19M5qZmZmZJagbAW/jxnDYYXrEa9sWLr448b28PDjxRD2iiovhySc1akPTptnvr5mZmZnVG3VjHN4tlZenMoZ77811T8zMzMysjqkbGd4t1bSpSxnMzMzMLKWGkeE1MzMzM0vDAa+ZmZmZNWj1r6ThjTc0KQVoJIc+fWDYsMSZ1eqCSZPgX//S8/x82GMPuPzy2vXzvfe03qGHJr5/xRVw5ZXQqVPGu2tmZmbWUNW/DO/s2fDNN3DMMZps4tNPNRVxZWWue5Zo/nxYvDjWzyVLFMDWpp/z5mkCjWTdunlaZDMzM7NNVP8yvAA9e8Ipp+j53nvDQQfBhg2pZ1ArKYF77oGPPoKTTtKEFvn5ypTuvTe8/DLst59eh8Pw+OPw9tuaqOLrrzWhRTQr+/LLmu3tkEM08UW8jh3h+OMT3+vWLdbPAw6A7t1hzRoNt5Zs/XpNmvHll9ouOlvc1Vdr/RUrNOZwebmO5/LLNTrF3LkwYQJceqnGJp42TV8AzjxTAffixfDUU8oO779/6s9n1ChllTt10gQf7dvDxx/DyJH6rP78Z+jSReMiP/UU7LOP2ouOgWxmZlHm3mUAAAkLSURBVGZWh9W/DC9oNrZ582DmTAV/Bx4IzZtXXS8cVvDXoQPcdx/873/wwgta9tRTCvb+/neYPFnt/eMf+vnAA/DZZzB+fGJ7ffrArrtqtrfevRMfO+9cdf9r1qi9jz7Sfg46CFq3rrpeKARDhsBOO8EttyTu97nn9POKK+DZZzVNcigETz8dO47eveGsszRaxQMPKAs+ZoymU77oIgXtvXql/ixHjYLVq+Ghh2DPPeGCC6CiQmUif/kLXH+92pgwAR58UMfRujVcdll1/0JmZmZmdUb9zPDOmqUANi9Pk03cc0/q2tiiIvjwQ2VMo7O4TZwIp5+ubQcMUJB58MGavOL99xXUdewIp54KU6cmttejh35WVsKyZYnLdthBAXG8+fPVz2BQfXjzTT1PtmGDAuwnn9S0ykOHJpY+/PznsMsusddHHaUA+fTTVdJx3XWaoKNNG1i6FNatU8a2e3c4+mhlstO58ELNZDdqlD7XwkJ9ATj00Ng+x43TPm66Cbp2VQBsZmZmVk/Uz4D3sMM2bZKJyy5TEFtSouxoVDT4DAaVDW7WTEFyx44KQtMJh1VKEG/9+qrrHXAAPPxwzf0LBPQoK9PriorEAL6gIHH9Pn1U5jBmjDLO0XUvvVSlByUlamPJEgXQ1RkxQuv98Y/Qv79eB4OxvoAC90AANm7U6w0bYPly2Guvmo/NzMzMLMfqZ0lDbbVurQznmDEK2C64AGbMSL/+iSfCr36lERZuuqnq8gkTlAXOz4dbb018/Pa3m9/P7bZTP//+d/jqK/jb32re5s47Vd87ZIgC9aOPVpY2L0+B73vv1W7fq1bpC0SvXvDII/pCMGCAtv/kE5gyBW68EY44Ai65RDcM3nFHrNTCzMzMrI7Ly0Abh3PuuQPp1i0DTdVCQYFuWktVM5ssENDNZytXwuuvqxRg8GAFha1aKaPZtKluvurWTe3uvjssWKC62AUL4NxzY+19/71qhTt2rF0/u3dXm7Xp59FH6ya5SZMUsPbqpdrjli3Vz2bNYs+bNtWy9u11fMEgHHusapvHj1c5wmmn6bg6dKDaf5t+/fQlYOpUOPtslTFEbwQcP14B7g03KJvbvTv85z8qI6ntEGtmmbRiBYwePQ14K9ddMTOz+iMTEcsIJk++joEDM9DUZgqHddm9pCTx/YICBY6p6mZTuf9+/UE94wzdxNWnj4LPTFq4sGr5Q36+Auy8THz/SGPVKgWvyXr1UgBtVh9MnQoDBtwNXJnrrpiZWf1RP2t4k4XDCujWrk18v3lzZWxra+hQmD5dl/OHDq3+Zq/N9e23ujEsXjQwz2bAW1SkIc+S9ejhgNfMzMwatIYR8AaDqkPdUvn5ql8dMGDL20onV5nwPfbQw8zMzGwb07BvWjMzMzOzbZ4DXjMzMzNr0BzwmpmZmVmD1jAC3n79NKRXOk89lX7Z2LEwcmTm+xRvS8boTWXuXNh//8y2aWZmZtZA1c+At6xM0+dGZwNbtUpT8VZU6AGaQKGkROuMHh0bsiwU0rBg69drdIcNGzS6w/r16WdXKynRumVliY/ovuJF2ywujk0P/MMPiW0VF8e2DYc1g9m6dVBenrhe8nvl5dp248bUQ4yZmZmZWRWZGKUhlDBdb7bNm6eM6YEHwgcfwL/+FVs2ZowCyAsu0LLbb4dTT4XFi+HBB+EPf9C2xcVQWgonnKDtXnpJ4+8uXAjnnAPnnZe4zxNOgMcf1+QO0SAWNGzZM88krvvMM+pHdIrf+Ozy+PGaErlHD/j4Y73+6CNlmPfaS5nbCRP03tVX670pU+DVVzXJw7HHagSJefMy+5ma1Rc612zFE46ZmTUEmQh4v2PpUjjkkAw0VQs33wzDhmlyiFdeUTAbVVysgBeUgV29Gs46C/75Txg+XNP2rlkDzz+vDOt990HbtrDTTppWd9IkrXfuuYmziL30kqb//fDDxL4kT2ixdi1cf72m5G3TRlMFRzO5a9bAKafAZ59p9rVRoxSsFxZqBrjzzlOQXlioY3v0UdhvP3j5ZQXQzZtrbOChQ2HcOH0GZtsajSW9OtfdMDOz+mXLSxry8lYxbVoGulJLX38NBx+s54MGwS9+kXq9aOAbb8aMWO1rfr4yvqDAMhjUdMOlpVW3bdZMmd1TToGTToo9rr02cb2vvtJ0vs2a6fXvf69JJUCBbFkZ7LijXp98Mnz6KVx8sYLa3XaDZ59VVvjHH5Vp7tMH/vQn+O47ZXUHD9a2u+5a+8/LrCGZPl3nHDMzs02w5QFvZeUc/v3vcJXpcrOlTRtNIwy61H/HHbFleXnK8oKCxKhotrZPH1iwQM8rKhTApgqMU8nL03TDDz8ce1xzTeI6HTqoFri0VK9vuCE2+1vr1vq5OpKcmjJFQe5//wtvvKFjatVKQW+jRrHs9YQJmlRj113h3XerHpvZtmLDBl2dqaz8ONddMTOz+iUTJQ2LWb9+KlOnDuDIIzPQXA2uuUZZz3ffhVmzVDZw771a9tOfqhzgu+8Sg8JgUNvddpuyrBdeqBu/jjwysXQhnVNOUbDbtWv1622/PVx1FZx/vp4XF6sUAlQ68cgj8Lvfwc47q+zhmWdUJnH88coyL1oEl1+uQPjaa2M1vA8/DH37qh55xgxYtmxzPjmz+m3GDCgq+h+wINddMTOz+qUW0V5tWgl0oHfvxbz/fnPatMlIk9WqqFBpw447Vq2jrahQsNu5c+y9ykoFuM2b63VhocoOmjTJTv+iWd62basu27hRJQvx/auogJUrdaNbXp7eKyvTcXTpkhiUf/21tq1NoG7WUBQVwcCBG5g3bw9CoeW57o6ZmdUvmYqaAsA1DBp0G6+8kqEmzcwihgyBF164EbgFqGUdkpmZmeRlsK2pLFgA7713KAceCO3bZ7BpM9smLVyoYHfChBHATTjYNTOzzZD56+KBwBACgb9y6aW7c9pp0KlTgObNY5fqzczSqaxU7fs334QZOxbuvXch4fBNhMPP5rprZmZWf2WrELQRcDB5eTeQl3c4waALTs2sdkKhMJWV/6Wy8hbgfaC8pk3MzMyqszUC0XygJQqCzcyqUwGsifw0MzMzMzMzM7Oa/B9WcAb05QanmAAAAABJRU5ErkJggg==" />
 
 </div>
 <p>The fuel consumption of vehicles equipped with PCC option 1 &amp; 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>
@@ -2502,33 +2585,30 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <div id="vehicle-propulsion-limitations" class="section level3">
 <h3>Vehicle Propulsion Limitations</h3>
 <p>For hybrid electric vehicles the electric machine may provide additional torque to the powertrain and thus cause higher accelerations than a conventional vehicle. To limit such boosting by the electric motor.</p>
-<p>The input is the additional torque the electric motor is allowed to boost in addition to the ICE over ICE speed. Note: this boosting torque has to be provided from 0 rpm up to the max. ICE speed. The angular speed refers to the gearbox input shaft.</p>
+<p>The input is the additional torque the electric motor is allowed to boost in addition to the ICE over ICE speed.</p>
+<p><em>Note:</em> this boosting torque has to be provided from 0 rpm up to the max. ICE speed. The angular speed refers to the gearbox input shaft.</p>
 <div id="example-1-no-boosting" class="section level4">
 <h4>Example 1: No boosting</h4>
 <div class="figure">
-<img 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" 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" />
 
 </div>
 <p>The blue curve shows the ICE’s full-load curve and the gray line represents the electric motors max drive torque.</p>
 <p>If the electric motor shall not be allowed to provide additional torque beyond the ICE’s full-load curve the input for the boosting limitation looks as follows:</p>
 <pre><code>n [rpm] , T_drive [Nm]
-0       , 300
-599     , 300
-600     , 0
+0       , 0
 2500    , 0</code></pre>
-<p>For speeds below idle speed the propulsion torque limit is set to the electric motor’s maximum torque so that the vehicle can drive off without the combustion engine.</p>
+<p>For speeds below idle speed the full-load torque available from the ICE equals the ICE full-load torque at engine idling speed due to the modeling of the clutch behavior during vehicle starts.</p>
 </div>
