About Gimson Robotics
A high strength electric actuator with built-in encoder to enable synchronising and position control. Fast-travelling but low-noise compact actuator with a built-in encoder for position tracking & sychronisation. A compact bodied 12V actuator with low-noise transmission and built-in encoder to allow for position tracking. Please be aware that we're now in the peak delivery season leading up to the Christmas break and so order processing and delivery times are longer than usual. The GR-SENS current limiter is now reduced to clear, since the GR-MOT1 offers an improved alternative for many applications. Some older products are not yet published on our new platform, we'll be adding some of those back in as soon as possible.
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AC to 24V DC 12A Power Supply/Adapter for Motors & Actuators YHY - Gimson Robotics
<div style="float: right; display: table; border: 2px solid #e1e1e1; padding: 5px; margin-left: 17px; margin-bottom: 22px; margin-top: 3px; max-width: 260px; width: 100%;"> <div style="float: left;"><strong>Download Reference Sheet</strong><br><a href="../resources/YHY-24012000_Reference-Sheet_28-04-23.pdf" target="_blank" rel="noopener">YHY-24012000</a></div> <div style="float: right; margin-right: -5px;"><a href="../resources/YHY-24012000_Reference-Sheet_28-04-23.pdf" target="_blank" rel="noopener"><img style="width: 60px;" title="Download-PDF-Terms-Icon.jpg" src="data:image/jpeg;base64,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" alt="PDF Download Image"></a></div> </div> <p>This heavy duty power supply allows relatively high current loads, at 24V DC, to be run from a mains AC source. It manages this from a relatively compact body, and without a cooling fan, meaning that operation is silent.</p> <p>This power supply is ideal for powering between 2 and 4 of our <a href="../products/gla3000-n-24v-dc-low-noise-linear-actuator-with-encoder">GLA3000-N model</a> of actuator, or 2-4 of our <a href="..products/gr-wm4-enc-24v-dc-37rpm-worm-gear-motor-with-encoder">GR-WM4-ENC</a> motor (up to its rated load), as well as other similarly sized 24V DC loads. If you don't need quite so much power, please take a look at our <a href="../products/ac-to-24v-dc-4a-power-supply-adapter-for-motors-actuators-yhy">24V 4A model</a> instead.</p> <p>This power supply is <strong>suitable for indoor use only</strong>. Every power supply is tested under load before sending. If you have any questions about this item, or suitability for your application, please <a href="../../../pages/contact">contact us</a>.</p> <p> </p> <h6><strong>Specifications</strong></h6> <div class="container text-start" style="max-width: 700px; float: left; margin-top: 10px;"> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Input Voltage</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">100V~240V AC, ~4.0A 50/60 HZ</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Output Voltage</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">24V DC</div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Output Current</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">Up-to 8A continuous, or up to 12A at a maximum 50% duty (maximum 2 minutes continuous), or up to 16A for <1s bursts</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Operating Temperature</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">-10°C ~ +40°C (ensure that free air flow is allowed around the body)</div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Enclosure Outer Size</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">195 x 78 x 40mm (excluding leads)</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Case Material</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">Plastic, Double insulated</div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Weight</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">890g, add approximately 180g for the included mains lead</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Input Lead</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;"><em>Either</em><br>UK 3-pin 3A-fused C13 Lead (between 1.1m to 1.8m long depending on availability)<br><em>OR</em><br>EU 2-pin-and-Earth Schuko C13 Lead (between 1.1m or 1.8m long depending on availability)</div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Output Lead</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">1m long round PVC insulated cable, with two 16AWG internal cores (Red and Black). 15A rated screw terminal connector at the end of the lead</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Output Protection</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;">Automatic overload protection, for detected currents >17A, with automatic reset</div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Product Standards</strong></div> <div class="col-12 col-lg-8" style="vertical-align: top; padding: 4px;"><img style="padding: 3px; margin-bottom: 6px; max-width: 110px;" title="UKCA_RoHS_Symbols.jpg" 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"><br>Please note that CE and FCC documentation is also available for this power supply upon request, however we do not have a registered office address in either the US or the European Single Market.</div> </div> </div>
Verified
GLA1500-N 12V DC Compact High Force Low-Noise Actuator - Gimson Robotics
<h5><strong>Description</strong></h5> <hr style="margin-bottom: 6px; margin-top: 6px;"> <div style="float: right; display: table; border: 2px solid #e1e1e1; padding: 5px; margin-left: 17px; margin-bottom: 20px; max-width: 220px; width: 100%;"> <div style="float: left;"><strong>Download Datasheet</strong><br><a href="../resources/GLA1500-N_Linear-Actuator_Summary-Specifications-2023.pdf" target="_blank" rel="noopener">GLA1500-N Actuator</a></div> <div style="float: right; margin-right: -5px;"><a href="../resources/GLA1500-N_Linear-Actuator_Summary-Specifications-2023.pdf" target="_blank" rel="noopener"><img title="Download-PDF-Terms-Icon.jpg" src="data:image/jpeg;base64,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" alt="PDF Download Image" width="60"></a></div> </div> <div>The GLA1500-N fits neatly between our smaller <a href="../products/gla750-12v-dc-small-linear-actuator">GLA750</a> or <a href="../products/gla200-12v-dc-small-fast-travel-linear-actuator">GLA200</a> and larger <a href="../products/gla4000-s-12v-dc-low-noise-linear-actuator">GLA4000-S</a> models, perfect for applications where the load is higher but where space is of a premium.</div> <div style="height: 12px;"> </div> <div>With an especially low noise output (even lower than the smaller-sized GLA200 and GLA750 models) these actuators are ideal for automation around the home, including electrically operated windows, cellar hatches and adjustable furniture. Operation at 12V DC means that the actuator can be driven from most vehicle batteries or by readily available <a href="../t/all-categories/actuator-accessories">power adapters</a>. We stock <a href="../products/stainless-steel-a4-actuator-clevis-bracket-8mm-pin">stainless steel mounting brackets</a> designed specifically for use with the actuator.</div> <div style="height: 12px;"> </div> <div>The actuator body is rated to IP66, it may be used outdoors but ought to be shielded from direct long-term rain exposure to ensure longevity (washing/cleaning and the occasional splash are OK). The surface quality of the actuator is excellent, ideal if you want to maintain a quality look when they are exposed. <p>As with most of our stock actuators this model has built-in limit switches at the ends of travel, meaning the actuator should stop automatically at the fully retracted and the fully extended positions.</p> </div> <div style="height: 12px;"> </div> <h6><strong>Integrated Encoder, for position detection and synchronisation</strong></h6> <p>The actuator has a hall-sensor based quadrature encoder built-in to the motor. The encoder is powered by two of the six cores of the main cable (+Vcc <strong><span style="color: #b8312f;">Red</span></strong>, -GND <strong>Black</strong>) and can run from a DC supply of between 5-12V. It has a dual-channel output (channel A <strong><span style="color: #fac51c;">Yellow</span></strong> lead, Channel B <strong><span style="color: #7c706b;">White</span></strong> lead), with each channel generating <strong>26.1</strong> pulses per millimetre of travel (4 pulses per motor revolution). One of the channels is out of phase with the other, as such it is possible to tell both the speed (from pulse frequency) and direction (by reading the pulses of one channel and comparing it to the other) of the motor. The nature of the signals that are generated is illustrated below. Given a maximum no-load travel rate of 10mm/s for the 12V motor (when at 12V) the pulse frequency may be up to <strong>261Hz</strong> per encoder channel (or the frequency rate may be greater than this if your controller is counting all rising/falling edges as opposed to only HIGH/LOW signal state changes). When used with the appropriate controller the encoder signals can be used for positional control with much greater accuracy and consistency than potentiometer-based actuator feedback systems. </p> <p><a href="../resources/GLA1500-N_Hall-Sensor-Encoder-Signal.jpg"><img style="width: 100%; max-width: 600px;" title="GLA1500-N_Hall-Sensor-Encoder-Signal.jpg" 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alt="Quadrature Encoder Signal Output Actuator Extending Retracting"></a></p> <div style="height: 12px;"> </div> <h6><strong>Leads & Connector Options</strong></h6> <p>The actuator comes with a 2m long PVC-insulated lead as standard, this has six internal cores: <strong><span style="color: #2969b0;">Blue</span></strong> and <strong><span style="color: #654321;">Brown</span></strong> (to the motor, thicker wires), <strong><span style="color: #b8312f;">Red</span></strong> and <strong>Black</strong> (positive and negative power to the hall sensor encoder circuit, thinner wires), and <strong><span style="color: #a38f84;">White</span></strong> and <strong><span style="color: #fac51c;">Yellow</span></strong> (outputs from the encoder, channel 1 and channel 2, also thinner wires). If you are only running a single actuator (don't require synchronised control) and don't need position/speed feedback then you can connect directly to the brown and blue motor leads and ignore the others. The connections are illustrated in the below diagram which also shows the limit switch circuit inside each actuator, in series with the brown and blue motor leads.</p> <p>Options are provided above for us to add a 6-pin connector (4.2mm pitch, 3x2 format, latched) onto the actuator lead, bringing the total lead length to either 1m or 2.5m. If you have a custom lead length or connector requirement, please <a href="../../../p/contact">contact us</a>.</p> <div class="row"> <div style="float: left; margin-left: 10px; margin-right: 20px; margin-bottom: 28px;"><a href="../resources/GLA1500-N_Encoder-Wiring-Diagram.gif"><img style="width: 100%; max-width: 500px;" title="GLA1500-N_Encoder-Wiring-Diagram.gif" src="data:image/gif;base64,R0lGODlh7gJbAvcAAP///wAAAP/vAP8AAP/wAP7+/r+/v2xsbJKSklNTU//zOP/7wKOjo//o6P8HB//y8v8REXVMJOTd1YxqSHBGHHBFHAwMDM7OzsnJydHR0TU1NcHBwZycnEGKyomJiV5eXkJCQmlpaTk5OUVFRZcBAezs7P/1U//6pEpKSoGBgbm5uQICAjRlkDmHy5aWlmFhYZmZmfj4+O7u7i4AAFlZWUSMy3l5eaamprW1tampqbGxscTExHV1dT4+Pk1NTa2trWmj1fz8/PPz89bW1uLi4vT09MbGxgkJCWRkZJmQAPb29k8zF3Fxcfn5+SRLbY+PjwgICIyMjPP4/OXl5U6SzlZWVvHx8X5+fkyRzfH2+wUFBRgYGDIyMtXl8+bm5tvb2zuGyd3d3aCgoC4uLigoKOrq6ou43wYGBiAgIP5TUxISEjMkDejo6BYWFr29vTw8PB0dHRQUFB4eHg8PD1RUVISEhBAQEDAwMODg4NTU1CUlJVBQUN7e3o6OjgEBASQkJG9vb7HP6Xx8fNjY2CIiIv6iohkHBCsrKxsbG394CYeHh3RtAEiU1ikpKWZmZr6+vjN/w08AAFJSUg0AAHYBAf/8AKKiohk0S70CAm1tbercACAZBAwZJREiMpSUlNXJAEWOzecBAQsJAmNBHnlPJXxQJkxIAJV3WHZNJP/3ALWsDQYLEdPKx8jJ0PTsAP//9v/zAHdKHgUEAcS4AAUJDQcAADl5sQMCAPMAAP/92UCQ1gABAZFtSm9JIv/xAPntAEOJxmk8Ef//OGZgAP/+wPj7/f/4egEBAAMAAP39/QMHCubd1UaQ0j05OQEDBD+Dvbu7u/3vANva2EZDQaCqtHBVO+Ds9qegoF5dTz2Iyf/v7zExLP0AAPkAAP8LC2Ke0/z//wcPF/jqAP///v/uAKynokKGw//+4kmPzFVBLUOLy+vl4DiEyAEAAXhLHvv8/eXn55aXnKmQdxUVFRcXF//29v7o6G+p3fv38v/w8HNLJBEREeznmOrX1+Pb08TR3CH/C1hNUCBEYXRhWE1QPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDUgNzkuMTYzNDk5LCAyMDE4LzA4LzEzLTE2OjQwOjIyICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJ4bXAuZGlkOjRlZTNjZmJmLWExOWUtOGY0OC05YTFjLTU4NzI2NmZkNWNiOCIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDpBOUY0M0Q0REU5REYxMUU5OTNCREU5MEE3QUQxMTREOCIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDpBOUY0M0Q0Q0U5REYxMUU5OTNCREU5MEE3QUQxMTREOCIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOSAoV2luZG93cykiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDozMTkwOTViZi0zM2I2LTk5NGMtYjIzYi0yN2NmMTE1ZDE5NDkiIHN0UmVmOmRvY3VtZW50SUQ9ImFkb2JlOmRvY2lkOnBob3Rvc2hvcDpjNmZiZjQyZS04YjMzLWFmNDQtOThmNi05ZjFiMTVkNDQ5MzQiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4B//79/Pv6+fj39vX08/Lx8O/u7ezr6uno5+bl5OPi4eDf3t3c29rZ2NfW1dTT0tHQz87NzMvKycjHxsXEw8LBwL++vby7urm4t7a1tLOysbCvrq2sq6qpqKempaSjoqGgn56dnJuamZiXlpWUk5KRkI+OjYyLiomIh4aFhIOCgYB/fn18e3p5eHd2dXRzcnFwb25tbGtqaWhnZmVkY2JhYF9eXVxbWllYV1ZVVFNSUVBPTk1MS0pJSEdGRURDQkFAPz49PDs6OTg3NjU0MzIxMC8uLSwrKikoJyYlJCMiISAfHh0cGxoZGBcWFRQTEhEQDw4NDAsKCQgHBgUEAwIBAAAh+QQAAAAAACwAAAAA7gJbAgAI/wABCBxIsKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bNmzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jTql3Ltq3bt3Djyp1Lt67du3jz6t3Lt6/fv4ADCx5MuLDhw4gTK17MuLHjx5AjS55MubLly5gza97MubNgFwdCixYd4gLLDQfcfCTCIHSdCwUI8jnAQScHJiUUFqij46COFAVh1PZMvLjTHgGSK18+XGWUAHU6EgmxYnkAFEMGbriuc0SALwo5QP/JXnDIPEIFcxwxYry9+6IjjqjIQ78+fSssPQWIwvHLoQAg3ECfAR8EgMYgAu0QAB067QEFeAhNoUZ0BWWgRwAaGLTHGEG85+GHO4FggRc16cefRjGMEcABHRLkQQAjxACAggzm5CCEB4UQB34DCeGCBQGskGFBeQTQHIhIJvmSiHgsxMEVTZQBAw8phGGQFTrwYMMGsRFUBgM88KBCEwbxgQAPDADAwX4EfdEHD4og2OMVOjThAg8/tEjQmiDoOVATIhwBnoJVAHDBFTzkICNBMRiBqA04CNFjCjAAMEQdPHiSm0AxeNAHAHxEwUMUbBhUAphbdinQjQjhsYINBAX/gQKGN0DBxUEg6KGEkrz2ihKTur2xQh2IKGeBCwThQMhyI8gwEAf0LKcBbAN5ooZyKNjAJgAx8KCFcivwsOgUK1QhSXIikFlQFQGIgRARU3S4gx+SCCItEQMNcod1h+Qh0BRQHGLDt8kRwh4AVmyBSApAJrcFDgTl0MZyKOC76oMIpRDAwQIVgUIdMXixwq0GiRFAb76mrLJHIjqbUAE+VBcCBhekoAXGM0JxxhUX7ODdCwLlEIAaT1yAARMB0EMeNAHsw8EFKvTgB5sF8ODHCDpcAM0eAfAgkBdyHHGICkZwPJAMWxxBnkI7QAFFHDBc8AhyNAgkwx8BXEHzBgX2/wkA2Fpo4cEFRtAQABdkWjHGCn7wjEEIAcjhsg4Gxo2BtiJICgCrBjXBBRpFxKp5GCMf9MUZda+s+uoVobACCnTELjsdNpAJ84oEcZ3m5kYOZAUaAWTQxB/rEfRc3cn0cMYGPb7BJgYwqgpAzP6CHQDECIURACGbsq3FEcwL9MUKeoTuBj2wEkTGPrl5AUcAlgwUwxYrZKf4tgKpuAPCZNBj5UB9CIAnLoYjggyCO9krnUFSVD7WOfCBDJmVdZRzBxndbn8D0Zi7vAAFOGhOIDq4wiAwcLWCFKEN9BCCq0g2EBiwSWM/KEAQZliAHwRAEX9DhBbKkJAvBOAP3UuIgv8OwSg0wCE3QUjGQIIwhUeggR489MIW5uAyABQABCvwlxUOoYUmDcRwBphRAIA2wxkC7A0EPIgKupYQ0rGwICjwQwEhSEc6xscIRMijHolQhtgUYFZrAwAC2gWADARgDAi5wQ0NggIoEOECAchEQSDpAQBkIgBz2IcmNQmkAwCADVvQw6IOUoYj7MNibAvAHhh1CHqQSCA/sIEG9gGF5KAhivQ4hLoEUoUsIqwRbagiAA4QAOblwA+m3OQ+rkUGMnGuIIpEVgLfSBDDYbCO2HygiKagG0AS5AmEhB41nxUAaRLEB12EZPoGkgc/VPIFASDDIeY5zzFwoZKgPMQoDRL/BBAEABqt+gEfxFgo+TViCyRqAjxXIIdDOOIGY4Di33K5T0n40gqNoEcQIcc8k8GBnvTkAg1k9EyCMCAAuzuIGxFiuEdk86WsA9bLvDkQcLprCPH0U5SEgIMAOMIgY1BDCXC6SoJsp5JIu6ZBpNiIfRrkCmNECFSvIMYaceqgJHKhJPIwSg3EAZf6JIhFtZjRjRYTAJTzWkJKOpBotlGBBjEcBmBKV5XJFCF/DEAgbcotQljAXwA8gyI4SIhdDQQDK+BQDNDAPoLYiz8mA0R5PMAepjq1IGFwmwoMMgg4zCE7NGLUQUvliOARJAxHaAM3vUBRsV60rAThKAAGAYUx/+wSAELwQPw2h7OCrFGtKoUrHL9T1+LySkRBNEhe90pIALxoBBbDgBz8YBokBOADPLSUBgJQKQAcr1QAuMG3+FOCC8FgUUNQURgtu5BBHkEMPAIANC4EnKqKdgulQlp9CymCACBita0dyFh/qdHYnhUA8HTEK0tQoPSxVSA4RcFbxwkAJczzssbNsHG8o4EeePjDHlardwArkOe4i1sFUkMPhCVAgZQAOVtY8bcA0aImGI4ePeCCFriGQwA8YmJkWPEZAlDJv8VBlAyJwhEM5GEVBcAGLVJQUTmlhziQKAPR4kIPthsAOxzBNF5QAxn2yTUt6kGoBCltGP+GnDZ4uP9YezAsOucokCbc4Q+GNYj2EMnZFQBNw4B2TxXmoIUVGPrQhkZBbOhgBzkJxAV2uMESOdCDFWiBDtgTiBCeIIIVQKEKOpCene6wgkPk4AJ2eMJAhsADNKzgCDRQQZfKoAcNYNggF7ABFwwNByaYDQN2+ACjNKCH7BrhA4VGAxMegYA51IYNtb7tB9SQHSEQO4hMsMM1hRCFTq8ABDDY5QfaMNCDaMxsBMGDig+ypkwH+t2dKYIV5k3veocOAPJW4p+scFsAJGPeCAmCFT7YOX772wpOjcHAC1IAIRCcIQK3Qp6XKPGCOFx6816UwHfV8Ifn24oXZ5QV/ASAiEsP31b/0LdB8OAH4Bbk3/cuSA9AB++a7yUGOMjEGw6hgQ8wILkZRoIahMkQSHbX5kiviwq4bJ0/HF3DRLDAiRyyB10m/epyQUAtk3MLUdxiOSHod3GfMAc6IwQHZ1gz1tfOFgZMbRebSMQsNDGLJKxBOS43bjJsgDKGuAABbA+8WvgQh+SYQhOVqAQsUlEJVyxiF8nZrOAnT/m0AMLwv6gEATZPAF8wfhjJ6YHKK0/60nPFCniTxSxSwfnWp0ITm9jFGUxj+trbviqt0IIs1vALWLS+9ZUAfQDicXu5GEMByE++8pfP/OY7//nQj770p0/96lv/+tjPvva3z/3ue//74A+///aFoQpntGMYiv895yuRBMgnQhjij7/850//+tP/HHAZxzhMQA4B+P//ABiAAjiABFiABniACJiACriADNiADviAEBiBEjiBFFiBFniBD1gJqpAc6OcL6rd57BcAzrAIlYCBJniCKJiCKpiCuSAXJiAAHxiDMjiDNFiDNniDOJiDOriDPNiDPviDQBiEQjiERFiENVgJs4AMAWAK4uB7H1gJi5AcSaB5RliFVniFWJiFQtiCcfGCnLeCYBiGYjiGZFiGZniGaFiAsAB7ASAKn0CFvwcLrnB3AbB6aXiHeJiHKsiFcOGFAmAMCxCIgjiIhFiIhniIiJiIiriIjNiIjv/4iJAYiZI4iZRYiZZ4iZiYiZoIicSADYZXCakAg5wHC5WQCJC3DZuYiqq4iqzYiq74Ci4IgwJwAsWnOgWQAUdwDAGwCJmXCrBAiqmQBKKQHAxwcrW4Fn5Ii8e4MnWgHKaQBJogDpqgCsIXAFUwesuIjLKojNnoKwWANMkBd5uwCRRDdN2YFsl4jioDA8USjpCHSTwQc+qoFuk4j75CBFGAAnBgAfTwBoKQAfbYFvUYkL3ybyVgcATJFgOZkAzZkDGxkA4ZkRJ5EhA5kRZ5kR1RkRi5kRw5ERrZkSAZkgnxkSJZkiVJkiaZkhyJkirZkhPJki4ZkwwJkzJZk/NIkzb/mZPLiJM62ZO2x5M+GZSVB5RCWZRsR5RGmZRIh5RKaRkZ4AZQGZVSCV4qMQVugEodgQdQeQH9ZgVuQGI3kQEGMHEHoQRuII8XAJXJhQGONhdM2ZSTcUUTxBwsEUAUshHJkAMiohxjEAW7tB0SlhPeYXYE8QFjICkFoAPOkxxyIAh5VgdwQJWxSACzCJcfMgJnYAMesJmcuZmBhBImwhEKFQBQ8AGbyQPvsweaE1o20lsH4QZagEGUowWZ4AEpcCEfoC5NcAip45bbaJke0jIlgj8ZYV1cAJYlwDVqxZo48WB/MgZFVQSHsA8u9TUqInloFQBK1Ye/CZzucVcIMQRz/zVbO0AtBsEGO4AB8ZVuO7ADQAdhO9AkLkCcACADRrADWPk3O9AETWAEGPBwPmYg+flJ8xAAA0UoANAEGICfB1EEC2oE2VVnGOAvydAzgRQEF0B7GbADAHkQeLADRvBwzikQJxU+bqBK0BRJS6QHI0AXb+mdjwGeytUDUKAC7JIcIDCeAkEELxAt8dRjApEHVdAwaGADH1QAFyBBZxAFgzR1SmADwBMAFoAEERpAOuBPvVMQ1lVkDIcDDIAf8xJr/5E0PLBLMcAEZKAccBACmjMFRyACS5ccWoBdAmEFcPAHboClAZAA/yM+VbBkAaAHUaAnIxoEGoAGLTIFp1YQTP+DBC4SADrKnZTJjTBKHMjVTVAwB2RgA1fgT0D0L/8hAldgA3YQAKoGAHlQLChwBYKgIs0iPgWaAFdwAG3wPicSA1yjAYJwBbm6KZ6gBYTABVcQAh06EEWwOJGKEDtwBp7lA4gyBwFQX0FgOBpwBYgCPJ70N3CwD1oAAqN6IamzRRZwBNV6BfsCAuryBcCzB6zKBZHUJSMKSUywEEhzYgIBSZI1mZVZqcUxAlDgCTkQsAKbA27QIbfTAy5TBP2FMjwQAGEnEBhgAXNAIt5xqrhlOBSypYcVLScySICwS/OZPvP5X60SAHAQoUI0ZFzaU2G1HTEyEF7QBluAH9ZzAF3/MgRzcARNcj80oC5TIAcBYBqysgKSximGI3kj+hw5oBA4iwZBJASEoAFip5Ddya+eIUFzCQcc5wPXQxAN6y5W0AZxwE0DYQNjsAPaQ01EAAWEEAOlhAaj14z80QRkoAYGoQEW4Czz2ZsG4UN6YI4GoSBooCpKQA9o4Cxe4J4EcaxflUNn8EoCsWsAuUV+AJazEkYZUC4FUQIr4ANpdBAf4AfFulSHsALYORAg4Ej6SqlWuxn+GgViELuyKwY4YLCzApaD5C5FcgjGCAA2tE4D0QMjYkjCZlRE9kltoAYv8AHM+wEvgAaiCwDzuV8GMQV+gFAMMS8tKj+tBLkl4AYp//ABI/A+coBLenBbdPBaaDYQxMQ8lDMGzcu8NHAGHMJbZpcMKDAHZNu3KvJ0A8EuySqQVdu6m3GpM6VX3xROfkBhasJdGrICYaBO5eEHOPQFhTeXZzBX8zl1C8QFfhDAHeMFsYGgBoW9ACAG+6AcaFAFcIAIYFVRr7UFZtVRc5kcY0BSrjkQyQACh3sQQ3AhR1JNAaB2b/GiBIwYMspwNCUQfAVJvHsQQiMIBvEGc1AGkOSoA4Gkx0sEc8AFePAFYAzGU+AFZLLBClFad1kQYtAG0cGc3IJVAACbcoAAO/AF+NEDjctaYSVgr1VgAyFbQgMIYRDGX8AHXtBH9nsQO/+MCECXA2pgAUvLUtq5ukfMGUlMEMuVwO4iA3PQBpKJAyDAATg1JDBrAWgQAyUwB4hKEC7EHzFACEewnn8zBGVMnwWxHYgwoDHQX5vlxjEwWsMUAKphrHEwDySixzBMVn4sELIFPdvbJl40og7iRQPRjPSwnQVRZpRcyZohnAfMXCdWWsAlBMjxAwCAHEfXBNY1rwBQWharrtuiMQ8rEBlgAXIgKWb8MgWiAW3JYNaoRL4MzJDTd02ANFsAYHssEAOGUcsMALLVBJW2W48WVYmcIwcmEIoQAD3wnkukAYgAuNo4qdysGZiZAp5w0ih90r2RyTXVXGFwIXvgCQigAX7/0LMAAGwBQAMu8ATOowGvRATg6gmKAAeuVmQlsF0a8ASeYAPQGsn5nBBWwLVH4AgnfQXFogEWE9DYa0N2cAWe4AFcpgbggcyupcwznCClWgUnXSBw8D8jelJHh7MrwgEp7Ql9BwBTYAGeu80jfRnIUcOHJBDIMbov0hxhsAdDFgDzAAijhAEjMDUB0AaOgLKDwLXJ8QKUs19e8AIFasPmLBB2yRAx0AdOlhxkkAIxB5iMgghH8EpR8D7JoQc2YF3uAjBwsE/eMbmIAAVBVCDDDABGAAKQDQU+sDaDGSGfNhBQVcN8ZkU95b9uYcR9LRYZ0Acf4AM0cAX7iREYgAPe//3d4D2e3U1wfIAD+ysQg+Dd571qOKACkDtJOGAaRYADczQFKoADGDB6eIADfboQQZAB3r0DTiUD8U0QybABbjBKbODdGEAmU4AD2RED0LABo3cBkVJyGwANt5UHOJBcHE7f8C2PBfECFrApHw7e3x2pH3AEklnEAzzdcSGkBLMcIHC6GUZC5tQQHJR3Li7SMC4XOrAFgC0470YDzfQQgmAB693j+/rjb6ECDTMHPmcAOgAI7WiqgYYHx+IQWm6xfO3kbFEGUaoBowsARHCjGRxoYqABHF0QgrAH2CipTQ7ma6Ex8fTef3IuKBpoTRDnB3FrTM66dH4WMfAffnDXBf/BB9dyBG056BT54g0hBDwwGpRe6ZZ+6Zie6Zq+6Zze6Z7+6aAe6qI+6qRe6qZ+6qie6qouGr0UABWkEAUCIKs+67Re67Z+67YOCG2OjpDOEENgAwUQ7MI+7MRe7MZ+7Mie7Mq+7Mze7M7+7NAe7dI+7dRe7dZ+7die7dfeU9e1EPMZAIKg7eI+7uRe7uZ+7sReB+gmwD4OEUNAVY5eFZQTAFicEGvyZLUXBSAc0nPuEO8e71WBWAiUEMsNeKb3BOtOte3+EP/uYjtgABAf8RI/8RRf8RZ/8Rif8Rq/8Rzf8R7/8SAf8iI/8iRf8iZ/8igf8gywZPtAzQaRDO4arSn/P/M0X/M2f/M4P/EHQHtyLui+Du/OBQgIMPREX/RGf/RIn/RKv/RM3/RO//RQH/VSP/VUX/VWf/VYn/Vav/VU7wn95bD2PjVoINNcX/Zmf/Zon/ZqX/Q5QHLs3u8N0fDeBZYAzxQbUB0rYPAFgQMXrPd1XxJIKfdRkPB/jxSQc9kYICNB8Otb1wOAXvgZ2esLIfiED/lFoQQ3GgBaMAYgoAHQmhxcMKCW/xGBD/SDP/pMEQM2kNgTVAWij/qRv/D+bvqVD/tDYQRIcAhD5gdoQAeIbvukL/lMS/vAzxQyMAgZMAQtXvzBL/txT/zMH/09LxGUL/3W//Y+P/nQf/3c/38WpT8Qp9/94k8W319itT/+6H8V5e9d55/+7i8V6x/+7z//6i/8CVH99J//VBH/7Q8QAAQOJFjQ4EGECRUuZNjQ4UOIESVOpFjR4kWMGTVu5NjR40eQIUWOJFmyoAkBBASckDjkysAoRkzOpFnT5k2cOXXu5NnT50+gOVGqZBnRJUyZQZUuZdrU6VOCF3BMpVqVyM1kKh412cgHx4WDRXAknSlEYAwVZKGuDTp0ZcuXAmOypVvX7l28ClEE4NvXb5SbMQLYkbGxzuAhBr8EuDPTy4cbAokEQJPXMk23RSEelav28mfQoUWHlLRCEALUqVHnCTxHTmGNUfiC4Epw8f+bmR4CiBFYBMaP0cE1ZoaLVPhx5MmVC9yjZQrQGK5hZ5TN90nB2zM9Bcix3HtE4kbjApj73fx59EqbJ1aYx0ABAEMe7Qhy0MsjAyUMFtnxCKz9+biSrqAMHjGiNoGa2CEx+b5IxiDZPphjDtYGyo6gIC54BAP4DJJhg/wACMMNswaKwYhHHuFjoCAwCCEAGwyQIYgNwPrCDS8KkuER9gQqw4BH8IhoCjceuSoq/IoYqIkN/HswPY/C22y88qC08kosQ1pvob10qKIvDdwgaIoX5uFLDhvqA6AJD8jo6w0VOlwzhS34GmODeV4bCAcR+hqDgYFKsKAKBOxUsiDZbhD/I4A3ELxQoBu4AFMHgpLp4w++EMmBhwAwECiZKw7py4I9hCxCDb9UkGGFxhZlAtEAEBBICEDqDOCID3J0aAe+cBsIDygC+ONQBjTgyw8ReMsSIykf4ow8z5aVdlpqFWruyIRo0MICMlLwwIcA5jnSizEY9aAOOAJ4KRkkAiDEBg+QWEELQAV6sVsPRojjDEJg+2EFCw7wQBA0AnBBoBL+gCMOJurw5CDZOCgAhAA8sJDRgWAIYAsmPOBhHj+6E0i3NgT5Fgo9jviP00PqOLfPEWIIggNwaYiCiDL2wc2KLRCxYqACuLDguSJGCKAHRTz4kosyHErGaAsqBMAFvgAD/6BQvoLly+JqJWrWoWer7HpsspctTREx0lZbDB1qoyEAEfQDIIi9lL0iACTUHEINLYhQIQANdAXADQsQyfGCM+7QtYAD3C2MjS22kNoLoa8qwU1FFJINBgC+gOIITzvHGIBBLDhESIG+kAORwsJQA44e77bAxhUOkXtuY9mjGjgAptBZoMZxGCiDFWgYGUY1AdDYhocWDaAOgQoYwY99vgAgAzvcdaOMRwgJIOqyHfq6obCjDf989JH70i+/1PgZgLdFFkiRAB5WQg4LwiAoCg0eaVd4gjDBDxwAAKciE6gj6IkDASAgQaBRMQDIQA8B6BHEAsC5qzEqBqLz1WEAOP+QRQGqUFY7Cxq0ABYrYIANBBECuP4jm3r5zle8+sBA7ia8GBBiCwbhwhyms5ASpOsQZrlAsFAgkLutABoDccMKApC59CVkfAwpXxSteMXQlKYPOeBiF3OgAjV9KXQCWdTBwgAFNCCIRRpQwwoJggMYAaAKZxhEQUawhZ/drQdV4CMfjYaECP4hDj+E0AUFEgSKvSQMo2vXCPrIxx6oCwAv8ky7/gMAK7ihDlUAQbqOkAG5BCCGv1sTF/aRIyXoAQ1mmYIa1PBIPiJiBVIjSBmmcMspeOFBTOALpQ4TAErBLwArcKQfnfgCLBpkigupYjKd+UyoXGshX7okABZ4sCH/aEEPBxGCHg5xqIE8IgAHAIAP7PAcgryAHj8DBPv6sgJAygANq9ScIQUyhC3Mzguje5s7hykIAEgiANUsgA0GKhAdIKIvW/jAGLQASvKIUiAyHIhueOOGOMZHDX7w5+wMEgQRaEGk2izMDo4QgA80QVKNKNFe3LmCFUgCmgJZpkKaOVOc5nQnW1KIGAlyzc6dIY0GKQAb3TgQHUiSDnQsyB7wCACD3oAIU52qF0pglhKgQQ7vQ8jmCKKxNwzBD776gB9UQNWqlkBJL9pAQV4EljzsYx59MAIRfvaCAEAUhhMlZVBHAIDG7UAgeLBA4NBKhBLIQI2HFFVf2lCYAvRJ/wMGsACMOvS2I5x1qmWwZdNmWtOE3FSnoyVtSXiakCr4YYzWNBgAYgCH/DlQBAjA6wcFwkvepGA3BInBPOBQGI2loCDJyMNzsrrVemLwkHsIAB1W0AOB6LaBJspD02Qjq4EkgwwnBMAT7DkQLqg2lKP0lUB8sI8M/OEOtVECGizA1cFeYLEAKEAGdnDfHVxATRrDVQDOELsA+OFgArECfKEJWoSItrQLZvBGmoNO1Hbqp62FKt6eVLQA/OBvXIAw4eYhpAxA4XQD4dQfCjOFNqhBsIfEKwGPa2BYKVcgfLAVdAGQhyPAAaIAaGEAhBeGfaDBesdTGQD68EQWKUILZ/8IXaL4Wl4A3CAAXyIhAHTrCCUMxAj8AmdDvKDQk6JATkUMAD10UAYMjIEQIDAAThF8EAU3WM5zjkhpeOABPOcZzwdM7WqBCgAvGAsEeDZWFbjSrnfFa17T1Q0cTOYD16ABNguEJ54jiYINvji5BnGejQFAv4B5QBHhpcGTZLMFk63PoxmYQwBCcK438EULjyAj3DwwhBL0NYJyuNWQEdYnLiQNEFDQgm0d4ohjHXAguuXLEZwYAC4I7plvNkic6XxtbB/Epf6kjHklPBCqXUcgXnhBqwPQBkBscE2KcFOvjO0JTFFGBSg4wnRyoAGOBgARTChRCeKwDxgT5DDYrRT/c7nwU0nxhRBXUGMfvHcrQEiCuwDIQWMDoAdA6JYHkulTAFJQBFYVpJ17MEgZHGEruBl7V3yhx+2iBwNj8eUPSHD5tFPyFvEYJ9s75/lA8uAGoAdd6P/5OXy94AZsSQbo0u7NBtyw44Jk0gA/s2/yBHIBN4RoSfe1ukGI4AYIE0QGbqjm3DDghg0E/ENuWJG2elQEp2Mgy0J4+pKcjocgGKDsbEA6QrhXd4rkHfAGacLZtZ5TahfE2j1nfNm8kAMbhIAHMPB1g90QgjaziBCEaXxdEk+QxXde9FnyAhPM5Jcj0ADqpV3UGCpUAl4CcvRr+fxAQj973JvHCO32px2U/7VgJexFC/NE1Qhqnnul1P6eVDIf8p2fHAycntvDrNeCY3CDPSACESgQQ5afzxTlx4f53yd/cqxQrun3ZQ4VLH/7QxL+27tf/mzxbvr9UsP5558j8B+//v1Pl4SzP76YA8/6PwP0mpvTDGfpP4jIgAR4QAiMQAmcQAqsQAu8QAzMQA3cQA7sQA/8QBAMQREcQRIsQRM0QUlAgTMQQL8QgRN8QRiMQRmcQRrUQKa7Iv7TOYiAIxbsQR/8QSAMQiEcQiIsQiM8QiRMQiVcQiZsQid8QiiMQimEwjqyOaIojs6QiL+ZQi7sQi/8QjAMQzEcQzIsQzM8Qy+sPCzKwSyMiP8tREM4jEM5nEM6rEM7vEM8REP2w8EExEJo0cK+IAMGGERCLERDPERETERFXERGbERHfERIjERJnERKrERLvERMzERNvEQEyJ4e9AMb2ERRHEVSLEVTPEVHLBFnYsM/dMO+AIEDjMWQMJoehIP5kkVcVKY+zLk2hIg39LRcDEaLSKoeFC5hPEaCYEWxcYhfREZnjIgC6Cf7G4OAe8ZYVMbmU4hmtEZuBCKKST80WL1uvMZdnBIdfIhtHEd1LIgS+IDpewNxXMf/w0ZA5AtglEd51AEUQLk5EAEYUDd8JMcr5MVW9MW+uMeAXEc82ACt2MOEnMdyXMBzZMaDfEiLvEj/XKRHV7RHjOxIj5w/jTRIjvxIkizJ3AtJdKxIk1xJluQ5lKTIkWxJmZzJBXvJhkhHmsxJnVzFiAQbBkzJmNxJoRzK8LFJhsBJokxKpcwSo1wIpFxKqIxK72hKbVRJqbxKrBQOqkyIp8xKr/xKz+tJ8vlJmDwasDxLtKQ9saQisrxJq0xLuIzLnthKhOhKubxLvCQJujwIu8xLv/zL4VhLZmrLo3xLwDxMxKyIvTSIvkxMx3zMg1jMgmhMyKzMx5RMgqBMy8Q9BPABH0AB0AxN0Awmm3gBGiAkppABGngVgVCCHVC3MqAD5rlIzBwIzdzM0ZNGf+Iam7AD51gLL5iD/4OLIBAYgQ7BgzNASHysTYG4TdzsPHdUAc6azunsMpqAAzW4waVIhhKQGz4IgL86pDJAzeUUTJsiTKc0zOd0PncsO57ATu18CiuAAh+giUEQAS6QsdljTgBwzvXsOXdcrYOAgSpggylQhCqgATd4kk/ZAECoAhsQULRAgirIhGgpAgZIUOFBg+yMChuogg8AIxNhgigogk1SBOucmg+QASIQhCq4AvZrgkcIgSoIgR1gUIHAABelATFAHUxCAub5ARRYgS2oAs5pR+jJgSoQE4LYgSqQnzIQAz5CgKRLiAvgi9lMHRqoAt6cHz7yNRepAkdQAYA8MPMMLfSsyqD8T//kC9CFoAE/yIQ28AtHUBMvYC6/MEbSiaT7u51BwLe+4IGF0ZUY4CW/GAF0EgI4EAE8JQNVHAg4ZYB04QsLGDAAwINv7IsEcKMCMNS+sAPe8QIRszK/QKbv1ID+nLKCwCsVaE6UCwA14B2FuICTGg8eKxgt8NEpqKw/+JkiOIBn6xWH5MOBNMdeBEqzZNPnc0daOogXCYBM+AIiyAEzWaIgYC4fqCsdqBMxEQJjCYELIIIN2AsagI8giKQQGAIiuIE5NRyBEIQA8AEDIIJBuBsU4Ioi4AItIIO6ikdHWIHUywAisIR9WAFaUwKKeQEMIAIj+BIUqI8NAJwdmCoGOIL/fWgaNpgHVBWCLesBIigMwoLFJjiEIxAcK9gHPdigC9iHNuAAPCCCH8AfATWIQTgp6CEI3YiVgVggJCsgvjgETrKT4yNWnDPWgkRW5VRW0cOrQ9AAp31aDdgD2HgRZBoIg7IYXuECBMkBjNEY/EuQPhETOKoCgjCAFWiDHMmme4RXHSiAfA0AZXPWeH2jADgiKSO57DKattWNPiCIQdgBJclYVAU0KDiiwbIAWIwo5eLazCkA5lKLQaBPOOuBN3iDO3AiOKjcNwAMIkCVHqiPAtgLC1iRC3AiEDiUFOCoKksm/vRPpb22dvmcI5hd2rUdgUA2WY0yJLubKhMCMeiO/7dZsYFggAAAKE4hTYE4hFNiLQ8ogeksAXFCpnz1gypECGRbouyCgzmwguApiKTKBAD4gQCAAxswgpoT3MGCgvC8VMQViNIZgSehAyhIDEEhA+edThnQ1xvklekjW2FaAcHKAyfC2yOrHxkogxLIAFSpTzMtVok81rJM2tdlPHfcACW4YAxWghjokHbJPIRCsnaqPgx5g3lgOgwIAGR6AS1gvxCwgByhH247ohgYg4tViBewgCqVhPndAwvw0XtagQRwrXYZwA8Qg9pA30tV319pX4EYgflNYuMknX2YPnEkAhvgAR74AC2AGyzmAd4hxhAAgMPwAxyAD091pzEo0/81PNMES1OuVM8JbryymtmCaBdaGwjxzZwXids1QoSaO2Fk0mI1BAQXBoC7EQHRBE0fgB4lGIM2suE5YLoqmF8UmIOwuzEgHogNyAQNqCy40Q8kBpb1DdmBkDLooRplyQALgINEBs0q8GGD4IOT6tLeKJcxkIFIGhaByAS+0ADR9MxMSFEral04jmMA/baEsGOCyGOftdQZy4MYKI2ySyrm4SXsHQhIyxHvEuGCKAJHPqqDkJfVIwMLkAEk8APhFQiMIieCKIAhYIA+uY4y0Nj0HWUmBoASoAcNaIIRGJqJOoLhjAhalSSD0C0LEIPKAqj54Qv5GS1iXlNjpmBkRgj/ZcZjJBNfw50VNYCCMpCNLBWIL+kO8Q3jgdjVOMgRXllfgciDEIgMb37khHiRm81RYpqacVpVQ7KEEAi7B2KeeR5c5MxoUh4IR4CCG8CVNdICARUEQBDm6LnSjMKOFewTKJCaLQSBDSoAFXABDBjaYWZjOHPjuizmiM629lyIihYIZhaCcqmDnykDqr3ULVgBDlCSErgbLigMIZAUBMiyMOgTd6WbcTqSCygXSnlpcDaIF9ECZbmA8IoTL/AeBPgZGdANPWgaqkGBIykDcOmOn5YMC9Daw01cgTCAABAV2+LaO0EYg9oDHPU6JjgAlRMIOuiLKO6Nb0QBT6iD03Nm/9YF62oTa74k67K+NnfcAkJIbuVO7ocFALxiUoHgWmPMgEY4N0KYYhCQGxwwE+RGlTG4pPTaGDSAAg3oAX8WEWOxgOTmCygqAjIoWYVwBC0wGjkgBCfiTQOokzYghDgIAH5NEHBR7+tG4foIzsbgMVFBBJLDAy2AshiQFDTosoLiCzQgBM+Nz4cgRokCvQDsi7z5LOBWPOFmTOIu7jmzAYXRPhVX8RGoD0H4A7VQgT+wVC94gjFABBFwgUf9AkU4BEToAReouSlIAa3igRKwgTEoQCvgABDQvhBoq9ZEAS7waoE45wzQgTtABBrwYMmIghufrQJ0LTFAAe3bAx1Qk/8S0ACZEogdQAE4gK4pGIOvFQgX+IO+NYgZhQNEGAEOeFSKiIEe+IO48RAYAIE/+IMQQF4rLNoHPtoINnG/tKTEfOhkhfTzyYAf+N3XtCJJR0xKl2BLz5Im4IBO7oszIIM6oHJq6fTD/PRQHxs82DZ3agQoD5+3oWO8dPVXpxYiQL8AmIFIoARKmIG+iIN07poCwIEUwHC51PVdXxbBDoBJIIFQGIAB6AZcIAFiF5Ywf/bRcHZvvxIpk3ZM4AZrP/duCIVt37hwDw5wf4h8aAB5n3d6r3d7v3d8z3d933d+73d//3eAD3iBH3iCL3iDP3iET3h5t4dm4AsS6IZzj3j/bsAEZAiXflB4jM94jd94ju/4fteGBmZ0n5xIt4TohkgDB0h5lV95lm95l395mI95mZ95mq95m795nM95nd95nu95n/95oE/5UJiEdjCEao/4iO+GSAiAXcCEoH96qI96qZ96qqf5NAh5BRx5CC75SoeINEB6sA97sR97si97sz97tE97tV97tm97t397uI97uZ97s8eEXQiASCh7EuALSqB7v/97wA98wR/8s0+Delj0rB9Lki9Mk2eIryd8yI98yZ98yq98yyf8bsAEvid7bth7ZOj7yw990R990r96xPfDZeR6UE+Ixx8Ab4AA2I992Z992q9927993M993d99/97vfd//feAPfuEffuIvfuMvfkxwBrw397Hf+wCghOOPfumffuqvfusX/jQIAjkh2sRny8VPz8ZfiNYvhAcof/M/f/RPf/Vff/Zvf/d/f/iPf/mff/qvf/u/f/zPf/3ff/0HiAsWAszANeAgQoTdIgWQde0BxIgSJ1KsaPEixowaN3Ls6PEjyJAiKdYDYPIkypQqV7Js6fIlzJgyW5oQQEDAiZknh1w5GcWITpMqAhDtEdRkGoSFjjJt6vQp1KhSp1KtavXqS3Aa2gUgkfArpkkB1MDDavYs2rRq17Jtq7PmzZxBefoEGnRoUaZJDy516/cv4MCCBz/lEADZJExfD/+GmkE0BOHIkidTrpwWLs6jdE3+PIo3gNGjewf0tWz6NOrUhGP0OGzIK0JumBy320JENe7cunebxSxX52YAne8SBa1XKe/kypczH4LmMLIZlEhQioSM6BEczLdz747bt+aenO3q/Bw66OjS3tezb392iAY/xecHgKPDPf78+quCnyteOHkzmXccX/sZeCCCKQnhwR9azLcFE7clOCGFCPYH3H/DlVfceTqlVyGIIW5XhBueKPKEDiWIuCKLzF04U3AaCsghgaS1eCOOOeq4I48svShTjAHKNKBoyPV4JJJJKrkkbz/GFKRnNBZZIJNVWnkllllS5SRMUBKX15Q2ajn/Jpllmmklly95uSGY6Bl5JpxxyjnngSakAgssv830RQonPYHBUW5I6SaVdBp6KKKJVhZECSXAY4ImkfLTKKWVWlqpETxQmoIKl3pq6Q/FifApqSWwkQYuoYRSSKUFKPoqrLHKGlUYFth6hiyiiGIrr7366usRWvB6BhS/GusrFMWtcCyztspSyySTaFGsBXAUMSu22Wqr7Rf0efstuOGKOy655RI1hxDbqrsuu3F2G8ARZMg7L7312nsvvvnquy+/DqqRbrsBCzwwku922N5z/xK8MMMNV2iwfgkD7DDFFVu8HcT5SXwxxx17bFrG+G38Mcklm7xWyO6NfDLLLbvc/1TKCI818cs123zzSTGztzLOPftcss7r8fwz0UU7HLR3Qxu9NNPrIt2d0k1LPfWrT3MXNdVZaw2n1dthvTXYYVvZNVpCXNBHFFFwMEQTUn0tNtxx70g2S2Hc8ccfPciwEgp4/6GDqyfJcAUaAxVnRyNPKAHV23I7/jiIdK80RLIBbFHGSnoUJwZKYWggLgp7O9U45KWbnp/kKg0yB1FoqKjSGMVZclIMKMxnwRxznDHfC0+RfjrwwTOXekqrt/56SrETNbtJOBRHCAxEWCHDBbYTpQWgTf0uPPfdp0Y8SsYH4PpKygfAPAA2FMdASk0cUlwdo8/sPf316wb+SeKTD/+77Cd9sL5KOOA3G8hPYfY7IAIpgz+T6A95KDEf+tTXOgZcyyrbSyAGM2iVBQJAfxVMXv9MogP66IEHN5gCVS6owRWykCkcFN8ZxsCFGdKQC0cIIQCaMAL50AcRPYheVFTYwiESsSUvZJ250AeAKYggXIioQxB8N78iUrGKe2pTUMRXLiUCQAY2mEe4PtA27U3RimY8Y0qOSBQL7IEGbnwjDZB4vpV4gQM+eI63olBAmqGxj1VU4/iiqJI74JCObrABGeajhw8GRYh+fKT3ALk/EC4vJUVgpEmKYIMVnCsPZDQgJEPJQkk68CQQNMkFmPACLiBhJUEw3yM+yUdR0vL/gKQsXwhzUBw9LC4lQeACUVawA1nWspgIvCX/KgmAMmwBfirJQeXmgUKmONKY1gQbMik5R5McYD6ZuIAMZDAID+yjODTY4zXTKbxsPhCHU4DDfM5gq8oRRQ2eJKY681k6DlKOKJfL3OZQsgNCiMsO2kGnPhMqNw7ygQt60AMISmkSHzxUD/dBSRlsgAY5BqBajhgC48qo0JFujYNSKUIGEPCEJyAAnG4TKUljKjWTpqaaMr2pyWiKGpvitKcd0+lpeOrToVIMqKYRKlGTSjCjWgapSn0qu5haGadCtarZkiplqGrVrcIKq5PRKlfDeqh3gSBw7iEoKMWq1oG9aw49/3grXOMq17nSta52vSte85qstK61r04zF2ADK9jBFmcfs/QrYmf1LsJ6awVQOMIZVsBDwPphWpBlLLjQldjNZqsJX/gsaEMr2tF+Fg9E8IIXMHCDOtDgDoYDbBxE4AgU5YENUyBCGEir290mg7O+7VgMhoAAOtyBo5ilhwiQcAMJ/ba5PxOCDhzxPsyS6ww9EAQGxujc7bLMAEwgxGTB5YctjKEHPqDBCxzhCCR8oAooEMEhyjmuM2jAA4PgLn47xgYYaMBB4ILDG5CAgEcMYQpW0K5KYiADImQAB3WoAhfUEC41SAIHCM4vhgNGBEHg0VvzGEEUHjHNpxRgEDqwAf8XjFscDXDgsBl+caw23EwPf4ABI75KHhAwAnrOZwwciAGMgwyrIngAEY0dAQzYwJYgDCIFhKSPHzRwUSFTeU4/MF9xtnCACwRGCDjYA4+JsocMVLnMZfpCFby1hRTgQTIY+ECY51CHXpq5zkwSg5HnowYbMHcyRkgzfUQgJDsTOkds+N98VvABkKIGB02czxGi0NtCU7pFG0jkfLiggtzEAAFgnA8dlFzpUVcIBq8NABSuYAXeoJk+ZNgAqWNtoCDwgD5jMABzXCDhw+VA1r5ujxAAXZwXiG45BbjA55Slx18zmzklGMF8oPCE9VjhBfSxgVmbrW3VEOEN80EENNz/U4fwAiLb2z43ZbyQbKKQgcv4scSpy43ueUtGBt5ecZv1gwOO8oDe/g5M7eYDAswZyABtmE+f/q3wtQTB2qIi+IE28GmicGDhFj/LFTJ94wNBQ44WCPfFQz6VHHCSKH/gQ4UKoAP/jg/lIn95UzIgxzZkD0QImE8PMAnznbtECI8OgBZ+wCJAzKffPD+6S2pdnP+IqAggUNZBkS71k+Cg5AHYw6RZhAc5PE/UU0d6CTA9vo2vCAeTdcTXpa50oE8ZR90M5qbTvnOBDJtHJdAcUe6gc7kv3HoBkAPZb6QDqy+b7xcPVXEqfiQa8LANgTc8upuw7h4A+UhaJCDkFc4A/2XFMkmCKE4c8p35eSvhyQFIwJLYkOcAGH306B4hdmoulSZcsva2FyRVaG/72l/4KXUoDj284PpzFwDaYraKDdSg/OUvv/VS8TnzmV/4qDCzOB4Y/raN4N8VdJ4qb/+WHlY9FQOEK+FTkWAAGuFi7EflAmMYwxtEjxIdvP8AMynDDypflSKgQPEAUEIOjIC8XAGjmUQKtBLYZAKH4N5UEF24gJxUOEK4xA9VfIEctR37UcUGFIcLrASgjYBMlMAYiEDWUQUPwMHreEETHcE8lNMc9JpJ5MER+B/VlMDq0WADigsCRoUViJ23UCBV0EBxSEIGXsUOBMAY7AMKmBsbbP8BF1jAEsYEEWgBCJSgVGSAFrCPSUigI0xBASiBGECBHdyXSQiCHUDc1FhClklUVDgguISfVKhAeNEHEE5F1RHFPshfEUbFEVYBDWhBnwFAqLjAHIBgTMiABRhiVVBU5Q1BAHABA6rP9ZlEGRyBIGiNsNnfVbjht/hB3EFFCIhLHUqFEjRCccDAHlJFH4YKKqJEFegBBpyBIgLABQjCHdxBJtScGBzCstzBf8iAJYzAHYzADUxMFAycBwzjPaVEBgRA4RmBBoziBlYBSryABXhd00yBfK3AJ1YFJ34LZECFFcDTBF7F2s1iKj7FEe6BFWyBD6CEDOzDFYSBFihiHXD/kq0QhSD0FgJYgB8sSzhewPvIk4NoAKOFABSkGe7I3klkwgosI0uIQQBc4kkMBQJQjS4RBS9hxTd6ixysn0wMnihehRGUnBroYToyxRG+YxVYAHPp0gV8wQoYYqj8gQooQRMYQOx0YBDggQWAgBJEkQwQ0hUQQRMQQa1pwLXUmh24wVEyoEnEwB80Qu+hRBCIgB/IXhnswwiYm9E4XABkgll8IyJMXACsQNQ1hQQWByLQAx1eRRFMVwDcQEpCxREu4QjBIAAgARoAABaCYBB8DqztxBHAwd54wU+ehER+QEoIIefUWjiyRDPuwUt8XmSaRBC8QRuw4XOZIlFgIFV8/6MIhOJ8XOZRlIBbFocNyCVRjOJUrGUAmGZdBsVdAkAJzME7AoAQ7AMBZcBMAgAfHMEYqMQeBABQTMFPThoSBAAEmsQjBEAr1VoHtoTzUCRLeEAAjACdnQQdBACZNc0F+NcWPF4bzkeU4cANFYdhOkVG1pMb4J0zXUV7jkFVzmZM1CYA0IAdKNnKAcpfAgAGxKZKfN59IGcVmgQKuGTxnME71hpoooQuTedKfN7ArcT/dN/SSCRRlNVY0scdlABrBgAOeKVMMF5xoEAZdFhrYgURGM4RfIF9qmQAoIBJ6FKvIYEeRJFvgiAG+AHapUStaYeBTlqC6uEQrADqOahL6P8S56iEDISiD3Dm/zSn0SwnUTifVXzjcH4e7zSF6s0HDBQBOcanVTRBaxAFXcYobc6oSViBHdBAEKABRf4nHhzBIaiE7QDKkG5hAHQjAAyF/SlpS4TK9JnEFzTRAdQnAPwPQxaN6Y1oh/ZYMmCA1Y0PZ75Ee8LLFJTAmK4oVjBBcWCpmsIEfgLAC2wByWXPjgLAVfYpSmQAFKwnciri5p0TSiRAADxmADzoSWzgj57EBXCdIrwECmiBy0VGCozACAgdnUxBakIBjEZqcYxBDDQBMM0Hr76EJMwHZbJBpwaAa04FDBQHZY7qTJTqyuXNGP0nAIzQFvyADHhZIk2nF6j/gR7gAZAJwecAwhcIwSAcQJRZQQEIKktMARS8AUoUweekQBAUgRA8rBAwkhCggQZApWBYzyTOyQ7sTgCQQbFtoq2ly9oRBWMGxRTMGFF0oBd8a7hKhRv41xiApLmixAaCwElYgVv+xwUYB2fc0Ar4Vx0EDmsQBRe4Sh5cq3/1ABl2E7OyRPHNA/JsHqppAdVW7SzurCZKBq4GQB/AxBTAANiCLa/iQNjCAANs54TcwImSaA72WLoE6HygYFBILVHYwW2801uyaBysUSDOLEvkAQhgnklcAQgUYBiAgPMNgSK8wRtcgbvlzAH0QBVMmhD8wB68AQ3oAJ25AAgMk0sY/0bUwQAIgEAPMK7pvgEgoEQUGCdlbG3XvgQRcGzdfqxJIGaPKep+KEJx/CpHhiwAxMC6EUXTykRxFgfqLRHLmkUywOcFsK2vKcEU8IH0jIkQqAE16kQQkIEIWKxguG5MkGYwgWamBgAOTsj3tWzbTivAZFyXzgQR7BpRaCHezgf6RoXxBcDwNlse2IAGsI6dIgGuZckTrAAZyoTzpGVkeC9MGIDsBkDWmkQBIBpR0AN5Gkh3EkWTSitRxKxJYACPIcKlBtCDCB/y5i1WgKUnbFsQKIKKAR0ShHCPFIEe8O5LFIAIoGNkAJqEukQMeCa7SSxrliyIBMHTBYAfIHCW+v8uACTDtRKFH+glTBQvURxvCdPvWaCf+f1aE4BlO1iAIVjALRTHG2Ajk0CDFvhpS8DAHEQrYAiBEbwxHBtBEQNCHL/xBVjs782H55oENFidJ4pIDDwZ9qCFlk4MdrYvTNTKfOjl/JLpVawuUYhls63dJiyBPpBCL4zCGpwo7vaICjQqSzzCHgMG3ALWFtAuAAxBel6pWYFqcRzC3iHIxBIFFBRw77otsK6y5aBhS9wcW3pdI3sqVhiGEdvqr+2Ag6zAGpRCKaBCBKACKZDCEsgCUbQi0ZSyufwBKgOA30XZGLnPfAguiOAsdvStNyoxq8bHIsNEAfhdABhzFTuyVdD/7fX+GqCtASk4cwTs8zOXwhIQxSG8Q9EYgWCd8kpoKC1/J90RxRmAcoLgg3xZAC8nMS6fxCGbE0wMgi4PbzCD61m05zQsgwSMNEmXtEmfNEqntEqvNEu3tEu/NEzHtEzPNE3XtE3fNE7bNCu4ZS2MAinwM1BHQC+wzgqUg0jnNFIntVIvNVObtD+sA0oIwQ5MNVXvQBFnQlVP9R2vRBnsbXG8LiQThQZYoVkUgxmcNVqntVqvNVu3tVuz9T0cAVdYwDaHJjoDgAw+SAUDwBPMhxw4UEfXL1TAXgBsQixUAGIntmIvNmM3tmM/NmRHtmRPNmVXtmVfNmZntmZvNmd3/7Zmx8IScMUmPHNQ8zMprMF1rIE7eDZrt7ZrvzZsM3YwnILzmoQO68T3BQDCAsCZpixbSIE6sINwDzdxF7dxHzdyJ3dxZ4MtKMMawTBUFLJV9jZRQLFKFMC9EQUNB/ZZwF47bEIplLZ4jzd5l7d5nzd6p7d6rzd7t7d7vzd8x7d8z7d5+3MAtMMyk7c0H0Z+07d//zeAB3iAV8ApwIQCy8TLFkcbsEGLHg5KmoUUUEEH1ACFV7iFXziGZ7iGb7iFg8IzrAJ27HV03zUAXDRR0IFL5IEcrQAGcrdZtKdhVwAFzDiN17iN3ziO57iO7ziP97iP/ziQB7mQDzmRF7mRH/85khM5aIt2eI+3fQeAaie5lE85lVe5ld/4bNc2ABx4TDQBlv1AplKxWkT4hNeAcp85mqe5cENCONByGBAyifdTlpHwSoT1+PCRi2OFRLYDfvPCBPw5oAe6oA86oRe6oR86oie6oi86oze6oz86pEe6pE86pUc6L1TDCtTCPuiDPpd2KWwCUaSDn1c6qZe6qZ86qg+6PBg4UbzuTOiuOV2w8LYFmasDOgQCrue6ru86r/e6r/+6ruPRGTzuLatvSiTDDs2HFqpEMvxcAKRuSuT5VfhybGp5nSlBIiHDEjRzaZPCKIhCO0BBAb5MMpC1SnD5k9hBcfjBKhNCXWNFrWP/gUAHxjgUAHYHkxvAeUWjRF/PBzy/6ipzo0pIu1WkgGo2m/poei80uWlHwCazadZg7FHcL31A+29LuDpgQRYQRgH4QHFYN0UbexqdWhzQOUrksUbOEsFXBfgWaqxNgZEhwyaMQilEMymUQi88vDBpTQqMbv7GhBo21mBefAdk/MYTBlhO21lIt0pQvB+UbxM4u8WjxMpThcfHr7bpwO60wxmswRKMgiaLgjx3Txl8awBUrFvE+9EPBvsGABPou8inxLjORz2fBKXORwBHe/KahfkMPbPdgLp7CzJwhXXajwRbn1+ofWTMfQCg+NKTuKHKFx5uHJdu8N5VvVTIwIxp/wEbN5sRUHxxcAHIe8+xvYDpm74jPDhaKD5hfIZSPv6+pwTo02AMNLHbF+zeX8UFpOckaVsB7MAV+MAboAAg4EAs+0wRZLXyL/+b4wbrD8YgyNc+mHP6brCLEXNx5KZJaJ+yDJpJYH5UqC1RjIC5+622NKNg7WBqPL9gNAF8jnLIWz9L8EHgE0UcMFflB8Ad6J/eA0QAgQLrADB4EGFChQsRXhkYgmFEiRMpVrR4EWNGjRs5dvT4EWRIkSNJljR50mMGPwNZtmx5ACVJKVQ6qMOSJSbGPQOjxATUcoyQiD5a3jAYZAzLKxGnwGlZ0GSBnQIR5LR6FWtWrVu5dvX6Ff8sxgwuybZEEtbizJo30RqMMlCST6BCGcJoucfgjjMDj2Bg6pQl1JIyEAnU4rdtYsWLGTd2/BhyxyJGKFe2fLkyn8gH1drE2dbAQD10Tf5kGZTpHJZb2AAQxJJLkL9PT24YCIf0Zt27eff2/Rt48Iid2bb1UjiAlh0oTQ9EHbFKyxwAkg5UJLEpbZMOBSYQ/h18ePHjyZdfSPwz2gIoBnpgPlcih5UP80AZCOUCdsADBY8MAmKgJ8wbkMACDTwQwZDQU6yPgd5477TcFPJiHpYIeYElEZLRTzuSvrBAoCMuKCDBEk08EcUUfVswsTy0CDGDk5oT6DnoWlqBJfc4DMz/JAQGukM2FYUcksgijRyJxbaaeKM9GeGT6IayAoBiiImy47EkAAWy4cguvfwSzCKTbKuOgTRoorQnIzquLBA23JG/kvIAMTnEwrwTzzz1BG5MtIY4YiA30oyQIjrK6oOiK+Mk6TWBNAhyz0glnZTSrfpEiyiBPhjUOQkX+oEsC75IdD+CSBKCkAArXZXVVl3V6NKwchjIjlFJmjGAGiNiYwuXUCDRylID6A8kMQbah4hXlV2WWVZjBcuKPwbikqQDWiLD04U+cMmFiqagp6UURmpCg4HOahbddNXt8lmw3hJoCy9ISgGNeusdoYiKdLC33jHwqIgNEfhFoyqRQBUI/wo7112Y4YYJbPcrL9oYaKmRCrgYY2AryljjjTkeKQYRBsLL4ZJNPvk3iL/iYaB5ptDz4OQERZnmmm1uS2WvpphYIJjwLOKQgXzo+OaijT66pJy9SuE+hb/0YCAtjECa6qqthpUmzx4rQVqBRkATzC/iEMgPGq4+G+20Ocu6OMeMHQiGMBMYaA5b1b4b75uV9uq/geix+0hLsMyb8MId3turCwAVyAdIi+SD5wA0yNfwyi1vFnGvuBOoJyODYA/hDS4fnXRn2U7vsSKYRHhmIpkeSJDSZZ9dz8y9ykONgeTQbMgccBToDbBpH554MU/fTb6BQJBBSAwqFKiNPIqfnv96FG3/KgSWPnjzxCn0iHq66sUf/+Hjd1NCS4GYQFGG1QWqmPz45f/u+q+ICHpaE2VIP4APHJ8fgAGMTP2+kodeDURcCJLBCFgCAsoJEIIRXAwBv/IIOgkkdgYqAf+48DIJfhCEX6HgV3SwOIGEQHjlIYL7cvWvEL4QhlcZoVcKoIMLBkASJTCPEbomEC64MIZBFCKSzAccFeTOTNIbTw4iJzkgDhGKUcTaWlD3GwMcEF4/CE8TrvA7gYBAXlIU4xgpMsOwZKA6AlkBDx74m0GAbiA0aCMZ6VhHAJgxLF6YykBEMLXfWAKLAfDDFbhnR0OOEY9hCYINWmIBQWTLMYP/MNRqwndIS4oxkWjJAXIGwgUdbMYKHhgbS3qgxEueEoqZRAsR5tYSH/iRMTG4Af7uIwgloBKXQ1RlW2DAScPQwGlgCUIOWAi85eQSmTHcZVu+sK2WQIEGrfOKEBjQA5eoQRG3TOY2Q7jMxKhAZDd6AwyStZUMXKGHUftAlbjZzg96MzFNEAMXyLIFGvygNTFJRhgQMAITDmQFezimOwkKQXgqRgkcoCdZEEEDTwwhhR8pwgZSgIIbAnQPKijoRg1aRAQpIQcjmI9LLHCIF7hABV+IKEWskAEdKGIPcNgLWfbxAlhyFKfyO6hjMACIdJIlDmTowQds8ARL6EAFBtiB/xtU8AMOeIAHCdDAH1QjpRVo4AlPzOlWx7fTx8gAB46AgxelVFazhmgMV9gB0bjaVup5NTJWwIEgenDRs551C3vwAAb+51a/Tg+uumkCEXRggz3cYZR3BSgiREADD2xAh3+VbFc96iUhhOECOECADRyRABC8gQtcEAEIUECDA1yBA27IwBT6OlnXFi+wr5XtbD8SW9reFrcVsW1uedvbtVHRt8EVbkx2O1zjTra4x1VuW5O7XOdytLnPlW47oztd6+ayutfVriWzu13v0rG73xVvFMM7XvMqs7LnVa9ky7te9wqwve+Vb/ziO1/7vjW999VvMuu7X/+Srr//FbDhAv88YAPfrcAHVvDVErxgBx+twQ+WcM0iPGELl6zCF9bwujK8YQ8zq8MfFnGrQjxiE0+qxB05gAZY3GINvCEKokvIDVgcgkJypAiSYPEnBdg+F7d4D2IAnEGQwGIxhAQDLc7niYWUYo5YU0oJiKxBypSr1mbECoCJmwDLUNY4JPAgZNhSSFQwkHIyWUVO3ggDBbkCN5N1eQcxwhWuIAa2asQK3wsAByBYhsX54c0jDQD8AMABOsv4I25Q45nRbL38EojNGiDCpImggkwNGiVC0DOfubw4G1D6CxwQsyBvShJFB2AFjG60idSsETb3ICHJkIRA6FHOMlzgAl8gGgbq0IP/NyBBB3MEQBN+kIA3hOACTRg1pw2SDGhU4Q0gQMCQaedngSAKIXwAzB6A9QVcL9kgMcBBCN7wBrUuZAoI8HUUymCERSOkBGL4bBVywLxVm6fVGWHzgxKCATppEQDv6gGkZPABsgaACwMFABH4F4AULPsgXpjkQOLQOeJZOwA6agi8ymAQDawEzADYwcdb8oKOHwQaaLBQCuyT6oNsoBEtOQSi7y2efGNk3wopgp4hAoAneC1IRQDdFkLAg9XFQYlByJQfPmB0VAuE0zEAnQZ4EAL7BODIF1+cxg/yCMNoFABQvo5BDOgoHhxA5QEAAV3wgMQt8IAJ4FqJywEwBORI/4IHmaIH72oenptfJOcKKVcARmCQnxM+SD4KgBzyA4AY0GAlI5DNI1YChazHYI+cjlIA3mBvHajmD/au9tYVMoj5bFnszQadD+jyha51jpEBQAM7M5B2um/LD9QCABNW0vO+g+fvFgl8QsIJAsMD3fHh9ES26bQcJggE1gfBwEA4zWYeGyRTONC6QLhuECL8DtupB0AGAHUEdhrELgEggxKQwjmEvM7lRAARPR4YA9VswQq/B/6jBzR8hBSfRA5P8uruRebg/AxCS5YCyvqjBA6Iz4pg1HzgACbwAFIl47bvAhPi+67NIMTv8ECgY75ANbTgAkrAPhIGIXRg7pIlNP8CwAKQgAKRwD5E5M70bzeCryL87yAWCgWOD/EAwDYWD9wAAEMC4CzCqWAMYkmgDgAUhSx8ZvS4TyGGgPo6UCDGrlE2Bd66BhqIwD7mIEYO4gJAxOVmpay0zwaDAwcpQgcBQAi6hgcCEPncLQDgIIwOoghhIpwE5CBigOT4jA3SjgtAgBALEQS6ZXgwrvsAABrUyACsMADGjjvMBt7SbgOmYC8sIAwN4gJaLll0IEQMsRBHIJjS8Ab5zzza0A1mCuwEUDaIwA5cUGGSoTriBnTWJ+LohM+UAH8UrnoUUSGeT/bsTfwYwIdSqBMDYA7wQAhUYwXAziA2z+WCEA1MsTz/1nAiXi0hSgDK7oAuXBEAkkGkAoAHEEIvpmRUDu8QhMcM98wgWqkcw+0JdmAQVop0MC4J82KU4jHsrtAg+EA1/AAaXQN4NuQWEQIJ3o1XpuQRDiIDXOACpqAGrREysFEi2EwPxEAjxaAO0ogBDgIcAUBwXDDrhmDwcDEMYtEPQiAGACAP9MwdAQAHBGIO0BBqtCB6MLAKNlIMAAGJ4uDMxA8AaEAgDqHxfiAWV4DH3uYIPhIAxOBFUK2cTEMDwgAArABAtAAE7JEiKxIVy4PNpET3fA75DIJlipILYjEAUIA0XGAgyOAOQASJOC0InEkL7iCNCG12MK4sjgANIXHs/wCgBEjOArhgDOZDMIJgKvzAMAPgCMiwnIhAz+aBCyzwCB6xK3vDIiMinEhqDLLuIKDGDx4FIVygEbwoDnhAQhAAi+IABogyABDR8WwAXAZiC57gykany8pCDfag1O7gfRCiDJigifSgkgyiBF7ggjRAB5ADiMKADqoqAM6AC2guM3VjMxmCAVKAO7szBTzgAlqy37jTEoimCB6BO8XAgxRiCjwhBWDgZXSAOxsv4sSAO3Pg5IqnCOrAO7uTA7TKIOwzBXwRALzgBrhTBYSNE/kTB27pCbgz/xBiCPogBepgA7TpOnkjOzOUQxljQzsURNHiQ0OURLtiREsURbHiRP9TlEVRYkVbFEaJCLjw5ApCwEZDIIMugkAtabUwggFu1EbXM0b55CuJJJDU4CKUAAn4DZcU4Q4OcCKcaSDoc0hTpkiHZNQEohorggjYg0lRqUG24PomwhFaYhOrdEWuVEiyVPYqwgAsMPpwqUGS4wpy8yDKlCXOFE01VE1VhE23ND6kM07BlCX2QEgXAk8HQk/3FDv7NEX+VCJiQBgHYlBPaU6doxTv1EwZNU1n9E4glSG84NIoFZkudSAsYMsQdVM5lU89NUxAVSF2ACZJqVTL4gAwFCESVSAWlVUf40U3AlYRQgz2oSwq9ZJMtSV6YBAUQlcDgFd7tTF+VSOCddj/Yq9Ya1VK5OAvDaJZnxVaJ8hRUSRY2WCPrjWXkNUltEARuKdbv3UzpDUjYHUH2NRc5fSuquDk2tVdvdJVwQRUGQCJzMpYLQldy+IO/EJf99Ux4BUj2FQPguAKBK2sBvaQCrYs7EAHrCVPFdZXw/VE2HQLZk2xAoBiDSn9FOsMnsfMOHZhPVYiiqAEYlZmZ5Zma9ZmbxZnc1ZnbfanRlYgRGBng1Zoh5ZocTZCEyMDkEBpl5Zpm9ZpnxZqo1ZqpxZqO9NnWSIBqFZrt5Zru/ZpHWHKMlOVeMACytZszxZt01Zt15Zt29Zt1fbgrnYF3pZu69Zu75ZtRWAxYuZq+9Zv//8WcANXcAe3rADUGlUpewhXcReXcRvXccvqEPb2cSeXcivXcs2K7q5TlRLycjvXcz+XcMdAckGXdEvXdK1K1Shyc+8Db1vXde2WrObWZ+f2dWvXdt3WhERXMWLmEBDAd38XeINXeIeXeIvXeI8XeMv1rJAAyqblCZAXeqNXeqfXd6OgqjJXbF02Ijg342TAe78XfMNXfMeXfMvXfM/3e9MJDbxgUs9KBNAXfuNXfuc3fBuRRkY3AEjmO9zyrtQVAHDFcIUDObC3K1dXIJbvO0CVA6RzYs3jApxjMdrRB8LDYluCHnSARBI2PGLggAhYdbWXIYowNsEDVjEgjaSkZP+DY/ruVzGMsTso2H3PT4PBg4PfLUNVSUpTNTiC1Quio4HLY4VzZTFcOAC8AzwqWCBoIGxn+DtqWCo5FIfhhoRZAlANogBSICrJIoWBI4h1NzGI2Ii/o4K1gFgAgImFw4k9+HBBWFukOIGp+FMCiVaBGIIVYyQDoApgGKgALiHOODjSOHXXuF8/AjZjUjio9SC+oOGgzzy6eDE4YCC0UIzJQgNMqY9XVTwAGYrZWCEKGTR3GI4ZQggSd47Jw5EVA5I1ZSJ3A13xNSL8GDg0+YY5OSE8eYoHoooXwgVuaIt/45QTI5X7R4/VKAVWGZZ/Q5Y1l5YRwpbfGJcpYgdijpH/6ZiFgTmSh3kfjpMhjtk3kjl7B9kjfDgALOGWtdRbpqKXfeOX28ITzEWPucBbcxWTN7iDA9kUVWmPjMKZzbkiguA1NKCR6zgxFM8IwwNq6GAIX3meabieNxmcOyKfwcOX4gAjOIAOArqa24Kgz+U7niAE7DQhpFQgqJShbViZH5ojIvo7dgAaWhoadlQiRG881hktNjo8jtYihsClWxqSYrmhZxmlN2KPtJl4aDos3iUAoHB6vLmAl/kg4IiPp8eo3WUgMkF8mPqDg1ojoFp8pvorkNqqqwerBVlrRoKrq8ervQKsr/qnT7qsReKsqSetu6LKAgAXqWes79mpAaAA/8ISB1aZdOaaK+qaH5e6rb/5rUGirwdiW4tHsLeCsNnapBG7bRTbrwF7dB5bKyJbrA+7qbUaIxZbIBq7qAW6LTZnLIsnr9Mwk4IAyp6xq00bLaxVL4lntW2wtV97IB1btsOCtiX7iYE6sT/CtdVot0s7o9GiUTCtsyf7s4fbI4ob1Y57eDQbKwrAWkNOtT07q6G7I0LGMDBTrnsbLCY1MA3bubu7sj8CvKfTOpFbiBXDvIFbjfUatC+ivc/gvaubvL9ivps7uN16vT0iv/ebdqwbKyZ1EYfntvUvk4pg8KAApmcHwa+ClLENr7mbrAe8I4RgoY6g1ODbi9viwunbnv9Ze689PERCnL+TOyxKHMDrG8Xv2yJU3DFZ/MD72ytImQ8zPL03vIo8wgqqoy9i28XBQoRlE70DnLKDvCNkAH8sgKRFfDGS3MQd2rs5AsoFQsqNPL4Tw8pj/MRxe6+33AWnvMW/vC3C3MeZ/Lk5XMulWRO9fMTRopCZbcllnMxpvCJKQM/sAEo3gyu9pMKtopl3Y9C9pMF/L5P8XCAAvTd0AARyALOHpNBz4tB1gwmqIFO7ZNH7rtH/PNAfo2847wdurEsuPSYyPTI+xDFfAM2P5NNrrtG7Zh9G3TFUQNDeIAfEk9B1vCtaKQD0WTdI2TFpINaJZNbvLZPYQA4EQg3/qM0xCmCRA0AEciDRUUTVUWKod8PVnwmYvmTZV63Znz0Aon03VCBuKTUHUF1Ftv0kul3TpeQMPqDTUWTcTUQFnuAJDBwH+F3aGaIJEjokvAABwvYgYOBMSwAB8pPD9trZoT3gFyMGioksROAHQBpB4N0kRDYAiLox6sOsjsDejSTfS8SHyWClZACJiH0ihgAEPtmsRQBXDcIY89EP6aDSTYfPKYINAEMNrHIzYqAOhKUsROAGfD1FOL4kLi2qH2MKPsCuXAKa7h1BTj5BMEQOziCYZvLZnz4iysQpSeIGzsCSoxFQ8Hz8AmDs1SWTpuCAao032KDo7wrpNX5AmN5i/+BoTCGjAC7gBa6urLSABib8QLAeQTCEZVJ7KPUge8CeIdyy70FCBuTgBRLCCs7SkPFQDhR0Wd4+7se8MbygDtLOrHgd700Z2LmC733jAj5A8Ok93PFdw40EQ3JgDMYghawAEUKgTKJaCHQABsTgzIYpOpCAA4T0AmAABhSuCMRganAABozA3d1SYWovAGjgJ9QeADDAD3QYXUCf1kTfMeje3MtqNHvdRPReJNZjICZfNwB/6lviCGa/RBD/QDDEAByCSgFCRQAMKQL8AAAg2RM4ARraYVIEQJE5DRviQHhhhJ+KIjAgnBLgw4EAfjQ0QYgSQIxDjQqk1KGHQ4EnAf84pEQYhEujGDd7+vwJNKjQoUSLGh0qhUoHdViyHBU6ZUtDekSeWr1K1IsiORW7eg2ggQFPrGTLWsVQcYzZtSlHVMThkq3cohmQWPj6VUsVI3P79o0hNcCKqn4LGwb6IgC0PAFSpPyAJpkNgwgVBUDkQQcHEQH2NAniJjETHSUAfEEU8oeOkXP4eoGjRg6MHBd7Ggkg6KYMIQg91PQ5ecfh4cTNJl3adC4RNQ23eClOvEwdrni9irhxErr2nmgbqt0utACIiirAF77w4kj1rnqFmzcPuOHg9/SfJsYRhAyXZAiLtMkEAA+UDWIBHIOgVIRbDCDkCWUAFPBBAB6kZEn/ACAEUQZXNwRVh4M++WZTTzgEEEV9JhZ3HFNOyYUHc5eVcaJcbCiCxnpdaZBDEDEe1l0A3+2I0HgNlQdkWeipZ2MAUNDgUZF+xScYYU4CeV8BTGiRB0JuBOBGgJTBgNtNBnTmUhQBLAhACW3Mw1tKGgQwiAxwrDBFUB/4kQFQIPp0QWdT/nlVismx6CIiMAJ61YzUJanBDUogWlaPP+4oHnmQWlXXXUlCsdelZEE5n6f0JaYDALf1gVAmcPAk4EFMBEAkSiXMowFPZqKZwQp09CSgCkJsQchYPhWAwhx1/rRnT0SAJWqzNwm6IlstNmSos0ax4UGNSYJlibDWBiXp/5Q9VATNt0Rl4IimNurqnrlBgSqlu8ORCkATaGigEj02INQqAEgEcEFcCJUAxxgR3YoQWgDeJEgAOPx6iLc3FTACHDLo+VtPIHEhsLyAQjsXH5rCUZrHQZVB47YBXJedySiF6+SbDW3gMlAXIIHkulXQXDNK8PZcGL0AXKEFERecwXO/kx2UEhFQXAgAwgAMcQYIPSVmhBVb7BTUCHGwgXGIN4GEL30qpIB22mqvjbYi8UIKslxfaCqHFUD/VIIHhKjcaMsmw1ykBhsFwPPdN2XwgrrrccpXzz8bLpfQaHFgAxrZ9ZtDAEjcdEMALyBk5oYSoXFEvDGgocUUJWwt8f9NVWhxILIZ3zSEhfU5orJXhV8aN1tzN1Q35D6Vka3KXIgR0d9pTSkz4cL3lIcjFCWphSTtevz482UJHcQhPRzCBEr9lvGHFmgCcIEcfpQbdQBioFTQHiULkUlIALDBelAC1vbh7CkJ5Bj61C938rke3JSiorn8LgDB095NShAFbTFKDK1zFuCA1DwDOhBdiquOHyRhAJNlz4FXERoAOjQQ8TkIB3cBwQskcYYA1AElnfvDC2gmBLeg4QMvaMTK6uQFepChgigZUYlkJ7aUFKRL9BFEHJ4IxShK8YmIaJKnereWL0ChIZYjYU/y9ge+dctdfWoIF6bEhYpcwIuHS9f/tnS1u28FJlRsfEqESpUwsAirXwmjAZJQwLSB0aAhARRCHe7QkEbY4GIA8EIbhhgUK8TBakjsiXjgYDf6NKEInOykJz/ZSf6ICotm+cIKmjMEIMkAAypQAQYYaRgwGm+MPmlCBlSAgx0cK0YCaQgkd9QEHQQmACOAwdveMwhc4kAFXxhOHpAwPRudoQoalJURWomBNp2oBBvYh3xgWUejlOELyUvIF8Amqy9oEyFe+MIxEcKHL4BTCV9QZ0qCwAcidAw4K8DDT2TwhUymxJQ8MFkJcIBQhFrxJhdIKA6gQUS5kBIrMYBBGisyjxHkYJ/b+cIB9HBKwZAhE808TBmi/7C3bXGBA+ssQR24kDM4VCGE9TECDRginzuk4FD1cQNnvoIZHZmnADhAgTcxugf2GWYIIYjmelawhzjW5Q+D08IhePBO6Ex1cCQ5QFaJcwEPVGEEe7CBASIazqt84QhXeIoNoLBLd/EhpA2Zh0BRUoY4dIVrw5moVfIwrupU4TnmcYFe8TIPGBCnBH0Io0opCAA3kKE6K2ACWgsTBBvEEC96iJV5OJAzvFRhncWxQmLWc4DLliUPIehgdfbwCNA5tSuIEB14PDDbitQWPBfYA10r8gb+pXUtTiwZUdhggbZOyQtMOAAgShqU0zZEC55FiA68ggAUIXBQZBlCStcjAv+eQscyDSkJDWgguIpMaLFR0MO2SnKFowaADHT4AAg05QcaqFYuQfiXjSwQyO38QAvbegFHDWMFFFRkDiP4QAIc25Aq7JcsrHXtV1ZAgxBURAsiOO9FBeMC8ExmXYqFzg/m8dQZDnctMpADEw5syRD8wbhFYkxDmBgUHPy2oDfxr0PCoF3kROsqQviwjfYg1OJctyEg2EHyirABIfkBj+yF8Lb+cANGBmEI0lXueFWmhixt5zW5sy1xcCcYQIQhLiXgwDD3VRym2oGAKMDAWISggvRqgabFEYPK9lwcFWwxALS4BAsO7YRVVOSIKy6LAXwgXqCwIaqAGsIWAS0UIVj/+Q7eUsIYulIF6PjVKORVWQ6gIwP3hqR1ShhkABpx1+GU4AlWro4G4ooSMylpjXG2MF58IEroXIGAY3gUcdywkRUkESVDmGwAtLDQ4QzhALn9SgiSjBIh+KAhGjD2cLyAGr55uzBeoE4nbMEIZqSbEc+4xHSj3eh4T+3SfA7KiCuy0A0QuCJU7ut2h/wUIUhwWz2A8VwY4J1y3kQIh2jIqbcjgyeoGi92yNNPIhSAEEBHQLnTAq+LU4RPEzC2xElAQwABFAMgaXPbyQO11/MGv6WkDNrC8WEaNPLhDDsAnHgGI9RRg6DXgBmgcHcAfCDvpCPE0s+ut8323RAvA6Bh/