 <div id="example-2" class="section level4">
 <h4>Example 2:</h4>
 <div class="figure">
-<img 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" 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" />
 
 </div>
 <p>In this example the electric motor is allowed to provide torque in addition to the combustion engine (in this example 100Nm). The boosting limitation for this example looks as follows:</p>
 <pre><code>n [rpm] , T_drive [Nm]
-0       , 300
-599     , 300
-600     , 100
+0       , 100
 2500    , 100</code></pre>
 <p>For speeds above approx. 1700 rpm, the propulsion torque limit is limited by the electric motor’s max drive curve as the electric motor cannot provide the allowed 100 Nm at this high angular speed.</p>
 </div>
@@ -3752,7 +3832,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <li>Drag curve (i.e., the motor is not energized) over motor speed</li>
 <li>Continuous torque (<img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAQBAMAAABuGdtpAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVO+rid2ZInYQZkTNMrtEdbKeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAArElEQVQYGWNgVHYJdUl1YEACzAUMYQyMDUgiDLMYOD8ysG9AFpJkYPzJwF2ALDSBgS2AgRNZBMjmSUATYGDgF8AQ2o9iEFjaCVkR4wUQ7zCyEB9Y6BcDA6+XA+PChq0Lsxj2eAEVcH9nYJjKcPwywzU2hzkMzEBVHK6f3RnaGBg8GPjZBJjAQmCDXJCEoPbfYZh+mWEzSBXbdrD5DAyMjgsYuzzvWPYL8GYwAAB30SUeGaZU/AAAAABJRU5ErkJggg==" alt="T_\textrm{cont}" title="T_\textrm{cont}" />)</li>
 <li>Engine speed for continuous torqe (<img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAOBAMAAACbXIJpAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVHZmEKsyIkTvu92Zic2ZjesdAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAvElEQVQYGWNgVHY2TWDAAioyDRgXYBFnELBmYArgeKR5OAZd9iwDqwKzA2cCL7KEGJAzg4G/gJmBM4EZWWIZAwP7BwY5DgagBFCc7fIFRkOFbsPDHG8NGJgfMJwFKgZLeDM8T2XI4bngxxDGwMBkwJArApXQYWC4xMDPI8AJkoACsI67CAl2JAl2hjwG91SGVpCOE2VQCTb7gwxcCowXDRiVr+SF6AvkKMB0gGgBZA4yuwGZg8RmRGIzMAAA4C0jNrMP4scAAAAASUVORK5CYII=" alt="n_\textrm{T,cont}" title="n_\textrm{T,cont}" />)</li>
-<li>Overload torque ($T_)</li>
+<li>Overload torque (<img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAQBAMAAAD34QLcAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVO+rid2ZInYQZkTNMrtEdbKeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAkElEQVQIHWNgVHYJdUl1YIAC5gKGMAbGBhh3FgPnRwb2DTCuJAPjTwbuAhh3AgNbAAMnjAekeRKQOAwM/AIo3P1wjVdBJjrBJdlA3MOo3F8MDIwLGxg1eKNBstzfGRguM1xj8OIUAHI5XD+7M3gw8DPUcDGA9QK1grg8t+DcywybGbjOwrmMXZ4MDA8Y7lgCAC0HH3lHvOjAAAAAAElFTkSuQmCC" alt="T_\textrm{ovl}" title="T_\textrm{ovl}" />)</li>
 <li>Engine speed for overload torque (<img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAAOBAMAAABA5yhLAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAVHZmEKsyIkTvu92Zic2ZjesdAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqElEQVQYGWNgVHY2TWBABxWZBowL0AUZBKwZmAI4HmkejoFJse0Ass4ysCowO3Am8MJEGU4AWTMY+AuYGTgTmJFF2T8wyHEwAEWBgoyGCpIK2Q1AtcwPGM4ClYFFUxlyeA0cQSYwGTDkikBFLzHwsz8wAJsLMQ6sFijK8AxNlJ0hlaGVwS4BoZbN/iADlwKj8hUGLga2pw4Q/RBSAJkDZzfAWUgMRgQbALyVIKb3h4B3AAAAAElFTkSuQmCC" alt="n_\textrm{T,ovl}" title="n_\textrm{T,ovl}" />)</li>
 <li>Maximum overload time (<img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABgAAAAPBAMAAAAMihLoAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAELt2Mu9Eic1mIqtU3Zk3oSI+AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAb0lEQVQIHWNgYBRgQAAmAwSbgd8BieOKxE7vqETiaSKxGX7BOL4JDGwBMA5fAgP7BiQOxwQZnjkGPMEs14AyvA4G3gx+DJWMB4AcHpsFxQz8DCs4GYAcIABxODyhHG+GbAbOFiiHx7KQgUGBwWMjAA0HEzTqKZBnAAAAAElFTkSuQmCC" alt="t_\textrm{ovl}" title="t_\textrm{ovl}" />)</li>
 </ul>
@@ -3792,14 +3872,14 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <div id="thermal-de-rating" class="section level3">
 <h3>Thermal De-Rating</h3>
 <p>The electric machine can be overloaded for a certain period. In addition to the maximum drive and generation torque (which already is in overload condition) the mechanical power the electric machine can generate is required.</p>
-<p>The basic principal of the thermal de-rating is as follows: based on the continuous power and the angular velocity for the continuous power as well as the maximum overload time a thermal energy buffer is calculated. During the simulation the difference between the current losses in the electric machine and the losses at the continuous power operating point are integrated over time. If this value reaches the capacity of the thermal energy buffer the electric machine can only deliver the specified continuous power until the thermal energy buffer goes below a certain.</p>
+<p>The basic principal of the thermal de-rating is as follows: based on the continuous power and the angular velocity for the continuous power as well as the maximum overload time a thermal energy buffer is calculated. During the simulation the difference between the current losses in the electric machine and the losses at the continuous power operating point are integrated over time. If this value reaches the capacity of the thermal energy buffer the electric machine can only deliver the specified continuous power until the thermal energy buffer goes below a certain threshold.</p>
 <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_\textrm{th,buf} = (P_\textrm{loss,ovl} - P_\textrm{loss,cont}) \cdot t_\textrm{ovl}" title="E_\textrm{th,buf} = (P_\textrm{loss,ovl} - P_\textrm{loss,cont}) \cdot t_\textrm{ovl}" /></p>
 <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{loss,ovl} = n_\textrm{T,ovl} \cdot T_\textrm{ovl} - P_\textrm{map, el}(T_\textrm{ovl}, n_\textrm{T, ovl})" title="P_\textrm{loss,ovl} = n_\textrm{T,ovl} \cdot T_\textrm{ovl} - P_\textrm{map, el}(T_\textrm{ovl}, n_\textrm{T, ovl})" /></p>
 <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{loss,cont} = n_\textrm{T,cont} \cdot T_\textrm{cont} - P_\textrm{map, el}(T_\textrm{cont}, n_\textrm{T, cont})" title="P_\textrm{loss,cont} = n_\textrm{T,cont} \cdot T_\textrm{cont} - P_\textrm{map, el}(T_\textrm{cont}, n_\textrm{T, cont})" /></p>