xX5Q6wNI6hikAUav03SHPw5HAg1JMRAQUBDPvAeGfTB2V5B+08KcIEtogEGYqi73e+O97zrPe8cmLjK1luctRIwAIogjpwCMAfo+kTB8wUndJia2xU8/CcFOfreL4/5vTdPZT7IvOcxX6NdsIARQi89M2yh6CNIQ+nyZjqmhZIMITWkB0INAiIrgnJRK6UGoACC738P/OAL/x4sQMbg9cCF5Ct/+cxvvvOdrx4LxO4nQ1DPHeoz61qbuScxEPngvw/+hqjh+eQvf/nZnrt5mH/95m/ERqAGFBc05AzTB88gDuCihrQB1zfBQNfDD4ABKIAVwQnAAAqlZ3pGxwL3IP98DeiADwiBESiBE0iBFWiBF4iBD/gNZjAUrud08dcVR5BKUxNNr0ccxxF02QAGK8iCLeiCLtgBTjCAM1gd8+B4D8QccIBt5iEDCMB2cdQTgUWDQ0iERWiE25IAQVEASxYAFkcfQwAI04MGaIUHg3aEV0iEl0B6CCh0jCCD7eAEuvCCY0iGZWiGZ4iGaaiGa8iGbeiGZcgOQDAUU6AeHlcUU+BUZGd2FXEIMncYKMiFgSiINeCFWDiAXxcUv0MGBqcdViAk/dYTQbB5hkiJlWiJeDECQsEB8iFmJnIBFLEFkcZQUHeJpbgtWjiIXqgMAaCFBziIrwiLsSiLs0iLtWj/i7eIi4MIBvcwDihhBSlwBcEojAdAYCvwAsIojHWATjchXbYDAIzXEICHIqDADm/Ygrogg6ZIQFMWFDmwEUi3I5XHYz/BB8wxB5JQBemojuvIju3oju2YAPKljfM4hCQTFP6FCIR1IuNyBh+YEpsYAHrwjgNJkO84TCojkAWpkO8IAn7gDJ0ACq7IhYXoDGFojReJkRmpkRvJkS0ICXKIEssCfh+HEkRFV4hQAl4QTRYwgtCRDF0AkzEpkzNJkzP5DyiWO3qwAzvJkz3pkz8JlEHJcSjQNRuRXTuyA1wkivATYdDRjNviAkEplVNJlU9pI3/wCFSplVopM54AFHyA/5N7wIjaQXU0ABRN8FOTdxg7lztq2RdWQA+Ehm5Ah4CgoA6cQBLUUJN7yZd96Zd/CZiBKZiDSZiFSZjW0DTgBwVOmBJKgH46oANcRZQeg2Yqw2jDsRwNcZkp4RsBMA9fBR5N8AZnF2wp4QaaIlyH4Qb/Vx0csx3TojJkRxwVEgD7QJIIsm0NAYn1kQd3oWw/QXVyQGOGkQG+9hVoMJx9IQkk0Yp1WYjz5YesBzlR0QbVaZ1qMDj7YJ3WiQYteRNs6TkY1xDb9y1hkH82cgg3aBgo5AeCcFcycG/SyEshVQWKlwwc4CJIph00wFU2spvEASbb4gPR+SSBBQdumQdu0f8QPrCDJsJxWlAHClcGgFARskkcHLctJXYYG3BKu+AE6naAoKBuLLAKp3SU0ulABRADK8qiMRB3z6YCLcqiMHYBOXMG8hWKLpMDpIgXatA40NEEe1AResAEdQcIE0cHBFofKBQAcfABMMAAKdA8hwCafcEGRlYdufEeTFodILCUSyVBPVAHDOACNBBNjQB2QJJDfMgDYsABISBBn6Mda5okLEccFNoQhmYOzGAOtuAEzsBkE4aihjMIlwaESjiaeOEIPXMD5+kVOmkeRSCeePECClckHmCFX9EDaaodUyB7eaFi9JEDtdYQFsAEpFUceXB71SECiqdKdGAjgKCkhSH/A7C6HrIKHTHgagHgDJzQCZwAdbc2qI3mgU8RoF6xAtXlMUPwAR0UB4DAf9pxAxpAilqAI5eyAz4QWn5ACB6AqtChBH0AUiE4Av4IHiUAAw+2D4jQA1fAmOdqA3HpFXCQAlcHJAXAAWPwW2fwBv9ZHPepr13Br/5qGE1wBaFVERimj8OaVsV6FFPQBl8xBoIqKmFAOQcgCDmwsJq0AR7ABEwQBTswqzXmCTwACCmAA/YKHkKAAykACDyAABkwluBRBFYgBA36HiUgBs11AEyQZaISA26gCIDABH2AATi7HUogtERrtEgLViEwBnX4BzSgAjPLsMLjsEdhq10RQFfr/7VfC7ZhyxZCwAdD8AXJKbYOlLVGYQAj4LZu6wPembZzS7d1a7d3+zxDUIzmird967d/C7iB+y2DoAYWMAfVJLiJq7iLy7iNOxdBUAKRO7KOS7mVa7mXi7mZq7mby7md67mfC7qhK7qjS7qla7qni7qpq7qry7qt67qMqwMfQAMfABcokQMfILtxVAJuwAOymwJGMLmvWx8F4AGyiwSKVwey+wGRxgc/gASy6wJyK7zTS72FUXkBQA/6iKEaCgCW4HckAQKdWL2UkqidEWwfBl1KwANz1hVQ4AgqO77xK79EUWqegxJU5z4ocaxf8QcbO79DpaANITZCyAc4MaleUf8FTvu/C7zA9esg+Ps+AJABVvgBBuAG5fsBVsvAfUExXfGZCEHACCF/81cHBsAAEdsQEbzBK8zADiwHdQLB/FIRkiAreqAFiGBZLLwdHdwVewDCFVHAaLloKOEGR3AEh7BsOqzE0+vA9suW75MMzXM+AKACGwC/S8zBAVwRpxbCWtQQUJCmMZADeRC8WGzGpEtefuBsfmAAupa/QuBDgoG4Zxx2CjoH2uIcGtEQBbwDIUUIlkrHgdy6acwBMqMBSDA475Nq03WbglzHwMMA02NfQAwABhBSnObImcy6pYYDGDBoZ5DIKtFwQ2KaG0CxmjwUPBwHeVMRVljAFzA4cQD/TjkwCBqMyrfMuGl8aiPhFREspAKcEiigBWOQAmiLy0ehylNQBKtKyaszXdM3KxYwAhygwMdszYJbaqdWAgOXvwCQOdxGGDvaEHPwpdecygoaB/70CDxawACgYQ2BBMaGp8RUmuZsz9i8xQihAv0ZwTEge3CwBz6wWSRyz1ahyv5UAPe2xwgxCPIaAFywB0K4Aj9a0BXtt9mMEj7WzQBABFhaER9wygV90AhhBaO80PrsqPJhoRbN0nZ7vba1zRWRRCUgCG8waFrQAx5Qzy0NFAUQWEeQpo/QFUCGEHD3Aas6DyhAsDzN1FfrBRgA1TTGB1CNAcnZBEMA1UOw0039/xODANUX4DcZQNWtIwQXANWcytVprdZrzdZt7dZvDddxLddzTdd1bdd3jdd5rdd7zdd97dd/DdiBLdiDTdiF7bocwLc7wgE8oCOWwARlHB6KUHjboQIH4KpsoQQ2cKJ5cMUqodk/EQN18K5+UQQeEK1AktmK1QSCcKJmwQYHkJrEEQW46hceRVMxkAHVHAYHQHI9gQdXAMiGHW/QgAaX7STbdhJVEADfatBoQAjgMWw2JxcysAJlgwB64L83YQVHUDY9kQxMAH+GYQMgENLaIQNPAwBCMAciIBe1M47Q0XDBbRZCPSFBkAB0MJZjIp8ooQQaEKrCLW/d17WIUgUWcP8SHwAF8v0UBTAG17cdlpHYWJEMeHAsNKAGna01lOQTQkAG3NsXGaAGc7wjVtAGSFcEcJCJbDEIASB1xSECCV4Y9GQ3TUAPSSgUSfkEQIEBWyC9AJ5WMEAPJSMDRE0EYRDcXhAGG1sCVVECYbCiYWA3Te5tUxAGMjfhYUDUKFHgBw7jePA2bJDl3BcGUsLgDo4SQ/5OVJ7dSoDlDdoEYw4AvsG3TZ6mTTAIdzUF4IQHMMIGpeEFkqAGVZ0SQhAGu5ThKlHoPRFBzG0WkjCZHF3AQYDlP4EHUD42peHlyWAFYcAfRJCmBcAH7ZwSRYDlcUXiJo7i9TIINAbq2T0wYcD/Uyve4lS+jCjRBHwQBt9aBnDeE0N+MS+u4Gp+5l/QMqDeMk1ATkHgBUWQDEOACCPAB+uE5MaVlNnl6z0BAm7n4ysWBHpgpw1zAxjHBWpJBCGgHlDwAtBlA3egA8zRByuOAAzAHBqwRiFwSiDwcRwgeyjAZ1sOAAgeEVUAxrauByneExZ1ds9R5giSAtriA3w2BCYXAEfgCLUuBrfXA/xDVD/FARDuE1bAAyjsAzRjBXBAwwgRA3IwjkSwAp4QBPSQic3jdkEQBZNVWRejNfz+aWcQAjRGBEcwxXKx4lQ2BvugAj+FAoz5CL+MBilQTiLgCH3QEBkAJhjAyzQgBHgg/yRIUDJFIAjOpgWOQBinLhGprjVvIDAZ4Af7DQBWYAN6NQdRoCOyjhJfgAQEZgFijxI68FN6oAjBpgSCcFQ0MH1B0Ac1sgWP0AMw3hODYKvu+xxJKTawjGOZ8wVo4QIlAHUR7AWZoB5bUGI4zgERiwZ90DE3MPDbPlw7QF0oMWwWsEOwegYWNwWflu0acQhgdwX0AAco8AEYMAQrwAV6QANCKgIvMLUKJgI6In96gLu+lY8I4e8ADwDXJTZo4eGVEQBw4GArMAKP0uAor9xc8AHKbQFdIgNjoAX1pWDkjRA0QQa4OydE4gZaYAGyCwdh5I8jke0AQQOKnUEAAM2TAf8AwIUAIoIo5HAkTJM2IwB4+AOlihgABQAF0PPBRwAayYr8iRMHxYdDAZgohKnBB0yaNW3erHllS5mYK46I+AAiAJcYClUcOZPgwxiSRQGAIASHRggrLgJoOPShRwAkPYAytVEgSJUAPT58eBOgykMrbWYWgWMRwIEzBRUqCjDEppKRGoIGSAFgUIArCr/oCTDiLxc2ADBYgHOWC2CFTciC+FBlhR4vClMEaPQBhZw4+4rYtMJFCx3RZWMEIZMApocANmBW4QJgRwAXQhxZkPPBCAAZIgJgNg5Dtx80bap8sBDgB00iUBDgxJ5d+3bu3b1/Bx9e/Hjy5c2fRw9e0Zn/KTCvHLeiEEGAOgpDBFCu0CoShXUChIDpghUQyUOhj8ZICACyvgDghSqEgAmGAFRQqAoLmgDgAyhOEwINEGCy4Yj2aiLCgjE6A+AG+gAY4w6FGAjgAKfcMDGZ3fqYTYP2+IDiAwwBEGIENF4bI44MFMrgjwAMsEmILeQCwAANdHAsABwU8uCQfRgsAIUPhaBHLkfaeAiADOBTKIoAxEhGDy04UKgMNLY4zb0jSkgPph7eoEmD2groKAE/MAAgBjLUIBSAIj4IIAeFhJpOoSf8GOG0ZCYDEIAS0BijAC/eCAwmH+4EoK234lLIiACiUKiAMXoAtKYcuCoTiQAwIIIw/4VoCICB2QLgAYDPjiz0rGRSxA+mDOx4QbAzRoAwRT9Ms2mDVWGKQgMiAKiD1GQk0UMDQGWYA8fdrgMADRpgeiIAQRQKAoUA+LjAD3ou6EgFkmhKRgMQYs0zYIEHJrhggw9GuOAP1HAKgPeoVIgPP/hTggwNahJBjYQ+Y1IhhsJSSIdeIwyAWIW8CAMHWx1V8MIMN1SICSgKMnQmm1SEEyYdDHDVxQyP4AkmHkoeTIMchvhRITECeIQNIogoQ8IMplihMGyX3OuQOBDAID6YmtAj0x7q0MATAEq8odQwFfpgnqDVpLCyHDBQApHcYGJ0RIhuDdgKOCShiYszggaAA/8/qPyYJi9W2EOhHuaJFoB23YDpgBXwgAncpIMgIo8cNPCjM1MVRRWAJg4Z49h6zbbpBYlgKuGGL8LQVQY4PqTpEDgKsOoDFbalqQo0pvCCiClKkASNZFTcgKYRjqiTpgz84OLopM3UYjoi9HBBjgJvsGDbcxWVA/CORtgCT4WmuMELDNyFKYgtLqaJjj+iTzh//ffnv3//8+eCHmjynuEohAhaaJYXjrAumhwgAAUZVoAC4IFWiQxihSuZfuQVAA5Kp0Iu01CdVOUC3QQgbTZRUwFp0jOFaIAQNVGRoz7CQRGkIAye6WAOrVSvnClkN5S72RE4+IdMdExY8+AcGQb/4QMUAIAB+2iMFdaWIbd1hAdaYFBNrPAkmtwHeB0RWdzSgwctHIAmd7BAw37gB0eJzFc00YMAAfAGNACsXSY7ABRQBAA6kAFDMrCBnzqox1K5hXRQ8o9eUrCCL9IEBWjAn0KGoKsv/KcmvCpDCdISgBUkAAYQCsIIdMjBI1jBPzeESQqgZ5MCMKGDNcxiATRQBQDkQAQlsIBytOLDAFynCOVTSAzuoIEy0WQ3T/iaxWqCBDUQ7n/PhGY0pTnN/CGCT+7hmwERCAAvQIGBMHGlIjPosWsp5AceVIjUAGCDAPxBEi+AhoRYZiEMhTCYZBABAEJggT3SRE2JWmGLWvgH/1n54YTQeMFkArCF4dhgBT6gQ0TpUIUqXEBVPXSMH4BokyHYoAcr4CS6LmAHz7moD3+IwR5oqTa5tC1oV0QlTbaIO4U4IgCN1BcOAHaeSdYHJneYQzFz4IfpiOyEMDkEQedYR3YFoEAKyaPeEkCGIBRBKBqggw0wgITQFfJUUMqAFurzByjV5JGRBMAkC1NJM9LkBTcFQDLEsAc00NAKyXhDHKog0Ym+oAjvyWKaVnkTNySUg23YAZb0EAQavGQlFOFICX0JzELdQQTHqskxYRKDcNUkE/ykZmhFO1rSlpYmPYDDAAOgwgM2qwiEuCZMQGABnkSQnKwyJzoBIKEhWP9hDgmInooiRc+XRa8OUMjAIRp3Ew40iiZIqBQXfEaHOSRIIQQsA74AoAQM1MEPzZoPH24yCD9YTWlYq0kMuibJG6gBDqcpQCPqEAL+DEILDNDDlVjKtnmozz/Ng8keaGAFRNAUADZt5Kw2ip4pHKFZP51D0mY1nff5VCEyeJZC6GjHcc4FClIlAwD0ha4KBSCKhoRLWUXQg/dhNHhz0FsZ3nAFPOiqBG1oYuAg9wW9AKAMGyCLo1CgVJs0F8AVgllNshvM7q7gA4Y5ggq4MB0YtIEBaAja+IQAB9nEtQdyiNwXROAChiAzmJ11Kz3UZ1o2t9nNb07PPr3msNXCpLX/u9KCTkOWFEDZdiHlBMA5I7XbAHxhCloABEzwcAfntqyeSQbAF6CwhwDoYKfKKkudGIKCZNzBZ1ZRBEzygAg0BAEHyVIIG47wZIa8oJg/oAERmsAFRKBSBn4yIkzYoAXzPYpOdwEBGSgUBK+M4UdSFJMa6gQNtWD21CGQn4ERTBNPdBg9FcuxQoAqYaIqChGEwJxC2JmfDTcVjx+GyVSRpWcR20EL2xpdimnCgYfOoZ80mY951QSDKeiqAD6AwiNgcoMV8MeBPQ60CQGgph4WoA48SIZ99/AjDEBhDmgVGQnjtMBW7cEHY8BTHvQwhgdL1nSEWC4AhqZxlVvpTGYu/xSaRdWI68HZ5jfHOc494Yen0pm12wRAHujhhxB44CMW0K6fGYLbhA+at0Hw0wE8wAN6cDCyxLWnbAOAiDXb5CNv8MAV4HCE4QiUOMahQ9jjsCZNMaXodWBK3Bz4BkV44AV+0ACETo2GOnjgDoTwQ65hkokAoMADHqC0bRSShyPQI2iC0JVCkK2QoWWCQk2gAaU8YAM7zOMLTdiCtOEKkxDMA63mQUEjGrZtmExYIZYIgBwEgfiGJKjckupwVNMd4iGcYR99f2sAsOjVQ9IED2oIQMptcms/0MADDmyEFWhnNQzs4wyA8MB95qGXx8Bh9jywAyJ4UgI/OV8RogxWy/9BMHU0oCEOaJXBZBzhgTpMRowSWi7UA7DR8QHgEGqogwLZHq6wu7IIAlWBOc6in3tSvpxzwAeEwGmSNNZpucRSiBr7JgwQJQ7qgSNjJ+36MwubFZYBgGrDlx1QqLIQAy3IlJHAELKIHAwquZsIAkFoAw4iA0srgD8gsimgAS3goDGILMHYwAAggx4KgitABA7yJusSAyVRCxgRI5pQgn3iIDXIhKQpgDuILTc4AoCSgZ9QCAyoK/opggOIjqFgEiuwgHzCm9EzHTngD4ERAz9AOCVJGhU5KjFoBCb8gC/iAjUAGNoAwbfSGxRABAyBATjgoDl4AdqYjjC0CCGwAzf/vI2RwY4pIAsOGgEGmaT0A4AN2ApOBKgcYAoaUiEv0AwOgoM6iJUm4IE54CBFcKXTG4QiJIP8WB9A44H7gQkDKCcYAELFG4QNCoAE4AlgpKBg2oJGoAmGIMEIlMZppMaD6YFs4wM3mLMYMACEG0M3AMELdIPIEQI3+KIycAPCmYJxrAwDcIMe2wFiyYMNAJQhMIBiSjj9yg4vcINHiB4MACiFGAQ32IGGCRCCVAKbQEc3EC8teoTEKkfrsgk86Md7CzqEi4ELwCwACIIdAMF1vACAocgN+JGODMeBbJgdWAGBExhcIjEMoEeYQEdnUgJ3jCmPsUADYkeBNICGyQMj/8AsNujH9mgCN2iPjjwSk6yJF7CDxtCOPHADgCoChqwJDHADk9msDbjK8XIDA5BIndQLPrhH7LgAgkSrHVizMrALyTNHZXGDwFoIcIQJK2hLhUgGgByg9KnGveTLviQPN9ACb8w5H0CDhPTLafqAyyKYXqy5myuBeXiyw5SmIkCDUJHMy8TMwywAxXBAPkAAwqPAzOyfMLCDBQuYKdiCo7q5DfAEUcJK0dwfDpCDroPN2rRNmxuCP1Ahm9uNAJAEg7zNgwkCATsYMeCCr3yz9/CDZQzOhCkBOHij5pTO6QytPFhLm2uCR4hJ6jSYIDCAOSuYHUBONysBHHhN7mzJI31Dz/Vkz/Z0z/eEz/iUz/mkz/q0z/vEz/zUz/3kz/70z/8E0AAV0AEl0AI10ANF0ARV0AVl0AZ10AeF0AiV0Aml0Aq10AvF0AzV0A3l0A710A8F0RAV0REl0RI10RNF0RRV0RVl0RZ10ReF0RiV0Rml0Rq10RvF0RzVUZoICAA7" alt="Actuator Motor and Encoder Circuit Connections Diagram"></a></div> <div style="float: left; margin-right: 10px;"><img style="margin-top: -20px; width: 100%; max-width: 500px;" title="GLA1500-N_GLA800-N_WireDetail-600px.jpg" 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alt="6-Core Actuator Lead"></div> </div> <div style="height: 12px;"> </div> <h6><strong>User Advice</strong></h6> <div>To change the direction of travel (between extend and retract) simply swap the polarity of the DC power source supplied to the two actuator leads. This may be achieved using hardware such as our <a href="../products/rocker-switch-harness-for-linear-actuators-and-other-dc-motors">rocker switch harness</a> or <a href="../products/gla-cu-x3-actuator-and-dc-motor-remote-control-unit-rolling-code-433mhz">GLA-CU-X3 remote control unit</a>. By varying the input voltage between 0-12V DC it is possible to control the speed of the actuator. Reducing the voltage will also reduce load capacity (for example at 6V the actuator will have roughly half of the maximum load capacity at 12V). Running at a higher voltage than the nominal 12V DC <strong>will invalidate the warranty</strong>. A 12V lead acid battery is OK which may in practice be up to 13.8V when fully charged, but this should be an absolute limit. Mains adapters should be adjusted to 12V output maximum.</div> <div style="height: 12px;"> </div> <div>This model of actuator is primarily designed for compression loads, it will typically work OK in tension up to the same rated maximum load capacity, but it is more vulnerable to damage from overloading when in tension. Shock loads through the mounting points should be avoided (shock/impact loads may impart a force greater than the rated load through the actuator).</div> <div style="height: 12px;"> </div> <div>Be aware of the 'duty cycle' rating of the actuator, which determines the maximum proportion of the time that the actuator should be in operation for, to prevent overheating and ensure longevity. This is specified under 'Technical Details' below.</div> <div style="height: 12px;"> </div> <div>Ensure that the control hardware and power source are capable of providing sufficient current for the loads you expect the actuator to experience. We cannot be held liable for damage caused to connected hardware due to inappropriate hardware selection.</div> <div style="height: 12px;"> </div> <div>A fuse, or other overload protection (such as active current monitoring), should be used to protect the actuator against stalling due to an overload, which can permanently damage the motor.</div> <div style="height: 12px;"> </div> <div>CAD models (STEP, IGS, Autodesk Fusion 360) of the actuator are available upon request. <a href="../../../pages/contact">Contact us</a> with the size(s) and file formats that you require and we'll attach the files in return. A PDF copy of the actuator datasheet <a href="../resources/GLA1500-N_Linear-Actuator_Summary-Specifications-2023.pdf" target="_blank" rel="noopener">can be downloaded here</a>.<br><br></div> <div><a href="../resources/CAD-Autodesk-Fusion-GLA1500-N-12V-DC-Linear-Actuator.jpg"><img style="width: 100%; max-width: 670px;" title="CAD-Autodesk-Fusion-GLA1500-N-12V-DC-Linear-Actuator.jpg" 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<div> </div> <div> </div> <h5><strong>Technical Details</strong></h5> <hr> <h6><strong>Operating Characteristics</strong></h6> <div class="container" style="float: left; margin-top: 10px;"> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Motor</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">Nominal 12V DC, up to 50W</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Speed / Force</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">9.5mm/s no-load, reducing to 4.5mm/s at the full rated 1500N<br><br><img style="width: 100%; max-width: 450px;" title="GLA1500-N Force vs. Speed (at 12V DC).png" 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"></div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Operating current</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;"><strong>No-load:</strong> 0.8A<br><strong>Maximum load:</strong> 5.7A. If using overcurrent detection to protect the motor, ensure that this is sensitive enough to react quickly to an overcurrent event.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Stall current</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">1500N (152kg, 337lbs) for supported (linear) loads.<span style="color: #b8312f;">The maximum load should be reduced if the load is not supported in an axial direction, parallel to the movement of the actuator. Longer-travel actuators are affected to a greater extent by off-axis loads.</span></div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Noise levels</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">< 48dB under no-load<br>< 50dB under full-load</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Maximum duty cycle</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">15% (this is the maximum proportion of time that the actuator may be in operation for, up to 2minutes during any continuous stretch. The duty cycle should be reduced below 10% for average loads >1000N)</div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Life expectancy</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">Nominal 40,000 strokes. </div> </div> <div class="row"> <div class="col-12" style="vertical-align: top; padding: 4px; padding-top: 20px;"><span style="font-size: 10pt;">Please be aware that there is likely to be some variation in the operating performance from actuator to actuator, allow for at least 10% difference above/below the given values. If you intend to use the actuators in sets of two or more driving the same assembly then you must ensure that the driven assembly is rigid enough to transfer forces between them effectively or else the output could twist and put excessive stress on the framework and actuators. If your structure is not very rigid, or needs to stay level throughout its travel (e.g. tabletop surfaces rising/falling level to the ground) then please <a href="../../../pages/contact">get in contact</a> to discuss automatic synchronising control options.</span></div> </div> </div> <div class="container" style="float: left; margin-top: 40px;"> <h6><strong>Actuator Build Detail</strong></h6> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Size</strong> <br>(click on image to expand)</div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 5px;"><a href="../resources/GLA1500-N_Website-Export_12V-DC-1500N-Electric-Actuator-Low-Noise_Dimensioned-Drawing2.jpg" target="_blank" rel="noopener"> <img style="width: 100%; max-width: 920px;" title="GLA1500-N_Website-Export_12V-DC-1500N-Electric-Actuator-Low-Noise_Dimensioned-Drawing2.jpg" 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v6K8P+I3iTxv8OZvCkd9450dv+Eg1y30SE/8I8RtklVyp/4+ueUx+NeneFdL8TadNcHX/EFnrUbKBEtrphtDGe5J8192ePSgDoqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPvh7/wAlD+KP/YXtP/TbaV6DXn3w9/5KH8Uf+wvaf+m20r0GgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqG6vbexQPcTx26E4DSuFBPpzU1ZHiTwfoPjK1itdf0XT9cton8yOHUbWO4RGxjcA4IBwTz70AT/wDCQaX/ANBKz/7/AKf40f8ACQaX/wBBKz/7/p/jXzR8N7D4Z+K/2ovjB8Pj4F8Lsvhmx0eWKP8Asi3I3TRSPLj5O26HP1r27/hRPw2/6J94W/8ABNbf/EUAdT/wkGl/9BKz/wC/6f40f8JBpf8A0ErP/v8Ap/jXLf8ACifht/0T7wt/4Jrb/wCIo/4UT8Nv+ifeFv8AwTW3/wARQB1P/CQaX/0ErP8A7/p/jR/wkGl/9BKz/wC/6f41y3/Cifht/wBE+8Lf+Ca2/wDiKP8AhRPw2/6J94W/8E1t/wDEUAdT/wAJBpf/AEErP/v+n+NH/CQaX/0ErP8A7/p/jXLf8KJ+G3/RPvC3/gmtv/iKP+FE/Db/AKJ94W/8E1t/8RQB1P8AwkGl/wDQSs/+/wCn+NH/AAkGl/8AQSs/+/6f41y3/Cifht/0T7wt/wCCa2/+Io/4UT8Nv+ifeFv/AATW3/xFAHU/8JBpf/QSs/8Av+n+NH/CQaX/ANBKz/7/AKf41y3/AAon4bf9E+8Lf+Ca2/8AiKP+FE/Db/on3hb/AME1t/8AEUAdT/wkGl/9BKz/AO/6f415/wCG9c01fjj46c6hahW0fRwG85cHEl/nvWv/AMKJ+G3/AET7wt/4Jrb/AOIrgvDvwV+Hsnxq8bWz+BPDTW0OkaQ8cLaRblEZpL7cQNmATtXPrgelAHs3/CQaX/0ErP8A7/p/jR/wkGl/9BKz/wC/6f41y3/Cifht/wBE+8Lf+Ca2/wDiKP8AhRPw2/6J94W/8E1t/wDEUAdT/wAJBpf/AEErP/v+n+NH/CQaX/0ErP8A7/p/jXLf8KJ+G3/RPvC3/gmtv/iKP+FE/Db/AKJ94W/8E1t/8RQB1P8AwkGl/wDQSs/+/wCn+NP1DWtP0nS5dTvr+2s9OiTzJLy4mVIUX+8XJwB75ry34meCfhD8Kfh/4g8Ya34A8NDStFs5Ly4EOiWzOyqM7VGzlicAD1Ir84/jB8U/Hnx0+DF5rmray3gfwQ9rqS23w+0u0jgtbWOw1LTrcR3TEZkJ+0uSBtCmNcAcigD9Rf8AheHw6/6H7wx/4OLf/wCLrS0D4leEfFeofYdE8U6LrF7sMn2aw1CKeTaMZbarE4GRz718+ra/sb7Rlfg/n66fXk/ir4a/BP4mftTfCrQ/hhrGl6DA+j65NqN38NdQhsrkMotfKWSS35wcyYB680Aff1FfOv8AwxPon/RT/it/4WFx/hR/wxPon/RT/it/4WFx/hQB9FUV86/8MT6J/wBFP+K3/hYXH+FH/DE+if8ART/it/4WFx/hQB9FUV86/wDDE+if9FP+K3/hYXH+FH/DE+if9FP+K3/hYXH+FAH0VRXzr/wxPon/AEU/4rf+Fhcf4Uf8MT6J/wBFP+K3/hYXH+FAH0VRXzr/AMMT6J/0U/4rf+Fhcf4Uf8MT6J/0U/4rf+Fhcf4UAfRVFfOv/DE+if8ART/it/4WFx/hR/wxPon/AEU/4rf+Fhcf4UAfRVFfOv8AwxPon/RT/it/4WFx/hR/wxPon/RT/it/4WFx/hQB9FUV86/8MT6J/wBFP+K3/hYXH+FH/DE+if8ART/it/4WFx/hQB6T+0H49v8A4W/A3x54u0uNJdS0XRrq9tlkXcvmJGxUkdwDgke1fm18Zvhna+B28S3Vxql94m17W/hLa6xqmtapcvcSXV1Lq1qWddxxGgHyqiAAKB7k/RP7U37I2keFf2cfiRrEPxC+JWoy2OhXVwtpqHiie4t5SsZO2SMjDqe4PavLP2sJvtF7qUuEHmfBaxbEbbl51a1PB7j3oA9t/wCCpej2Fn+xL43lgsbaCUT6fh44VVh/psPcCvV/2R9B0yb9l34UySadaSSN4asCzNApJPkJyTivM/8Agqn/AMmP+OP+u+nf+lsNet/shf8AJrPwn/7FnT//AEQlAHpn/CO6T/0C7P8A8B0/wo/4R3Sf+gXZ/wDgOn+FaNFAGd/wjuk/9Auz/wDAdP8ACj/hHdJ/6Bdn/wCA6f4Vo0UAZ3/CO6T/ANAuz/8AAdP8KP8AhHdJ/wCgXZ/+A6f4Vo0UAZ3/AAjuk/8AQLs//AdP8KP+Ed0n/oF2f/gOn+FaNFAGd/wjuk/9Auz/APAdP8KP+Ed0n/oF2f8A4Dp/hWjRQBnf8I7pP/QLs/8AwHT/AAo/4R3Sf+gXZ/8AgOn+FaNFAGd/wjuk/wDQLs//AAHT/Cj/AIR3Sf8AoF2f/gOn+FaNFAGd/wAI7pP/AEC7P/wHT/Cj/hHdJ/6Bdn/4Dp/hWjRQBnf8I7pP/QLs/wDwHT/Cj/hHdJ/6Bdn/AOA6f4Vo0UAZ3/CO6T/0C7P/AMB0/wAKP+Ed0n/oF2f/AIDp/hWjTWYIpZjgCgCh/wAI7pP/AEDLL/wHT/CqFzpOlMSkWmWfu32dP8Ku3F01x8q/LH6+tRDCrgdKAM9fDulL/wAwyz/78J/hR/wj+lf9Ayz/AO/Cf4Vo0lAFD/hHdK/6Bln/AOA6f4Uf8I9pX/QMs/8AwHT/AAq/S0AZ6+HNKJx/Zlnnp/x7p/hVy48O6Tb26qNMs8nj/j3T/CrFvgzJ9as3y5jU+hoAwv8AhHtK/wCgZZ/9+E/wpP8AhHtK/wCgZZ/+A6f4Vo0UAZ//AAjulf8AQMs//AdP8K85/aN0HTIf2ffiW8enWiOvhvUSGWBQQfs0nPSvVa85/aS/5N5+Jn/Ytaj/AOk0lAHzd/wSd0mxvP2QdNkuLK3nk/te+G+SJWP3x3Irzf8AbL0yzg/4KNfs3QRWkEcMjW2+NY1Ct/pj9RjmvU/+CSf/ACZ7pv8A2GL7/wBDFebftnLu/wCCkn7NQzjLWvP/AG+PQB+htrplnp7M1taQWzMMMYo1Un64FWKtyWJ/gOfrTUsXJ+YhRQAtip8wt2AqO6k8yYkdBwKkmnVF8uLp3NVaACl/lRSxxG5k2LwvdqAJrCLzJDKeg4Wvgz/gtJ/ybf4U/wCxnh/9J56/QFFEahVGAK/P7/gtJ/ybf4U/7GeH/wBJ56APvbRf+QNYf9e8f/oIq7VLRf8AkDWH/XvH/wCgirtABRRRQAUUUUAeMftR/wDIueBP+x50H/0tjrF/YT/5N1sP+w5rn/p1u62v2o/+Rc8Cf9jzoP8A6Wx1i/sJ/wDJuth/2HNc/wDTrd0AfQNFFFABXn/gH/ko3xO/7Cdn/wCm+3r0CvP/AAD/AMlG+J3/AGE7P/0329AHoFFFFAHmXxo/5DHwv/7G6D/0ju69NrzL40f8hj4X/wDY3Qf+kd3XptABRRRQAUUUUAFFFFABRRRQB8if8FANB8c69qXwKHg7Rm1VLHxxa390VuYosNEMxp+8dcll848cDZzjIz9d15l8bP8Aj++G3/Y3Wn/oi4r02gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivJ/ij+1R8L/gz4otPDnizxObLXrq3N3Hp1np91fTiEEDe628UhQEnjdjPOM4NAHrFFfP3/DeXwU/6GTVv/CU1f8A+RaP+G8vgp/0Mmrf+Epq/wD8i0AegfD3/kofxR/7C9p/6bbSvQa+SvBP7bnwe0/xt8QrufxDqiwX2p20tuy+GNVYsq2FtGSQLbK/MjDDAHjPQg12n/DeXwU/6GTVv/CU1f8A+RaAPoGivna+/wCCgXwK0u1a5vPFmpWtupUNLN4X1ZFBJCgEm17kgfU1Y/4by+Cn/Qyat/4Smr//ACLQB9A0V8/f8N5fBT/oZNW/8JTV/wD5Fo/4by+Cn/Qyat/4Smr/APyLQB9A0V8/f8N5fBT/AKGTVv8AwlNX/wDkWj/hvL4Kf9DJq3/hKav/APItAH0DRXz9/wAN5fBT/oZNW/8ACU1f/wCRaP8AhvL4Kf8AQyat/wCEpq//AMi0AfQNFfP3/DeXwU/6GTVv/CU1f/5Fo/4by+Cn/Qyat/4Smr//ACLQB9A0V8/f8N5fBT/oZNW/8JTV/wD5Fo/4by+Cn/Qyat/4Smr/APyLQB9A0V4LpP7dvwI1bU008/EKz0q8f7seuWd1pe76G5ijB/A17hpmqWetafb3+n3cF/Y3CCSG5tpFkjkU9GVlJBHuKALVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfOfwl/Z90XwT+1p8WPiDa6pqlzq+tWloLmC4lQwASlmwoCgjb5CBck8E9a+jK4Twv/wAlc8df9emmf+gz13dABRRXMeMfiHpvgeS1S/s9aujcBin9k6Ld34G3GdxgjcL143YzzjpQB09FeXW37RvhS8e4SDT/ABbM1vJ5Myx+EdUJjfaG2t/o/BwynHoRU/8Awv8A8Of9Ajxj/wCEfqv/AMj0AelUV5r/AML/APDn/QI8Y/8AhH6r/wDI9H/C/wDw5/0CPGP/AIR+q/8AyPQB6VRXmv8Awv8A8Of9Ajxj/wCEfqv/AMj0f8L/APDn/QI8Y/8AhH6r/wDI9AHpVFfOWuft5fDXSfG0vhC0sPGGveJ4IPtFzpOl+GLx7m2j+XDSRuisoO5e3ceoqvqX/BQL4YeFzE3i7T/GXge2nbZBd+IvC95bwzPn7isEb5uc84oA+la888N/8l08d/8AYG0b/wBGX9Z2l/tKeD9c0+C+0608VahZTrviubXwnqckci+qstuQR9KhtvjB4Os9cv8AWItB8YpqN9DDb3E3/CI6sd8cRkMYx9nwMGWToOd3PQUAetUV414u/a2+HfgHSZNU8Sy+IdA02P711qXhjUoIx7bngAz7Vwuof8FD/hlZaBL4hh0XxzqHhdApXxBbeFroWMisQoZZHC8FmC5IGTQB9P0V87/8NseHv+ic/FL/AMI26o/4bY8Pf9E5+KX/AIRt1QAn/BQTVbjQ/wBknxxqVpqA068s/sVxbs0TSiaVL2BkgKryRIwCenzc8V+Yn/CGeJfE3wRk8TeJvEmp2dzOfEd2/hu2VYbW1lXWdMW4hcYLSLJJOxYMeDFEB93n7P8A2z/2qdJ8cfs4+KNK07wl8Q9B1UyWdxYXmqeEp47f7VFdwywo7NwA8iKnPdhwelfMWl6hqOrfsr299q8TQ6tdW/iqe8jaMxlJm17RmkBU/dwxPHagD9VV+Afwz2j/AIt54V6f9AW2/wDiK+dfjX+z34C1z9qr4OaDBoUfhywu9G1+advDEj6TNI0f2PZuktijEDc3BOOa+xl+6PpXz/8AEz/k9D4If9gDxJ/KxoAP+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BooA+fv+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BooA+fv+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BooA+fv+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BooA+fv+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BooA+fv+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BooA+fv+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BooA+fv+GHvhv8A8/3jb/wtdV/+SKP+GHvhv/z/AHjb/wALXVf/AJIr6BrzD47fHbTPgrolkq2U3iHxdrMv2TQPDFiR9q1O5x91f7ka9XkPyqvJ7AgHDX37B/wu1Syns7ybxjd2k6NFNbz+MtUeORCMFWU3GCCOxr5Q/ao/Zh8dfA3w54o1nRNUbxn8N4vCcXh6I67fLHfaJb/2jDMkUZWMm5RSoVd5BAbGcKM9l8D/AIY+Pfjd+0F8bdG+LHxL8V2mseHP7Fljs/ButTafYWhu7eWV4I0GdyptRA3VtpY8tWx+15+ynpfgX9nLxpr0HxB+IurS2UEMi2er+Jprm1lzcRDEkZGGHOceoFAHa/8ABVP/AJMf8cf9d9O/9LYa9b/ZC/5NZ+E//Ys6f/6ISvJP+Cqf/Jj/AI4/676d/wClsNet/shf8ms/Cf8A7FnT/wD0QlAHrtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVBcXS2688t2WgB80ywruY4rNmme6bLcJ2WkZmmbfIcnsPSigBKKKKAFpQCx45NIqliB3NX7eKOP+IM/wBaAKskPkxqWPzn+GovwrQuoTMgI+8tZ9ADo22SK3oa03USRkdiKyqv2c29Np+8tAFFlKMVPBFJV+6t/NG5fvD9az+/vQAtecftJf8AJvXxM/7FrUf/AEmkr0evOP2kv+TefiZ/2LWo/wDpNJQB8/8A/BIy3879j3TvmwBrF9/6GK8x/bUQx/8ABST9mxWHO62/9LHr1H/gkL/yaDp3/YXvv/QxXmv7b3/KSb9mn62v/pY9AH6MQXm2PD846VFNcvNx90elRUUAFJ/Kg4Xk1Pb2Znw8nyp2X1oAjht2um4+WPu3rWlHGsKhVGBTlUKAAMCloAK/Pz/gtJ/ybf4U/wCxnh/9J56/QOvz8/4LSf8AJt/