 <p>In every simulation step the losses of the electric machine are accumulated:</p>
 <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_{\textrm{ovl,} i + 1} = E_{\textrm{ovl,} i} + (P_\textrm{loss, i} - P_\textrm{loss,cont}) \cdot dt" title="E_{\textrm{ovl,} i + 1} = E_{\textrm{ovl,} i} + (P_\textrm{loss, i} - P_\textrm{loss,cont}) \cdot dt" /></p>
 <p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{loss, i} = T_\textrm{em, mech} \cdot n_\textrm{em} - P_\textrm{map, el}(T_\textrm{em, mech}, n_\textrm{em})" title="P_\textrm{loss, i} = T_\textrm{em, mech} \cdot n_\textrm{em} - P_\textrm{map, el}(T_\textrm{em, mech}, n_\textrm{em})" /></p>
-<p>If <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAATBAMAAAAUmIINAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAid3vmau7RHYyVGYizRAHtTi9AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAzElEQVQYGW3QsQ7BUBSA4b9R5VKhEs/gBcTMZG08gUmMHTxA30BjMYkmFomFB5BYzGowmHQ2WS3iXrSRXic5ued85+ae5AL1ltNokQ1rAOMsUvWhqOkigJKmE8qawZDDH207J13tB7NERVNVFbmofCcg/HpPnUJmPgI7VJ2Mt6oiVwOT9YqlP/XeOvXgKNMRrugYm9vnrulhXLtO/2n43O1ok6p6BJRyyapwCy67QN7dyy3yzU+stjEW4hyPYO4mmp76P6lRIZ3/FqFqXsPAKV5uHNJMAAAAAElFTkSuQmCC" alt="E_\textrm{ovl, i}" title="E_\textrm{ovl, i}" /> reaches the overload capacity <img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_\textrm{th,buf}" title="E_\textrm{th,buf}" /> the power of the electric machine is limited to the continuous power until <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAATBAMAAADhZgm9AAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAid3vmau7RHYyVGYizRAHtTi9AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxElEQVQYGWNgYBAyERQ1YUADbAkMDCVoYgz8DQwMHOiC8ycwMHChC/YzcKMLMTCkMRzFFDQTvIghyPOTYTpMkFMdyLoJxNwfGCYwLIAKuwNpoL0MrBcYGHiQBUHyzAIMDCwMq1cwLG6YVABUCTbifAEDgyBnAKcD44ZXDCDtQMx431Ew6B9jA8MHngsbYIIgE4BSQEGGm2iCnAHsAQx7JwBVHgCrhihdsfEBAxsD59UHGZxXISLIJEbQgCTZkVXA2AuADAAuLCiMS3epRAAAAABJRU5ErkJggg==" alt="E_\textrm{ovl,i}" title="E_\textrm{ovl,i}" /> goes below the overload capacity multiplied by a certain factor. Then the maximum torque is available again.</p>
+<p>If <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAATBAMAAAAUmIINAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAid3vmau7RHYyVGYizRAHtTi9AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAzElEQVQYGW3QsQ7BUBSA4b9R5VKhEs/gBcTMZG08gUmMHTxA30BjMYkmFomFB5BYzGowmHQ2WS3iXrSRXic5ued85+ae5AL1ltNokQ1rAOMsUvWhqOkigJKmE8qawZDDH207J13tB7NERVNVFbmofCcg/HpPnUJmPgI7VJ2Mt6oiVwOT9YqlP/XeOvXgKNMRrugYm9vnrulhXLtO/2n43O1ok6p6BJRyyapwCy67QN7dyy3yzU+stjEW4hyPYO4mmp76P6lRIZ3/FqFqXsPAKV5uHNJMAAAAAElFTkSuQmCC" alt="E_\textrm{ovl, i}" title="E_\textrm{ovl, i}" /> reaches the overload capacity <img style="vertical-align:middle" src="data:image/png;base64,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" alt="E_\textrm{th,buf}" title="E_\textrm{th,buf}" /> the