hT/sZ4f8A0nnoA+9tF/5A1h/17x/+girtUtF/5A1h/wBe8f8A6CKu0AFFFFABRRRQB4x+1H/yLngT/sedB/8AS2OsX9hP/k3Ww/7Dmuf+nW7ra/aj/wCRc8Cf9jzoP/pbHXgH7Kv7UOj/AA6+EKaBdeCvH2rT2ut6yWvNF8M3F3avu1O5cbJV4bAbB9CCO1AH3NRXzv8A8NseHv8AonPxS/8ACNuqP+G2PD3/AETn4pf+EbdUAfRFcz4a8Lz6L4q8XapLLHJFrN3BcRImdyBLaKEhvfMZPHYivHf+G2PD3/ROfil/4Rt1R/w2x4e/6Jz8Uv8AwjbqgD6Ior53/wCG2PD3/ROfil/4Rt1VTTf28PCGspcPYeBfiZerbzvbTNB4RuXEcqHDxtjoyngjqKAPRvjR/wAhj4X/APY3Qf8ApHd16bXyJ4+/a08OeKPFXwutH8JeOtBQ+L7RfteueG57O33SQzwovmNxkvKvHpk9q+lfGXxB03wM1oNQs9Zujc7in9k6Nd3+3bjO/wAiN9n3hjdjPOOhoA6aivNf+F/+HP8AoEeMf/CP1X/5Ho/4X/4c/wCgR4x/8I/Vf/kegD0qivNf+F/+HP8AoEeMf/CP1X/5Ho/4X/4c/wCgR4x/8I/Vf/kegD0qivN9F+PnhrxBNZpZaf4pkW7dUimfwrqSRHccAmRoAqr/ALRIA7mvSKACiiigDzL42f8AH98Nv+xutP8A0RcV6bXmXxs/4/vht/2N1p/6IuK9NoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr88v2VdLt2/a5s/EUitPrmsf8ACbC/1CZ2kmnWDV7aCBWYk/LHEioqjgAcCv0Nr8/f2Vf+Tk/DX/c/f+n2CgD9AqKK8/8Ail8ffh78FY4D408V6foc9wM29nIxlup+cfu4Iw0j88fKpoAT4e/8lD+KP/YXtP8A022leg18jeC/20/h3pHjb4h6hqlp4u0vR7zUraZNUu/CeorbxqLC2TMpEJMfKk/OB8pB6GvpTwD8SvCvxT0FNa8IeIdO8SaUx2/atNuFmVWwDtbB+VsEcHB5oA8c/wCCgH/Jqnij/sI6J/6eLOvoivnf/goB/wAmqeKP+wjon/p4s6+iKACiiigAooooAKKKKACiiigAooooAzfEHhnSPFuly6brml2WsafKMSWt/bpPE31VgQa+Z/HH7POsfs7yXfj/AOAKy2KWpa71j4b+azaVrEQ5k+zRnP2a5wPlMeFJABXk5+qqKAOV+FvxI0X4wfD3QPGfh6Yz6PrNqt1AWxvTPDI4B4dWDKw7FSK6qvm39jS3/wCEe1P44eFITjTdF8f332KEfdhjuIobkoo7ANK3A7k19JUAFFFFABRRRQAUUUUAFFFFABRRRQBwnhf/AJK546/69NM/9Bnru64Twv8A8lc8df8AXppn/oM9d3QAUUUUAfKv7DvxY/4WV4m/aAga4859O8fXfljOcQMiRR/h/o7flX1VXiv7OngXw74P8QfFqTQ9EsNIkuPFckczWVusRkVbW3dQ2ByA0sh+rse5r2qgAooooAKKKKAPzt/Yv021i/aK8O6osCDUtV0jxfcX93jMtzIviHylaRurEIiKM9AoFfoJrWh6d4k0u403V7C21TTrhdk1peQrLFIvoysCCPrXwJ+xn/yXPwR/2AvGX/qSvX6E0AfPGrfsLfDT7XLeeEZfEXwyu5DukbwVrU+nxOfUwAmL8kFQt+x3fzR+TP8AHf4syW/QxrrsaHHpuEIb9a+jaKAPCfCP7E/wl8M6lHq1/oE3jTXU/wCYt4wvZdWnznOR57Mif8BUVl/t/wASQfsf+O440WONEsVVFGAoF9b4AHpX0VXzv/wUE/5ND8ff7tj/AOl1vQB9Dr90UtIv3RS0AcB8evh3d/Ff4Q+JvC+nXMNlq15bh9PurhA8cN1G6ywOwIPAkRD0PSvyS8TfEyz8LfDLxD4I8cTw6B8Q9JbxEuraS4IUXF3rGk3MawtyJFZElYbSTtQk8YJ/ayvzw+MWk2V58Jf2vru4s7ee7tfGlobeeSJWkh3RaYG2MRlcjg4oA+jV/b4+A+0f8V2v/gpvv/jFeL+Pv2wfhfrn7VHwm1/QtW1LxHY6Xo2uwXaaRod7PPG0wtPL/dCHcwOxskAgY5xkV90Ko2jgdK+f/iXx+2h8Eccf8SDxJ/KxoAT/AIbi+Hn/AECPHn/hFap/8Yo/4bi+Hn/QI8ef+EVqn/xivoOigD58/wCG4vh5/wBAjx5/4RWqf/GKP+G4vh5/0CPHn/hFap/8Yr6DooA+fP8AhuL4ef8AQI8ef+EVqn/xij/huL4ef9Ajx5/4RWqf/GK+g6KAPnz/AIbi+Hn/AECPHn/hFap/8Yo/4bi+Hn/QI8ef+EVqn/xivoOigD58/wCG4vh5/wBAjx5/4RWqf/GKP+G4vh5/0CPHn/hFap/8Yr6DooA+fP8AhuL4ef8AQI8ef+EVqn/xij/huL4ef9Ajx5/4RWqf/GK+g6KAPnz/AIbi+Hn/AECPHn/hFap/8Yo/4bi+Hn/QI8ef+EVqn/xivoOigD58/wCG4vh5/wBAjx5/4RWqf/GK8t+A/wARNH+Mv7f3j/xFYWuo/ZrDwVY21kNb0yayuLbM7eZsjmRXUMT1Awa+1a+VvAf/ACkg+KP/AGI+lf8Ao9qAH/s7/wDJ7X7Vn+94X/8ASCauo/b0/wCTR/iL/wBesH/pVDXL/s7/APJ7X7Vn+94X/wDSCauo/b0/5NH+Iv8A16wf+lUNAHC/8FU/+TH/ABx/1307/wBLYa9b/ZC/5NZ+E/8A2LOn/wDohK8k/wCCqf8AyY/44/676d/6Ww163+yF/wAms/Cf/sWdP/8ARCUAeu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFUbq9LExw9e7UASXV4IvkT5pP5VR5LbmO5z3oVdvue5paACiikoAKkhhaZsD86fBbmXk8L3NWFuYYfkXoPQUAU5I2hcqaarFTkHBrRkVLqPggnsazuhI9KANG3nEy/7Q61Fd2/V1H1FVY5DG2Rwa0opBMgI/EUAZdKjmNgwODU91b+Wdyj5T+lVqANSGYTLkcHuKjuLUSfMvDfzqirNGwKnBq5HfD+MYPqKAKjxtG2GGK83/aQUt+zz8TcDP/FNaj/6TSV6wbiLHLCvMf2lrtP+Gd/icsa9fDWojP8A27SUAfPH/BI2RYP2N9Obq7axfYH/AAMV5Z+2m5k/4KSfs2MeSWtv/Sx69J/4JKf8me6b/wBhi+/9DFea/tof8pIv2a/962/9LHoA/Ragtt9z6UcswVBuY9qv2tmIfmb5pPX0oAjtbHkPKMnsvpV2iigAooooAK/Pz/gtJ/ybf4U/7GeH/wBJ56/QOvz8/wCC0n/Jt/hT/sZ4f/SeegD720X/AJA1h/17x/8AoIq7VLRf+QNYf9e8f/oIq7QAUUUUAFFFFAHjH7Uf/IueBP8AsedB/wDS2OvAv2U9e+PFn8H0h8GeEfBGp+HF1vWfs11q+t3Nvcv/AMTO5L7kSBlGG3AYJyAD7V77+1H/AMi54E/7HnQf/S2OsX9hP/k3Ww/7Dmuf+nW7oAj/AOEo/ag/6EL4a/8AhSXn/wAi0f8ACUftQf8AQhfDX/wpLz/5Fr6FooA+ev8AhKP2oP8AoQvhr/4Ul5/8i11f7NHxg1r40eBdV1PxDo9noetaVrl9od1bafctPAZLaTYXR2VTg+47V61Xzp+xF/yJfxG/7KFr/wD6VGgD6Lrxn9mH/kD/ABC/7HrW/wD0pNezV4z+zD/yB/iF/wBj1rf/AKUmgDmP23P+RW+F3/ZRtB/9HtX0bXzl+25/yK3wu/7KNoP/AKPavo2gAooooAKw/HPiaLwX4K1/xBP/AKnStPuL58+kcbOf/Qa3KqatpNlr2l3em6law32n3cTQXFrcIHjljYYZWU8EEEgg0AfP3/BPX4hSfEz9kL4f6tczedfRW81jcsTk+ZDPJHz9VVT+NfRleV/sv+FdH8I/Avwla6JpdppNtNZpcyQ2cKxK8rAbnIA5Y4GTXqlABRRRQB5l8bP+P74bf9jdaf8Aoi4r02vMvjZ/x/fDb/sbrT/0RcV6bQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX5+/sq/wDJyfhr/ufv/T7BX6BV+fv7Kv8Aycn4a/7n7/0+wUAfT/7Tfxi1L4V+E9L07wvDb3XjvxTejSdCiuziCGQozy3U3/TGCJXkb/dAOAcj5c/Z7/Zy1P41zXvi+HxPq+h+FryZ1bxrCQnifxe6na9z9pYE2ViSCsUMIBKAEnB5tf8ABQLXL23+IviPYxX+x/hNqtxYt18qS7vYLW4kX3EIHPoTX3N4S8O6f4Q8K6PoWkxrDpem2cVnaxr0EUaBUH5AUAfMPhf9hvwN/wAJR46ME3jTw/eR39uun69ZeKdSS7dTZQF33vMyy/vC/LKwGNvAGB4z41+GHjv9mz4tabdaTqcMvifVCy+HPFsUC2sXiWWMGRtG1uBMRPPIm7yboBWZxz8x4+6/E+veMtP1MQ6H4RsdZsflzc3Gs/ZW5HPyeS/T68185/tz6342l/Zt8Tajd+CtOsG0N7XWbTUk10SS2d1b3MckTxp5A3MWGzG4ZDkd6AF/ae+KGmfGj9gi48Z6Qjw2mrXOhym2lP7y2lGs2aSwv/txyK6H3U19dV+Xni/XfGNr+zb+0Hoo8KWUWiW/xMhkeRdZ3fYZpNT0+ZrdF8n94vmtgtlcF2ODjn9ALjxZ8SEhDQ/D7TJJeMo3iQKPz+zH+VAHodFcBH4p+IbRqX8Bacr45UeIgQD9fs9a/hvWvFWoag0WteGbTR7TYSLiHVRcsWyMLs8pffnPagDqKK5HXNe8YWeqTQ6X4Ts9SsFx5d1LrAgZ+BnKeS2MHI69q1vEmoa1p9jFJoujw6xdM4DwTXv2YKuDlt2xs84GMd6ANiiuC/4Sj4g/9CJp/wD4UA/+MUf8JR8Qf+hE0/8A8KAf/GKAO9orgv8AhKPiD/0Imn/+FAP/AIxV7Rdf8ZXmqQQ6n4RstOsWJ826i1kTsgwcYTyVzzgdR1oA6+ivnj42ftfW/wAL/iBbeCPDfhO8+JfiyWJZJdE8OXHmXdqD/FOvllIU5X5ndSd3AxzXg/xS/bj/AGjfBOsNDdfs+J4K0lV3Nqusy3Ws2yL/AHnksIyF45IAbFAH3/XNfEf4jeHvhN4L1XxX4p1KHStE02EzT3EzAdOiKP4nY8BRySQBXxZ4D/aX/aH+OCpb+CPE3wKuJ5FJ2WGo3U92g7n7PIVbI9GA967jwv8As3+PNQ8V2Hiv4rwyfFvxDp8gnsYNS1qK00ixlHSSCwjg2BwOAzlyOuc80Aeg/sZ+E9a074e+IPGXiSyl0vW/H+v3fimTTZxiWzgm2rbwv/tCFIyR2LY7V7/XBf8ACUfEH/oRNP8A/CgH/wAYqex8SeOZryCO68FWFtbM6iWZddDlFzywXyBnA7ZGaAO2orB8U6p4g037N/YWhW+t793nfaNQ+y+XjG3H7t92efTGPeprLUNam8OtdXOkQW2shHI05b3fGWBO1fO2DqMc7eM96ANiiuC/4Sj4g/8AQiaf/wCFAP8A4xR/wlHxB/6ETT//AAoB/wDGKAO9orgv+Eo+IP8A0Imn/wDhQD/4xR/wlHxB/wChE0//AMKAf/GKAO9orG8RahrVjpsMuj6PBq14zASW8179mVFwckPsbODgYx3o8N6hrWoWMsms6PBpF0rkJBDe/aVdcDBLbFxzkYx2oA2aK4L/AISj4gf9CJp//hQD/wCMUf8ACUfEH/oRNP8A/CgH/wAYoAd4X/5K546/69NM/wDQZ67uvDvDfiTx0vxS8aOngmwedrXTvMjOugBABPgg+Rznn6YrtP8AhKPiD/0Imn/+FAP/AIxQB3tFY15qGtReG1urfR4J9ZKITprXuyMMSNy+dsPQZ52847VB4X1TxDqTXI13QLfRAgXyjBqP2rzM5zn92m3HHrnPtQByXwX/AOQ38Uv+xum/9IrOvTa8E+GGveMbXxN8Uk07wlZahB/wls/72TWRCc/ZLUD5fJPYA9e+O2a77/hKPiD/ANCJp/8A4UA/+MUAd7RXBf8ACUfEH/oRNP8A/CgH/wAYo/4Sj4g/9CJp/wD4UA/+MUAd7RWNp+oa1P4de6u9HhtdYCuV09L3zELDO0ebsGM8c7eM96o+Gta8U6hfPHrXhm10e1CErPBqouWLZGF2+UuOM857UAfDv7Gf/Jc/BH/YC8Zf+pK9foTX5rfsn6r4is/jh4SOmaBbakyaP4vWFZdR8jzUPiNyzH9220hvlxznrkdK+7P+Eo+IP/Qiaf8A+FAP/jFAHe0VwX/CUfEH/oRNP/8ACgH/AMYo/wCEo+IP/Qiaf/4UA/8AjFAHe187/wDBQT/k0Px9/u2P/pdb17f4Z1DWtQspZNa0eDR7lXwkMF79qDLgfMW2LjnIxjtXzH+3Tr3jC8/ZY8cw6n4Ts9OsGFn5l1FrAnZP9NgxhPJXOTgdR1oA+tF+6KWuY8Sa14p0+9SPRfDNrrFqYwWnn1QWzBsnK7fKbPGOc96yf+Eo+IP/AEImn/8AhQD/AOMUAd7X59/Fr/kjP7ZH/Y6WX/ovTK+x/wDhKPiD/wBCJp//AIUA/wDjFfCnxS1jxNJ8If2tkm8OWsUM3i+za7kXVNxtn8vTsKo8r94Dhecjr045AP0nX7o+lfP/AMTP+T0Pgh/2APEn8rGvYPCuq+ItSaca5oFtoqIF8loNR+1eZ1zkeWm3HHrnNfPvxG1bxI37bHwbWTw9bJFHpXiGOCQalkywk2QaUjy/lIGDsyc5xkYoA+o6K5/xRqniHTWthoWgW+thw3nG41H7L5eMYx+7fdnn0xj3rC/4Sj4g/wDQiaf/AOFAP/jFAHe0VwX/AAlHxB/6ETT/APwoB/8AGKP+Eo+IP/Qiaf8A+FAP/jFAHe0Vy/hvWvFWoagYtZ8MWmkWmwkXEOqi5YtxhdnlL7857VFruveMLPVJodK8J2ep2K7fLupdYEDPwCcp5LYwcjr2zQB1tFY3iTUNa0/T4pNG0eHV7tnAe3mvfsyquDkhtjZ5wMY71zf/AAlHxB/6ETT/APwoB/8AGKAO9orgv+Eo+IP/AEImn/8AhQD/AOMUf8JR8Qf+hE0//wAKAf8AxigDvaK4/RvEHjO71O3h1LwhZafYscS3UetCZoxg8hPJXdzgdR1q14m1nxRp98kei+GrXWLUoGaefVBakNk/Lt8ps8Y5z3oA6aisa81DWofDi3Vto8FxrJRCdOa92RhiRuXzth6DPO3nHaub/wCEo+IP/Qiaf/4UA/8AjFAHe18reA/+UkHxR/7EfSv/AEe1e2f8JR8Qf+hE0/8A8KAf/GK+ZvBOveMF/wCCgnxKuI/CdnJqbeDNMWWyOsAJGgmbDCTyfmJ9Nox60Adh+zv/AMntftWf73hf/wBIJq6j9vT/AJNH+Iv/AF6wf+lUNeYfs8a14q/4bS/aWb/hGbTzp5fDIvo/7VGLRRZSgMp8r97lcnHy4xjvmu9/4KDXmp2/7K/jaKy02K8tJbaL7TcSXXlNABcw7SF2nfk5HUY96AOX/wCCqf8AyY/44/676d/6Ww163+yF/wAms/Cf/sWdP/8ARCV4p/wU1utRvf2DfGc2q6fHpl81xYb7WG5+0Kv+nQ4+faucjB6cZrt/2U/EXje3/Zp+F8dn4Msbu0Xw5YiKd9cEbSL5C4Yr5J259MmgD6Rorgv+Eo+IP/Qiaf8A+FAP/jFH/CUfEH/oRNP/APCgH/xigDvaK4L/AISj4g/9CJp//hQD/wCMV0niDUNasdMim0jR4NVvWYB7aa9+zqgwckPsbODgYx3oA2aKxvDeoa1qFjLJrWjw6PdK5CQQXv2kMuB827YuOcjGO1c2fFHxAzx4E08j/sYB/wDGKAO9orgv+Eo+IP8A0Imn/wDhQD/4xR/wlHxB/wChE0//AMKAf/GKAO9orgv+Eo+IP/Qiaf8A+FAP/jFdLdahrMfhsXUGkQza15asdNa92xhiRuXzth6DJzt5x2oA2KK5/wAL6r4i1J7ga7oFtoqoF8poNR+1eYTnOf3abcceuc1k33iPxzDezx2vguxurZXYRTProjMi54Yr5B25HbJxQB21IzBVJJwK4CTxb4+hXc/gXTgP+xgH/wAYqhN4t+IF0efA2nqnZf7fH/xigDvbi6a4JVDtj7n1qELt4FcL/wAJN4+6f8INp+P+w+P/AIxXR6fqGs3Hh97m80iG01YK5WwS98xGIztHm7BjPHO3jPegDXpfrXM+HNY8UX980es+GrXSLXYSJ4dUFyxbIwu3yl9+c9qg1rXPGFpqk8OmeE7PUrJSPLuZNYEDPwCcp5LY5yOp6ZoA62rNvab8M4wvp61wsev+PoV8yTwLp5xzj/hIB/8AGKY/jH4gtIGHgfTwB0H9vj/4xQB6Fdq3lfJwo6gVRrlo/Fnj+ZcjwJp/v/xUA/8AjFbGh3Gt3lrNNrOjQ6NMHwkMF79qDLgclti457YoA0gxXOCRmkrktH13xfdapDDqXhSz0+wYkSXUesCZkGDghPKGcnA6jrVjxJrHifT75I9F8N2ur2pTc002qfZiGyfl2+U2RjHOe9AHSVJDMYXyOR3FcD/wk3j7/oRtP/8AB+P/AIxR/wAJN4+/6EbT/wDwfj/4xQB6gCssfqprPuIDC3+yehrhrfxd4/hOP+EG08qf+o+P/jFdR4a1LxDq7XCa94fttFjVQYnt9SF0ZDznI8tduOPXrQBcpK5uXUvGUestCPCtidLE+wXp1gB/K3Y3+X5PXHO3d7ZqfxRqfiDTTbf2HoVvrW/d5vn6h9l8vGMY/dtuzz6Yx70Ab1ecftI/8m8/E3/sWtR/9JpKuf8ACTePv+hG0/8A8H4/+MV5/wDtCeIvG83wG+IqXXgyxtrZvDuoCSZdcDlF+zvlgvkjOB2yM0AeW/8ABJT/AJM903/sMX3/AKGK81/bOHmf8FI/2a1U87rUf+Tj10v/AASw1LxbB+yfp8Wj+GLTVLEaten7VNqot2LbxkbPKbp65ri/2rLzWLv/AIKPfs1nWdGg0WdZbUJFBe/ag6/a3+YtsXBz2xQB+m9vbLbrxy3dqmrkte13xfZapLDpXhSz1SxULsuptYFuzcDOU8psYOR15xWp4i1DWrDT4pdH0eDV7xnAe3mvfsyquDkh9jZ5wMY70AbNFcF/wlHxB/6ETT//AAoB/wDGKP8AhKPiD/0Imn/+FAP/AIxQB3tFcF/wlHxB/wChE0//AMKAf/GKu6P4g8Z3epwQ6j4QstPsmbEtzHrQmaMY6hPJXdzjuKAOwr8/P+C0n/Jt/hT/ALGeH/0nnr7d8Tax4o0+9jj0Tw1a6zbFMtNPqgtSrZPy7fKbPGOc96+Gf+CyU1zcfsw+DZLy2W0u28RwNLbpL5ixt9mnyofA3AHvgUAff+i/8gaw/wCveP8A9BFXa830jxP4/XSbIL4F09l8hMH/AISADPyj/phVv/hKPiD/ANCJp/8A4UA/+MUAd7RXBf8ACUfEH/oRNP8A/CgH/wAYqaz8SeOpbuFLjwTYW9uzqJJV10OUXPLBfIGcDtkZoA7eisHxTqniDTRbf2FoVvrZfd532jUPsvl4xtx+7fdnn0xj3qWw1DWpvDr3V3o8FrrAVyunpe+ZGzDO0ebsGM8c7eM96APMf2o/+Rc8Cf8AY86D/wClsdYv7Cf/ACbrYf8AYc1z/wBOt3WP+0n4i8bT+H/BQu/BtjaqvjTQ2jZNbEm+QXibUI8kYBPGe3oa+QvgnF4Xm8EzSav8TdQ8M6i2saqZtKtvikukxwH7fPwLYxHZkc5z82d3egD9VqK/Ob7L4F/6LXq//h6k/wDjNH2XwL/0WvV//D1J/wDGaAP0Zr50/Yi/5Ev4jf8AZQtf/wDSo14r4g8O/B+x0uKbSP2jvEOq3zMoe1m+K626oMHJD7Wzg4GMc5r6I/ZG8N+HfC/wqmt/CtzHqOl3Gp3N42oJ4gXWWup5GDSu9wqKN27gjHbPegD22vGf2Yf+QP8AEL/setb/APSk11TeKPiBuOPAmnkdj/wkA/8AjFeRfs3+IvG0Ok+PBa+DbG6VvGustIW1sR7HNwdyD9ycgHv39BQBc/bc/wCRW+F3/ZRtB/8AR7V9G18lftc634r1DR/hfFrPhe00iz/4WHoR+0Q6sLlt3nnA2eUvX1zX1rQAUUUUAePeKP2ltM0fxNqWhaB4P8XePbzS5fs+oTeGtME1tazYDGFppHRDIAQSqkkZAODxXSfC74yaP8VG1K1trDV9A1vTPLN9omv2TWl5brJu8tyhyGRtj4dSVJVhnIIr538SePrb4X/FPxLo3gn4mr4c03UtaMmpnXvCU+paNp+qThC8Iv45YlhdyVYxuzAM+MqTtr1z4RaINH+L3jRfEXimXxZ8RDpOmtfXEemrY2VtYtJdfZ4oIwznl1uGYs7MSV5AwKAOq+AP/JFvBn/YMh/lXf1wHwB/5It4M/7BkP8AKu/oAyPFnirS/A/hnU/EGt3QstJ06Brm5nKs21FGThVBLHsAASSQBXi4/bD0jUriSz0LwB4813V7SI3Op6THov2a7063/gllSd0yJBuKKhZm2NgZUivS/jNpPh7XPhb4ksvFeq/2F4fktG+1ap56wmzAIZZg7cKUYKwJ4yBXgvij9qL4P6B4Tgt7X416AfGmtJaaJP4x04Wc1yNpcrcTRbhGqLul5I2oZM47UAel+PvFWmeONF+EPiHRrn7XpOp+JbG7tZ9pXfG9vOykg8g4PQ8ivY68F1DRdA8O/D/4HaZ4Vvhqnh2117T47C+Ewm+0xC2n2y7xwxb72Rwc171QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX5+/sq/8nJ+Gv+5+/wDT7BX6BV+fv7Kv/Jyfhr/ufv8A0+wUAesft0eA0bTdE+IUljcX+iaVaX2g+LLezXdM2hX8apcTIoBLNbukUwAB4V+Ku/so/tCWU2i6N8MPGur2kHjjTLSOHTb5pQLbxPYBcW9/ZyE4l3xhd6AllYNkV9NSxJPE8UqLJG4KsjDIYHggjuK+Rvil+wPaX1rdw+ANR0u00OeZ7o+B/Fdgb/RI5m5aS0Kss9ixOSTC+Mn7vTAB9dSSLGjO7BEUZLMcAD1NfD37V37Rnhr4ktB4d0e7/tj4feHNTt9Q8T6pYnzIdVu4XElnodmQCLieaZYy4TIRV5zyByH/AAwz8W9SVNO1Cw8G3OlAgfZdU8Y+I7+wUDpi1eYBgP7rsR2NfRPwZ/Y50nwDrGleIfFmrjxlr+kqRpNrHYRWGj6LnqbGxj+SNuxkYs5xndkmgDx74pfDXVvhv/wT58RN4lRY/GHiLX9N8R68i/djvbvW7OR4h7RqUj/7Z57191V87/8ABQD/AJNU8Uf9hHRP/TxZ19EUAFFFFABRRRQAUUUUAFeOftWfFbVfhV8KHfwyEbxn4gv7bw94fWUAot9dPsSRuD8sa75Dwc7Md69jr5w/a2Mcfj39naS6/wCPJfiDbh93TzDaXIi/8ibaAPRvgP8AArQfgL4LTR9LDX2q3TfadY126+a71W7bJkuJnJJYli2AThQcCvSaKKAPL/iX+zF8LPi80k3irwPpOoX7nd/aUcP2e9Rh0ZbiLbIrA9CGrxrxDB8QP2K408Qw+ItW+JvwWhkX+2LDXHNzrOgQk4NzBOBuuIUyC0bgsoBIPUj61qlrWj2XiLR77StSt0u9PvoHtrm3kGVkjdSrKfYgkUAP0vVLTW9NtNRsLmO8sbuJJ7e4hYMksbAMrKR1BBBB96tV8+fsHahdS/sz+H9HvZ2ubvw3eaj4daZzyy2d7NBF/wCQ0jH4V9B0AFFFFABRRRQAUUUUAFFFFAHAeNPjRovgLxjDoOqxXEYbQb/xDJeooaOK3tGiEoIzuLHzgRgfwmuL8J/tGa5qF74SuPFHw8uvCfhvxdNHb6LqjanFdSeZLG0kCXUKKDAZFU4w0gDEBiM11Hxe/Z78JfGqazu9dOq2ep2drPZW+o6Nqk9lMkE23zYz5bBXVti5V1YcVz918GtJ8J6h8JreRvFnijT/AAw6WGnWrTpNbW8qwusd/ecKXZEyityAXBC55AB2Hhf/AJK546/69NM/9Bnru64Twv8A8lc8df8AXppn/oM9d3QB5b41+L+u2Pje58IeC/BM3jDWrKzhvb+afUY9PsrRJWdYlaVldmdvKc7VQ4AySMimeD/jB4hn8bWHhTxv4Gl8IanqcE0+nXVrqceo2V15IUyR+YqoySBWDYZACAcE4NeV/tE3Cf8AC0rm48I6Z8RP+Es0vSIJ9d1TwHcWqBLJnl8iOWC5JS5kBWdlRELgFueQKvfCVvCSfEfwDrcXjLxN8UNU8U6TqUuka3rV1F5GnwwGD7RGtvHHGscjGRVbKbwYypxyKAPTvgv/AMhv4pf9jdN/6RWdem15l8GP+Q38Uv8Asbpv/SKzr02gAooooAKKKKAPz2/Yz/5Ln4I/7AXjL/1JXr9Ca/Pb9jP/AJLn4I/7AXjL/wBSV6/QmgAooooAK+d/+Cgn/Jofj7/dsf8A0ut6+iK+d/8AgoJ/yaH4+/3bH/0ut6APodfuilpF+6KWgAr8+/i1/wAkZ/bI/wCx0sv/AEXplfoJX59/Fr/kjP7ZH/Y6WX/ovTKAP0DX7o+lfP8A8TP+T0Pgh/2APEn8rGvoBfuj6V8//Ez/AJPQ+CH/AGAPEn8rGgD6BooooAKKKKACiiigAooooAKKKKACiiigAooooAK+VvAf/KSD4o/9iPpX/o9q+qa+VvAf/KSD4o/9iPpX/o9qAH/s7/8AJ7X7Vn+94X/9IJq6j9vT/k0f4i/9esH/AKVQ1y/7O/8Aye1+1Z/veF//AEgmrqP29P8Ak0f4i/8AXrB/6VQ0AcL/AMFU/wDkx/xx/wBd9O/9LYa9b/ZC/wCTWfhP/wBizp//AKISvJP+Cqf/ACY/44/676d/6Ww163+yF/yaz8J/+xZ0/wD9EJQB67RRRQAUUUUAFFFFABRRRQAUUUUAFQ3FytuuTy3ZaZdXgh+Vfmk9PSqHLMWc7mPegBZHaZt0h+i9hRRSUALRSUvNACVNbSCOQEjI6Z9KZ5bf3W/Km0AaNyN8DY571nVNDdGOMqRu9KhzQA+GYwvkdO4rRBWaP1U1lVPbXHktg/dPWgBtxAYW9VPSoq1XRZkweQazZYzC20/gaAGUUUUAFXoZfJtwXP0FUaXPvQA+aZpmyeB2FR0UMwX+lAATjk157+0ZbNN+zv8AE2RvlQeGdSI9T/o0lemW1kWw8v4LXCftLf8AJuvxP/7FnUv/AEmkoA+dP+CQ/wDyZtpv/YZv/wD0MV5l+2x/yks/Zm/3rX/0sevTf+CQ/wDyZtpv/YZv/wD0MV5l+2x/yks/Zm/3rX/0segD9IaKKKACiiigAooooAK/Pz/gtJ/ybf4U/wCxnh/9J56/QOvz8/4LSf8AJt/hT/sZ4f8A0nnoA+9tF/5A1h/17x/+girtUtF/5A1h/wBe8f8A6CKu0AFFFFABRRRQB4x+1H/yLngT/sedB/8AS2OvOf2MPhL4H8T/AAHtdS1jwboGq6jNrmt+Zd32mQTSvjVLoDLspJwAB16CvRv2o/8AkXPAn/Y86D/6Wx1i/sJ/8m62H/Yc1z/063dAHo3/AAoX4Z/9E88K/wDgltv/AIij/hQvwz/6J54V/wDBLbf/ABFd3RQBwn/Chfhn/wBE88K/+CW2/wDiK8o/YVsbbTPh/wCP7Szt4rW0g8f69HFBCgRI0FzgKqjgADsK+kq+dP2Iv+RL+I3/AGULX/8A0qNAH0XXjP7MP/IH+IX/AGPWt/8ApSa9mrxn9mH/AJA/xC/7HrW//Sk0Acz+25/yKvwv/wCyjaD/AOjzX0ZXzn+25/yKvwv/AOyjaD/6PNfRlABRRRQB5R4Z+CLaLqXj3StRu7HXvh94ruJ9Qk0O9sszQ3FwR9oQy7trwtgsFKhlLH5iAKxvgT+z5q3wb8feLNSufFUniTQ77TdP0vR47yM/bLO2tnunWGWXJ87b9pCq5wxVQGyRuPuFFAHAfAH/AJIt4M/7BkP8q7+uA+AP/JFvBn/YMh/lXf0AQX1jbapYz2d7bxXdpcI0U1vOgeORCMFWU8EEcYNfN/ij9k/ULTxN4Lj8HavZ2/gXS/Elrrlz4d1WJpDZiINlLKUZZY23H9y+VHGwoBtP0vRQB5h8aI0huvhoiKqIvi20AVRgAeRcV6fXmXxs/wCP74bf9jdaf+iLivTaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/P39lX/AJOT8Nf9z9/6fYK/QKvkHxB+yD468AfH9viT8GfEeh2Ntd298tx4f8Wi5mtbW4upYpLiW28r5gJGiVmUnAbJH3sAA+vqK+cv7N/aw/6DPwk/8A9S/wDiqP7N/aw/6DPwk/8AAPUv/iqAPo2ivnL+zf2sP+gz8JP/AAD1L/4qj+zf2sP+gz8JP/APUv8A4qgCX/goB/yap4o/7COif+nizr6Ir4++MXwb/ad+NPw9v/CGseIPhbbafeT2s7yWlrqCyBoLmK4TBJIwWhUHjoT0612n9m/tYf8AQZ+En/gHqX/xVAH0bRXzl/Zv7WH/AEGfhJ/4B6l/8VR/Zv7WH/QZ+En/AIB6l/8AFUAfRtFfOX9m/tYf9Bn4Sf8AgHqX/wAVR/Zv7WH/AEGfhJ/4B6l/8VQB9G0V85f2b+1h/wBBn4Sf+Aepf/FUf2b+1h/0GfhJ/wCAepf/ABVAH0bXkv7UXwkv/jF8JbzTtCmS18W6Xcwa34fupMBYtQtnEkO7PG1sGM57Oa4z+zf2sP8AoM/CT/wD1L/4qj+zf2sP+gz8JP8AwD1L/wCKoA7n9n34/aP8dvCbTxodH8WaYfsviDw1dfLd6Vdrw8boedpIJV+jDHfIHqlfCnxZ/ZM+P3xY8Q23idtc+G/hPxtaqI4fFXhcanY6h5fH7t3ViJU4HyyK2McYrr/CngH9tDwzpsdpd/Ev4Z+J2QYF1q2l3KTEe5hRAfqRmgD68rzv46fG7QvgP4Dutf1h/tF6/wDo+l6RDlrrVLxuIraFACzMzEDgHAJJ4FeXR+A/2pvEsYttX+KPgTwfCRh7rw14clvbn32/apAin3KnHoa6n4X/ALJ/hbwB4qXxhrep6x8RPHiqVj8SeK7n7TPbKeq20YAjgU5P3FB5xnHFAF39k34Z6r8KfgP4d0fxCB/wk10bjVtYC4wt5dzvcTJwcfI0uzj+5Xr9FFABRRRQAUUUUAFFFFABRRRQB45+0T4K+J/iSz0rUfhp42u/D1xp7sb7RreK0H9pxHGVSaeGQRSrj5SRsOcNj7w8h/Znt/E3jD44+OL+f4meOJ7bR4NJF7oviDTrK3keVkut9vOi267dmAQ0JAcMDuYbTXonx9i8Sa98UPBPhqPxJ4l8GeFdStbrZrHhiLc7aqrRfZ4bh/LcJFsMrAMArkYY8AHitN8H+Jvhr8RPhch8TeJPEXxN1u8M/iyL7Xc3GjPYGOT7RJ5bfuLdI3EYiCBXJwPmyaAPd/C//JXPHX/Xppn/AKDPXd1wnhf/AJK546/69NM/9Bnru6AOJl+F8CfFePx3Y6zqWnXUtkthqWmwshtNRjTzDC0qspZXjaVyGQqTnByOK5fS/wBmfw34f+OEfxK0i7vtNnMV35+iROPsElxcCMTXKpjKSuIY9xU4YrkjOSfXq5zxZpfijUJLY+Hdf0/RUUN5y32lNemQ8YIInj2459c57YoA+X/+CfvgvVvC/iv9oafVL++vFbx1cWNut5O8oSOEblK7icZWZRx1CL6CvsOvI/Dvws8deFbnW59P8baDE+sX7ald/wDFMP8ANM0ccZI/0z0iX8c1tf8ACNfEz/oe9B/8JiT/AOTaAPQqK89/4Rr4mf8AQ96D/wCExJ/8m0f8I18TP+h70H/wmJP/AJNoA9Corz3/AIRr4mf9D3oP/hMSf/JtH/CNfEz/AKHvQf8AwmJP/k2gD44/Yz/5Ln4I/wCwF4y/9SV6/Qmvjew/Yf8AHPgX40X3xH8A/E3RfD+oahb3ENxps/hmSaxjaaSOSWSGI3n7su0YZsHGckDmum8X/s7/AB6+JWnjTNf/AGg4dF0zIaRfCfhn7BPPz915vtLOFxn7hXrzQB7n42+L3gb4a7f+Er8YaH4cZhlU1PUIoGYeoVmBNcJD+2p8CLi48hPiz4U8zOPm1OMD8ycVxPgr9iPS/ATebpqeCbm/J3Salq3hGS/vJW7s88967sx9c16HdfCPxTe2f2S41zwbPa4x5EvgsMmPTabvFAHoXhTxx4d8dWH27w3r2m6/Z9DPpl3HcIPYlCcV4l/wUE/5ND8ff7tj/wCl1vXIeL/2A7HxLdDUdM1nQfA3iBOYdc8G+HptJu4z65hvQrD2dWFQePP2Ufjl49+GF/8AD3VvjxpeteHrpYka71PwkDqDrHIki75Y7lQSGQc7ckdSTzQB9er90UtfPn/Cu/2kv+iy+Dv/AAiH/wDk2j/hXf7SX/RZfB3/AIRD/wDybQB6z8VPiJYfCX4c+IvGOqRTXFjo1nJdyQW4zJLtHyoo/vMcKPc1+RHjhvGHxQ+H/jfx9q3iXWPCv/CXXerapeeD9Ol2WdtcWN/pVkqzA5Mx2ytndgBkXAHOfrP9srw78d/Cf7OfinWPEHxa0DUbCzezmSx0nwfJDcXNwt3CbeJXF0+N0vlg5UjBPFfLml6hqOrfsr299q8Rg1a6t/Fc95G0ZjKTNr2jNICp+7hieO1AH6Hr+zt8Tto/4yP8Zf8Ago0r/wCRq8Y8efB34m6L+1R8JrG0+OOq32s3eja69vqutaDY3AtEQWnmIkUaxBt+5clicbBjqa+6F+6PpXz/APEz/k9D4If9gDxJ/KxoAP8AhT/x8/6OGtP/AAhLT/49R/wp/wCPn/Rw1p/4Qlp/8er6BooA+fv+FP8Ax8/6OGtP/CEtP/j1H/Cn/j5/0cNaf+EJaf8Ax6voGigD5+/4U/8AHz/o4a0/8IS0/wDj1H/Cn/j5/wBHDWn/AIQlp/8AHq+gaKAPn7/hT/x8/wCjhrT/AMIS0/8Aj1H/AAp/4+f9HDWn/hCWn/x6voGigD5+/wCFP/Hz/o4a0/8ACEtP/j1H/Cn/AI+f9HDWn/hCWn/x6voGigD5+/4U/wDHz/o4a0/8IS0/+PUf8Kf+Pn/Rw1p/4Qlp/wDHq+gaKAPn7/hT/wAfP+jhrT/whLT/AOPUf8Kf+Pn/AEcNaf8AhCWn/wAer6BooA+fv+FP/Hz/AKOGtP8AwhLT/wCPV5d+z3oPifw3+318T7Lxd4rj8ZawPBmmsdTj0yPTwUM7bU8pGYceuec19pV86/Gr4c6l4j+JU/jL4X3P9k/Fzwpp9v5iXRxYa7YzNKRYXHPrFIVkxlGIOcdADD/Z3/5Pa/as/wB7wv8A+kE1dR+3p/yaP8Rf+vWD/wBKoa8A/ZV/aU8HTftOftGeIvGOo2vw4u9VPh6I6R4ou47S4iuILSeK4i+cjfscY3DghlPcV3/7an7Qnww8W/sweO9I0T4heGdW1S6t4EgsrPVoJZpW+0xHCqrEk4BPHpQBN/wVT/5Mf8cf9d9O/wDS2GvW/wBkL/k1n4T/APYs6f8A+iEryT/gqn/yY/44/wCu+nf+lsNet/shf8ms/Cf/ALFnT/8A0QlAHrtFFFABRRRQAUUUUAFFFIzBQSTgUALVK6vescXLd29KjuLwzZSPhO7etQKu0YFAAq49z60UtFACUUtSW8XmyBe3egB0Ft5nzN8qetTi4hh4UfiBUd5J83ljhVqtQBpR3CSdDz6Glkt0k6jB9RWZmrVvdkfK5yOzUAQzQNC3PI7Goq1nUSKQeQazZojC+09OxoAZRSUtAFq0uNvyMeO3tViaETLg9exrNrQtJC8Pzfw8ZoAptbyBtu05qNhtbHQ1auLzqsZ47tVWgBKWkpVVpX2RjJ7nsKAE5LBVG5j2q9a2Yi+d/mk/lT7e1W3Xjl+7VPQA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</a> <br><br></div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Installation length</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">This is the distance from the front to rear mounting hole centres <strong>when the actuator is retracted</strong>.<br> <table style="width: 100%; max-width: 390px; margin-left: -4px; margin-top: 4px; margin-bottom: 4px;" cellpadding="4"> <tbody> <tr> <td style="width: 49.9573%;"><strong>100mm stroke:</strong> 215mm</td> <td style="width: 49.8721%;"><strong>200mm stroke:</strong> 315mm</td> </tr> <tr> <td style="width: 49.9573%;"><strong>300mm stroke:</strong> 445mm</td> <td style="width: 49.8721%;"><strong>400mm stroke:</strong> 545mm </td> </tr> <tr> <td style="width: 49.9573%;"><strong>500mm stroke:</strong> 675mm</td> <td style="width: 49.8721%;"> </td> </tr> </tbody> </table> Add the <strong>Installation Length</strong> to the <strong>Stroke Length</strong> to get the full travel distance, measured between the centre of the two mounting holes.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Mounting</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Two 8mm holes. One is towards the end of the piston rod, the other is on the rear of the gearbox housing. Designed-for-purpose mounting brackets are <a href="../t/all-categories/actuator-accessories">available here</a>.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Body material</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Cast & extruded Aluminium, with painted Steel motor can, rated to IP66</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Certifications</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;"><img class="fr-dii" style="width: 120px;" title="UKCA_RoHS_Symbols.jpg" 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" alt="UKCA and RoHS compliant product"></div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Operating temperature</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">-15°C ~ +45°C</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Transmission</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Two-stage low-noise nylon worm-and-wheel. First stage 29:2 ratio (2-start worm), second stage 9:4 ratio (4-start worm), cumulative 32.625:1 ratio. With a 2.5mm pitch 2-start lead screw.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Limit switches</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Two limit switches are installed at the ends of travel which automatically stop travel at the fully retracted and extended positions. The internal circuit is as pictured below (click on image to expand):<br><a href="../resources/Limit-Switch-Actuator-Diagram_Gimson-Robotics2.jpg" target="_blank" rel="noopener"> <img style="width: 100%; max-width: 650px;" title="Limit-Switch-Actuator-Diagram_Gimson-Robotics2.jpg" 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"> </a></div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Cable</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">2m long, with 2 x 18AWG cores (Brown and Blue, to motor) plus 4 x 22AWG cores (to quadrature encoder), when the standard option is selected</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Weight</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">When with standard lead, no connector<br> <table style="width: 100%; max-width: 390px; margin-left: -4px; margin-top: 4px;" cellpadding="4"> <tbody> <tr> <td style="width: 49.9573%;"><strong>100mm stroke:</strong> 1280g</td> <td style="width: 49.8721%;"><strong>200mm stroke:</strong> 1480g</td> </tr> <tr> <td style="width: 49.9573%;"><strong>300mm stroke:</strong> 1740g</td> <td style="width: 49.8721%;"><strong>400mm stroke:</strong> 1940g</td> </tr> <tr> <td style="width: 49.9573%;"><strong>500mm stroke:</strong> 2170g</td> <td style="width: 49.8721%;"> </td> </tr> </tbody> </table> </div> </div> </div> <p><br><br></p> <div class="container" style="float: left;"> <p><br>If you have any queries about this item, including requests for bulk-pricing information, then please <a href="../../../pages/contact">contact us</a>.</p> </div>
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GLA3000-N 24V DC Low-Noise Linear Actuator with Encoder - Gimson Robotics
<h5><strong>Description</strong></h5> <hr style="margin-bottom: 10px; margin-top: 6px;"> <div style="float: right; display: table; border: 2px solid #e1e1e1; padding: 5px; margin-left: 17px; max-width: 220px; width: 100%;"> <div style="float: left;"><strong>Download Datasheet</strong><br><a href="../resources/GLA3000-N_Linear-Actuator_Summary-Specifications-2023.pdf" target="_blank" rel="noopener">GLA3000-N Actuator</a></div> <div style="float: right; margin-right: -5px;"><a href="../resources/GLA3000-N_Linear-Actuator_Summary-Specifications-2023.pdf" target="_blank" rel="noopener"><img title="Download-PDF-Terms-Icon.jpg" src="data:image/jpeg;base64,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" alt="PDF Download Image" width="60"></a></div> </div> <div>The GLA3000-N offers the same sturdy outer body as the <a href="../products/gla4000-s-12v-dc-low-noise-linear-actuator">GLA4000-S model</a>, but with a 24V rated motor (versus the more-common 12V) and also with a built-in encoder. In applications operating from mains AC via a power supply (AC to DC adapter), where adjustable position control or synchronisation is necessary, this is often the ideal choice.</div> <div style="height: 12px;"> </div> <div>We stock stainless steel mounting brackets designed for use with this actuator, <a href="../products/heavy-duty-stainless-steel-actuator-bracket-10mm-pin">see here for details</a>.</div> <div style="height: 12px;"> </div> <div style="height: 12px;"> </div> <h6><strong>Integrated Encoder, for position detection and synchronisation</strong></h6> <p>The actuator has a hall-sensor based quadrature encoder built-in to the motor. The encoder is powered by two of the six cores of the main cable (+Vcc <strong><span style="color: #b8312f;">Red</span></strong>, -GND <strong>Black</strong>) and accepts a supply voltage of 5V. It has a dual-channel output (channel A <strong><span style="color: #fac51c;">Yellow</span></strong> lead, Channel B <strong><span style="color: #e67e23;">Orange</span></strong> lead), with each channel generating <strong>15.6</strong> pulses per millimetre of travel (3 complete pulses per motor revolution). One of the channels is out of phase with the other, as such it is possible to tell both the speed (from pulse frequency) and direction (by reading the pulses of one channel and comparing it to the other) of the motor. The nature of the signals that are generated is illustrated below. Given a maximum no-load travel rate of 9.5mm/s for the 24V motor (when run at 24V) the maximum pulse frequency would be ~<strong>148.2Hz</strong> per encoder channel (the frequency rate would be greater than this if your controller is counting all rising/falling edges as opposed to only HIGH/LOW signal state changes). When used with the appropriate controller the encoder signals can be used for positional control with much greater accuracy and consistency than potentiometer-based actuator feedback systems. </p> <p><a href="../resources/GLA1500-N_Hall-Sensor-Encoder-Signal.jpg"><img style="width: 100%; max-width: 600px;" title="GLA1500-N_Hall-Sensor-Encoder-Signal.jpg" 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alt="Quadrature Encoder Signal Output Actuator Extending Retracting"></a></p> <div style="height: 12px;"> </div> <h6><strong>Leads & Connector Options</strong></h6> <p>The actuator comes with a 2m long PVC-insulated lead as standard, with a Male 6-pin connector (4.2mm pitch, 3x2 format, latched) on the end (see below for connector image). The cable has six internal cores: <strong><span style="color: #2969b0;">Blue</span></strong> and <strong><span style="color: #654321;">Brown</span></strong> (to the motor, thicker wires), <strong><span style="color: #b8312f;">Red</span></strong> and <strong>Black</strong> (positive and negative power to the hall sensor encoder circuit, thinner wires), <strong><span style="color: #fac51c;">Yellow</span></strong>, and <strong><span style="color: #e67e23;">Orange </span></strong>(outputs from the encoder, channel 1 and channel 2, also thinner wires). The connections are illustrated in the below diagram which also shows the limit switch circuit inside each actuator, in series with the brown and blue motor leads.</p> <p>The option is provided, above, for us to include a Female 6-pin connector to match the connector on the actuator lead. The Female connector lead length in this case is ~200mm, with bare tinned lead ends. If you have a custom lead length or connector requirement, please <a href="../../../p/contact">contact us</a>.</p> <div class="row"> <div style="float: left; margin-left: 10px; margin-right: 20px; margin-bottom: 28px;"><a href="../resources/GLA750-HS_GLA3000-N_Encoder-Wiring-Diagram.gif"><img style="width: 100%; max-width: 500px;" title="GLA750-HS_GLA3000-N_Encoder-Wiring-Diagram.gif" src="data:image/gif;base64,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" alt="Actuator Motor and Encoder Circuit Connections Diagram"></a></div> <div style="float: left; margin-right: 10px;"><img style="margin-top: -20px; width: 70%; max-width: 440px;" title="6-Pin_Male_Mini-Fit-Jr_Actuator-Connector.jpg" 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alt="6-Pin Male Actuator Connector"></div> </div> <div> <h6><strong>Output Orientation</strong></h6> </div> <div>Both ends of the actuator can be rotated by 90 degrees so that the motor points perpendicular to the two mounting pin axes, which can allow the actuator to fit into tight spaces where the motor would otherwise collide with the surroundings. The below picture shows an example actuator with both brackets rotated. If this change suits your installation you can either <a href="../../../pages/contact">request this modification</a> to be made in advance of ordering, or if you are careful it is possible simply using a large cross-head screwdriver (the extending rod-end must only be rotated by 90 degrees anti-clockwise maximum, and the four screws retaining the rear bracket must be replaced securely but not over-tightened).</div> <div> </div> <blockquote><img style="width: 100%; max-width: 600px;" title="GLA4000-S_Rear-Bracket-90-Degree-Rotate-Perpendicular-Motor-Rotation2.jpg" 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"></blockquote> <h6><strong>User Advice</strong></h6> <div>To change the direction of travel (between extend and retract) simply swap the polarity of the DC power source supplied to the two actuator leads. This may be achieved using hardware such as our <a href="../products/rocker-switch-harness-for-linear-actuators-and-other-dc-motors">rocker switch harness</a> or <a href="../products/gla-cu-x3-actuator-and-dc-motor-remote-control-unit-rolling-code-433mhz">GLA-CU-X3 remote control unit</a>. By varying the input voltage between 0-12V DC it is possible to control the speed of the actuator. Reducing the voltage will also reduce load capacity (for example at 6V the actuator will have roughly half of the maximum load capacity at 12V). As with any DC motor the actuator may be run at a higher voltage than the nominal 12V DC however operation at higher voltages <strong>will invalidate the warranty</strong> as it creates an increased risk of premature failure.</div> <div style="height: 12px;"> </div> <div>Shock loads through the mounting points should be avoided (shock/impact loads may impart a force greater than the rated load through the actuator).</div> <div style="height: 12px;"> </div> <div>Be aware of the 'duty cycle' rating of the actuator, which determines the maximum proportion of the time that the actuator should be in operation for, to prevent overheating and ensure longevity. This is specified under 'Technical Details' below.</div> <div style="height: 12px;"> </div> <div>Ensure that the control hardware and power source are capable of providing sufficient current for the loads you expect the actuator to experience. We cannot be held liable for damage caused to connected hardware due to inappropriate hardware selection.</div> <div style="height: 12px;"> </div> <div>A fuse, or other overload protection (such as active current monitoring), should be used to protect the actuator against stalling due to an overload, which can permanently damage the motor.</div> <div style="height: 12px;"> </div> <div>CAD models (STEP, IGS, Autodesk Fusion 360) of the actuator are available upon request. <a href="../../../pages/contact">Contact us</a> with the size(s) and file formats that you require and we'll attach the files in return. A PDF copy of the actuator datasheet <a href="../resources/GLA3000-N_Linear-Actuator_Summary-Specifications-2023.pdf" target="_blank" rel="noopener">can be downloaded here</a>.<br><br></div> <div> </div> <h5><strong>Technical Details</strong></h5> <hr> <h6><strong>Operating Characteristics</strong></h6> <div class="container" style="float: left; margin-top: 10px;"> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Motor</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">24V DC brushed permanent magnet motor</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Speed / Force</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">9.5mm/s no-load, reducing to ~6mm/s at the full rated 3000N<br><br><img style="width: 100%; max-width: 450px;" title="GLA3000-N_Force-vs-Speed_24V-DC_2022.png" 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"></div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Operating current</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;"><strong>No-load:</strong> ~0.5A during extension, ~1A during retraction (this difference is normal, due to a feature of the actuator to prevent back-driving during the usual compressive loading)<br><strong>Maximum load:</strong> 4A. Do not apply power to the actuator if the load exceeds the maximum rating, this would void the warranty and be likely to damage the gearbox, bearings or motor. If using overcurrent detection to protect the motor, ensure that this is sensitive enough to react quickly to an overcurrent event.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Maximum load</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">3000N (305kg) for supported (linear) loads.<span style="color: #b8312f;">The maximum load should be reduced if the load is not supported in an axial direction, parallel to the movement of the actuator. Longer-travel actuators are affected to a greater extent by off-axis loads.</span></div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Maximum static load</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">3000N (305kg)</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Noise levels</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">< 48dB under no-load<br>< 52dB under full-load</div> </div> <div class="row" style="background-color: #fbfbfb; border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Maximum duty cycle</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">10%. This is the maximum proportion of time that the actuator may be in operation for, up to 2 minutes during any continuous stretch. For example, if operating for 1 minute you should then allow it to rest for 9 minutes before operating again, so as to prevent overheating.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 160px; max-width: 180px; vertical-align: top; padding: 4px;"><strong>Life expectancy</strong></div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 4px;">Nominal 30,000 strokes</div> </div> <div class="row"> <div class="col-12" style="vertical-align: top; padding: 4px; padding-top: 20px;"><span style="font-size: 10pt;">Please be aware that there is likely to be some variation in the operating performance from actuator to actuator, allow for at least 10% difference above/below the given values. If you intend to use the actuators in sets of two or more driving the same assembly then you must ensure that the driven assembly is rigid enough to transfer forces between them effectively or else the output could twist and put excessive stress on the framework and actuators. If your structure is not very rigid, or needs to stay level throughout its travel (e.g. tabletop surfaces rising/falling level to the ground) then please <a href="../../../pages/contact">get in contact</a> to discuss automatic synchronising control options.</span></div> </div> </div> <div class="container" style="float: left; margin-top: 40px;"> <h6><strong>Actuator Build Detail</strong></h6> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Size</strong> <br>(click on image to expand)</div> <div class="col-12 col-lg-10" style="vertical-align: top; padding: 5px;"><a href="../resources/GLA3000-N_24V-Linear-Actuator-Drawing_2022_1000px.gif" target="_blank" rel="noopener"> <img style="width: 100%; max-width: 920px;" title="GLA3000-N_24V-Linear-Actuator-Drawing_2022_1000px.gif" 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0hAVQ4ZdGpgAzzwA4nwCmDQiDyQBrIwBghYVEGQCqdQVD6QCbvoAzvABLKACDywA4XQk42YgBiZCZFGBEbgAyp4Z0XgA0ewkz1ZZ5gogkS1gzwACLIgCJtoBEo3aTBQCSThAVBISqVACcfplTIxCX2AMSSClQXhCpfAB4nCnNjpGZn+VwpvOBDlYRGkMJafQwqUsGwqUZYOIABSRp34Nh1rKY8CMQkd1QATIBAXsCVzSUrEgwDaKAvnk5YGGQDTMQGuxwAGwBwU4ISyIAozgARZFXVB1wmKAAmfwAhOcJo7QAiy4AWNOGebKQtxtpmnYHWcMAip+Aiw4AQ7GFVFoAqhwJpD5ZqfsINLMFS0iQWB1olxNlWSuAhrxgU7AKN4ZgRIEAOSQBIfUHnkiQdtcAEGVRqXgClSOqVUWqVWeqVYmqVWimlcqm7q1qX4hmlaOqZkWqZmeqZomqZqiikWUBoNQAHDFSvJ2WqQ0QfeMQEKEACksqZ82qd++qeAGqiCOqj+hFqohnqoiJqoiAqmmMKlagQmDWAB9RcrYNQlfEoJOOJqkzAHJGAB7LanWOqNHVGWxuIHkkIBBVAAGiAZpWAA8CkLk6AAKMYqC1AKk5CfrpJgDZBOggKgsnA5IUOgsMo8BykQg+mgUvWQiOAFZ+AKmQCcc7YDhyALX9ChR8ADjSALSRgEmfAKgzAIinAKgOBnPrAJr8AErCmJRWAKM0pUMupoXMcDPImjLpiJSsiiRcUDZZAKssAITHCvRIUEw4mk5mFf9mZvAkBECssjC9uwDPuwSQKxCxuxFNtDE2uxPJKxE+AArDYBEvCxIAuyEzCyD3uxEsuwJhuxKauwDlv+sRTrsjBLRCp7shW7sjErsTabsqh6sPaWABfQBg3gBofIs6ixABZgsjKLsTebJEhLsxebs05bslF7s00rtUtLsi5rszUbtVqLtUrbsmBrtVU7sTPLtDAbs1B7tWFrtmz7tVZbtis7tlPrtSe7tmQrt3D7tm6LtnU7txLrABLgsR4rAayWnkQLAAtwI16msX0LsSobtBQwKkRrtGI7AYIkEuwoEG26P/3IaVJSCmwZnwqANAEgB3Igj36Aq6BUBwK2KOdzU4NEAL8xAcJBPJOgAQipkAxpBEnQVQ+5BjiAAy2pCTywBJ+ooWBQma2ZCcKYaJvwCaS4A1DgCowQaY/+kIms2XVFgAqcEImtqYJKZ1Q3mqPaKmc1elWRhoydwKJONQUzIJUicXiAQQl50KTsJgAvpqiBKqZfKqVd6qX6G8ACLKhtagBGOwJzMAmKdZWYggl9IAcfELmKRAIDXMEWfMEYnMEavMEc3MFVyqX8Swp6SgALQAEI3AeXQB4aUDVqiqmY4kVu4AESFyJylaUlQYUCET2X6woM4H39GLqwOrqycAEJ4AB+8ZYHETwBxVbioRgMoACZQbscQm4fgJCywIhTx3XXygaycIBJwAObIHQ78MVqIMZLFQSn4Al3tpk1OVQ6wAiZiAPTipuoKQuLoLwyGpxRJwg9GQS0Wa3+Q6VcQZAEPpCuOcCbF9iQRgAE0oiky9mPlNAH3ZmdLxHJpDDJsnCFBkGdfGCelPzJbmFuKIyFYFkRlyCdBFEKKdeVK6F98GEJJWMtsKAACbAKgALEk8AAthw59ak5uFqW/Tgs8UEn3wcAVzAQwhp7AkAA4mEHLDCARXAEXxx0EfnFXiALpyCJNykLmbCRrUkFLil1mwkKSocDb+YEPICSg4AD0rwDZCALyftUecxUPMDHOOoDX9CbOtAEX5x2PnAGT8CaPsAFskAG3su7LfAGJWGcoFwU3CiqDR3Rn1HKFHEJ4okTxVc/uOEgbFWrgDImOPdxRHJyqWtXFwBxKZP+TtGjGqsgAQ1gy6vWxNwmHqsAAbubBEmAA5goCOwcdXCcCDuwBLuZkjiwA66pCUq3A52QCkCFkqLp07KgBaP4BKqgCJUZVTsQCqbAAzBqBDjAk1QAmdkq1Tb4CmxwA6GQCJuIA4jwCgmYVEjwAHYyEgwt0UFxlRBt13pNFxQ9ERad1zABRiETBwXAGkdrAQzAHK4wAgbMHaQwZKRmrBTQbuPkfx/QAYBIEG5gtBHcJY5yAA5wnfLRxHpQZrwbBGTwCaqQCmTQiEHwBKbwCoiAaDywBqnQCIiQCYhQBIMcBDFoCougCI0QCoDgaLFZCJ+gCEU4CIW8VEQACKeACoP+QFU+4AWdgAqJUFREEASH4AnK7QmnMAY6UAiq8AiI0AidQMdGJQUlEAcmAQKPvNdwGHnyXd930dcSccqADROFMx2qMAkjZ3kcYgmigAnQsQqWcAmW0J2qTAq8AiiUYHIwncp9gGMFYeCzQhD8SBBtUAJRkARLQAVQ4ARQAAWGaQRPkAVNUARfXARfEAa+SARbZwRU4AROQAVUENA8AFVSBwZg0AQ77pRYYONYUFRRBQVPQOIrPnU84ARgEAZUIIkJmARmJ4KnOVRSsAIgYF5TGd/2TUp9YAlLwxIP/eVmLhf4HRF/3ROY8AGmOhRvkAJAIAVLUOc7WFVLQATGK83+vG2TvdtVXafnQbAEVnVUUxdLLO6UCaiAO4jT2i2J58vn263nOH0Eee5nc8a7SjAEJxACLWQSVHnmFw4xT1wA14kSZS7qZpFjDG4JmGAJCZ4UlIAspmu6qgMLfvBS+z0T6OIGftCdVEhzCPGdFYEJqLwTpeByz+kKq5RKqzRKoVQoqQTtpjRJlgTtngQf1h5KmfTszS4Le1AFKtADyVTuPlDu6F7uxZRM657u7v7u5p7uswTv7+4DP4ACEGAHKRHqqv4X/2XFKaHJ/S4W/wUAu4rMHxIiDLDrOuEGBIBRpvFDrmAsp9EAjpcTfkAA+CsiUiIoBoC/rOyf56jmx87+E5hQv24ABxS08iyfQHAQB3AQ8zIv8ymv8go08ykfBylfQHAwBxlUAR1UBUI/9ERf9EZ/9Eif9Eq/9Ey/AVfABxN+EnU98N7pOWRe8lS/Fa2KAOzIbsyxCgYwApPgnCEvFGjTNLAwAgSwKNHDB65ACQYwbzkhwhOACasQPD8TOT6CCQtQOgaR5hCx5kJRKEdT+IZ/+Iif+Ig/NlhzNFtT+Ix/+FYD+YhPSoAjC5ef+XeD+XHD+ZbU+aC/+aH/+WuD+Z7v+aUPOJ3fElNP9YIC8KGC9VmfFX1gAOmEW5kzJ56cFLcKmD0zEBYgqzwB97HmqbJgaq4CAMtGAh2X37L+fxeYzB783u+vPx7Ft/seIfCzzxWwICW95TsDUwBzQGCwixSz3MuyoH9ugAl4UACwnxPcORBvKgsOkFqnspyA/xD6vf1MMf0RjToAIUvgwIEjAMgheMdAAAQE7hCEGFHixImWJriCRVHjRo4dPX4EGVLkSJIlTZ5EKfJDAAB+BH4AsICCAgBtUt5MeQeAJYIGBQCwgFMoxzYAKMli8GEgKQFzIpLwYPISBVcd+bjpk3HoVq5dvX4FW/IDnrBlzZ5FWWoCQoiuSBwk+PbCJVlyAmAqa7EqWr59/f4FjJPPHAoFjs75UEqgQbyBhTaYQLBNADmTFEZ1HLIo26RLKT/+VVpy6l6NHhgCaHA082rWrQOPdR1bNshSDtgOpATATc+aBBHc/kpJwqrZxY0fR+7qAIWImAA4Re4xN1mBpQKQGIjHaHSBrmDednBh4CUB1ONiJjlVsUY3BnhOaiCAD3f69Y97MG9f/1+1uwmqFkgn/6pzKC8JSNsvQQUXlGiSEUizoAFY5ADQuYcYHMiNANaThRQALpQltz64K0UCAkYc6IIGBupjO4jaQG+kSy7ayIERBnKFAgDmw7BHH2+C7UchcepvIlICiFEW0zj8Sq8hn4RyNe2gw0QApRZQYK8RBCBFJEwAbI0CBwiCpYEG6CrFAgKYdAyWPhDsTgIEGsv+7kNYaltAq/OkolEjCyLDkQIB6Iyy0EKDNDTRjoqMSI41CYLjObMocQBORS/FdKA5oAMJFh0v8GAABLpssYEPdATuIxJCaw0WAsT7rwABFCAggPwyg2UBniCaAwADHFBAgQXEg8WCmAgQwKWIRkgypBkthYiPHQlyBQFAM8U2Qfyy5ba6CQYc6IMxB5IDAFbDcrJbdaEkATuRXGnDzBG6FGgSCxaY4FZVz10NXmUJIkWOD9oglLUGdiWIjxFG+OADhtly5Y4PSCh4oFWloiqiUugayAIBwORj0IhgiWRdkzND9GRFGR2IjwCOcsWgG8+ypFKVb16wDXdba4NfnEf+Ongohvm0dA4DACylAQImGci6kiHy4AM9f6a6q22rLpTlxQhwwAAB4uArXazHno0Em1zrmeyQykT4JmYxtnQSAAhA2oGmqmrDADY96ABatf8OKWXAe1Tr7Ow+cINjtCj1e3DHy9J5Iljo3erOqePyuRRM8HiDzZMpaaMPTCxtoOKToBq5FEru8ByiZyPiowAG6MbRAwAQWCAAHgfy4ILLHwdeI8GDT9CVCQx3TGzil++qjbPvtOSONlRcoHGTSkmggQvawMMSDmG8hBI83PDAAQR+askS9ddXHxNLMHHfffbnZ19++tePP/764bf/fv/355/+8Kc/+L3vfUUBQAD+8PUBOfSBEqJoQB8uQYpLVNCCFhTFBTNYQQpesIKiEIEHNLc6EkTIAAAAgAQ56MFLuOJ1ECFBA5L2sv+0q2AfgBXzdAiR4e2QPoVbjfJ8OMSStMECbZjAAgaAQiYC5QJPhGIUpThFKkLRWE0EwABkMj0KjIBWWEShAyQwRjKW0QETOGMZ1bhGNq7xjGk0IxrbOEc1ovGNaJxAGc3UAAbwsY99bAACwJhAUyEAMg44Ix7xKEYyMtKOeaxjASwwAqUNEjKLnMAi+UCKPhGEb7JI2gDAJBEc/q5HrrBE757ohrYJpA8W4NRG7jAXimACBE8cZXfuYIELuKF1mPAAL3P+KQtY7LKXrYNIH55oKWXG0i9XI6J9jIe8vwgxmtf0SM/6cAcSXKBr6HtOHsQpTjyU05zmvMM58ZDOc+ahnOIsFwoFUIDwkOAOfXCYQEghvuk1wGuKyxRGMgILgsYiI70iwAIsYM9JiCIjqSEoLAwq0YIKNCMYqQpGZYFRWFTlbS6cxBxGQIEFEGAnxIwoRTsqi6kQByKqoFfSaDcRHFpPQXhowCCpWa4caqQUJrWAKfMATgBQAKDwaSICQPQSLFoAQUhlolI34gYUpqouAOipX3qITeOUggI7q6YDVMFVsnbEbBBRHR9g9AquqMID3PPei3ymT0rYNFuXkKBE2Db+FNSN7BKRQOZ4MuZTBwyAaRH5QFChpJPbXeAOj81pb8hlro70agIA8FwkUGiBPNzhAEDR02URMIc75LQApGmRABw7ApMCR7SkNa314okAgF51rmjZalllYzyw9kU4dtUtNtsVm7RFM2hCeZtoJjDWjSTNAZdLrCkxVIoTOhUieGAJwsp1W4hMgADlcmaZsKqVS5hUFK4EwIEGQpPbXHZ3ebjdelqkXoGwVyPxBApEytUsvkAzuMfJUW/RYgn6/tfAsnAecbkbvL0K5WKiGWxzb6hYKBUlq7wDwAS0sl+OtAg7CyiASwdyBwcwqQAAoNdbkAdfxf70Uet1kYoJwmL+6V51AgyAy2QXXJbcHpg1XhWwWQgMXB/vMHJo2zHwjouTvqankyBJLJH3c0JkkuKxe9kuR97SpTi4iCKuQBa9Tkg5gZy4S1kmSK+iAosxQ6TNEykXCVqEANKgGTA9LnKbcjSzsE1AxHkm61ld8+AhwkIBrURJcp0s5XBZN0ohe/J9KevTANisShRuTmlPJBA2o5hMJ6QLhwmCZjO72dNwpqztDGfnv/gX0LHZs28j/epoDhdtfB5iXYWWZI2MJnCOjhKrNyLsiPTKcDRpnauqOhBYlJrZpRZ2lpsNAIBOm8z6pSx5ANAYYvMFz7QGTKwHLAHmgvuagm6NG3Btbo3+NFlGEe5IlBMlbGVegJdPXE+3CTIBA6A2xxCBRRIXABS6TPu8BIH2pCe75hMfnNMNpwia30JnWajZMd9md1/ELeThZDyaR26NHNbt8WXx9yO+9oi8561wgSCwiRzTN3oRYMULzDOwSgKtLJz9cE9He9I7J6aZNRdAetl54E4RNWBcTXLH5IjXNxky0/dTiklU3eqUsHrWtY71qnN9El73utavPnZKXMBdpMDDqha2drYzrO1vX7vD2C73ucN9BA54urkJPRJSUKDGEBlBUC51BwFQfCCYeOxjTVp0AJhcIG8Z5EkpUl5PLx4iEKcqvyyu7GufuBS9aiJm7FylApD+old5t5q+pB5uCqDeJJSY9eqPA/tM1j6RtZ8ABXC/e973Pve+xz0FmOYGk0be+MdH/vF/YgA3zEEOz4d+9KUPfefLofrPv370q5/97Wsf+98Hf/itP37vX5/73pf++bH/hvS7YXcbvQT8LIiJ+Nf/gvS/fwVxOP/645//+b+ESZgASqgg+vM//ysFcbEE+7M//2tAAHRA/IvAAsQgCYw/RhMJk0K0gXC2mKOuACCtxLsDgxA8WbCExLg8T4MJMKEuAugSTAiAEmw5AHCXFSSIFnQFPFiAHdzBs0k6WYAJ/GA5rVI92fMLpzMQDDTC1igFqzKLYgEABZCe0gmgKrT+wivEwiy8QgdIvi70wi8EwzAUQzEEkZpBpDNEwzRUwzOUgAL4lTWEQzVsgAGIwzPktwLIpDrUwz3UwwZQw2Fistupre4ANYGIuaIIspxSDZqIJVdYiDNjOYsTCCojiDdjNUlEtXO5hPMZONfbCoxbwrBwBQvwRJEgsD8LRfqgBL/TKgAYAeIoLce4LPzAg3Eap3eyRXdap3JKp3TKRXLaxV1kp2EMRmJ8rGLkxWBERmFkRmRkp10UpzvorFvMRTyIFAdQJy7ENYniNGLyRm7UiovqDm/sK5XqxnA8R63ABAogDoLyxm6UhcDjkIF6x4yYKGaThXvkNHfUE3t0x27+jAV4UQx6DAuaQABK4BBXwITLojZDdEWKeDNsC41IOQCOMR4aFIgqOciMdC8MawPFiBgBsBlZ0EjVWMhpibgh1A4UKkWhAMVU/AokbBJyg0n74APDQwu5YQ6BmAMJCYzLWqp3BLiP+LsE0RMPSZILkCwma0mBQDmagre+gAUHGESwwITIKgAowjEAuBuHnLkpcgVKEElogUGKwwRBOoAnookNGQgQQCEKUEoAeK7x+ImZiywUYaqiistxSUmfsZ3Gu7girMmzyBHHSwlrGszioKqqBAvbQZg7YICiBIvLckK1cY6sUso3EBrD5IgXkogRiD20oC5ABAs8cACWYCL+BaCQUTM+UuBCaiKIgTubS4gsFLoAMLmEwpKnC2glEhAkFBqtqcnNJeJK3hw2rIoIbbuw/hLMxDQLDxg5nJgRJiwFV6jOUrjO7LRO7cTO7fTO7gRP7szOVcDOUpDMsYEJvDyLBkgAPSmt8/QKygyey4QIpUwACqCA5gSJoSmJdfSbkVLCrciNPACMS0i8YTLQYxTBO8hBBp28OwCZxwLES+gs0uQDafSbBCVNgkC8YbrQDS2LpXNOjrAXDegADdCAqPGA3mHRFgWVF70AFE3RDigqZpFRFL2ADgAVF+VRFgUVFGVRCzCAHeWbG71RFk3RHf3RJPUAJu1RJe2dB9H+pwswgCq10ivF0izV0i3l0ivFw2tzHPnkiwVYEU1pgADFictyJsChT4KISyaqzJDgz0X7zKj8C+2AzRE9i5fUU5YKwccSmAUV1EFNPD6ggANYJ0JV1EV9rDdQgD9l1EiV1AXFA63QkQBQAAvQVE3Fz021gE7dVAr41FAV1VAdVVM91VIV1ROKU7KBBUFqypJQgDINEJ8EDDElm4B0hV0NkfzaVYwwlkz1AH9C0z1RLksBzWIdCgvrUyJs1vQIso9whQuI1YmYzuRpvF5yDKWkGEugBG8F13BVn29dH0ogV/YxV/pJ1/lZV3Q913J913GNV28913e1V3Al13v91nz+VR+XkctxBVh+3VeALVd8JdiADVdKMKSEYABlRQlcpZpfrc5fhYXcCIpfHcUo/KqiUE+SmNN3g5NkbQ3bmctn3VP9NFmJ8AMNM4lRXE6TqBmHRQm5cYPt2dYxxNmc1dmd5dmeHSQJSAhb/Qs1pZqOwtijNUHk/FVZCNYuKoroDAl3EwnPlAUSmICb6wsu1JuUNQs+5Vo56LeTKBYNEArEXBzdOCLHMBYLcAPncdu3hdu4ldu5pdu6tdu7xdu8jVs3kAAmGhi9BVy6/RWCqAOh9QuixRmKFYhYIBOSRE431dgRKAoN41WPjdWntFqZFQrqQiEQ5dqbENHPnQjGQIn+YnnZkYhZx8iNms1TtFDKoBwcUnADB+AD+MSJPiJcw+0L0bKjNexdMUKk37VDNJSA4PVd4jXeOhRePkzD3y3eMYLD4k1DCcgpA5BeMTIpBdhYADgAUnAFVqjcqOXMjXgh0MRa32KiNRXdoQjd9YUIHfmXk+AlqAvNs1jdtA0MY1FfNj3dryBThrVdruDCALhSAqhSA85SBD7gLlVgA0DgBrbSBoZgApDgLtVSCrZgB97SCeZKN7TSn9BeyY0voy2FVcDAj53ajLk7zR2KS3ADBCABz3VfsUDZ9c2VfxPb+UUJ2GPhklhdmw0Mpdzfv6EEGTwLMtWTwg3graBMoz3+Woyd2CeW4iiW4qOl4irG4izWYiguzy724i8OS6DYzupsWrNBDYw6WtuVWmdhDiQ6X8AosRn2Cq812UtgiWolkydCCbO1X90AYsAQ4uUp4iVOiVnVkzlgAMa9VRxuXI+wXULmCifGCJRKqYjS1aqwBKXtGI0149LbqCeGTxR2loW6WuOYSsaUY5Sg42eVm6IaCns7idQNjPtt3bMwllYlmyL2i1kF4J9kZEXpKPDF2Fb41Ut+4qQVj6Ut46J4LqPtKEk2q/H1KQOo39U45VTmig94P77zYlIghS8G53AW53Em53IuBVLAhDdOkNnq4ZeQ5snbyZJwBROW2CveYlr+VltJIZ5B7gteHrGG9WVcHhJJ3uJjzuRk5tVlfkiKOM/iIok2QABIRoupdDj+ILNz7ghXAFMcAa5V2GhQ+miWksywbKWwJLMvYRKS/opNYdQJ+IDE+1NIvQOZPsYRWIgAqBUExumcxukA2GmfpuCe/umeDmqeHuqcrhWiPmqcHoCmbuoAaGoK/gkCsIBt9hESQJZRCQm3WNGGAYERAIGoaZgM65kPUFHodFuzUWudcdsPgOF2Weu4Zmu2bhfnIQEGOIADQAC9RoC9zuu/3usCQADBFuy+RoATmp5aNotA3mcjNgtDHjHd5QvEvZQ0LmikPehPrgpjkQkSoCoE0D3+3QO+3wtt0j7UAijt0h4BxbmETSGtTVGYmJhp157tma5tlqbt17Zt3K7t256D2hUJqnQMN4hnWXADxyal4r5BCTCdiBAB5I5H7jKA5h4x87mO6jYkvHAFDVCABDAAjiExBBiAaE00n+3CUv2T2/HU9Wbv9nbv94bv+F7vCUgAFCJvBXEFPrAA81ybO7C+TZGDDmg+55sDPLiAAQBw55sl804+0K49ARCATBLt3ws+3OPC41bssmDs4NHlvvjfgShcWfzlKNlVeq5io9VVgu7Vi51kY2mASTKW5aNgCh6AGZ/xGrfxG0cWAaDxHjcpAVhtE2wYt8sbBhgBBGiYIZf+O4dZcrdrciZ3uyh3mGBimCR/gyW+ZsAIOPOYSqh1syKUA77UCDZTvWZjTDxgWYrwkIfABALYDeoiC0pggFI48qpwa/L8EJJ0862AvA/oAz7og0APdEAP9K8S9EMXdEL/c0QfdPXMjfs2jkn4lHbOjEno3/0EU7PmUEGKIEY/9NJSdE8X9UP3AyZpgAUIiUzG8HweYrXp8DGlVVmATEoPCYiNEoJ2YoLeVVxfqUxm8c1OoIZwRbMe43D+ZhPHWFhgFiem51Log8v6DIiAA3ZMkyYBF5LIcsDwZE777njkgwswqu6Qg+ORBdqSdfwkAcW4yQJACEwA93DfKDmgAJv+MHeJKAC8+AB6uQoE8wA/uA0655A5KME4YI45PQCLwMsCKIVdyhDlRom3OLqN0GahkBsvRw5YkIshsZebcICOFQh7ywhKWAgCcHiIWEiJnggGqB6QuN9r7wulFGiseXW0gGyePNOATpSOUoWjNeZirmJdRWbNZlquxGkPWAVS3KiCIiiKdWKhtBgQwMdooYkJUBwSiOOFpPXsgO5OcYCK7gs+MAAy617NgqXcqwoHoADEmAAE+DwEcAM58IAEKAVLsAAFmIQ+CIC094DplgW0F5i132g0dwW8pxdNHwF76pMROF1TkYUDoJM5IYg+GIBrY3zByLAWweX2HYmKZxD+mIDdBYmEracNA9jf3imFAgiAPlAAMZcIPh4JBkgARsPn/NVnDge2s/DnAIlMX251LcdOdKbXBfxm4DJaZE/2y+ZVXyemFjeXCvp4ETiJ5CIFnSGBWFqFtzCAEWmDOGYpO8WJOMgTlBBuwDAigkDzCREAxSgvZ7dVuJSF/Lh3WaCA+ZgAvAQV+LDUly3/8hcIczd3xwcIWaUQkJJl8KAsV24suPJToKBAA5gOWnLAB6FChgg3cuzI8Q6APpYAyPF48AMekypNTgIwYiXMmDJnbnSFAIErmjp38kQ4yULPjSNJmPxAIcAFWQgcrLQ0IWdQjgwSQJVJCcDCNlG3Grz+AGAO17Bix66kZAEWWZkLGiC806BqWpkTSMblCYtUHzlGFRQIAOAvYAACCCy90OaOpVIcYblq7Lgx41iQG0t+zPhxzpFJHcuyAECrLFhzDDiI8+a0m9Oq37hJjbq1nEkGR3gwyCfwhD4I8QQQ4MGCYoOXntY1+EFA8KCwHFwqLnPEB4RtgEI/iOAShYsG5VAwOIcCBQ8Emhso1XICBfQILlhIub17RxLRq0ecWGCigYINXnJ0pYACWlcAZZAbb3kngHYG+QdgWniEdFVJKqFEVkv8OXfhdgC4hyGHsvwU1m0DevQBANEhIEFTxI01FVwwXeWGYR2q5BlYMtqIoVn+Nx60FkJ1NICWjgjNFWGQwt3hQQMCAEZAA+GNQEIbrbUhnwUSHKDkXwZM0AYlwbmyCmZhiomZZJfJMhJQjsHiGVE5eVbAAnEukEACcs4pJ510LiBAAKLIQkJtslwCgAV8GPCXBRDJgskAANyBEHYtkjUXJVst11yRoV2HkAMvEWRQKQpg8qlBE/BRygQWyCHHCBS4gscEsLjhwByrzoEHJaTKQsGGgkJ1nywHYCrHW3wQ50FsBm6EyQLwydJGUrNF54ocAuh2ECYJMNjgg1it5EGNYlWY6VikCBAtuWN9yJUbAPxoUikCOADLAhOkKGlUClBF04sWgEauV+GmO7D+TjkGqQBbB7kFZKZDFolJgYAh0IEcfWCC72KlUIIHCRMQ8FcBF+AB0WVjTvZYmZjJclWajXUGQJuyjABApa5ENtllsOjsSis5UUCzzNEJCkBSpciBAACxGgSHBAgEcK2grhZn01dbxcIcubAQUCmoD8liANcfAAW2ggS48oaIIyRFwtrOygJCKWCj5QoBfhoEi9cDFfSpKg108OyAC/HKUR8GCNyGvQJ9mqolCBVOZFog8QHhShegG1YfLhHMVQMKMLx5UOtu5QEA5ZlECgECdJBAwiZh4gDGPTGwQOwdvRhjup5BDjrvHhmsI8IM18HA50HOJTCHpczhQJYX3IH+SfE8mddGA1l+MElOJVtmsphnEipLZS/HPDP2YLJSSimuoK/KKqus734prPzcOKAGYeLuHXjg4YaSBVGvsQDyIxwVxQUTfiFKTGBxCUUd5FLpGoEB+kCJOTSAKHhwQAMmMQcB+EEWF9ja0QLgijtEkBJyAEBtEEcKTBhgBBNEAAVWIZ4XBkBRsECACxfwEq3h6mdE+YDQ7lCAbR1kIBPABCUo4SdMHGByOJTFHEJiiSQKJAFHTCIDw+IgCdJFJZajkOZ6x5MLIEeMPRFdVJgHNI+Mwjf8C6NHhpOW2dWOI/36V6ZoZMY9IsQs0eMQwtrCgDpiyGEdwsQHDkUAD/T+ITlkcQUlIgYAB9xBMdqzWZgq0z2WhcZm4kuILEiHgDwlAAFzqlMpTXmTUyZASZWiT9wCAxgNMC04UYRPpIqTue91BBNtCA4fFCCAATggEhvBWrrw0ICbaAdafFiABbgmChCsxwMIJMFNLvAkWdwBAVrBxDIRIAe0kOID6/kAArG1TI386SZ4oEBBJgCRVSDoI6q8CWjAKc6cOOAmq3zVPb0ZuW7tDlQcswABCGCBEeDBkWeEIx9jQgIAZDGiK0FjT2LpqNOpzhUF+EuC7mZCD0wgABQYwR0wtRU68gsrFnDDwAJm0T3+7kaBVBgDYpEuQ16IEl6Z5BwcKpbGpE/+QZT4QKPEaUnucc97m3EZm0ITSsEktKpWvepVDRAA2dDmIBOcA1jv8MYATOQgehwOIXtyQgAoAF8O8tNVssMHMnItNA6oKMFGICKLkoCIMzWIgybnLUgl8i8COCyWCPCBsj7UQn8tCkUfCxOM8sQSCAhgHDgKAj5gyWsJoSBgeoMlAFAAarLDSUuzEtOqSRZ0fgzSWhh2h0HutIvFwQTpCCWbqX0JMjozCCnc8FEEzCEnTNVezjSTEKjCLCGMCU8pSCHd6VK3uqOQ7iUa9yehdSS3n0GIKAhQHlJQQKhiOU7p8MqHGnqQAQi5QOLsqlLQuSIAvdqjsQhgXotukXL+B3GDXxBAAj9cggQWuEQfsCkYN/wxJuNqrUf62WAIe+hyPYFFKSiAPY4mRQGAAQolqncuxEziinKYC9H2GxMWpdZfA9MjhQdWUxvxCKcT7hBP0+KKNigpmhe6JGbQUgo3HMoB1woTkF0RPjQt103NdZk2aaKznaGlqx2JIgAC0IYWtQEAb8hwWnlyCTdQgBL4Wq9iTrob2t0Nmb3jw403Zwk51LW1/e2iK7xSgOL+F10j/Cg7dfLgGB+EFEQjdEf6sNeolFkl8UrKWnJ7Ab98QKVy9OrPDrDbnbB4JndcbUERbaMZy+imBvFRmIvDvFBzhQ9Ia4Bp62IZTVLGZuT+nCgKC8JUlTEZk5+0GSkakIAPeKDYxj52sS/QgZpx5lncRQgmPhYAOWR3il4ygAEsITVdBqojDmoomRFCgnclxAF2EzW6i3TnkrjiZ/Bs4CWMcomqkMIzBJxJ5hxL6CjeV9STsHBQGs1hpdgLD0ndtCxIocwuIeSEAajzTFjqaZfisUgwTveNXgs8csvCR3EuJGvHUgoSGUAOqbaL+sSUZINY4k0pSbKtH+PU5aIlqmjBtSxzHpjuuAySeaAAJSFePcGMlq3BmSiMTq6TuZqEEgXgE9LAQoqZhcuBGL+6jEDCxZKQ7gJQKQX1AqOAX97NK4t2MERjDAsFGEDpEVX+tFgE7hFDJ2UpKzussu4wgdEawAKbdpAAdaIANk9ctbkLOdY5pHGbto6bxKstq8+ItERhCOa7NggJS2Rcld2NM5zkTFRzQqKXtqH0pj+9G0igpGmtzAJFn6R7jpNbB9BeAh91z1WG6PZCT5ES6gU4RihxhxE4AKZ4IEDF3Zz45cclsFeZw21gZ5uPBsACDoBmowrgHlfM5VE0GTSh2xX5GP877hDfiLnqPoFSPJ0SJBgBJlA8AQ8UwAMeLhGQTnh2mEjcKhRfLfIwX12YhU5tXI9wXJHk2Fa0iwAEoKwhmcp1D3ZMUuM0G0a4jHKB3pPJDOJ5RJdJnyy8kQBMwAL+IIAFHIpLLNzLwBRg8ZIsVI+yFExJZQkBLACDIQTT0YT61ITyCaAPbsW6JUlZgcRn+E93kAKPsdYlDMABqML3pR2ERcIk7R4fwV1YyF1H0J1S+MtgzcHHeECljJxtVA87/UxIrRjh+Z/hkcvF/WBcLB6NNd7CQF5YwAKJNIB2bYUriAIl8MEd1ApY4UEkWMIlJAcs0NqYIGJCdBkBnGFNZMahaeD4AAAcNFmY3N0AlBWufUClzMEbJJxwAQACBAcpDAABQIRHBcDRkRZPUELf4QEFWYAfjIAA7FUO6sTnLMe5uSEv7oTWUYK8hFFLkI391JUrWotBTNT4cQT4Qdj+JJgiY11d+V3h+SHEo8lCCRoAarkC8yDgQbiCZwjNVaAITfRfTNxOxQWJTPViWhAgbMnh45GLAvIEKcyFBqgYTECSHCAJAhyAARQAAjSAQC5AAWCbKZ0UHlwCkABZLAAZY6AFH3yMA36j97SMk00ikWTP3RhHibSgAHify/zXX/zLzLDgn7DWbTzbTFgAuqxCA3RQtG0IHgAfTEwAd1kdO+ZkTNyZYDQHLFRPrG1E5rSVLIiCvDyhvklWtRgAwl2dFXIFFnJE+snC/bHgG7gEd6xCR7hC9XDNz0QjTCgAahWeix3eROpkK+4fh9QY5tGWPHbgTjDLd0nPTCKAASj+gGFMDil4UhGRAiX0wRx8wAT8YwVRApDsmsxZAgPMpUfAwlU8lc2EHge6gfqgj2VaJikYgADUjIexW2OsApDMwQTwhgCU1VUwBcsdpfegpk4sQK9cQKAs1EHcIk18gEniJFrmJkfwZOLcBk0iBIlox1zM10VB4Uz1gQS4Sx4m3jRCZTUW2rnIwmKWpiysArYpBuLgS+YMSBQt40Ys08mh44vBpW7uBBzKSGwdhMfRYVAwkW3xiwf4owXMAVhuRMlsRCn0wQg0AJPIASqqSVOVAvMkJUJkIHPFDOkYQAmWoD+V0gIcAFvlhIPMyyVBUQMUxMxYyAJM0gR06F/UTEH+4mOEiYhHEQW9/AttXlgPlqduOogfXEVzvQ0AGFNZAIAGGESXOSJLGOcelQKsCMaW+SBl9URUot+hVY/nyELmiMBBZGdHLIB+rQwA/E3E7QtZpqOOtCGLmqdaYghbQpF7sWdlfZT3zQQs3IEDKFRDxcT2HOJvJQQljABBLpaCAOhDhqSC/MwORQ+TTdmvyQJvEB1iDephEUBmTdWjTJnLUBBEYIIALACQvIFfGFYANEBwJAlercRtUMAduMUpUsICGIBKpWhHXIIf6E8fEGe5qeqW6iRP1kgDDIATqgRjMAlagIR3HkS+dcTHLUYDkQUp8IEHIA0BwJ+l+Gpo9Or+r26kTKDFHzXnTnxOVH7ONVYPfLRLr7RBeXEEiVSKucTXilmpGuKOsparTKyjqClrY/KqSpBaArHrHxXPArAmN8VgApJnTIyKhuigWxhAGyynSiAmX64CH1CAAYDARFjeNzJG6EGGcxkoWniFibrJBSBREk0RxmLsQ1bPRMicHEgAAwmTomCCJWCCySbGQVAKT/BBAwQAAUxApfCBBSwnqULKUQCGVk0AwuFmq6Kli8Koe4ySpBgFeFCABVhAbxgtklqA0RYteITUQjCPCZokoIIH0zKt016t0zYt1jat1TqtB9Cb1oIHY2GCBbRsYDRAsR1t0Xbt1rrt13IqQnz+x9d+4kFMQtu+rdfuLdxi7dgCRxF1gAMUANbWWatsbd5+7dEagASMbdsyLQAQrl8MCIk4ANu+hBs8hbYZrQVsqANcAAUMhuMibtsOgEm1rUrl2dZSwkjACDRlLeL+bdzGbtFSbcF27Qc4WRt4wN7qre/+rtMylh1uba9wB+nCbe/6LemCRzp5SN6GbaGB7uxabZX0nfL2LuyCh+HGrcDcweNSwAAMAPUywACwLfZiL9OOQFWYhddSnoJIb9xe7aE0wOhmb9ZaAJni6NZSLR6w5AQgjbz8BvKe7/JC10NeAtOyhyKRgFa6Au927dX67d5NEvxa7VwQbtseyktA2Xr+sIcF2K1B/ETX+sXeXoADyAt7WO2hpArnWs7RerDRHspzxkQpzKpHzKRJqEKzSFAbIMAk+AHS1tmK9iw7/uxfeB/bSUrvJRElTAJhJFGXuRATTzEDIdEJXQAlRKPGTMIUMzEXd3ETg7EYXyzDQFIXJ8Q7KYkAUAD0QZBgcOIYx3EXTwID8eEUa3EYz7Ec7/EUl7EJlVkSOZLF8jETB10cZ06ZIQ18dBmdJVFZZa5fMnHA/KUANAAhM3EpdXFVOGYXawxWXAAcX/IXX3I0ksIoc3FXkMQlr7ImF2gXM1Aks/Iq4/EoW4If77HeJdEoX7IjWcIuw/Iu54oCTDEJLED+Hq/ycmpMK4uUHFcPCchyEm0okQxyEs2XKkSCZ4AhNe/xJHSzN3/zJESCmZXJFncz63YTAlwEJUTCN+syO5tziMFME4czFztImdEzJcxFm+QEewzyfCnzPF/W5LCzJXzAAohzFy/m5FysJTR0Qw8y88xwwIpVnakCHDBWzXpHAjCMgXWFs/AsEbNjHgDAi/4FC3pGfUrlGmdIvzVdjILOHABwe8CyG0DouwmgT5mfox3pJLUg1f7XtsnC3inGoHRpR0xFwbjUTweJloa0ixi1cygAveZB493rWUJW85bFAihAUMLEm5qEYzRkR4xcAHzAx6HFJRzA1izLob3Xk8H+gigskwezrd+ypHb9zKYtj09ihHhBhU8dLUu+1EEwT0qvBCkwQAB1pP0AQB7MZrdxxAiAq6FopatBBTfuolP34kiXNC+dEJZuhPilMsCqxK5uToZFrn/Cy0QR4/L1wW/qRJEihBZ62CkmnAAkKUdkrmI4Kmo6yGd7RKepYVkCDL5mtu1AdXGYmuNRoVismk5c8UxIau7q4K5ZHuf1QUA2Thl3TyQIwCgul5Ra5CdVmc7pHINcpdBQUHPgqSyMtLOgmCxxzQKo4k4MKyasQhSdhaAMwIZkdHtvplklqQk30BAbtwCOtAQpienETW2fDrbpmjamWjNmSik4c1r1gcv+FjYf7aAssMId0NlGDKkdyQFs+IFQaZhKTOVibtRUTaRuk473kU5TroS+hOf/maWBn6N+68haVMUcvmWuetVtpxUsaEAANDZ1p0+QjYl1u0yGDUBImQwUfQ8GRuKBghKJiEAk9IEfdLmX+0Ef8EZtG1BpqneTHaaHaUcpPDHr9oEAFIBikEIApOFMKEC4+AEKFaV9zeZvcp8AfMAbJCcfcCMAJAhI5zjzITgwHkqNnNC9YcTPsCBIEOiOUrqOkMhVE84kqevACBcBkMAl7EnqUK2IY8sJT+qeGMChHkRsQ2eHpU7iXAIBbJVHzMGGKs2aj6VMBPc53jgbFjeiG4T+u66lHNqr8bznSrjCnkh0ETWNhnsEUZlMzkh79/xJA3Yek3sQXeTE53mSZM7MMsLYRMGQrhEVkHRA0hxEFHHXpIewC9KEApQpoGKFK/A3nwfsCNjlBHSQK3yAaS1Hpgb71W32VbRBhIeGVzjA+eUzocwNYj87M/LojVzCSuvERLW0GU06HADkESmPAGxaqSdEk/geyz4PIyNEqwNXdJogunfQvAfAHRRPKUwUWc0GsvOfuPb6GuYRsAf7sGOIclNQATbMzUNWrpLCWgQ8tDM5JoX1yTBVmUw5C3IPhs031xjoRUoVuFuiyjiIAmjlT7rLjGOCV0jE3SxmXamsLHj+Nk94wAIw0AmRgAHI5GtTpEkcusAPfLfMQRQrCIkQyhx08xz8FPSepKV7xIQHSbt09UqsOTnOlE0CVgCoFAVwl2urRGXPJqSufRqmvG0nxQFQgCV4d3DkQaMwQBvwwSTgwQh8lAOw/ioAI52Hq43DyG/LCLrm/Ub8/IUo92wxd1jMo0dIoduczgE8+krAHCJSfXXP+ycil8pkjtJg/Z9u/bJuRFQNPoqxcR/0wZEE2KadULfdD7l5xozHRLBdu0juq23U/e77lXzp/oGTNIRwZchdUM41wIaAxAKIaMQfPkDIEjiQYEGDBxEKpGDAVUKHHgSQcjiRYkWLDuQIpIT+oKFADx4GTrrgcI4CgpYCXJJl6UCpgRQoOSQlYOQBB7LeALAASyAmiACAAi3QpqEcBgcITLJIkEGCjhYpAXBjoc1Sq1YtAJhzlWtXr1+5UrLwFOxVBQ2e3mFAtmzXCQAyUnSlYIDKiaUWTGA70VXfvrD8BhY82C8swIUHC+QDII6swbECyxqhdaVOx31lZSXhWNYHAG1IXcJ0ifTo0qT6DBBA4cClVR8CBJVtQaJAlJ/n5L7wWSCpABy9lpLTpyAlD0oVj0R46Q6eO8/zfBAg5w5yWbAc2G27nXt379/L5gHQJ2pGSgQoD6QkhwQJOTEHygFAAL7VSQBGgOdaYIL+1zsA8NDvuw8KsISUrOK6JICtBOrDAofKEwgWDxhy5YMFnoJJJgBGQkCC63azwKXe8GiDBDf6GHElAQCgoCsGMLQqKjcuqEpAi7Ji8MYdeUxIrB4PWqABgu5ogCcgEXpLR4fckKoiB9Cyqq9SBDuMMFcMuzIwKyMTSLw7riuMS1lKOcCAUjDh8LKGNLtOFg8AEEBOAQKgU8465SSARQDdtKQNChRYwIER6hNoDtlkw0Sg//LbkQ/lDloMAAMICEBPAAIIoAOCskPS009B5U48PyKUZRIDOKzNIJ4ugdMA6+zDL9SCYBngwa6isnHWpUpxQE6MVvOAAAeemuTWhEj+AEACDxoAAEwHnCVIw4Rm6vAmx7JCgA+HXJEjTwAmsMSsGJeakapdB8oKTHTZ/coSSD89i6A5jGT3rbhkIkCBIx8qQNWKtPxrS78ggyxggwUjyA0BYgpYlv9IuMQyvzIDYLOG/NCTUgMoJcBjSgsoIKgPwnyKYoNccWOE9tobYV1ZoC1UPz5ASmgOATwgpRRS5jDAQBWx+7fdoYnucdRSZcHkLQIIVdExSkYYAAAHFO2qD1nb5c+rNEkumls88nCJDwocIIEsYynCwwIHLkDuvYIsqBqhUtT0kKCcwL2DFJMxcQMBABDoYxIWCViSIhj3glCqc9nd7QM+8Ihccsn+Iac88sonz3xyyDHHo/PMP/d8c81JL13z0E3/3A0JTD9ddMtLD51zPAq41tB60YUW34Q823Yib8VdKuDhuXzsSsAK8qAAlwRDuC9f+6AJbt4ws8CDnUkhZZTssy/FEgqAilJLfi26+tgbaZ7IEijF5eNMWjv1Wv75uzsaLoJgmeNvAGq/wAIJDgAUBMghcRa5T6PsxZCukAIANaMfXw7SB3h5RRQEsoDvDlItWRzgQye5AIsEoIAJkG1/BCDBiJIFFNpYpCkFRIi5dLWr3RDgACGz4Q1xmEMd7pCHPfThD4EYRBwaoABIEYAQkfhDZc0Ld7tS0kQwIYAOKu5lFDn+DJWGVyXCOE9ghCGfKxrgovHJ4moUCMAEs1IV5F0AgQbZiFC0MxArreIqsGgWrPTThgUYYAJxRNkHCHAHP7yPIK5wgCgemEhFWgUPACDV/QriCjx4YAF7+o0H8EBHsBxwaDnBo0UY2LVFUoI4AsFDAwiAALMRBG0OgYUbHGCBSBBEDjWTGFDcQC3pIcB2BOmbBQ5QpwEs4AJ3cBos3gIABTjNIYiTEVwukMvGwYVLxRsfYrqYxYBZ83jYxNLAwOlNbl5JLFrMpja7SZhAafJhQ7IXJHk3nonAYgEOlIsrVkG85g3GSv0snvMKcgkB1OE6sTCMYQoCPjURZDe6kgP+ARowgg9MVAQT/cAIkgmABpBAohaNm5UGorNSjJSZ8VnojlKowInQLgGElGP8FhlTmRbkP+RhTEJgQQpMYIIU5APL1dq4qzSdr1wWkyklF9UiOYyAj8UiKq1CpAAneWQBA5GqPBGiQbslxBU7K+lAMBGAAlDgqwcJlAsjOLUwysENbXXrW+EaV7m2FQ5zjascmrW7mQ7tR6Fq1gJGwIdLuKEB3eOeV7l3WMPqzLBeRSz2IHtYr+pOJlKkCAlUes90ZnGc/OJnYQoihwAIzSBXO6lA0jiQ3SCKta2VzbZcoYqGuOICHSMAEUUJVgEYgLTgaSS4LHIJCjSgpDDd63H+E9lIm+q1R5wc2m5KaZVDYVCRH3AnAhxICgPoSCQQEkAp28CbzrizYinRZYem+BU/MMcBvTWIM8u1J9fOl771ta80kduuvoKqAQa4alDqlKkA4+lOeBJwpugk4DkhuMAMPvCcgGK4giSLugexhAAqzNV9XomL3EQYyrRkkFhS5C0TbOhAJuOG0PWBkpFrDub40KyGUUkWEhuAAxwwgWTGEYx86hElWJRbuazKuPk1MtGUizQkObdd2vXXVfpbVvkxyzEEiO6bHNhKhNCLltGy7kCSpQAXarWXZZlDew/nlGdi9AOUcPMkJkEJOL9Zzm6Wc5zrnOc7x5nPdNbznCn+8cQjo2u/8XIALCgxhz8ZwAMT/cgHGh1pRzca0pV+NKQjnWlHY3rTlxYZcwfiigLsayIjtAhnN3slhIwTSwW58JUP0shNESS1ApmMHwXihxUiJCsNw4zElGOJrLi0YpsBUilQBWqrBG3QzW5XI/mgZCAxuV2LQbNFDmXsmHogARKhwJImIEotx7oAZJkMJUhgkqS66Lyy4KV36IXrgrTwmTTCL1h86sqC7EbCzgZSoT0lr4HkgbxOhKdBGqnsgfBBAHLD6ZTM6QouojPf+CNYYghCZZkMYC0HlcWJPdJAElz0oiMXgAVGLtERrFzlIvM1qzjkip8EoIpweuqOoAX+a65gR97+9vmO/hPng08ba0Q7FAJkhhCGi3mmJKBTAxTQGlmQIln1GbdBSkGAuMnRAgFogO2iIuSCMFADG0zvdujlXoEoQM1FnUoMZ8Xvn39KLBXnkcAXtZZ3KrzrahdIA8S+qq6G05voxMw8HRbSAARI8A2ZzCQOUzFdeQaiDLC8BOgEJcszoAGW7/zmP4DFjtwnlXG6gNxo2yK0gmc3PRdekecee/Acyg1pUriAgCq/O8jJDS6EhXx8tldXJPoDE3hVZ6ZDEAlOpA8FcKmFNBrS5FMLAGtRQJnR3gDX09vtNWoXgmT/752ECu8PY0As9p7V1TB/tHzR5mEQZrD+iR++ItXkp0C+LMeEhV0WkIFFmwTCFSigUXgCD6hGQiQEFtDvi05mEgKFgwqFEqTKA1YPPDCrAufpkMJvA7+DFKDFM25PP6iNaCgBWhbgDtiiFIpEoxwOuUqBJ3aqILrrLijBpyjhZWBBATIMf5KFAhBgAuwOLIqk57gPKhYH7kIlRzhwRwAOSYSESPQOXQTNIA6lig5iAuzpIAwv4saJVraEVuJP1cKKOLop6l6QTYxKtUiGJ4pEXCKu8J4i31yhDVjk3jzlDvqjLAzJ9ZawD3mlWeBiCwURtNQjDedHf5TpPUrEAlCFAIiCAx2EO7ZuIlKIAvyCSkpBFVZBEy/+EeIG7xNF7y/ugGq6qiCg7irShEaQEFTkzg/BowmB5AkHokgw8EbuBSHMSMqSJgCSTv/wCQ4v7ps+K2EKyYskxPAyQ4xULVnIUPIYqlH64Nq4wxXuQKoaoBf/Tdu+gudcsRu7ohQYYD4WAAHIsRzN8RzRMR3TsQHwwA/4oA+axAL6gA/osR7t8R7xMR/1cR/1sQ/64A4USjYC4IT68Op4RaRGyg0ogaRGCiEZ0jMEQB0PIB0n8hwPoCLN8QDCMZVUCXMQwABa53Sa5O3apRW9kTtgsUfKj16CEEhuEesCIA8TYgSwzxcNDzD8j/Dob02Ox/7GiA/qgicjg5PQ0AL+mgMT5kBITMQCamRlnJJlntIppZJlqJKj/sYR+8IfBUcrJ2Eru9Ifv5IrtxIsx5IszRIs54AEwpJUuGIPT/ItLQITKEAC6LIu7fIu6XICJCDHdKwvc4wvJwAw98e+CLMwDZMwB0ABSCASWtLnDBJgLkDHKEDHAHOEJnOE+tIyEcD5OKYzPfMzQTM0PzNkUOUw6UsVvy894LIs6o78mqgOmmhWXrIgFsMOaWWANAzVhFFLPswmz+maugkBcul4kA0tDCMrgmJPlFO+THO+CsANaoMSKMACqLM6rfM6sTM7tVM7/cc6R6AWXwqRVnM80UUuL+A8z5MCLuAj2LM93ZP+PTvgPeVzPuVzPenzI2oE8rxx+b6RITHRPwF0FUYKnfIpMGRrMAo0MPJJFSqnHp+Dc+jxciC0Qe/gb0hymvqNPMvl5lSy4NQCPPVjNgmi6hyiDwigt7qKFc4pSyiOMHyTwwaxMw6NJz/MAgTALrKidlDJyjDBEuzsR4E0SH/UEoi0SI1UF/OLGzV0SZm0SQ/iMdslCBvTO1KoDbyPXcDPSWVkLFyTSGIzVKaQIIwPrTBKC4cxDN8wxEKtLwwqMObPTXGyiyCDjAhAJT5LFuIAAHwnK8LI5PgQ8d6S2bR0UAn1LaG0SV1hfy4UXZSwUCkiJXlEFgUCNqd0R0Q0AGP+ciIaAAm36Te30LP0KdX4qUwIqvDISLyyQgEo4ETuh9UChsbeUgMddVZpNfZm0FGBDCjk4EoZVTVr1Y3GD1QkVRYoNf2KwxAP4hLooxhF9ZsUsHn+6WQCsDDedDeH0U3ZZCRUbSbYLVUHMLy0dRD/4i3d8lfN9VyP61CZ9D9wyQJskxV9FV1lQSzQT1g9lAEq1RaHThYayQoLAg+AY021qVq9yFlfFDjZdMMSww06TksaIEa8lVWBI03BKZ/esgQ5Lg/kdWM51mvUdUk9o11X8VMalWMhdUeEhF+KVQrjVRbCCxttzXY+UVyR8WCddeJc9S8ir/kQyVS7ziUitkn+eItg4RAu0wQoGK9jlXZpP+VjNZRd4YJx0MUkN/Zkb2RY6QVEweNS30QAdNECumYQWXRgDoObLK5gEZZ4RMEAyNBFJ0NcIjYnGoCOxBYuEzVOWpBp9XZvvYM/HVU+cIlXdyVLTTZYP2VYiyRfBYSyCmICyq2ZtoJmh6fDfOqfWK1NoVVLXkEBItdFp6ti+rRJEIB5mnUnTxJ8ApZvVXd1N2mCBnUyRDY1M/RXrVZAyu9DjZUgziIIkY0M84lozzSdBAJNxDMAn1VyvQh5JuBisKRsG6KRtiJuAWABSFebYHU1J0MmWXd7ubciInFWJQWaRtZTqFZeWxNUbvdLQSX+TK/DANgNITCBPpzXWukXeBOmFJgKKBzAD6b1YNLUVT9OW5n1VHOJT1c1vB7EU+lXa2NPPrKweyE4ggXCacnzwgJ3fJGkfNGVXkNlWFfW4PSqFE7OISbhADBhfrHV8OYPFlbhLTbqJwLkJjmreDpDe/FnXnljN1SVBHKiKkJ1XMnzat5Vgol4dSl4PO1IV6V2cFv2XGtXP8rvg2Vz6GbigQmCDxCgp354gT0MM8LrO20DKSQimwCjjI0HGAGKBA6tgNIkP3R4Vc9NKBX2BZc0inawiPFYb/3WUZvkM5Y47vbViQ3XUxAXX3NXICQm8DgDYM/Qf/83OJmuI8Sjc6/+VWC4hIsQpoxxglhMVyBEAQBIJisWgGwGwDizKJ8UlwNFLXjyuJX39ojJcyQFd1ZKtmo5NFJfU30/hX0lJqimVRbyIAGqt5KBUeLOKWnUpNWQmWRS2JreFIAJq0sIYiZIZrWAwgBg9oa19HpcuZuZFpbH0xKOsCSb2FzPN16aaA7O75BrrOj693mFuYsteUty9i9KIQA+BHlMRbwq2X7NNprhryBEQQAmwAA1yj1EwRX4MULfUSsd+qEhOqIl2h/9YKIt+qIxOqMh+nEeGkm9+aOZ9FZnFYZkV2nPOeDuNZW3loobiFkxA4vHGJysyYyNeVzvdDeSVhbABz46dYv+D68h1Jgnyec2gkJXxGI7rbM7kXqpmTqpm/qpoZo6lXo7p5o6WRmksXpQwXk1SRpLy5l2b3lHbjcKQbggRBhSEqMPDqBnHfmZp9VgIg8TUKUN+gAP3qKNBBGACUIEbiJhkAfIDOBhLyCmEarxsvqwETu/thouZ2SWQ0WDBble0ZlfEvedDMcVCIDdIM5g5jX4kFdgXZQSABEoSIB8+imF6feSpVUgOiCBXfQ+3oAz6hmIE7u2bZt+Fvtix9mrZ7dWnxg8PLjgppi53o2bYEEUCIB/JZdZ0XS2+MAN5CBv12S2WS2hmNlFFyMjrKRaLfa2vfu7h2aPcRUA4CCayNn+DRjSIQF0vdnbP9W7vdv7veF7veV7vufbQew7vfM7vwuZgb2Dax1gdN8QASh5bIknkppX1RCPw5wXZwlRIBwADuQYM/4jhrNItsA7wzUcVCIhrJv0gFZVvyELQBmLvhtSxEmcpIZtHNWxxV38xWE8xmV8xmmcHBPgAIapxnU8HaeGX7KWnT9utIYRmTZDnq3pIGb7wSMpZ6P1CwPQAJT7eCnmZeXYwDt5w7E8y7tDpHHVTgzAxQuAHMP8HMd8zMFczNMxNkYAzgSHzeHMzbsSzuNcztt8zu3cK928zvX8zdu8z++czwGdzv98z/W8zyNhDibgzeN8zwU9zwGd0AP+/d1m0ZBZlrnO7bQpxgOUMclzs5hXmyDsN7WlmRIMwE7FqQNudMI70b+1vNVdPZIehY5H2mIo4Dgg+itx3SxzfSx3XSx3vSvfwl/PVdhmJX1V+jtEtCj4pErmVA6oV7XVtNOzSNp9WlrvIEZUzQFaQtU/8dW9/dutArNCyO+WtLGHmHy/2rc9XEAQV7jBND12FgBiW9XOww2L58gXXFSpPUY9QhnnmUwIoD/EBOPAveAN/iAOBXBY3RW7uld7m1Z/+zuaxQFQZLAUgDQuITQ0XhRIg+NJQ+Mz/hI4HuQ1nhQswXP2EeVjDJIKQ6Bcm2xX4QAoGUaPRJ8R4lqdJwj+07ZgqmQgGEDC6R2UuX3hD77ob/s+WsS3d9vhTXrdoTgBSKC/CkBPNjNkqj5kaugia8iGtD7ri+jrLzI2DjMjfvEvFAABVgGFq8e1MVeBpRnBKW7fO1WTk2YAfC0x/gNMUvh6jb7vwf0SpEaRnbThmfjhR3qQnfBa0ESPgNRHhdTxhTRI3wUu8uA5LP/yoWMB7idhPMMNXfQOzqSzhufmM1fBzZTfZcENsN1FPePup0RF/T72wZ2eAllLCR+QDR9XnR480lc/RAAAPFoW3gLoI+NQZh6ktMvCefN4SB+duGWLgnG1HYCZVX0cuVj2sd/bwUfnBvX2kzDdIR7xY9H+Q3W5LDyD3AXiLYYzMtIkXF2UOid8tiUb7il29WTaGG2DF1Udh0Hi/rL//wFClsCBBAsaPIgwocKFDBs6fAgxoqwRADBJvIgxo0aClAC4sdBmo8gLAOaIPIky5UJLF1Q+VNCAYJ0GsFzK+gCAFENXEgDAkeUqqFBYDQqUAio0qSw/A0QhDToQVtKpSg9KHUp16sKsQWFdLTiiAVeocQDgedrVptq1bNu6fQs3rty5dOuqnWPAld29ETt+DMlXlgUAIyj1mYS4z+HEiBFHYtx40uLEkyU3XlzZ8uXKkzFHvuz4s2bQmSVnPlx5zoTIkThzBj0aMmXYkw44IDiHQSz+mzh1KgzqAIActFBJAOhDHGuCkEMJZr1a1SD0sdETUi9YyoBJrEonBNBZPbD48eTLmz+PPr14PhTUl5/k8QJgviQB2L+PP7/+/fz7+/8PYIACDkhggfs5UJNAdzCQoEq9JQRLKUH1ZNJBmADwgSzTQSeLG0ZJdRB1VzVY0HRUmUgiQlN55ZwschhQiolCyXKJAO0FJaF7Ou7IY48+/ggkSpfMF2RclgDggQVuiEfSBXI8CWWUUk5JZZVWXollllpuWSUJDXAJZpYG3DbQgnq5hJNFVq0iVHAUtEFCnHKS0AYBRiUXVCzZLWkdVbFQhZBU0P3JHaEaCYUAc1y5CMD+HUCtkmKRkk5KaaWWXgqRJW5E2YYHcsQBx6dyhCrlpliaWiqVqEa56pOrtirHq6pWGceTpLI6R4IkCbCABRT8OsGvwgo7QbDDAossBcYeuyyzFBhQEqYCRboWJi3VpQCZCtLEGwCXhJgULBMEmAdxHLqR128rnqgidYBeBBW6R3FVUwMGkJKWtPruy2+//u5FCZ1xtkEwnHAKTLDACA+8MMMGy/nwwQtLHLHDFh/88MQQN5xxxXC6cWYpHxRgAAEEBGByyiqvjPLKJrfMsssuG0DBUf+yRYkFdimAwJmyzCFWt745J2GesPREAiVKT6J003zYKONQqxxAgkJREzr+Y7vuvtvQjKQMsORYskSCJFA3n4122mqvzbZbpbwNd9xyw+3K3HbfjbfNbaOUs10NlK0gA2o9GJUrqlDV03BRFUQSJUihKEse3pptVZ5dhQtV5Se6Sy1B0920AL1QNb536aafjnrqqq9uXs6dt8XAAQs0kEcpQPu8eO4NJUjR0PQeLRyeevVRtuXNCaTsU5FGzXWJ3AEqtnOAku2H8HpZIsAEr7POfffefw9++Gf3je0EIhuAQAEBMMA+AwqwrwBM8rtP//v219/A+w2c7JtUbGaVOOuJSwCWMBdBajQcrQxka1mTjlCw5opYMI+BrpAKAjwgwJsAoHri66AHPwj+whCKkC4sscvsBLKKSYCgAGHSkmoEAJ6x/CmAz9ELH4rXQKT8DAAFVOC6Npc5gzDwKhAEIog8gIB5Pa+C2NPWCJ8IxShKcYofxIMECnABNckFJgS5Q0xsQhGn/C+CI6ogT4I3Fq9IQACOq6D03GiBBShxa8zrXA0faEYgamUOAJhEcjjUgQ1ScZCELKQhDyktPtpnaHFZgBPx8EWXUOQSdAxOhRRCCQHojERaKcUC2qM8PxkvK33CHOcWNQkBhC2NHZkAIl8Jy1jKcpZxgQ8AgjYXns1hl3NAIi9/CcxgCjOYFBAAJsp4IlgEpwEXuIAFmvlMZzrTAh0QgCALohX+TAQgQ9CZ4OWah82kFNGbeZQFJgbAzeuMy3G0bKc73wnPeMqCFAQAACjn0gABSMAB/ERAACbAz4AKdKAELSg/JWCAAFhkXVgDngM+4IGISnSiEf1AABSAO4FohWyKEicFc+i5NIpSKlijEc00tESo3IEw8mypS18KUxAqAABVowvP+uCHw4wAAYrpqU9/CtSgKoYPfaDA5NwVCwo5RA40daBS8OARlH5TUBF8HixKCq4fMlAWokCABPTCFTbJIjt3iqlZz4rWtJ5tMJeUCwMEgIADHAABBIBrAeIq17zOtQB3TZ9f+YpXuaYPsAMIwLfyaEZBqTFaDhmXH513OVn+QLWmH11ioEZa1UVZYkxgTaMsSHIWtYp2tKQtrY4ows65TABGXbkdOT/6NlgQbiFIw4QlbotbS9gWE5fo7SWeJkchauVpF+gsvYoIzgUOUSl9IIAFjEtKRmHQtNStrnWvy5Y5wLAubjBLmbglkubgxAHFAmh5i0XeYtXzPwKwZn6uFU6lUAIBDnDKHfGI2CAKV4/ddFEARqBRegkkkwtYBXYPjOAEKzghfcDlXOh5AJt5cXu70woeLjCCDGt4wxs2gAE4PAISZJgEC0AZBUQc4nEpLpwcIgVC+SDVNCJXv/F1F1A8ELyo/U8gngRAahcM5CALWbSYyJBdoKoAP0L+UjwSEFxCLlAABoRWow4QAIz3OyNXkEAAHzgKija0qEC9MWt9OIAC2piVw/nMqG0dspvfDOdXuoISuMXEJNyQW9vm9rZ63nOf91xnQO/ZFSu1JwUK0AY3vGHRb1D0ot3ghkRDOtGPjnTBLo3pTGP6DQVQwBzdKBALEOAAb8BE0yzBB5T9WLla6QPPHIUUQs04ularyiU88N9PJ+VwBMEJgOMM7GAL+4mUGGhR+AnQgSa7oOY1KHmf7WzkWMID6zWQtf/jgDGCOtT/MYAWC5dfoGzZAcgRHoqOp7WQ1ckBfvQmQYxjAQoPe970rvfpyBeYUlAiEk1bWtOY1m9KANz+NJNpzWc8IxrL9OGY6A61AAJAAYhK3AMQBcACGBngcZrzAgOgQB8SVFlqcWieHkLAHKA7FTY1qLsOyKi9Xw7zmKMN3+lpkMjlHZHwCMYACriyQfBw0W/F10QD5viXhuZNQ2ET5JPwwF3h4OWx8Hogb7il3mSO9axrvVI0DxIFXxs9glhAAAZQkqblMC4ErDrG77LETsteh0vY/I8uH2skSMAAAlDgDgb2plgHYhwHXH3rhC+84dHjOknV7evPkeDlGkpjHAuIAOUec3RXgQcNHMAADfhAHSiBr9+Iwg9voAACxtQGNblLQjbHiQQGf/jYy372cOm6j0RawSJCXnT+CuSxaRJebAAgYAEPhzW4RcTjPpDA9AYwswMsQPEMQ5QCDUgAyRrggTlo8YdFJEgpjGoBA9N+/OQvP990BiSpFO2jXlniBL/iEFH7gRJ3qOcISCSjbqK7FKiWwwiS5CsUAH0f0AZ3MAmk0CApRWuyMF9NZX4PCIERyBC2pyOwoG38VVmiVB11ZFQFIDsFUE8T8G3TgVyQ4xDtF3IEEQfW1GYS6IIvaH6J1yPeRERGpEeZtYBsZ0ayQAEEQAmYwFuUYFQE0FZ0ZEpaUUOzlnIxMhCXMBgMsHYwKIVTaHgUiB7kBHanhHw6mCc8WAA8RgIK4F4AYAFaRIL39U1o+FH+uFFPIgB7VAiHcRhzMqgjrrAK6+dRH9VQEPQnyORDWSFBFBAABIMA9tFeAWAfBPAG4peGGpiBSigUOTJgwYEAUyaHl4iJ9WaF5QF2E1SCCoiDuBcugngA+DEA6GMAA2AfCXByAXaEWgWLopg5lqAB9kECb5iJuaiLQraJ46F+lhM1+QeK4QKJFCQYAVAA9xEAAdBeD6eK9qEAc2AzjPdAWahA02YfF1BAu8iN3RhkdHgeQXGBd4Q1fBhmTrWGXTEY+CEACoBhHlBl+ZEoQkd3Woh7GsUH60gBj+WN/eiP1wWO5PGLMpSBOldKxriO9rGPJFJk+qFJeKA31riFQEH+CW2wAPZhAVH4jxvJkfF0hwaRM7thHu/XiEYIUgyRhRqSkDWFCXfwBnPATnfgXgqAB2MHAAZwAXdAScd3OcLIIgNRCpPgJfaBACTwbR2JlEn5SrCAB3KgE1dQAB23jQMWbyNZkF+HESlpVCxFCtSGHxTgOFBlcQKBCW4QHPbxUHdgCUz4EK5wCX3wEcl4kx7QB3WnlHeJl1DkCsVEAAvQBgFAAnfgAPcyECFZHjMGQYqFXzYmHThnPUphVKFDChcJAAFwevYxAI4zGKETFZYwBxYALfbBeRdAAnKAB3wAcErjB3wwB2/wARRAfIbYACRQl3lpm7cZRehCCaWAY6H+5QoKUFMMiH7jEYvD6IcNJ2A7gYQzMhhxwIP2MQKY4Aqi4AaI2DMd0TMagh309wETUABj+B8XJR98cEy4aZ7nCUInJhA1Qo8kIAGFWZXigSOhWJLFGR5bsxVi4wqD8Zb2ARhnggfWtCQIkJ0LsQqXQAl8cAdyQDFuMAd8wG+hh54TSqHh40zT4pQDQQHw1YtwcRXjaJ+M6Yp0pC6v+CyuQBFJhBbPqT0WUAB2KVWOiVIqV6E1aqOnQzweQI/mhBP82KFuMZD4JYyYM2s8OSMouCIHuSLPUgokMQHhRhEYdWh22YjWeKNXiqVrcwcFYHyysGVtFZByEYxEupiJ2Tz+SNWItZak1cSbADABiemlt/Sb4BVSIdd7WYqnebov+kUKTsER8UkXV7k5+pcvjwmIJ2l5UMFUfrBSFFATSmEcH3AJgFNjizlBkqinmaqpkhIJK4ZJgCoXWnhu1IFVI4pyo3SnwtVQmGAjpTAA2qMVxlGRAOBzpkqqz7GpuaqrPdIGbrqjB2GYc1GQY8o8iQoVWJlVkdWbDCABEgQWtBoADiaR08F6u2qt13oebVAAEgA2MPqjKhGkODiqslgdgpqqdToUpPCdr0qReNAHR2Ec9VR5sVZDSJpc2Iqv+SoXbdAzbSAABeAGGEeVMroR4liveahHRcpqyzUUpYplUDH+CapoAXgwU/ZRAHNgHIzFhRlIsPrqsR+LEfxaE0XGjBMQmEMTpmphriZZTkaqhlV6WVoxCSdzk4HpBjNVT5fUsFNRjDQGsj8LtCJBAi86EKQwB4cmAPORsi4hIomFqvkFtWf6eAQ5kZVKRjPVAL6zK4dFrlSxY0ELtmGLESRAAC7nCpiAssPJFofKsa8YiugatWzLHdQCKKyAAGz0FGNViGhmrh0rtn8LtnjwATAKnyK5FqQ6pAgLiYJitXhkr43osJYXIZyHWDWBY3x7g1SBqYDLuZ2bEd+alU1bnyubIq9IUhKZrBWUHQiiFahFrwgbt54ru7MLEaArEaLLe8P+OBQb8rArW3fGUxMTMAAxBBWDOUdZyJa0q7zLC5KgihKLR67t94nj+jy9S59TNUFZ9SeysFIgUBBMlSEhmhTJy7zlu7xC6LdqurJmCrvneHx9KGP4WWNXMRj7KAqUgBMKoBMSuW3m67+z63ZMW5DmGLekdK+Z64g5mByysAqS514iaKjftLn/S8Gem76BAqJd0bO+q0Opq7t+MiKNWxMV6QEkwAcoB2b3ejZ1gx0CW8EvHIHim4bWyL7uu7CcQ06GOy24CrcFHBSsQLj+okzTRSMWsIwUcJQwrMTj57YJPLpx+7gKbKugmLgsRp/WeBVFUzo4cS3KRAByMAcE4GD+S0zGsWewpIu4SFqM6RaKV8V7I3fDPrw1f7c3W+qOAkE2jwUftVrGfZx1UqFmIjWqZxgumpNlKvxahIqwxio6bpwVE7w2mEAA7IF+b1C2A1EAwenHmwxzJHkisyYjyimikCW+wfhGKZx7xlg6RIFBzycQH7AADcJMnEzL9ka1qByiDnHIC+zBWGEiM2Zzt7qGphMWAuEA1/IBCkAQrlzLzRxsrsAKGfzBYafLo9y4aLqBgkooWmw6T8MHl4AJDUABcpfMhssA8OXM6SxketjEeQR/EJHDStqT60J0cTxOBXw4F4wpOIGI7gVDYXwmsGAARKLOBY1g65vAWPY6JMr+xo63mLQGjJWbuHYYxDzSvxLxlj2lABPwcR0RWjc0rxIBIgZN0u40n77LLowsctBVzzHLFfB7pyh9KSPAjyLBzLIwLiGmT/rMgL9W0j8tZ9DrzijNSddhvVCrviGagLk7FpAsKRfAxxphAUY2ViNTAB7gwhDRB2oL1F1NRVr1iXzo0M3zy6H8sI6cpC79tL3Hv5F40ZQC1Snxk55zEpPA1V4Nc5hgAbBXmrjZifn1Wj1s1IycpiUKi0X90HLM0+cR1z1i13iNdZjgT4PXXZp8l0J9ldnrsoMdx4ld0ZztyVwBxIvN2BxkEKXgp3JBCrgYCegM2fQGC2HcfHqj1w/+R9BJidk8K1L3nENMDU6/g1xd01/XjKz6cgHlVgq/JQcf4AD0RRcu6gAe4AbkaTOU4NqvPWyWwEJ4oTfMbQnAiZcnnbnTStij3Nb6bK5OfSmkOQKDqR8BYAHxHd8CKN/zXd++ct/0fd/4vd+hiR8E8FAkcN3Y/cw6EcZ64xtFednJdKtU5VmnzLDlXbUPQb3k9C85OQl44Abw+J0WywcfDuIhLuIjTuIlLuJ/U5kFEN1tgAeTcAd3TeDDxt0GsQCWvZEoDbXvbLVjjda9/cTHmtIVBruQSL78ctwFsQqoRjB0waB8sJYFYd0HVpZt8GOugAeBWdGQfeAGkQA27o/+mENSiLXBac3GatjZE63ClUoor0WjN3MBpr0jW41d2uVhDlgKPXEAcJXEMf4zBAB7Nd6RWVhHYC3KL12uby0LoCw6UdHWiDV1Z9PYPDIJAz5apRAAGiAhveo4vepHmFAAMB7jW14QCr6RMrLmagiJdJ2sDm5KEAE9cmynefjokA7nOhIJoE5ktEqWut4BCDAQF7AAfP4zpj0HAwB7RallpF1+f4KHDPuKoFxKqe7qTjys7kLHaPPmPtIHlC5asGABDYCaFCB4stAHBXAFlDAHLCTsH7Biok4QRUkKT+qN4k1H04pfOszIf6J0ORdyp37Iqqw22e7YuE5k1VZ5xmH+TfcU4yNwSfwXKWt5CRSQ5VLouz1uRj1rRw++dEGs2+GSdEphzWkj8Dyy7deFCWWnNB8wAH70pQmKAM4L2R/QggiBCRLPjbibwGXE6lNF5sR9zRAiqK+1zT6L7bXuHo9tXWTrMw3wXEk7EH7gYyU90gch8w5R81Sq7DEXpDCN48Vttfg3uhn/PIsrIp9TOiO/I5N+XR9wAARBAa8nAJfUESGdzpcgzgzfBxI6EZaoEKQwnBFCfwLeADNvfjScubImusik1og94Tvsy10PxKeD9joi56czCRPPFzfkBhICVUsiAQhgCa7g9zDCI0BonvnYTBfgAaq/+h6wlffxr0z+LwcX4AAdoAEasPqqf/sacAG33wHi3kvNjYj4gX3NFFGqn/q3TXhNG+YVD/CQxfixmG4E3L6niiNZ/9RRrR5qbzpE8avqEa/JWFzmxADChzLajx5xYp6eeQft7/7u36v3YQAMYAF4H1HtPwfvr//t7wYSEAl3ABBtLjgwIADAQQt