power of the electric machine is limited to the continuous power until <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAATBAMAAADhZgm9AAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAid3vmau7RHYyVGYizRAHtTi9AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxElEQVQYGWNgYBAyERQ1YUADbAkMDCVoYgz8DQwMHOiC8ycwMHChC/YzcKMLMTCkMRzFFDQTvIghyPOTYTpMkFMdyLoJxNwfGCYwLIAKuwNpoL0MrBcYGHiQBUHyzAIMDCwMq1cwLG6YVABUCTbifAEDgyBnAKcD44ZXDCDtQMx431Ew6B9jA8MHngsbYIIgE4BSQEGGm2iCnAHsAQx7JwBVHgCrhihdsfEBAxsD59UHGZxXISLIJEbQgCTZkVXA2AuADAAuLCiMS3epRAAAAABJRU5ErkJggg==" alt="E_\textrm{ovl,i}" title="E_\textrm{ovl,i}" /> goes below the overload capacity multiplied by the thermal overload recovery factor. Then the maximum torque is available again.</p>
 </div>
 </div>
 <div id="ress" class="section level2">
@@ -3825,7 +3905,7 @@ 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="I_\textrm{disch,max} = \frac{U(\textrm{SoC})}{4 * R_i(\textrm{SoC})}" title="I_\textrm{disch,max} = \frac{U(\textrm{SoC})}{4 * R_i(\textrm{SoC})}" /></p>
 <div id="time-dependent-internal-resistance" class="section level4">
 <h4>Time-dependent Internal Resistance</h4>
-<p>If the internal resistance shall is provided for different pulse durations, the actual internal resistance is interpolated between the provided resistance values with the current pulse duration. No extrapolation is applied. For pulses below Ri_2, Ri_2 is applied, for pulse durations longer then Ri_20 (or Ri_120 if provided) this value is used. The pulse duration is reset every time the current changes its sign.</p>
+<p>If the internal resistance is provided for different pulse durations, the actual internal resistance is interpolated between the provided resistance values with the current pulse duration. No extrapolation is applied. For pulses below Ri_2, Ri_2 is applied, for pulse durations longer then Ri_20 (or Ri_120 if provided) this value is used. The pulse duration is reset every time the current changes its sign.</p>
 </div>
 </div>
 <div id="modular-battery-system" class="section level3">
@@ -4713,7 +4793,7 @@ If the battery’s SoC is below the lower SoC threshold <img style="vertical-ali
 100 , 0.04</code></pre>
 <pre><code>SoC , Ri-2 , Ri-10 , Ri-20
 0   , 0.04 , 0.06  , 0.08
-0   , 0.04 , 0.06  , 0.08</code></pre>
+100 , 0.04 , 0.06  , 0.08</code></pre>
 </div>
 <div id="battery-max-current-map-.vimax" class="section level2">
 <h2>Battery Max Current Map (.vimax)</h2>
diff --git a/Documentation/User Manual/pics/PredictiveCruiseControl_xEV.png b/Documentation/User Manual/pics/PredictiveCruiseControl_xEV.png
index f4b899c7467e84afb01a761a969fa8a0972ef3f7..961e10313025843b54929fc7368c7a40ecd36ec9 100644
Binary files a/Documentation/User Manual/pics/PredictiveCruiseControl_xEV.png and b/Documentation/User Manual/pics/PredictiveCruiseControl_xEV.png differ