3FC5cOKePLIgRJU6kWNHiRYwZNW7k2NHjR5AgXY0kWbIkrJEoTa5UydJkLFcqYZa06Epiy5MrSVZM6XLkTJ1BS8EKWdTo0YwXHiJlunGShaZRpW6E5eDSVKwSKblpsxTiqjsk5pDKWpZEm7Jp1a5l29YtRVIWSNyhRFbiiDz+HElRmFjKEh+BeN4OJly4sKtSQYPiVNzzZ2PFGSEDNUmxcUuVjIMa5ozxAp/OH/tcCF3aldXSqQ23Qava9WvYsSV+mMMREwWbsnXv7oySFeTLOYGTjKWZ5UWfJjPvnKi4JeWYlUeuys377WfrEp9mV1v1KnfwHVmHJ1/e/MQRtTfern7e/fuJKBO/jIlTs3FX0IcLZ86zJNDi8iMJJ8uS+284+LBSKrxJSAspsQRPs0siUii5Q7AEO1tFDj4uKYWi8TIUccTCaLMNNxJTzG4//gTUT7n6fMIssorw04kyoiQCzsaVVEQKO/BGK2oEDN+ripJLLBSIoIMcwORJKKP+lHLKJy2pksorMbESSyi33JLLKL/k0kswsxRzyj4MEiCBCT7g0BJSzvJxTjqZSu/E9urU87AbWboPxgFz9I9FmmoyUKfmHHvRsZUSE3TPjhYEb7uQPrgjQwlIsKAAgw7ydAAHHGigAVFLHdVUU0klFVVVUS2VVVhfbVXVVmGd1dVVb71VVlsdYMBTYANQYAQL3ID0WGQpMnE9FJN1tqzg9rvv0YtsnLElQyFjLNHHBBxwOGqftUhS7oSs9FL4vJPFFUz6kGMEChYIgC+pcoQlFouovTdfisKFSF98a4wv4H4twoQAAxq4YK66bApRXIh9vJPZPCO2uCMeowtqpgD+e/zIxkWzda6yiALVmEUIL74ISO4oBcnSBGNBrd8nVTbKlbosethmnstbViP2ehZ6UHAJrbgjo/1dl1AdjT55pKEnYjm7BjNCqaIPinSvqgmjVmtnr8N+bWKgmxXbZsYyJu5pj+OLiSOcFiWuxsYoa9romeY7WxZys+sDqohg6fDfNhYoYAKvIII5wZn3xgpsxyMfjOyMgpY8YqdZjE8zgqsdmWSiYZHppMAzJ2kox6e2zmVZSgnAWFksAMADNywQAF3Fcd+68cuZgrx34LP6uXKzgz/Wld8+/3Z5RqGGSO7+kGuevqNlyfhujWESvdvFIu97dcAhcsUAOWTpAwD+r9ww4MPcE6xqFOORkjN++qWiHCPL66eTR86H0750cGGkaM4rUPdKxjzmLQcx1fOa6nhjLvGRTxZzWICOCOCVxRmJd/oTT2s4+MGXqadsDAShe2BknLR5yycA3E/nCkiZjpEudNFTGwKjl7rEgU9HAWiDKyzRAPbJ4hIBoEREMri7rpUwI79TYhPRI0LikdCJ4LEW9+rGNuxBr1D5YhuNCkjDntzLaMBz4G6qVjIECOAAFCDAByBCCVEJ6gN5SZcDkjhFiswPj3tUHBTxVzw+hmc6NlQe24BywJPgCFBKWxqgjtOvLYrPdAS8XBl187eJXIIPmkKAA1BiAARgYjb+ujuPugIJIg+e0okjIOVF8qfKFaliPiuBDkrsIyDj3O2WGXPh3bRYPZVgz2i/YeTZRjAJBjmIJ2SBxSRWMZEjltIBooClRJhYzfoN749SxGZoaigtL37TOVxsUdsEeKDpGTB4b5tU+D4STfPI7I6nvGY3jXc/VwLSnq6ZZEpSCLpGJi2S3EKhDKWHQLXt0zCsw8gdLlAdeJbHlNisp0Ivp818ctOibpGPtnQizvbYZ6MfPKNG3LCAIEaUPFyzZ0XfAosK3cENI/CABSZAAQtcYARtuMMkSFHMkb4FnxaxhD6DOphCtvA/CiSohfKwEDzggSFTVchTLxRVPNjFEm7+uIAFvPpVsIbVq10dq1jNetavkjUOR10LBN+pNWnOU0+uuEQf5kCCmk5ArxTwwAjcgAdLBHEqb0jlRkphAQkkVgITcIBeGetYvTY2so6V7GMlwCRgZRZYCaNsZyer2AkkFrKVnSyrdFWrUDmAAnLdI0YNZlS2ssUV1AGO9rgnThfuZA4X8EAHeGsBvnpAuMMlrgY00AHiUsIVIwhWAJz7XOg6VwDRDcB0n2td6l43u849SK1WFapdeRdXvBJvrsZr3vKC97zqTW+saNVYUbVqspT1gGBdw9B/RYQUmLCvLFRKng1OBQ+MPdWr4nvg05rWVt5dFWUdgABgTRdhBKj+7mYbHFkEuwpWBB7VBBBQPo9gQrMjJnGJTXxiFKd4swlAQItd/GIYL0AAAiAAAIqIzaFW5JWxbctIZulIpV6GWxXzgx8L1hwJAIACfXADAy5BClI8+RJPhrIoLiEKKJeCFFquMimsDOUoX5nKUf7ylMdcilI4AAAxBsAAFgBjOMdZznOmc53tfGc8I6AAAAjAm11c4sKqxq2t04AbS3GB6hpgBI/6b3gCLJUPrPnF8pJ0ni2NgAQwoAEKyGwAGuAmPiAJzYjRcrvCMoEaA6uTCojzngvA4hYvwAAAAGWLD2LkyhmkDXLgda/lMAdgA9vXwyZ2sY19bGT3OtjC9nX+Gwxy446M4AJ3sHE3Xatj2PIYK/9c1J8IRa3IvMEDAV2k8y4AgDYQ5Q4NyI3oiiO6m/QL3tYjir3qLT5bUkRUFLHAG4Qm4hFI5BICaMAclN0AdMuGoRYIQG0oYIA5REIOBFCmf1sp0Wmqhbn2dcME4g03qlxiDmomOAn6wFqLrIIScmAjrUkgSrgYIIl4QN+/IIxr/AUAAP21HiYmYQmNEqZClLBvKWpsiY9Im9rQhmWOKbJjbWelowayJVBseUKqD9kxsvCAx78pCz8AoAMRmQO7tzeSVjzNXv08mgQCkNacGmABXaV7Tu1+AbLC/e5wrzvd815Wu5e173f/e+D+6y74veNdrHhHZkQALhERj10i5/4MH4LelpLKAhMBQCYlBABtz8Pc4u57dFSYSwHF5xQBDYAWJUiA8O5SAqgbuYQc1AwACzBdFp5H/VgvgHDQrOvmH9k8AEQPEUt4YNYHMUDuVeMKNyigUwJwgAiHWG2PEGvp3XT6RKAedamwHZ190ozWaUIBBai9e+f+jizuwADaCvlQ2rLI7Sn8XALcf7vOpbD+qYvd7eo/6vK//QsAASzAAjzACgs4xwMAEoA83JMaYFEApBM0d6KEArCJPjCA6nCFCzKii1spO9K4Npu+ABgACpi9jiiFPvgACAOAAvgAP2A1FeyIpzgID2j+P0o4AO46CAIwCAxxBQgDsY7ABINoP1mQA50bAFAygAEAAAHwt9CghF85wQMogB9UMrK4hBrTPY2QtjnAvmoiAbi6iLiADUwYMzBbQzZsQzd8QziEsktgBTrxsS5Kp8Vwmi8yiQUgALIoGgZgAEF5P425pTskJJOgDkaaAABwAzTTMi5Dsy17REqsxEmcxEp8REy0xEyERE/sRErcxE8URVH0xPNJpcdrwIrjGxgcFQHwONVgnfFBC1hgADsguwCYkKyJkIxLC+bCBEa0Iy27PIwoBTxQvoNYABKYhNxwAwAIvr5IEj6AqknAhJ/KCEqQndfJkUcMQwBQCADwA/H+Gb4Q0znRc0YDIIADaIACMAAsnLUH5AxM4JR0bIAEKAAEIIA9YzdS0DkvzAjtE0MRwYOcwjuDPEi/Q0iFXEjfU8iGXEjFu4BOgsiEvAAKKICCpEiEJLyDzMiKNEiPtIAPyI1LmIAZg0IonLGTVEmWZMmUbEmVfEmYVBOWVIDjExGViD/xW56CoqR/6ZGDqbb5G4kEYL2IeL+h2BjqOUSTSJmLYEScgxhLSLgGjEeIELFVlJ0GkItIu0nOYCiao4A7eIMBGAE5ODfYaR/4kBCNCwASgMJ/DAmRowCdoz438EKs/BdMmAMPwKwRIwAF6Deiuwg+QDgH0D0PWLM2eMb+cQSAqDQYc3wjGguAC8CEBqAxSviAAJi1HOIoNTMABZC46moDPDCAWfsAUujCpEsIgcwQTLiqqJoprJpNrILNqILNO8gD2rzN3dxN25QqrBLJ2YTNPChOPChOOGiAqzLOp6rN3nxO5/RN2swDy7MeNSMABxiBD9hO7uxO7/xO8AxP8RyBBQAAIiSRGkyNSDiIMsQIBWiAQWSAmPglpvSip3RMoaEEqoSISwAABrxKAFjFc1MACiABZzzPzhg082GjLAwABvCjRgOP0msK5jqIQPsYS2iD25uXOfBKiWC4PmgD2INCBJiAC/iANuAKmkI/nTsIBPiMo3GFN4DC81z+hfI0iOATQvwsR+ODCNkZgHGDhVS7ihGoLgcwDJoDJSI9iAechPz7vD2Ly4tQutZUEcCIDVbSC3fqDP38gAtIy844txHoAzIt0z7gAz4o0zQl0zVlUzdV0zc9UzNl0zY10zVFUziNUzklUz/gAzxAU0ANVEEdVEIt1EDt00L1gzkd1D6oUA84U0MV1HWsjjqQT0RkSvxwSoxgRAS9GP0cgTWcBAeEQAEFgK000NmJxS2NCL+ghJxRlhAMj4nKircEgAUgRh1xvV8BAIrLKqvBhHPzlAYgwzTNgzbQTuEaAbHoAz/AA5ZLNQRog3miBITzAEHxvINYClggxyI0CFH+IoUBGIAEIAW6SrU+QIwGGAABqMDBOLcBmAOUSEwAGElZaIPqGoEoTbppq9IUaYNVLY1re7psewv95KoLJYxgVTGFXViGbViHfViIdVgHqI6yq89Ltc9NNc/8PAiaNIj/1LwAlUACRdX0S43M84gIzY6qoKa0qNXO1IhS4AMQeMEY9INnEiDXc4BOUQA3QNMP8LACUAAT9YDttEh27CQPcIg7kB1aG4H+OiwAmIAgcsZvbMzH1LHI5ANeXUcGgLAaC9pQmbWrZVWfO86oqkaeQw55KQAJUAB5kbAFaICHE5ZZk1KLCMhxq5MPMMqxGdurHFi3KFgLONh2nR08mIP+O0BchUBcxU3cxG1cyG0IhohcypXcyp1cyjW4ZdtczuXcxZ3chaiDzl22O/gAVtpcyV3cZStPWhvd0U0YimW3cspDFSqJtLUIqBSaUiAB7xRTUp0IrSxQdLzdt8CkSmlPEUS5oygFCHOjjiAFPLiA5WOAZZQiFvyAXfUUh/gAw7EAORjMmrCEO/AABSgAsWzUGjOAOKiYxWyA9qMAGPzDISS+yMwDXl0+GKRWT5G1RsQIkdOABkAA0yyAAxBg00QABbiADoXZAe4U86RaXsXCAvDHpJuugxBHOnk44i0Rv9U8wG0LwSXc66haDnKDWL2I5KMAu6UIBZBPspNdQrH+uqbEVU7dG1IYVVUU2QKd0Yk12VXsiJTNjglFisQsgA2+SpZTkwn4Xo0gBYd6QRdtg7dUgOarzo+ghBFAgAVog0kYAYNogMaTiDBEALsghT3ji23d0SKMzCQtgCeEwgl4Y7rVWLiwPVAqlj7gL40phXY5S1lrADdgLVc4AITB3wD2lCsMgHzkV4yINAvggwFAgJv1kfJk15BIz43oPsj74LWAhYK9ABF2C9np4N2YJEy2ns2QC3LzF2yRAzcilPekVBgenUkCiRo+m1QE0FIdWWdEAFzNCldQ3osIYt6YVak4HwCgo5qgBA09CA5FQoNhOcNpUQGgADxoVAHOQaT+cIV1O4C7hF8BAFOIoDYFYB+t7V9utY3ItAQaawBXlQM1yYNJoIQ4BoBI8L4PAKURUC64cT0q9gBLlgiTJAC66ANGxL0+YObq2hRGvohSaIBxkwMcVpHUBADk3Yg7COV3OuFN/mWsCOHUGOX3EKgbQhpAYQDSgI5skQU4eGX/cYW4DaJKJQ6QmuGQuGWxyWWQLVUGEF5b9ejXIOZSHkGscAVOo5eKIIXoY74O8FWM8GQNXQAJsKkaQwASmMaHmwCnbgpYuIPVcxeD0IA8CcMJyA3m+jyEI+Wr1LmrgIXLfNfW0bkAsAk+qC5fZtUPIIAJsGKQEBw28oA7ckYCoBf+eTUWo541PDiAhnYlARAMnV3h8xDV/i0KN3Be0+vgM0wNkC6Nc1Pr14ib2TWokOgR15nYs/PJppGFOHDp2VWJWD5KS90R9RuojshdXPbP3/1QAODlCEwQod6NIS6KtxwAaIYIUihSAEgACiBjyWhBVqMA1qDLar6DRmW1EQjo8PuAAWiDSOA0CUiixXSQ07DV+Q0xb4UI+zWAALiDUtgzAjBG06TjCUqYlw2JSZAACZKI9nYuC1iug7gDUnCAH5QAUVBNkIiDAOBj6jvl7KC2kC2Klp6KZbGEPzXUkavwQsWDI0aKzQ6Nzj6PybjD0Jm9yhDVA0hK5aiJJHTpGKL+JZSI2+ogRLZbBQaPCNsWmxu2yp3WYVTtVPPYxbXsRanA1k6FhYmLWjwYCQMI476IXj1LiE3itAIgAT+4gwkwAGvOE+iNVC5HUzxgukko0aLabWhOTNgJyoPw8ZzrUYg4N/WmgAAOTISJWptwhQsI54zg40k4U7QtpjmoZsFKUgLoaXy0gHysrsB6QsjGXY9bTDV/jwqFz6JYbQmvDVLA34i1gEjUREnk9E7/dE/Mskc8H4MNaTUWpAViFB7ZQ4CCpJ2wXwEQJSvCiMomN5peidce59jmD7WpcRtXMhIgAWUN9mEPdmE3dmMfgWIndmZP9mNH9mKPdmdH9mZ/dmn+n3Zrh3ZsX3bexe0cnjxTHdy3dANIBVRILXdI/XK9EFR0H1TdA8VOtJTEgHd6r0RSe0Sg9gi2nIpgpAg42m2taZOJIIU5uMgC+AzxhV8lw4NIGAEWGwEPjZ2I9ZT10e/lpoRzW4CucQWEuzEHP/X1iEzxgV8DdMd0rDEH+BBLWL2Id2IPaIBUAxYCgOg7KO6rdIACYDpvTEfTzD9eBY1LUPSiGLi1khdhJo8RcMIJmOSPqHVI0/ARnXgoREDoMk2qjy6DKHXOBvkVSfVEagy3gYxzgppaBY2Pugg5GDcgWxuYZreImOkZUQz98PWIuD2pv3u8z3tg0fG8BPcFoID+5X5YCpCDwLKM17yAmE+xABC9oropwHd8x6cAx189yX98ywf8ys/8y4f8zJ8ATWcLY0YKif48yPNiB8wTOUiAq+w4UPqASeBjEtgzA6DyO3g4sSQhu594aIYF6W0QAEh5yBOAW/XRW6NfNv8XOXjBTimAHpIFJ30oy8ADCpi+Ej1RL/Ww6aOAPKgYV/CAAIBG8zHJCKtM46bgoqA5n+ttEnEDazWKd5kKEpADRjwA4Yp6BfAAahd2C8DfVyQuD+AtgPAg8ILAggUDBDBI0KAGDQMFUgDgxkIbWRYvYsyocSPHjhYtAJDjcSTJkiYtuirlaiVLWCxfwtQI86VLlh3+a8aSdQEAADiyWr7sKOfDz5kra7qqqaCBq4tzGBiNZRSmypMeJwAgYWmrJUpcuXrt+jUs2K9mw6LdSlas2bJj27qN+5at2rOW+JDCiAnAhYwgeQIw0ACAAgqGDyMezDPAhwsBeBJgkLgATwET3Lh5zHMAAQE8L+C5Y4Bnn4uwSF0ipXo169Uf5rSOLVu2JTexYVnNbRGWg7y6OV4ikPUipg/CD/DZSCqhAwMKRlD6iccBTwp4+oxQgAB6yUkfSFAGDKCAhAsfznugsEDzYg8j7nA0TimihYxyAIyw6IbnnNyYPGOi0Sp8tPFBG3iUYlEfAZCwER6KPYfHJbhlBMv+JXyQwABPC8CnkRsC4JERJXKMMMIcAV4UHADR/WbRBQrI4gEAIbZYo40eDWUjHPndiBEJjwlAAUp8eIDAhhNY4MEHGlDQHAACNEACi7o1sIB/ElHU440g9aellxy5pNJUSRlF4W5GFYXmRjW5lABPGqQ5E0c5wiRVma4shREdDLCCFEx+ssTKSl5i1eWXhyKq5V59YbSTAyOQgEkbTyIUgAACVIqQZ4B5IEspBFqwAAGjEoDABO9doqB4gAnQoYzCTWnVBzTeiAmjiXrEm29agrQAbpeMIBwAvWlUShwMGOBAG5ZYZIlx45HQxx0UGEBBHk2dRMkFnlkmB7Nnmkn+Ch4ejDZshxyRa4kCw2EkwYqyTBqSf4+hSBIlAlS0m0WUYAWABX2YOZIrfvw1QawWySFAciVd8tjBublSAAmwGFBAgrhiLBRRNbqxsZaqNCCAHApIkJErk0zUgAGVIuCAB3d8WyMDCGBrEiUSXZBvxiTtZOjONsIi6Ex2jhkw0WOqKVNSpYzQgANy+AnoRjkWBahRef4ky1NJudQ10jYRKu/PY5Nt0aJ+AfDGRaSYesccb88hR9xzw30iRk2lVNVGlPTRtx9+4MGijDm/q9sH59rYhwI1ly2LA6lqiceTlDC9KQATXGyaGwcg8AbkrsyhmHWTjJDAdvWa5MoIng3+8EGArkRCAgUKHFBxy7Mm6IobC/BkcEdNUiJcaRfdLGS8PpeECb0ME8AjRnN4RsHDNoMkskZtCBCzR6TAemMfK/IBQKeNZ0x1i24436Mo/spiqkcpkVJKwDdqx7i9WOpMfqMAIK8/Sa4I7U5TURrSXHI0+10kKG0QCU1ccUCNmO9rR8FaU7YWtT/96VBYEYn/OqgovqBNZ6srgAUQY0ITOqABKnQAAh6GiTvgIQ8wxMMqNvKBy7niDYXLzeG0lDDINc4VxOpRKYx0ATeM5gIgaYBGKKEyOWCLEhoYTQHaIC1qTeBaurGEYjyQF20JawAKmIBhVAYYB9wBN3IYzQD++ocSBBwOAAuo4UVAsKL78G9eAABiR/AkpIyMIDCIaxEeRvOB+V3gAJnrSMN2WKMPIEAnjvRgj8z3G0veiBQgbJn/GLAABHrkZhPJXwe5RMn/SdCBK7HT/FI5NLCZzCYj8Ekq7eMxlIzJIkuxyRwWZzWjqGR+PdrgKYupm7PtT2cyooAFmunMZ0LTmRfg3cGKWJlLASABi5QFCYaVoElNjyQ97FEgJ+G/x2mpmwAQzgLaoAEAIKAAeXjeAC5wMUr8ZQHXyc52YjawNozAisLEiB9Gg4DS8Kt3cqCcyTAxLuEUQCSl+Ev6MHIvPuykQRcRhQAsgEcOnuQ/AEBdfCz+lhFH8dFGl8DKBQLmCgbcqiPcm+RvXAHHOQCAAqA0plXkML4WzaGiNiKFAPriPv15cqccEWWWTrkTkPLUNClpitV+mRQCFhBpWOVmHOJEpqTJApNSHRRGdjmoramyTnJKFDGj6taOIPMiIBEhAHZllf1oTxZ7aYAlMHGJ4NUVI/tpwMXA+ZsRLOxGEXHjzoQoih5dIjyQ4ckHSgG9fAWyS7BQZ4EQYIFq4YFxfFDMGYenETxETyUyEsAH8soRyxpJAdHZj/g48oYCBC97GAlkRPJoFeWNdCTfixUsZGSBbd7IFSC5AOP2QivgOExLlGBPA0j61pKI9SRycIAC2qD+VKsQ1agO6OQnrSLKnBXTlNdNEyysOsCNoKloMYnloGb5E/fSBGG3LMkCmHJWqExFargq1HoLbDYQJvMigTTPeUZwngdDOMJNm+QlLmeRSQzmlncgzK4MaxXQTcADiW0RLHi337EJ0a6/wYNwGoCABSCgAXazCB9YSwIBmFMWl3CX9NyAgH5qBKeBmUBhhKMwjSyotpYwkgWsKzDaigS1ADixLEpMgv3E9BLY9G1ILeVk02wnI93UaaJgsZP9tsEA351pOHVzAQQc4DEIULGB5/RT3fS2vD0Kb/vGqz8F6Nlm+Ctmz66LlDOlcqAJjK8Et0qCrrryKGGlch93KRX+rTFgFQ0EK6LaWue3xvUjANDZX1Zl6lNDhqRa1udO8GWmSQgAAXz08Els+pkbNfKPjeNNSnPzPQOk8cGklMVyCocJI8EhEgngECjvxRdKSKCjmIhIAFCHidHAaUECYGxJnIgfWUhObBlZ0CQKIIBY7YQnUE3e8jqCxEVKzgF0TJQrsPJcm2oUujRt0QVGQAEJ1Dimn54apUsSL4HXiM+cRGqguz3oU6o3qiuR36IlqOi7DQppsWhvfsdaXzfEyYAG3PSkU7eSXbpEa77cNEtykjFPD5ynoZakzjDhAOuEJuehgeEM8ZDzOwDdtd8DTJP1QgAD5LWbbf6dur3Hk8X+kU9XNYqYAVDUARB4IN8XaQMBFoYJyuDBDQMggVIjIqRSeKYAFqHOT10xmAnIog8CMECOpx4Rotzn3BuhwAf2c+fw8cc/AOqjAaBaCgMYoNeHIoUBCGDXOwSAzmvrnpb6TYEC9BIAfCgFKUYRc1vWKNwg15LC/Uy+pJr34ZSMuDEBeFVEfzWtR7k4Rty78TvRd1AkoCUGjyKnjqGSJf3lJYCB+fqXi/vzxZz5XBsl1BpZVg5yeK6n1vMwWp8kkJq/ER73GPUh1no1gTyXkrKOEUtMgADDw5Pmg2XajTQsAD7/0DrnEJq5X6ybilReAVxb0+a/E9RlxCQQQG7tiq3+cZlJANeXhVUBMI6MDBKuhE99lJXWZUSxLZ1VWN6TDABkEMAAQIcoUNzA+VSNOBv1JVxRtQ/cMdx3NRHODJv+FBpPTZXJBFCAmYbAMFouYRyZyMIIMJDsfU1YdQpQwB5QDN9ZERabZNDPUAe3KR/5zNxO5I8FFNyXCNH2Xc++jQROCQADmgQeUAACXAAY4go6/U8pXEIfOEAAjAoAHICZKImBeApGEYAF7MpO3AEJFKBwjce6rJMFbMoEHAAAMIsleEZyUBMWUkcf2FoMKksgjZ5F3FDysVtwccQCXIFF5VTZ7MT7yQHN6FsGnkS/LREDpF258IRzhBgJzAEfWML+JSDXKWWXSRyeIXpJ6fkPoLmgiKieB81gMdWgyaiCxflJrljcfFnEA+2eV71SUMABUbiSVAxfyskBVPxS2cBcFHoQ840aRljh2MgIY2GfSUQCPPUiSVgCwqGYAzwWRpACJlBC2I3ABbCQsDxJAQgHASBGAdROAThA7fwLRkjO4eidHxpAB8LTHSjkj73LTtRHIK0bZAVAJIWP4wVZA4RPyVwE4EEh/LUbkg3AO1pERJjhl2iZrnmKAaCgRbCZl1iAvxHAeRiAAGjHZ/ibyljOkxDABMxBOo5NCdaIyszib+hiC6beKKWXJfqPS2gafPUe0SAF0XjEAamVMjrjD0L+WoChSRyAgDOynEskYQVh41qRzTZyo/9M4TdehHn8zKTEoEWUI8MIgOnZCD41pQJADim0QQNYingEAEBeAAkMhk0W4naUyAh4Uom4AV5kRCkUQAsRwEfuS2C0AQX0S05RBEKUwl4IwCXsBQsiCk41CFZYILEZQB8swGeuzWNQ5gDyxJd9gGjqFYKVTQc4khKNopdYHhPJQv1MFwD4QQKRAt/soWW0GCkG5RWShAX4Jump4MKdXgIAZWUqJcQlYFNq2kC5gqZFGlYSEKBUlcfZRDOOydHUhCxEY9U4UNdYpSsM36U9RQB5J/mgZVpKoW2KWhUyp9Ox49ZxYa4UwJ3+maAF0B6uwIIcJMgcCAegIcD0TQImkIIcWtj30KYH/Kd+AMAdNJNJwMJgNAhRwRNu3JCQ2FEHyEJE+J+WOIAAlML3OKBGUACkJOBgvCZG5N2XIYDPdNP7jc3N3BkeiKJGvGTlfcDs5ITp6FUiAofFlMJ+HBkt9qdH+NuXKBxtlg0DUGdSopdTZSf5tARHRJpVvY8rYVyVbRxu2FfvMWGY0onGvYRZkSVLBJP+EBh+dqN+0hw4TmmLcA9TeMRclsQExGVu4KUHdZM+hRVHboSMwN332CWGEl4DLIjiccSGbdstKgAs6BAAOCKszNyhhE+DrAsKyoEESA6KKtiXjsT+ajmZJVRdWVmJ/jRAAYRLH2qEiihnScTk7FgEjMlCJTDpRvQBAtxTTe4qxtSiSZCIlQpApxwV+SjAlmbLL3ZQMOrPVF1c0bjXyCnVBcUeWY3Eo4Gl7wmhehahxVGjf1UQux5f49wnnpKNN+aPW2LMZ0keRgiqOLWkbmiLB90H5ljEHQigRrzTo1rYRWhAhkrOHFxAhnJEujWTAygRT+SH5DDR6pykjdSqLGBZE6WmADCAmWzYRI4EVnzhRsyBrxCPv2BCV1BCzIqFzMrszHpFzN4szcLsze4sJWCCjLxfA0wiPEZX5fkbjMgCjMECImqhRhBszdxMAxzoziwrfJX+wtVeLR/cAdZybdd67dcmCFE5AB84Bx/43Nmibdqq7dqybR4skpZWpywwVaGWDeuVzaGVaVYJkLhqxFSWSUmQAAfhV0ys5zNuWjU2xTWKiQfFq7z+zFrmCyn0AQWUYc7iLM7aLM9iruV2BSbsRxu8LM1qbnE4UtfAQk7gRnvtRnvlASW0l+q2yKHqz38UbLEWJW4ibKRS4EZsyyQYQLKiRCU+SWVMjCyUKNmyJNsq7/KqLUaFxH6Y1N0gAB+sx67cDN3KhJGkrEakx26h2veCb/ii2p15wO5ihK7y5tH+KgLEAtOOmL7aJTfNCCUJpUnMwQSQERmpEGZiJv4ahv/+4m/+8q8AH0b8sIf4IjAC5w/cJmVTURK2kg3e9lHvRUUB3cQqcVpHBG7uvWdTxIE0RpqcYlpRaiNTOu7Y0KtcJvAKs/CpmZYrpMdhlFAJMZMMNwCSIEYEdpv5No6MxMq1fZmjxl3CWoQG8HACGYAFrOzU7k3TtAx3WARptfAUo9rDEOpOTAmfncRMbW9GUIDWfUABYEYbtMEbmHEbuEEZk3EakzEau3Eaw3EbszEbm3Edm/HuxJQbPCdGiELR9oh5+GrSIsDSeoaPXsSRPmZH0W+fogTXukIbeEDegO0ke62CwNAc9BzzarLy7ofWMXC1ukGXrh6rZoxTTm13wqn+K23rewGuyYZrfgEfBV8NU1gjVJxS454wxkCuho5AHL9BGp/xHLvxGhPzG8txMRczGw/zT57f5TqzM+eMM+frSPyr/pRCAGDp4dVdRgixhWJEB/zn9SpJcl2gpdjfHOTBJquz8trfg3ypeUzKubiCAUxAdYpUF2OEjLWLqvpPdhAktcIj5fVIryKtkjLty0So3uhEfpSCJczBBwxGw5FP/f4G8OFphWkdLzYw9o6N3TbWdpbEVBxQB5slVILnuJpsxcXEB5frVFhau8YtW5lwLmfMLnssJsrrrEjXEY/N9/TkCEgIbihAYrkCKdxF6FTosGBE+XKE5DyIDt8lPHX+UCCd5ggoMQB01UU0gAJM8ws+iXXBAnJgxAKcZtnIga1eRLkhFwambyAbtGcshQH82ALc3Ai0zAQggAEswAXIwbZ0NdUy8tQ83+dZArtYhCe5nKBNhNp46Y32CCyRRNdU2em+bnulKccNzWSfbq5Q9pqk3EZssIdSCJ3Aru9lTZXJQiygXLtqCRNzBC7TNKLY9H4A73rpdI/IbuPshxxcZgEUwAJcHt9NgIvFUwHUalJf6H/S9gFEAqKET/yWzcfaBwXgVP5IwAGs6EZMQmVgwkxoM52KMUsUY8fhEnlX2XeuhGiQAktQwgF0N0xgAuWVdEuvhKYB8uK4QgJQZ3D+8oEr/JXWygEJfIBgtAEfdDdubFga1R56ozeORrJ5S1DHMLikmYZ3QjZ9T/hK3IwnL4CYUHh5v8R2vwFFZPiHg2XuvcRTobeHK3R5i0nqSnKkcR4ld61313jNAJOHSzLYvkTgBkUP/jgR7jiNl0J/YS3oENZLWPiCg2eJ11tIFA2Qm7grWXiDS7n90KmTD9DZIEXz3TQlaPkQXjmKR9rhWJyUPyU+YXYq6biZ3o0FBECCwMIqUMIdBEsD9PL09YElTKijukL41DNLYOhU9CgCoI7VkLlRbJhOWblKT/lU4BSjv8T94tQIvAS1JOt29w4NI0ZdcjqUcDqnU8CIyY7+YZSQz0zLCZm6qltAi+KwBUyAZYh6CXlGdFjCCR3gBZzQrMv1ypQQQmAmTziANC3EBxyAx8gBM7nLgxKkqtewsz+7DKu6PV3EHZAQp9cLLBypszcTjIm6tEM7dT+PCWnd5Ib7t5+7qWOFAmSOX0Z7rJR6Dbe6HP32rId7tFMAVKX6YXwA1O76ZxEGuiMGuoc6ScKwCSXHUVymCQm8wN/7G6QnH5iQB8hPU1yCw8/wvQ/8AigAp0+JtpvQudzBAWC8qg/AANgwP6K71s0HYlC7RYiCw4O7qo9GAzj8+8W7YaA6w9+7zK+6YfT7Rdy6CQGRK+g6z7N60jt7H2hSX7j+gamPxvhMCgk0vNIj/Qm9vI59e7ZvO7ezeoxVvWEgTrI/e4Pgpbl/u73j+8wzfOYYvQCovPRcRAFMwAcMhBI1E2UkMXUksakXQN8zvJG06NDmgQmlT8sPPMMPBuD3vKkDUSkc/WGM2MIrfmDMusoMhmdBPd2dhKbj2CWAPugbtQHwQehfm22EvuiDPuOgRuovkn+n/iWIQuyrfmowKCWAvij0we/GfnF2D+ynfsDEI+2nPikkCZGB/o+toWfcQesXf19ehBqC5gAIbAIR//Vjf+0X//NcgPNfAutnPymQgBdlP/YzjvSH/uuX//oTv+ROmZnMDCbMfmqAf/GP6oz+ej/7uz5GrELv3037AwQFAG5IXTJ4EGHCgglhyXIoa+HBUq5cNSxlMGLChJYsYcJ0yWNIkR4tkaLoKlYpkZYunYQFS5TGhCM7dqQp6kObhaJcPYSYsGdDORdEkRxJE5MlBAwOknLDVGYpn64U+oSVUWbWS6QcANCZtefDiwilPnT1UWtatVutamz4EOtauQepArgga6woCwBIOHQDYFJcjYIjEraK9a1DwQhjKvQgZzFdn2MlyqJ0l2pWwjIN+6Rkd2FYSgYocd7rgFQeAKgxXrAQl9QHAHgKUJqcsKzDzGlJyQEwIXLWxD8RhnVIGWHv3xmdOvD9YSGpCQYm+bT+fp2SAAACLl13VSCSTwRurpc3fx69zzsFjFNCQOo6qQAAbKe37/DCCAoMHC5AIAsT7fgwj5IC4LNuAvbuW5BBWeT4oMHr5BghwgotXBATvnxiYIHh7PvMjQvIu5BE6y4AYI4S7aPIwwVhCaohWGJ5ScYZZXkpFhYpujGxk4w7L8aGbLQqMRLkaHBHNyCk0aEZZ0ysIVcWaEA9KlVUcQIUr9ySyy7Py/Aun05swy/6vDzzvg/w2PIyNNPzQ0vr5FDgPA9+k6WPOx/yIMzr/nKvvi750NNN9Hzr8yE5KLjDK58SDNQ+S+YTAJPrYFlgzYcUoLDQ9NpAwDg+EMjtoUv+CDBzy/z2a8g/WSwR0LxSDOjjOhIAqLTT8x4s0Q1Ocy00w740XeDHDweygMxf0zsxRTdduvCkHH2U1sdqdYy2WvSs3dZHWYyUhcUWp9pxV26rZYUiBax0aI4GxFX2oSyPhJfeX8G0bq9k/8K13jM/uINNC/qVpQ1UfeKzzjvznOBggcvDY7YGAPbyswTezXUEAHx9iAQL5hjIpwYWOPC+UQbYrrvrHBgRPwdKeRnmmGWemeaaa7aA4YfabVE+g1VUlT9ZWrUEAAAGNM+BZH2CeOKB5fCA142vJOWjkOa6OqE8hXWIgQSKTQ/EC5Qe+KG9mj3TlVW+RhJdc13y8UX+t0/SVu5uR4ADXLhb7FbJvOtuSN0q165XXrIN5/Jen/Itsw+bHX8cZlIgj/nCEY5esZRVxKXE4XopIODrBli+TgOFV/NJA0Q9G+gCCL28RAABAqMELa1qR+j2g3I/iPZLsjz7odYLbvo7CQYvz5UDtuNXcagfytgAAqSfPnoCqr9e+uqtp5577bPP3gAAnHdohJytu2Q+SEtUVQFW/3vV6Do7f4hoqel9usE7KLCAfwtEdo1/++tfAAloAQEK0IAWyNwCiha7oj0QghGU4AQpWLStyaJrxysPiJB1uLLFyUuumIiKzBW3ulGEWtYC0gl3RALyXAtuuuEbhOo2QqH+rUsWO/OgLAq3Qx9GKHEfTFbBrGcA7G3ve0lEohK1FwAjKnF64EMAv1zxAQtcAItZ1CIWO7AAB2jRApkyixwmgAAjImACwLPM/JTlCgNI4DqlIEB4zHMihi0MdaozCwEuIIegVag3OLvAHHKjAAhqp4KJVOQhI1gdBLXhRI6EiAD0mB4JLK88bXCAT3yzAANSAJShFOUoSVlKU4bSAoYcGwXsB5FTqY9ErduPQxLwPliZZw7Euk4BNkm2XTGIFH2YxDAnMQc3EBOZfYgEMpnZzGVeRQALIEEACkCCEVgTmyPQ5jWtuU0SdPOa4QTnOLUJqQw2iINjMxyzvGTCK7n+om3besnbUGKuFOboYirklixGcCQWzq1c9Iyb2hIzpcTUoQGx2GEPf9hQ+wQRP42SBR4cUIACnBKjGd0fAyegUQQAgFYOgQUe7lBSk570pFeQw0nnYInJNICPLnQDCSggAAq0h4320th1+lAAUlnHTncklCw8kNOyBWASpKmQHMIHwQNMzE4NmOYAvrlNblo1nNokp1a9yVUSdIVPADDAT12BAD40QAAk+8wF72MnSpWnp7kpRQCM+isPpNUsBRCjT9Dns/XpJ2i1jAX8LocdA6RMLBMIwE/hJQcQlOgO6iwRKcQnCzSSrWsX2+CxJDsws3WJIprbkgnllsK/xdD+PCdsSD/9xkJZxIGGbhtO4B5yhwZoUFkMdehuywNRWSwueK3cEin4aJ8/WQgOkizPCN5zHUwYYF5r1OyZGCWHYrkBh9cJKp6GqoG6yoJRd7CA6xhkKwA0wAJfZEDR8MYohn3grZ1ygAFyCICcWmJWAejQQ5gWob/E1zqyCqlDLIDXes21lw4ZDcl8Qly/ksgC+lGAQmvpqluax6wqucMHyngq5W7pIw65gwPSKCfyWmgE3wUkJS2b4HpxCLfWCVtn+/XZLT1rtP+siI5NeDHS7pO1KOmxPsn1WLddh7bsctdCQchbJz/Et2NS3ImpC4DomqdgsLxPH9GzMvNY8SH+nOuXrQygAGT1AROuaB167Mhd88miA5U8jgEcwIcAMDg9g/KKKBgogVLIRgCUKMXJOFLZQuWJQg0AQNMS5QCIIcpWWkZPngCMoBOr5srK+tiV25DdUr2SS6qy0gIWACDtDNgsl8DDNC2wXgQgKxKlk7SFYHEiAbSBUaAEwIl/eaELeJpEpGAxAlxMLwXokkHp9KGNS/QiG4IWW3FLoYx0LOS5nadu/Hzhj7M1w9ZmC8lLFrG4D6fbJzvZt8DFD5XPZKfCXifLFmqAcAlcVwf4Ssz1goOV8fABCRBAABZAgOgCU57tRmKoCDuPrfBAATmXB6x40c5/fmtfogLgsRP+qLSXNE6Kz4z1Oqws2JXnG2PrBOhW5pEDqMxiAK/VawEgf0gDaNyzWUdovBQwQByYGgAKXNLKHqEEH9pAgY8WzQBXOBGtSnEHAThgug0iAQHwkIcCBCAPDuFDoBM1PgtV1OT3EfZdiI1ZZC9I2TtkJwl3hLaJVHvHcaenCrFdLdJ6y5/YkttroWYttZknyTm8LZMzfe7dRlmiBGZ3CBVAAMTC+8H2WcUAKICeSdiXD5ggBdUaHgB+talemAiAAiKhiosraj4ACEADHtMHSnBkLwZI73nxUHs+TGACfJgDHixRLDkygBIB2OuXBEAAY2ZM9S6cQ/Fd8ZnFfkbFJIL+GIQEYj83njXlxxEAHCPUV+Y1eACF3XfhCwWxCwb/+5+OvIXysxcFKEA7BygABQkwARIYURT1Vdd8FJD+EilgYpgqMSZAaXqtQmQl+6Zm2LgvVwRtQ14u2Thr2ZqsQtwJTf6GtF6E21xiAzXoyIJMx2QBDmIL3MrDoB4CoaIuV8zN8Bwq3RLvtxbPS55rARjLIeItQj6DATSrDxwgAIrvBwdgAiDFEh6uUO5gPuiMAAZAKj6GAj5AAVIvggTAjLajAOQPAQJgAH7QjBDAAyDlY0hgDjzPPvLEopBumoqGAT7KpQQCauyE0YarAAzAFfIkAB5PxBSgDwSA3PKk8oD+aD78Dz/+UDcQgADwzE1KYQ5J5QIIMT7SJ9T0AwAGwAC0w4EsYKZIYP4goxQowZBc6jMEIHxGZ7QQYGIs4QOMI2kSRQbvg7C4hLLIjgE7xQL8YEPO7j5mbALVCEmuDU0yEO5eZEZOaIX2iQTi4EbgpoR6YgT9ZiI0a0qqRAU7hQVb8IcQb2zW7FfyxAHWBgcbZFAIwAatQxT6gA/6wBJ+qhT4gAJaol9KQSDmb8kKBjpKwRKCigTawA0YyIEQQHMawgNEwA0q7xL0h65IRiD67bDSI0+MCOlGIPUYYP5sIzsAIBLKiuu4BBYEYkAMia0cwgG+CWSeBwAcEUO0Aw/+PSMjHeLRlEU2gAd9UM06HOzmGkRVDOBTrIwSKGESEsMPYmcBTqVoUmTQFMA3LMAD5iDs0oQA+mA4SuENDAZ/LkTPSDHYhq3Y3OQCbFFTIBDtJHCHmC1CcKxQuGUDTci05g6FUKs8OtBb8GYZVagZ2RLwcAihltJNqtEad+gFs7EVLSRtSsFDPqaSvpFB/mL92hIP5oB52iB2AqAmu+QS2sADFOAAfKMDHEIgrJCBFCA3gmkn3W1PBNIRKWECCIArSyEL+8ADlIr4AuD4iiYAjGT5xNEhZANUPqMAUvJC7KQvcJOxKIEACoQ7HuJSSrJCRC8BywOU8IUCq8wkPQD+2EoFElPlAxxAAN6AAEzSMzzAAQigAOjRIbLkgbRjAsbxALOEeQRidAzQv4rG6yYLK5VlKx8QL9POg9ZuLAnqV7glLc1StugutbaFn5ARhvZuLp8NPdTloMjNcPRyLw8HG6eM1jaolgygAWTSVtjNMBfEThZt0iSgAfBANZ1IAKILYsQKPSlm/hCpaPzJABDAVryIBBBRMcqsLDrgAwbST4RPwQKgKUlgAMjvISKuFCaOwCzOIVSBgQRGNRDApVTETu6CUeLnOq7oY+YnT5ATEJfzOl4F1Ujho96tSyZBAAxkdT5sJqvzSj4gfFKvJl2hwLqilzKGAvDgEqBSQ8r+9Efw4MOm0kL24rymMT3GrsXokyu5xitzESw9SCzvw9nwkkRgQW3kTu/q6UC3JS2phW7ujgTgMgQDakEC7w52kMl4MUI9qC8fwg2cyAFeFVYdoAFedVZjFVYbIBVlrGgMSXxyo9Z2yic69D66Alg3yKZaUwHasRTkICMrEuraqAEGoA+abw7mrzo+gwC6AlWto2AawDY+oJ+4E2J8VBaSSgDuAA/oTCYfQs9I4BI+ymVkw2eCb6cgxgDIlEF8p7LMFAbDDKkSADAOpmi486ECMT0+gOUeYhICIADW9UqCTwBkkgE0ID1MJTEjBKxI4UQcYNYogYHEShSlglHaQBT+hkLRTNVZysM9G4S5CsADJNU8DPWyfqU+H+KcIjBEaKxeHjU9LBBeTutaNDDaMtVStUVa3uJuvk0tuyUO+o5BAi8FCS9VXdAuTCTxbM2BLDF2tnY7upZr/Qp2NskS9gIBJMkVsmR0hDU9SsEHDaAVXcMhfAMhXQcBjbBLQnEC1KQUGMA2GYUAUk+BzmMOKlE7Ws0BKCAB8IBk4mDRlm9EMEHRvnAECmAC7uBrzKsBKMDMeNUqU5RC+iB8PMBG0QMW5uBUyKQPTiU+Z+4DfMMRReFkuLRBUE4QzQIBqGzrBGD4VMTOBODd2sA20YMmucQNDAA4HGQ7UFURA8ANXGr+6WRhUCyxAC7gCmHWQ+0HUC1kQrpEZrMSTWrWIY7tPhv1cHgWSNqmXwJ0WmBoyCqiA33RPIYDBK1t7/qmQaKxthyUbCB0avtlVR3CVvpg8waYgAu4gDNGfTLEfAZlVMRC0c5GbdOjiu7gYpzDIS5BAUgGzECyXw9tNSbgZGKH5dytDmXDqErBThaAI6RQ9VRvBEpheFgy4KTCFexkSNtAv2T0+wY3ggpgW6v0AmChFPaCAHTiPlwBDxQNAWxx+exLXJhqNHzGVrKEYNNDOWv3IfJk+FKXL6zXOlzhCiZRJiPBd+2jryITmD4nRTxWfIrlYwgJDya3al+FAPgAPoL+r4orJLLaIB+/aeCugAT4ZWUbpFe4dz5pNlExCBeNxQ06SO2ec0ArgmxEiGjh7m3cckFGwEAtFVNVyH4ZBH9FDGXLDZL7d2AmlHxmIyk4gpVb2ZU5AhNkI0qhTPWy6EMfT0xBlGAu9jw+IOt62TMvOCxIwQBY5kR2102ErRsBZIqFOHwIcBJU4US+zz3sgiI8gIUZoGMAAAEKANUwoaKapQeLZgj1x3jxwDguYSgmIClX1OlWwzawLwAuIA9MIo76gAQ+SgBIoCLk9WXLA3Y2bNcmw+dcNzkN1rhW0iEg97wcNtkUTYVPbjbFDtS8ZPkowCROxFt9ImOODkO59Hf+5KDAZCfUtqMBEOAADkAAAgABEICOHOQvjSumGyQWLevNCgV8MWhRGdmRHbWUv5hFDOd94e4/N9A+GqINUkSezAWmIySUwYsBvJhL+NeU4eV/K85rt1art1qCZLKKpoQBGqABFECyLOFUACaCDzYOZ9KMIEUOCKABciOtz+QvDsAD+k1L0McAGEA7BkB5lGv5BCBFespbFe2BDCCs4to6YMENCGABrAt6yTOM+CCfEWAEsPg8/ECf26An2PGBFmACLsADPIACorVoxkMq8IAfaQwWGOCuAcCnOBqkDLpLMXtPHC/APtQC0FjGTgQAOuCniDn64IJNJVPnAOZjBLv+tgAgATJPFi5hUL0FgiiAt4/4/qKLAlZ3kBkEtrpEEZtSAbKSFPggRGRVrPNWDiZhRcvjAlDtZr8yZ3cRc6S67lSQkq0lbuapWv5zv5kaSIQ4D65oWoc6W7b7PE7QIaLWg6i6qnVKdaRMwZI1D/LgDiicwiscwy88EvqAw/tAKUlEOCPWN6rbJ/6lUEfArUV3aWQOXvLgY4uGIpGz+XwjAPIPL+yEASrlA2azJ0hhMyVoAWCJFNogpT+AElzBEiCSm0mAEsy5ciWVFDqgaMJTKkqh3+brB4tvAfooSkesaBpATR+iA4AvfPYqQDapYPL4SxA6jkTBVy3AANKvDwz+mwLmYHQbbA42swHIVBQo10NcYfOKRRQqGk2Y9QKQ3JAOHVzQykg+QNHubKLs6wIMoCTOhA8uSioogGJNLGq8JGOAlBDVGc63wwC8SFYNceI8gA/C7gtDptRml3zX6aeTUUG5BH61RRUwVb9RiMBPyLTiN7SODjNcq6nvF4fahb6v5HcaXFWrVnE0RnLwpBJROqWrvdoRgNRaOrrOAg/coA308Q4KDspwj9wnwAH+uQ+cSCBI/CFM/EomYQIIlYRI4WOKlw6R16bE8EQ4pZpf1j2C3DomAZJGe9TFCl9d4S8cm8lVjVjvFJ9begRmeUHgvWgIIIx8te3AZRKYq2j+HvtiRmA4u0JqBKI60vygAQAPl3W+KNEB3oCGLYAA1BQWvHw7JmAE5qB3QIIS5qB8Uq8BPtw68GsCfoQPBA5IF8ADJOmMO4USKmrVS2ejpeOBCoCBBuRVGIBY4dlLfBwB+sACMtM65mCmDWXsy0uOF8ANQkQoV6OfUMoNPABgT3sE0l4O6t7u775d+snujeju+97v5WAObKWRdZZezFek4EneF4Qian2FKlV9+1sZdd3uMn5cwmIz30Bp6UkwWdGpcci2Ev9MGJzZgcXZg2c7im8EogqAEmiAsn7XMKENFKuCcLVxUlQ2Ae43XAoPEIndyQdfD5DwLfro7GL7HML+TrJeAD6gIZo4RUgg+dcbIu6vaEbga+YEE+ZgOhSAyfE5fA6AyZ3ccu/j+u+AVxuIASJMH2fqAuYLggjADeYgzAkm0I7/RxjFdUweiLSDeTR7O/4W9/UKIGTB+hDgjqyDCA9OGrEAgMOHEB0i+DApYcI8BC7AQljKgkMCAQYQcAjClSxSAQBQssiypUuXsNoI8ODqDgABBmVhmlTAAgkAbmS5QgCAgIMRIwgYIPWyaVM5BgRosDinwYIRJp26dPNBq1eEH/BQMhCxrNmzaNOqPdvGQpuvcOMevABAjktXeDfK1eqqVF+5eAMLHkzYFazCiPPmtXg4sKwRDvEITbz+ynBCOV3jKmiQ8A6DrHtDt5xQV7Tp06hT6wRwwaJHAgjIpgxwoIDtA7hvj3xYwKEBCm3uTKJEnI8bD70BGGj4UIAAiAkYPOyD8NKID0iRYr+eHXsDCtm1i9++PXz56xa4XycBWvVBPAAakPCgwGHmBgDuBLhA6ZJQD/GJgokCCFAHFylupLSAZAnJV90cExggHx9zUPAcBXj0QQICCIxgiVMUrCXiAExZNIIAkXwAgAIlHnSJAQiUclAbAFCwFyYpYYIQHwIEYABsCBTw4wAAzHHQHAJc0F5CsFCCBwkXUDDBBBRcQIJYejHmCggCvJFQKfgZEACHQioFgAUnjbT+knsvWdLAAZNYUl8Hh534EJqyeFSRK5gAOAKbCFFigV0JAQhAAkvC5cafbI5gJCUpiaiWA5NUaumlFMgxSSSV9tHHpaCGWukcQFngJaB7eWQkS65UlqV7ePmFl1yNFVZrYobVeitirxImC6kCrIRropjJtVlnDbyKqlekrbrss9DGhQlrFtHVwAUjaBDflNx2yy0F4FLQgAeTJMokJW004ACV4bIrpQQSSIkVQqTIYe+9+OI7hwMezJHvvwAHnO8c5p4GC35ylKhiHmk+hMCjDYFQihwBeCDjXg48NIEfB6G0ZkKXVFiAAyTIMQJRCJAwCR4UjDzHxSyFKGlaArT+KNAFBlCiIgI6IgQLaQbKQqONcuEIQM+XgERAA300QBsfFIgU7EGUNFBATu7hgYACHx/k0Y9yuAHSCG0MQFYbpaT0YbQIuXIiCaUA6EB9DHzghgAKHPQTBQ4QOYAARLN9pEN4hrYooB+s2kcbjDfu+OOQN+6Gfy9dUNFplpT6luBOqaqlq6j2FWtfyvIVWGOx8OpK6sMaxrpi7Z3u2CQAFCAjri0VqxlnCNWRLOdNkUYo8MSzPW1rCdHFAAUkuAEAg8WjOgIf0aOGknO1WyDdSrQ3EIcFZDkQAE6lRAg9xkD9FN8cJDjQFCkVIjDuBxI8Z0EeiycwUdcHYfJG5AD+DGDQZEGJBTSAEtpCwNoQAhkSJGRoN8rRQVRkFJOQBQCXgEXUztQ2EgTAAdRDTR8mEIB5JSQSyiFARSADgLfMIQAEIMBYVFK8PiyAAZTIg0OQR4r6jOACBBCAASZAAj/QrnCC64NDNhcakyHOWZy7wABDQwmgXICJ1UOI53zmmNARxi97ER1hXmeYxOhqV4LJkq1gIQoBNKCMhGFFwXQHFwMmxHeli57wsshH9xyvWvFhnvMy08fUfABrhYSLK5ZGiTl8gAFEmkiIRnAxADXgEnf4jc3QZxBMJMUhC7jDJlkCPwtsTQIMUBAJnAQ+CdwBZssS2wcokTEF9AwhcgD+wAReBcGiSbAUYoqRLIDpkA+5IgEgoZyLPjAABiRsL6WoSkZuWSgADAAOE3QIo0aQkjYQhX+CKwUz3TCJjElAAc8xgAPCQrlS9CFjIeTcJVKCSLlwBVAeGF4UOXaaKrrBLYnMU5F8JqtliXF0XYxL6xaqui6ScTCHQQCaePUSOn7FjgjxTB6Lt8eAehQuf0yIR5bXPAC476OiOSRKvwKZD2DCJKVoZAcWcMEFeEBF8wmAPkWTMWeV4g4UGEkALCBKp5DiDhZYwAAiJQCiLm4B+9uoaPxAIDzkgSwU2CR8GABLodXoRs/RkRINwAAP8O0h3/lAUAHAMItcggQ0nYD+HCzRVYu4whJyaFmHqGmRVBpAAxaYQHIKQAEL4CwADSALODnHhwNMQGf2ocRG7joHDzRgN0EhHiy+aZo4EFI1+SzeBfhpGn9eMaB0WdXpnrWYyfSlMgV7CUTNCEfZCeahDJ0VeFybxqd81isGzBIeE9nRlRqXJSFFiPKY94ba1fW4TbnEc6HbNo/Ujoh8IMVGYiqHCyggUhRQ5ml6SkqkPgdwcxilRUqRhwscACILUBkfLFCABqAtNXyQgAFWaSj2WIRHCBDvjL7qSwzKQodmckgBaIlWsmSWJbDowwcUAKNrkc0NGP5hA2Jj0z7EdpgGMEABnuMQN9DoIwUYQIr+aZjFUgBxDndQihxIcFmHCIAoDVgg8SZAgOl65Z5s+sBO2TZa1PgToIlM7UFgIdVnMfkwTX4Jkz1KAihOWStzYBRcNpOlqsSCuKWhLnWTOxcAkNR5vxOzmlGDBwGo2GEWcEMftEsKhLEpY/VMyFEtcF4KpNcppcADziCCIefBiCJRbskl3EDhEUxCbABYQDwRAp8C8HXAgQOpBOGT4KKQIDnxIcuQkYuHNpjVAah2AAU80AY8XNolpRCSmB4SpYeEeAAHINJiiYcRC/ShPgA4AHD6kMEFnDR6HlhAol9yODaFlnhSNLLmUAsAEliCOJSwhLa3ze1ue/vb4OY2tsf+HW5wj/vc6E63utfNbky0Ya7oLrclMAElTMi72/LrzGfAPOo1J5LMslguCZqrgA/7++AuyVwbmpSHETSAxGN6zoNVQ16jIjUlgCtqUwI9aBvnZ74HqJurYwsLUmjIASOTAyXcQBQBUJIluTzAq72a6a9gIqwELEoD+FDqh7S6D2slLfEcIAACyAEPc5COLu/ABxL8jQKKTeQlKLAAFXlAWReoWfXaUHO5eBZx/X5WkftpRSzykS4zS7va1872trv97Ws5tiw8Y3DBNQvhKCUFADxgEQCd2bl4DzyWATDpk0yCKGcqfGoq7pU9Y9zP6v0SHpDzED9HorJQVYAD0kP+gjaQYAQemACBEEABN/CBDwS5yQV0vGTIXPIlze26Vm5u4M0WnTqk8JtJKAESA/gYWj8hAN9loSKgHITH+eFsQOUwEgnAHABT5NwdtNxE6hsSioKLNtl/OPGz1+h/AQy/+MfPOBKY//zkh9z51995z3ce/e83v/s9737525/98W8Dleaffq47wMT9p05Zcgdp1kek4QF4kIAKuIB3sIAO+IAN+IASiAcROIEWeIEYmIAVmIEXmEsT4IAZ8x0ltUuCV4IuASACJhQEsAC7hhqMdyAXdxOZEnkcATXNMWx8cAfs4wEXYFgeMAJyMAcZUlnJYQCz1BKYkDEW8Hs0MgH+e0EKz0EpspBLIeZhIzEAdxUb1ZZF8wQSDlR8cuAKF7BUCvAiLBZQl1AADKAsKNR9y1IK84YJcpgHbmBv83aHdyiHeqhteiiH2bKHdmiHebhtfYiHcWglfWhviSiIidhtjEiIcSiHRAVujyiHcWgJlOMKDCBEgwIHYeMGYROKoDiKojiKpFiKohiKoQgHpygdYRc9y9YUsbgsbYB9X5FlxsI7B6FRiZQxcPeLwBiMv0hScLCFJniMCcEACVA6SuSG7vGCckEKeMBnNyFXKZgQkDF9iAcAH2QBH9B5GPZ5oQdqA0BUkScHRGJ2MEcWTrgXd3MTJLAKISIkDichIxD+Yivye9FChQFQJSHmARIQQwDgB2lzhgF1LOvVVIKTdOqSag75kA6pLg2ZauoSGxEJkRiJahPpkLABkRP5kRQZkhl5kQ6wgiPpkRRpAVnhJsIIdzIUUIehCoIRGgeVW8OCRr4yAs6oFRYFXLo4d2sIZsCBf0RZlEZ5lEiZlEq5lEy5fm2gIgpQf21AN8w1kMh4lVCIRAgRB9AHLdAYGtJoARg3AX+2Xh90EK4wCW2BACR2FkN0JTRICSGyANGXEHIpES3oFJRAGvGRByESQyH2IyPBM4UEGT4SmErxHHaRewaZSAhpERs2i6hxGBD2ZQJxmT5zmZZ5OGrEJJapFxv+sRGxEJpgYReguWSZiZpfliWfKZpMgpljlxDtQZqYqSyuEAmfIiq6uZu8qZu4yQd94AczVz0IBUZhxFCNgZO1ZSszCYRN9FtaEVwZ9UZglmdXyTl6N3zKFR8WoAGJVXfXSV1t2BJZp4+m8ZWmIY0XECnWmFEDZVeXQAkUgmFuIIR9gAn6iAnF93J34UE38QHm2RSuAAdC5QEe8F4elyQ0SDx30HI34RAMEEKXoGso9ZgJoSILCl1wIAJgJ1pCh4ySSTyt0lt7cRiwdTrKaVsqOiyP8YoVBZ2dEwAtknSWaYBhFp7EA3BoR2K2iKMHV4zRt1kFiCroiRoctxvWGFT+AQoXOnMheckHwNYAl5MamIB2UVlZVfIGrFdIroAHapUefpAlKNGYhWSh7ql4a+ZEQeaigOJrqRGigJJQK2WiYmQaNqmiqZOigVEZslAyzykXNuFAu7hvhVRcPio4OnoohXU+h4pw5ckSl7B30VKkqlEKfOABZPEcDTCccfFTMkMBU9oSpGAoAdAG4BkXd4CgqzcrsFAZpaAKfhGroiOrtBorstoXt1oKubqrs4Kio4MJalKhysYSVaSOawZk7vFswKN9p+EhWQQLBQUocCpbgWGconGnsDMsfiGTesOmuQOjAoofIeQZAXV3jSo4eoc823kq5yp4N1Q6fNBCk1r+F63yqqsgk7pqq7MqRvkqK/3qGLCACXngAbMxAW5ACafqM0dFeTPhB2W0Cv4aqw3qEBTAqadBCh9wXhyysRzbsR77sSAbsiLbsfrTsQ6Rl9HzcKOUNrKnZsiqGkImWnUpFxQws9GyWtKKoqnBrwnbEo0BsdiKK36hF366Fz3pFZhAFiQwClVRrqwxB1DrL1I7tVAbhFZbtVcbtfaitVIbhFTbtVO7tWBbtWPrL16LtVybtWcLtl4rtmQLtTTiAG+LHyPARqRwt5dACpeQt3l7t3qLt4D7t4IrCpfQs+0KF6IgqSxBI8bqHmEyspAbuQZUYxAhUa1GCaQgKw9bCpj+YBweID4QgVgNULIgq2A9iirv1JKquxYoWzzi2hIoZ7iJpKbJ6q3u4aaoYQGhyjmiY1CwpbmWca0IJbsQVq3YCrxyWrRycbRISxpCJAAaKZIRuZEi+ZHUG70O0JAN2Zar273eG4wy9E7eMr7k6y2o1i0OwKiHqxp+8J6AtJNvCmzfu3YwsgAKQCCzBnczkaFs4gqe8r8A3AcHoAABXMAGfMAInMAJDJwrhR/GChkWa1zN5h4xSzy4exqgWjwjalDDO7zTKhjR+qZ7WhiaK0erVSsWobxxwbxfcalvErkwfAAjK8MeewBSFMCk4gEKvMM83MM+/MNAXMB4AJykcsP+OqKnDHUHCEui68smzgNOsNAQ7LoslgCcQXzFCowHXBFY2bsuq1ZlVmzARYzArVs8mtfEgIIfWrmLz3NcXSoHfKAsEwxatqsazGoaugs8dIoqhwG8sXqimhuihSGtTEZbvdIqpaPCcMHCCiUQsDCaoclkkPxkljkrQoGZk4GWmdw2klzISCivaKwaete4pjEC6hvKtxsAdUV7U4zKojEtpGxcxubKqYEfBUesAGB9fOQBmUUJRBEVDKBjL2tIdZwadywaFhAJnJOcfGy8+QrC+zqTXzE6Q5tIpNMSivwVjByexUrLpzEtgsompefNbAILB/CTO+IQrUzOTArK/nb+xuwcGvghAJe2SO3omK3hCgZECatgCRSAAKAxx6mhrJxzwaaRwWwDrcFbziNKwjXZwZbsFNDcR73rEtnsFdt8nd0cz0VjjO4BCwagnRz9ygAAoye2ziPdFBvtb7Oc0nCBH20cMwRAvGnMd5QgAAvkCgYAPQKNGgQtOAaNzLubs3zazA2NF7BqvIGhCrCFr8Mr0f5K06dR0RZdzLgErji60i7tFOAMKHp3z1sdF/DRo9YVy2FNNR69Zi191k1BdO6cED9RxmzTAF1hCbaTEA4wPBktFxW8rDYLFwjNWtbqRZNVk4XMs6Xwu9DcWlpiwhENPBvcFBfNk1gdnpkDv2z+fRJpnRpKtABSPdI0Ak5DMRKYzdawjHAM8DBRu9owxtqu3dqvDbU6GNtRO9uxbdu3/dq4Xdu63du8XQAEIntjfZAFIGcN4Cw3PaXD7NNWfRrHHBp5zFqPLTj1WtGPjBeKrbnazcRLNtHLnLl6QQmgFwddNdlOsdfIWEVEBdu0zd6rvdusDd/t7dvtLd+8Pd/2LdvNFc6qQSoymtlfAXWJcnMUMFT5Ld8ITt/vreD3Hd/4Pd/u7dq2fQeMe3D6PL8YnuERYVgGMOAlvXwRcl4yciIWkCU9fRp9XdB/HeBDLcKrMK1TPRhM8kVKzbOP3cfSHC3QugCE4jwI4AAh1jX+5u1bTVxFGn7kGF7Ze8FCLQ7gdqVOLQEfJHBBSF7lqmvWFfowEw7h+R3hDO7gtL3lst3gYs7eZb7bOmgAcXY0rALlHhVTFG4SHuBfCHHipvHTRLbiXhHd/VvNWYSrVC2bg1GrUd1buwLjXoEXuRcHq7Fww0QBt9ytf7q+6t3lCR7mXF7fmY7pD87pMEYj/J0aMnO6To4QmaPLfUp4Bp7bY97qZk7m9H3msO7qYK7pnv7eFX5wa13qCaEAH5gfLSGWSxpQdp5SzY3Heq4Vga0aOPusvgITgnGiNXmr1SoriC6gL75IdjEHBSCmAfAxQ/6iRW58vK5nmz3VF6TkTm7+E9Y5AQVC7uXeP+dOXbse75p36i0R2tR1V6BBu3Q8zarQEkWtFc+dKk1eonLKR7Xi5zBxK9v98IOcs2Ck7bIwCUGJlgYwpeHuEuh9jFpd7l3tHqWQLhRgnfEOGVu6SBTw8bzO8vQud/buADoN8wcRr8cufWe43CjOpuJUAEZBWpeAMwXwAXVX8DR78HGBwh710Fpx2A9dCo6tr4E+mV3kCkKUTweQE27jewix8d867lge1iHPJiSApvEuC0CeKMV62mefc6EuZvDc9seipKRELdAlCq+EEHCA6nfuoj8jACQQBw9XEaWAAAfgBj+hrpWT7J2D9F+xxygFzbO48K7+Cs3b/dlc9OIJ4aVAfiiHIR2I5PUwp+7p/dYgP+8obvLlzrItYRN8oHBtn3Nh71Fxf/bHou8sIZ3+pvOmkeIt0b4MMhRoIhMlAhUZGpsH7fimwwrXLtg5nvTVPugg3PwJ/yWTQB2uoDIpfOwdb4Iu7+SZ8/aoMQKq3/LzDhmkAPtt//3HVe/lfizx2qOPWkikwE+X0AZWwj97j08uiiCgMSUAIcvBB1mUKLkq5UrWQoYNZV3o41DiRIkWJlHE6NDVRlgZPX4ESRGWK1YJE4acuHGjyZUIVXZEqTEhzJgMScipuVAOwZw9ff6UZQlAG6BFjR4FKZQEUoYf7jCFGpX+6R0AeCY6KFBwqFSuXUNS2uqVqYIGYs2eZUhW1iUAHibGAXAR7URKBhgUDEBAwgIBcxrG4Yn0A06UYJ8iGEFBAAAFlj5e8GOUgtycIznOraxSZVHNnROuUtjTZU1Kc0LLutlzJ2bWWom2hl1UaVSnsW0bBQFAlMRSASi4vh08JtilwkEucGBcuUe1shA0oMmwDwA3tmE1kHDJlQIKpXQKwMQQTuCjHggnJUABVikDAj5QmtQAwWmKkCVTjjnyJFdY/aP31M8l+n6yTMDLaiowJxIA8G6h1HJabbmowHpNQgsXwgSA4piq7UIPGZJvQK2WovBDC4kz0SHkUpSwOQv+BGiwoVIEuMC2UgagZC0BcgTxvPGgGiykSQKQYBVZXNGLIbD48Mi+oizKKZbNpCqwpQNrMtCV/4CqcsuPRlrFy49IoYSmB2uKkEWfSlRTuNmAfKpN5Wa0YKI5AOADFjbltG1PFhVIjs/bmnsjrokYWEBMs1wxII8jDYhsIVgQiFOWH5kyDyQ5BNAgNFgO6IAhUgSotL5IgYIyJpcU/WmlhFhRCbSEtMypM1qhYhUjAZE6M6Y0Bf0qLGBbe5OpEUodtrVJAHhjog8ACM/PZNGS1sTmpsVsgbJkme68hjwAgBTbRggAD1jmaOAgUi4gIEY3RgDSW4raEEDeDgxQZSH+PADgESMngZpM1SuRslXAUmZtKVeJDL71tik/uoQEBxqY2AI5BuwVpV+xpUioCjk2K8MNBUMWZLPujEiiEIEz2axiWVyxZbOaG7VGieTA0zZXPBAAAQoAAAABAQpIeaE4RIjXo+kmwGMOpyPCJIAG5ngjgDqbPPWnVL98GCkwEUI4S81mVZghy1gKzhXQvjJAAQsYAKADCgg4wDGb5A1pY5kXqnZvpl4+qkO/veJZXIfo5FvYwaHq20NAF+fqWgUU2LLxuSxpw4MLLvhgjhgXcoM8ozLNiAQDDCBgAAIIsJmSCVT/wMgmi/4pYJDUFpGzgsd2iSXNypbU1tgCDGn+uw9gaqPOUihg4LSM8xbdb48hjwpwo46lPnLKJVq2WZazPwrFNrUFf6xtZelAAMNlFODqFOOAl0O8Dy+FlINJsV/GzzP6t3b8RHKFKnLHJbBtRCJVMtDBBuaRs+GuNZYBXkEKECMkRYQUBOjX8zQVvb1ZrnwxERltSvZBn9RsIjhLmQdJCBLxqSlmK/zJtVB4lfmw6FJIIR1aIHIfj2xkbVAxUA9VEjbQNOxLCCtFBI3StaQEwG6yGBWTekMZDX5Ebx1UHAxrEkKoYE+LP+nWRAqXuI99sTBZtFagzFiTa0WCOs6CFovcgDT5YUSJklLUDp/0P40scImaAUmBfEf+NpQw7I4+WRWCHIAASpQCExMwQCkoQQEExKiKHrmizFS4RolwkUMj5KRH3GAoiUwOJpsMpZLQ+KFrpfIjZIHJjGzmkDtZJUVucAum/LIQV5DpDiSgwCwL4wAPvAEPlvhc/3xiu5T4sSiwWMWsVFVEKxmwkD50JlO+VsIGAKA9B8jRBQrQL9TMz4oclNn0XPkR6xXFi+t8DIwkYkJZ6GmV8GxIC2GmRnxSpJUNSEDlNMQiPJjTJx8YjAcmsIABAA1oA0BoRCU6UYlawKFAM0ADLOAUCtDOJ1uTyQAJyMTbFUyahUyIKvbTlZe0ig9ywEODVuogg2Ykky1DpSvbCRT+wfVzIpM6X0OmUx0y+pQiORXO44w6kVY+a30McUUAJvDFD5AAD224gAPa41ACxEEOXwVrWMUqhzk8y6EDQMAEPgAHP3SUhw7ZplQEdMh6kqR3LUFJgYrIFR/SFSOXwAM5aaoadOL0nj7d6U/eudSGZCiXDsEZZZAaSn2miHyMdUgr78QkiUBSpJDzwC4X4kg+4PKxKLHEBEYwhz5cIjp6BNj/AMnXkwJod9YsaQD3CkTQ+LUhclCrK/AQgAEIYAJPvaRNC2uyyXIysT5ZLGZlwQcAiLYhF5BnUaWrXRfyU7qt7NsIAPBEEgZpLrDVGn42wgrfCpGkWGIJSyKIO7T+BQ8oLS0KCQRAAW0h4AqioEQDfnM3wmavuWt8bk96Kt0FCXYhCGAATQ5sxgnDRqnblUUrZzRgh+wLlNTL4VmU2RNm4pevieRSEcP22YXdFrdYevFPLmgVVxRgqguxRADCM1gILRdkFdZignMSXcxSIAD7g2Lc8nnYfgKZNa2U7mUZghURZSh+KzSvDrP20UjwMpsEqy0BkejAQgoQiT9E0GjCV4DQjGCWjCpacjFyU5Opc7ueJBmGH+XdhVD3PPYsI2Mra6IXbhfKz9pxQxjFZ/CF2CwW4CyqLvJeXMn3KILsXQQRGEAWAzDGQLngLh3JkDuoj8A9NjCT8SnkmhD+ealC4WAb+LXkQC910Kxk9FKhTBVHSWRuSM5e5zAzh0RrrQ+WOUuXwFwwVZlktwiKZnsnImsP0KQUHRjoqdHkY445eYWsjsmCGevhiVjgyLTWs7fnImVDB1UrV26IrB2cvdUOiwJ+6A9aGtjpa/rOiO4Nc0i+Jm2KzKHaDClFA8oo50s8VSfcxpa6P4jnwH24n+IttqQK4IDoSLx8HjdLoaPsbiTd2CHUtW75hC0oWNwbMwX8NIFsNVP38jslAhROxixBAjfAghQOEIDVPkfnH6sanhS/nsXx6dlOtsUhIM8euJOaa6NCWRZMP5x7YFhvPm2EAl2eyxARgqtq2jz+QZmheWx61QcBHMAAFKCAA/yAh7TShOjdNvo6kV4UcRvVFQNwX0P2lXKoU6/wXbE6Y63eYBlRotQKsLnJVt4mlTDzLGUH4pj5TeY0xxw2vWpAtUvBAAPIjhQBKNrdI553V+6dp0pf57IcwAdM0IfxZjv84m7tIZFj1uqDBywJXge0/RJcTlxnEZg6AlKzVAnNlxZ72pspGrUZ/yhnKgUBdiyHu0z5PKqflp2lK/WQ9N2nlCiAQxFwATf0gRRzk50qa23U3V/owttlN4YAsJiHUqANx7S+Npk8E1kPa2K+RTGJmci8zvAKEzOOM6kxwiCFPFkIUhgAW5IF8EuW3Bv+HPIDCVczKkkqqwbgv8XgMw70GxSEivzzPXerp7izqkbiJBBcDhOzPAIpHmryPJ9wvsiDMR9Ei/xhiEL5gHwhtQNoHobQwGFRQZlxvZ8wP+kihUkwOAUgKnTDsCZEit5TPBfspwG8EAc8wDSDldxSoB0UjQQEwkBSMzVxgwb4HOzYDSWEuGnRwjrLtk/SM9JgvVSqPwvhQl3zQnxCvjBMuzEUOOFhoDFLIm0ykACsKzRUExFZQmC5Q5DxwI+gwT2kiz6kLE+8DRZkLFEkxJRTDmiKuRvMK95pxJqbLegbogBUPmCJkUm4g0n4j0oUFPHDrCc8KNjjRPlLtzyEmUH+rDpjXCcwrIyFyYgqaaZ/YwhEdMXOyJWWcLY11JW58pov85DlgQ5SmAAAIAABWABy0kU+uUSOyUSPiMJgfDpQXKN0BIpAPEbpKsScmAMHiBE5aICNw8B8YgAEEEgE+Mcj+TJVZCBrvCtYqcbdIZiEOYo25JMLMACroIAD6ANJsoBIosOog0czWseM2ER3FMYsJEbLojqfSjx8UsYzIgDZES8LaAMHAIBe+y0BGAES0ElyksiJQMhs1Dy1sbRsTCBopD5Kgy9sDI7sY5IoMhtK6UjD+8gv8kUFA0Z3lEc7nMrWuL+Rs0dTLJ4GOAAEyBe2uDIHiDCHyKqfQspo5CP+O1qxSFREohwzgoO5Z+I8Qcm+HLkgclKA76vDDdxKGKrKIbvKYMxKwRwZy0LGflpJeGpJkJCbOWgXWSiFNki0EaihhmiAEZiE9oOqvMQIaYQrbSxNBfyI21oihLkvbmQRC2gAcfmAC4AJnEm0c5STxByWwqyJdiRJ7pIu3cwJelTJxkylewyJO2gXORgAJGMP0Tk9AygAAwCAC1CItmyIn9QIamKg4lHDzzDKa5LERQwTjiEFBTAAD6AXBbiAbrrCDAxMJhzMbzvJpPvNZhROQflDCSFOxzTOUIrMjIgaq3ADAhgQV5iAAnA4TECADzgYqiCBkYgg0gweTgMiz8D+TiGSvuIZT8qTg0U6AAJAAAvwKNxsk/zkk5DECN/8TRTNzfmci65swa/EktDbiDcgAFGgCVLoR/KiCP4CQu2s0A29rzO0EkQKuGZTSgIshfiDrPgEFl5kLBWliJFsURj9oP1cDlKsR8xCTqXxptMJAHEkjLpQgEuYCFJAU4a4gM1ECQrdFSrBnbK7I2yiq7ODIRNVExdtEyqdCCslST7dUyw9i/7EJy5NRrDMCFL4KjiQA3N7A8foA9YRkzvhEVcY0ZwQUoPsUETKkjNcxQxtpjL8Ij1lEUFlET+VCBYNVEIFH1T1CEOFp8dcpy/VmAHoCAtEgD7gg16NCFjggxz+KYWxvIM8CMd58wjSFMrwjMjoo0auEdUWY9Zh2RkP0JzNwdbNWVP4TLX5Q6z6dKfD5ERYNRFyxQgZ7ULpClCQcIMJkoU5yIsACAABEADoyL5cogQJoNcG8KiQ0E7LeD7+WLEsyYi7Eo3e8htXeJb0cAAHmICGbdjbhFL9dNXs4c1wE1c9AzQ9U1W0QFT/pNGfGDXLxISSvYSSnUNMSCItcYVL2NackMaRgJUlXcX4YpiNiAX/8CHW7DyaTZE2IICXPaGJRceKpZ6ObQhAxUqjhRwtVQ5ZXSdadaV1vVCflYV/HcpFcTEj3QgBitaGwFPImYDGNNUUMVcPQdqmyNj+YfTWJmNaroBaV5La4/ywaQ1VsxOpf2VAfbvZsAHPV8yrmS0fRv2ssjURKV2qi0UJVl3atsWns2WqlOynj00lweml0hiBCQg81oiPC/g/ZGoIaXSVToVFv/1U13xGq20Zw/0QyLUQxQ0JpUXMtx0cpzUOyp3V/5zBEZADhUKAMeWqERBeEhDe4h3e4iXenFRe5RWBDzDe5U3e5yUBi7qotrGAY5kAZI3E+soPapyvOdWtsEFSu81Ton1Rxz06cH29+8wI15UQ922IuE2luQ2lEfg/rMIK4BVHNxir/nVUR5UDOPAqOHCDAvaqr4qD/+1fsAIXrloAChgMP5iAt4T+qiJaBQHKlf64rVmJBfF8Vk9V3b1hXQ+BX+VI24WQ3T3cWAw7Ya+Q31Ci3xksFVfAhD7YCfM1CkqwABK4A0pwOGVVIGfLN0XrDFlxVojMK6MgHp8a4QspYeNoYcadXfRdJ9uduj3E3RlU1JEKYUUT0k0Tu5krSt75HcwIW3xqYgtBXKNq4RTewycWDjjOYrnV3TWS4uIRXLJzhU29qw2+WYXsY9SNSNQ0qjR+X9r1G9gFiTt+Y0TGIiq+XcnFpxheI1sFYUiUSwrQ3tCMPn8rO38zXSJlCtzBZBHGYTVZ429dTKNgZAxb4e2y4uB4YU6iZDPKsj8iXyy54I2YgH7+TQlPBmSxwVBma0BB5iRDXg44Do42XluThGQ/dOSxkOTcla7AWjZMJgmvdQU5EFqKmLkVW7EtEaS/LeW6CtilQmblUObbUOSPaGVnHsZV/pA5nt86Zl9OlSuC7V4BiaawKZvTlVPSDaV0No51to0obmZYjmbDemZZnuZ1ouffXIlSZkWBNhsJbZVZSVLdsehjPuVUXWg8lGegcGO2jWc5meU1qmWSREWKFmZRFguFrNouLh+CjuOQBpl2ZseEDk6cxruGHpSHpuN7dq9yBhOb/dqZNubUXOp1sungMOjY0GmR5GnMimrYiOVQtGcY3mpOTOpaUUjxhY0P5gyYRuf+jzZbn8aWqV7RqhY0tdZKoLaNlDajldbYnsxnMW5qMDMJJRbNPXzq27hqYlFfxXJro3rlnh7pC6HrL7Lr7QLcrihAjeadci5Y7hQzy65ptC5XuE4WhCbqTpRrCvPsnnhsM4ro7Yqry9uMajLrqBC7FMtlxgrsgy7tKC1s6Dps+rttil1sQBTqeg5tTtbshYGVBglkmmZqQgbr2aZtzm7d3k7R3GaIVYi7iWmA7NbuBtjWd1bo0f4iOQ5urh7uI2HuZGNNBGpS5bajyBYY537ubuVY6pYUOACAAhgBD/gAa91vD1gf7+5p8NYiOEZXQRxuvEbvKVnWWTln2ho722r+RaKu7dgYbNaQujsIgE2WhZKG5w5XkwI3qtT2qTN+ObziVJXwWq3d6+Bhr/KecKyWbjmB3QuAvIwAcMZKbMxq4a5obC06bXhybzPmWfPWZ5YCjfJsbvb2aI8UcBgiv1Log8+68bdu8hUi8K5WaSwH8mgTjlfENEKqFYDDRgcM7RdvjQrHDGYubyxU6N/mz/GmZS13JTKPDdOUyyPd5/CM7eZe86hs2hhvE7amiCm3NUAfVDffUjjPconuaMkecvPWvGna2xPf6IR8bZI0c9ZA87kQ9D/d7fMz9FMNdeaQcx8vdTMi8dtwRiI23UT84yw5pCXu84djcj3jTVfgA17+7dVd3/XTIHTernISymrbAHGfEnFOklklL9IFshIwLykk0ubzzq3iTqVMx4xNRwtWc4VuEoABmFd6/fYn+vV+yvEpHfWM6HEY+vEvovNnkjb6GhAwnu1Ni6Z2X8QWn/Xfgm4SPvcPAbdSWKSSFXiBpwkO/26TbpN1V/dTXyFSjgopaXSzce8C7OOYQGqlRPBZt/a5wPazkDr2gDdn+XS3DfYspe+nVfS6ZvgPyvjWRGLqk75Y2XM2DKKjzPehrXUMg108oAAnXdWRf9x+5/eSL9SUd+yVz55U5+gx6+DmRvKQYhgP5sGW1/h9d2KhvxA17/NyL3REVw6FXyGwB5/+r74dYLZ3uMx4hqn0lGiVZ7v5J5VvFj55jM33jjeLYY+NYp9cpF+c9Xj6bQTnm/1Bkdodaid7Cbf6E8H61517lDD4AEf47tpDsV+cs5/6gW1SYAaeAhITZ710RGrwt/dz3Vt8CQHtWbd7sbjyyed7mSkQbK7org3jID8gbCLKuYTtiEf8uN8uVlueCXjYiYHYiFXbui/9ZG58h2Z9v0NY3ooVygYTr1VD1KV9LytKuQp90R/9Djx+5eBNWBglA9jvbL0A/2aIx7fq7i9o9ZeFdF+hY4cc2+erjtBgBpT3ONWVteeloKSJ9tIPagcIWQIHEixo8CDChAoXMmzYUM7+B4cSJ1KsSAlAm4oaN3LseBATABIS5RDAtPDDHY8qV7JkeTFjy5gyO14UOXOmggY3d/JkmLMn0JiuhsIKKhCWq1JDlQocumro0qiuEkIdurCqUqVYp2qE9bSo0bBiV0IcO/al2bQqQdp0aEEBV4Qo1dI1irYuXol38/p0wPfvwp+A60IFGxZpVa5IVUmFqvUg0lJMF65ivLWqxqSuDA/uDLSsZ5cYQ3u2FHJiKT5xD45ISfr1Qlh7YeetSXvgAr+3+QrezdMVY85ilz4emLjq080GMceOmhzqRuCrfVOfCLq63tHY05puy3Ludtqzw9vVfrs3+bDo03NErFwt1OT+nJHKYlpKFmJZ0zU/ZejY1SqSTTdRf+wZSNB1BxpkGkwK8tSdTK05ONh4E8Zk2265WcjTempNYkFcsHxw34gV8SEHQ0gVKNRUeDRIFXLCXUAKHm7IcocbsNTRRn5HOTXgQHiQ0pRWRG3kBwWrDCTifSAMuVEpHlCAokp92GiQH1Q6mOCGFW64EoQxgfdlXV6SSZN5tGl4ZkwL6JQXBQtciR8Bl8hSUkVtUNDQe0IxZckkDk0lXUF4uKKnLCTsSYkfzOmHmHADFfDko/R1BQsFCsAxUCx4GmDSRnIoMEegKjkwx3ILWGAhlxYyyGZLYbY0JqxnpVkrR2Z61iGuGvH+OpYfBrhRwH34IWAnAqDWR6ksmExlCSWUFNvGqqVQeglYrkRSalPRHuRKtJYMdEkplDwJ7X2F6XefgJSIW5BkpUxiJynSDnQftbLkSwoprvAr75AA4ycQJvbKQkkBQjZLyiQmgUsJQQ9TBQsewh5QLCzHypKsQOgKhG1T91JaygcU2KmftwJJVrBweGgpECkIMCvLHAgI4MFAJmHyriXvNisLtB1D3FmrE+raq0OysiQh0mEd3fRCTwOmgG5Q+/pmXR+sSsDQrhyArLJz7KnyAqR4sAACCBxgUhsX6LsqfmvT3AACCUxg0h0O1D2Bz7LwQTcCBIgEywENJNDGKhf+LJBAAzxa9bYscRwwAQIBkMCZGxNckEACcOhdgEmEl+LGqm+sSsKqbUxgwQJy6n2AJbCUojgCjcsyAQAH8FgAAwi4gYfhC9x9o94I8L3cVFrLMkDXX8vytSsaoN1AjgY86QBMbox9IwEBLOAKHg6gTYFJbhjQQNkF5UsQ6QXBcmrbTS0wAgMDkOCBAvbrtwAJ9ZPwQf5exJeiOUhqVvvIacTkmgPuRDa3YiBDlAabNUFQIr8SiwHwIAsLuC1udpLbUQwwtA9cgBIWAMsF3Ba/+BmLXAXgg0C0BgsC+EEgHhgBQTygwfoMwE4BiEiixmaJAkwCFmDJlxwEAENLBOD+ZAJJIgw7AAANWmBVomuf6SDnBiXK4gICoOLpxoYJBEDMeav4YX0KUENZaM0VAYChLG5YEM3IwgAw5OBRnHcxEiDgWQDAhAfeIAtSTOADU5nADgUSv1IIwDUUmIAsklisgUSrZNHiigNweBA3dBAWBqBALC4BAArAAhNNvNOeQEJKUzpxgEAkkwEr2LEEzmqBsrzQA295EAydB2u6VMgFjcKHsZGiAffJ2AeVtUEKTCWDBKPEBRSAs3ytzxUIEMUb7hYtSnyqARSIhDIJQgmxBWBIGoPFCykxCUtIST+KVGEHN6ZMFrYPcl4bnQpLdzq4rS9fagyX8jRmzfLxLVz+3aRAw9xXiv4MU2XG1I/GEGCJA8Cxizrck/YUIC8CTFKLVbuEAfBpEAkELgAIUMCTPoWQ9RFOFAKR2UuR9SSYynMwBFTQq36pEAmqhGk6XUksZRlUvFDwpwcJZlBG8EkKUAAAECMc2AhyiQC4og8OSB7aUui29tXTa5cgSdrSplFSKCAAAJiALSNRvDZYb2N2IlxY0yYS5awQbhmbZwfXhzqIjq50bstiP/m5qgLEdQE8kttdI0kAtKFNo6Uo61ldAymBjIAATG0qxKyJLEuk74mDLUUb8EACSoxgewIBbDw31leEvCG1fLjqMJk6SRZCVT+IjajDODZQm77yS0P+hSBbZEIro+Yql8T9LV2KSlyCuKkupSDAG+QghzlYgJSx0GM4E6A9DYaPK3JIHTzxY81SvMG0H5PFJe7wAWIdxQGJxK1+CBAoq6hoKvniZFM4NpAsyoK/+SrFxfCbRcDCba+JWpUI56hbjinKIHZKLwgu5pW4PNcN0v0uKWsr0QIMTRYjWNUF2vA90iEgkadVISRVFlL8HqTBA/lARDAh3TnEpZocS2xtEXvbcOLlpgdC7gGDGxOfLncjQLYaL2lDtSIbBKk9iQMDpFpOtz4vnHNowENJkGJMLABngE1xEkmBCS4CbQSlQIAmXVGAk8EiAKGTZJXxYwEHpMsNc4j+DORoC8J3nlggez3zalcYXshBzgITSJcc8iAL9npNZ2S2hJnR3BTQGSQOCpDyfSJKigukmJFLpIAHZGMBD0wnX6YZmggaAIv1GQQT3Fo0jwfCwt0SLnTOW3BuY00XHxvoyFATckuIzGSK+LppSYbNkoc9ECc3sAEm7qJI8ISnghRABAQ7gAMoYIDqwqLBmCiAA1ZXp0QFINtfbJYBwt0A7yiVAgigQAIicSdMIAUTDfjku4sUxH3HV5ku/veenksKRDW44GNz8QggeYl7u5sC98kNigYAKhKUmwLnxkS6KbDuGzXIFe4tyAVEotI6FXMCE3BAPA+gyQJokiD/9ib+5eTt4oXgYcoIcfEMHYYnWEh83nTSua7Vwmv2FBtpPPXIcJXtkKL3Kqe3US6Tmb0TPAgHE32QhaH8NqBLKOljc5ADxFTj6qJYYrquaJTXwT6ur3c4SNNtVqD4oCSwuEwORRqKOuE+ENUQBFAdK5Ul+pCUO5TC7wXTu9/1fjB5CyQPbycYqbS+drWnXfAHu3qQpmN1yWf9RpEfV7G43uoOy5jGQmtIyhCSeKxzpfN8l7tA+A4L2ANm6OlhOq6O3hFhKx31xjXqsV8j9Vs290yPG45zphIpiVilT2qxVO//YnvyOH3YwP6OLaPPENzXivtAgXqRh48d6FDESJnRzN3+l98Q99BxLJpRv/bTMv3weJ9NuucI7+OPkPqfif87Af9yiZ9vuAdFIIZSwN9VbMVkZMbdAclOkJ/+uZL9/d5P3d9GJF0Euo//+RYtKZkvDZsA7gaAIKBBuMdzcERjtB8DDoUqrAIJrgQBZqAE9h8F6tT1rQQGyiAl1eAvbSBOVI2yhSBtQCCfaMUBekVHoF9ioKB0rMgDEqEO7lpvdQkP6tIN9lT2ReEOClCRBR9pACBxCeFryI4DDgQpKJp4seBX5IEbuMKOMKFTaIVhwIIGzIxCHIdKnAhkjCBBfACzuMIFMFUr7QYsdIAdbsj8bYcPWsgVIl0WauHBVOEteWH+aIih1RSfgxxfQrTPhGmGcjQYJfDBCyIEUrDfdOBBR6XIZgBIGTrEzBmHOxEE8MQFIU2JB1AadVCMKtRKImJH9TGZBWpE/mnhIhqNJOYFGBqVJbKExKhMKchG2zkjuKSLvViFxwyEx5DMBEhLVMjOJKwWv/iLUlSjwTzTJNkJoAzJVMgLtzxjt3RYu8DjJFCCozRLtBRLPEaMtMQB3BgHycyMCPTWdeBRu1AjPo6jQX5L6rVL30gjOXZUwRiMO6IMPJYCy7BHL1ZHMTpIMFZEDkbhRioIJXpGMv7UMqpE3iDAApBP5BQA5QwAjxBENl2ASspB8VhCUnTA9NhIlOz+ZMV4j7NYxZXZTQrJwhWkDgXQpALYpNqYROJMT0agkwMoAAIUQOxcWdocj9yk5LuZBBxMzgLYDyxw5Tb2iAfEVfkYTwLAZFGk5AR4QDzRhysYwCDq10HIwZ6Ul1LGweeUT1LWZF8WBFeypOSQlOBgzl8uAFPq19mkjdxQ2mDaSRycTwIcInVkJHWE5IE04u49YhQ6EBcul2aqxEkiTWlyBCOh4SNFEhexEoK8URxxURWxUR8BzR+5wZtggka1D3SQQsIAjQHkkyy4AWx6AADckdu4GCYcAMQQwARMxWwOwA5dAA5BjwCoJiRBUbNInAGskQZEhHT0ATMJxAWsinb+mhIplMJvYhzOiNclRIsB6IG5xF5bIcTHaadxwlBRykFxHucGpRYjOVJ2tuYpDUQS1VB+/qcsfAhYaIDbXJMrXKdAMBVrWmZ1YKZvjCZ7dCRFfKQOaujtdSCyASEIfuBYuIEDgAVIidRLKROL1VP72NFAXAAI8IEBtIGz+NmqvAerERihvehg8QFArQpNtY/w9MG7AJpNquiKxdOxeFNC1UccHgw0SZO+OCmLDqcVTcUdtA4AyJUimReCnNCVCgSQlqmWmmk/DudHNelA2OWPdhAn2mM04QwClIIcYM2KspiBYOhugCj1iahKeKgMAir9HSNRkWjUmahYtIEGEMT+nbLYbsmaYCkSkVLKdyVKAQAAAZwQq/EZn1FTB7UWnxFWWB1OTUGObpqVA6REgKVWpHaQNYkCWZmVBKBKYZwlAnCQcOIHsfBpvnzFUWjMQCBSF03AlBjoePZXXjUroQUWQbRBe77UahkLXvUZmjZmCuHMq0JqlmLkFFqIoW4HZ+KfZ4IkokLQSHbGaeIKJqaFlt3LitkVnPZTB5GA2yQYZVkAU+DBHBBAHNSTrG0PP5YptJapvi6JfsWPuFjCHXjA18hM5sgri9bag6nXpFhF3nAFdaFpxoxOiqVpn7jCtA3SnXqeHJQKXsaFf/FTr9LTmqoOxbJYYlGqpfJZd3n+1vOQ1/aUwrwqiJ/exi8WWble4Ll+aLoy0LhWREnqVLtqBEiMkKrxV61Fq8v6mdsYmsoIQB/gwbSBwAfwKcE4lX4owKMKGqjGj6GlCxwoGgjFDwIAkXpSQgJgQtTGkE50VbLMz6TR21QkHMF0mcfKjChBzCowQGpl3kAILEHcQeKyEOSmTqWi6dhKLSzUU82mrbPGa7MI7gGQQuFS1tQmLnkErXgkbZAJqiNCokEsrUaiblo07S89rUb0D1MhQKC4GMn628GNTWkNUgMgK8pRlmVNgEblwScxi+06QAAk554AnJ/tSTHhm8PlXPSiW7at2wxBDAl4k7tdHc7VCUj+ZS8OWcVyZtu2kRKi9FuiMAAFOIAAkK77KEC48gEAZNsjoQj07tv+vqKHwRwCyNzYWO9A9G8qHYAEaFt17Vb3mhwCgK+YhofpwobrUgeHTsQw6iBo9l4FWxCjBuAHi0XpccXq0R7BAB4lIEXeCcQdpGzjxoHdCYS/ah7YXUKgHJ6r/d0Ju90d0B1X5DB6yYEbCF4p5AFTjLAOx95UXMLXCd7xMbHaGQoQs17HwEEfTHFCdF7f3cHXfd0Nl8rh6V0YA3EYEwQSK57fdF0SBw3QlAoUh92knjEWp8cEv0YH78YFSwShZuAd30Yf90X0vWt4AMhVLMlfQIorsEIqquL+KCKPLIHLNfFiuBpjaBJX0Qrj0RYq7EJNHidq9NGuWfQIQrAiYwCGJ2aFJsZGLJxfK+LKHSBAJbPKJHPkJjdNJzfEHkfgH1NwLYsFKJ/JL4uFVyAgcARIKwvzcUChTKgg69JGHZPGLr/GLTNEBsvgBivdug6G7OpSMIdFKrsPgFgGUDSyflyG87VEDDbzbTxzaEQzaVyyR2YyH/dyr2QzYGzzLXWzUXxzxPxHUBxzP2vFU7ACOQuKMqszabCzZ7hzaMAzRVSzJsfyTzH0UYWwMlr0WOihixj0HT6H8s3IMocYhV0AqnxLB2DLUCiyuigEk3SRhZazC2pEHkh0RZT+wgi4gh5KhMJARon4IULQiEDUIa4odGcM7XI5NAbLsy7TM67Y818km9IJcl002OqxdCsTiqVosUpEhllN0hwAgPzKsGVshgHGxTdbr1aD8zlLRFX3VAcYZQQnxJqNskqp1EHwFx6oMZsQNYUwda1M80kotf5RdFH79fcpavhh9D9LC2+yC0KiTEdFy7XYY7rIzrbcS7Ys5DO6i3GkXj8DR27MyZxNK7QYDCmABTuKF+iq0wICDcRojDvaSRhDy+M0Y31sdt9Ay5OowiQVTG9TdmdHI8ykDwvJdjk2I8IozMO8S2LpV0SyywdsY1IE972MY0NuB18DBmEPBmArBET+zzNN96Bh94Q+W0h5M4RbwqUWJeZiOgxN1k5UuiRVrg0szIEDJIDxiAtkFg9LyoFLIoBYpqTd9I17PFZpTUUxkZANtU5TxtkdAA4FiIv5KEACONHsoM0IVPjzIMsINID94I/lFIV9701aUo7l1IdOwrc9NSb1+KrxJsBWFs/xsM/Y5As6ScB84w1/U8IECAAsTwLgCI4sxEJE2Uljqs0l/KQCXALHpORKmkRhVk5Mlu4si+R4nwlS67Fgx992a7fqhgY+y9J5K4RvahB7lil/wpAHyGZyPmezkNGduDkeBcB0VifXnZssUOh5ciccyVFTYAUZfe5wkvSqMCh5us3+1wSoQJjc5QrAIJKABPwtAAyJ83wSLIjSc6Kneq6R8pxnAIxOlDULA6xC+4xAbZ4aKkGn28BmHLUcfhgrswqEc6r68qyRHGmMDqlMD1GZzJgQCoWXV60Cnus5gQ7ihVb5gRg1cXV3Qnz3Uoe3LnU5biA2CNcFC+XZoMHoYOHBkG7MkxjpBCDpsOJpm1arPEGpMiVFZSzF2gTS7fRBwRZFwdSpatnko1gCAQzcmurHpAyEHn3QkNRspEb4NnEUn97pHRQAjnJF/MjooW+MSw26LCgABVACj6nZk8SPNX2721B8lCITJZETpSfTVMy7ldr4nXqOihq8kwbdOiN7r13+OZkwu1xsefRds7I5NV9IdWJbezzFD1dNbvyYatoYVqrmy6oCgAS46rdGKr2mJ2ShlX48RQuyOym8gQSUwgC4Aot9QFZdwFvHahoey7UP68lo1obXFICFzp3+K2OdFNfDDQMfAKeuSvvQVCQhOqjET60qvS2BfJlOKt9HfUpwzCSsFV2mPcc0Jq+W6ce6waO+acXCKXZk919IO19kuUPk8mDLPAd6xwRRO3HxfFjIrJrm2dX2F4JF46S2j7hgwsN+bgKA7MzK/dq4VHqtV79IhxGuzRB5gF9kUc5G0qpcTHk1hShYD+PGV4dpzK3Fzio4zxWFrM22EFPwwb9KV77+dtiHHf2qXOwHXIxxzHWsN9rNgr/McMzHtSivp8ZVCUTHanykhqzPVmvVUjmbYH5eaH5DOHvnQztAyBI4kGBBgwcRJlS4kGHDgZQAtHE4kSLFBQ0qZtS4kWNDBRg7dsQEgJIsVw08yGpzQaUFgStfsrTgoJQsWHDyyDpw6aXLAh8EliqAKcGoSyQFfmgA6w1LkwgwLRgh0JUBTFRLudJaCgElWBMoTIVJYoJATAhSIiA1sqQsEEvduCxooaysOQJI6eR5oKQrBDz9rhXAR6ClD67cOIWFoNQdAjxljRghR2bdUgLwyIIaU/NUkwUg22wwqafNA1dlJe5M9TRjWQH+LJmUI6AmaM2l2tQlmhImrJ1H24pgwFTx5pDHN8oBipx5c1kQJTqXPl3jSBLSR9yhvp27c+jdwYcX+F18yAUOyqen/lG9QRIMJjgQwJIEBVn1BeK/b59UAwMTEKCgFFgIQO0K+ygxwAEKGiABlgGuIqEBCgAkTT9XHsNEQQanukMirbYioKQ3AIjQPkwKWNAACyjwK0IGKESgj/0MuqQBsBAAIK8CXRkgNgyvAvK+ARbEjEabCpTlAwIobMCVNuwT5UYKHGCJQNTw03DBBgsiwSn8hKRRSwavU8CBOdowgIIAF5gxyccuOUBFFl1xjAJSrLoPRgBnvDDJ9phTDtD+8sgb1NCMLAHgOuc+0O7QR7crFNJJE4JoUUoVOg/TTQ9i71FL5qDkEtIsKQkT0mTBpC1LUJXlDjnmGIiPVczyShZL4IijD1hUwcOVwmD99dZW+fj1kjnkaIuSGU1yZZVS8siKkjmyKlWgY5OVpVjjLHFDDmGtPehVV4qVBQ9SXPFVIHW1FRYTZNs6VSBYZl032FRbfZVYcFF9N9uCLFngV1UFqhffa+X4913S8IBVllHb1ZZWbEtSF485Vik31XuHnVdjTh0SFGTmEo1u5E0TvZS57E5uuSFJXX4U5pbNjBnTi2xOCBaGYHEFlp17plU6rZrdWaudD3KFErVC+tX+55wFukBlqKkuSOSqJ5oZa/Gsk67RrWOGRWuwu7MUapzJVs9TsHsWNiEQs4obaebazgpEEMVFwOSNQJw7Z0wETLvqqwVHaOzCpUsZO0cR3/Twxpl7fFNNIe9ubbCJVgiWVe7u27mg43bFbreba5v0ylF/lPDUJU99I8UZZdx1Q1ufvSKzc6bc9uYu3zpznUcf/fTjTIc7K7+JF3343ZnnbnXUa2+eoa5jl7696K2vNCKoa86+o96xdhZ5g+Auf/mOYAn97lXG38h07+F37vnKS46/OkUXtx887PUfD//cQdK/iYAvPbD4QE3cx7mBkCIn5pLDQJylvNDtDBMsokD+GxCYh7wwhA8PpAqIOHc3pDWMb6Lz27kcWJBJ7K09KNTcAblDisxwB4Ygmx/k+Nc/6jXnawKkTg71B8RB6c6HDEHboMLkvrm9QS5QgqAqOne0OQzAW3JQwAF+ZYDQKEQ/88qKTZSXuS5SBG8Fsc0Yn9Kq9hRggzr7E3WYyJ0kbuqGjatfERkCu+awDI+lE2L8/tgeIvYRIQRMz18OoioEPixVlFikKyaBLlKU4gMU8EobPKC0vrgCilrhXCkGwCyBWIAEKDpXKUqhKqdRoi2pkcutYlOKSWzSbipxSkFU1UaeKFIW7LtVSS4htgKc6w0dUFpsBDIHCoxPVY4Mylr+KLHKVhJkl84cSC7HYwA8iKIgmqQKY0q1yEZuEBNIcxsqUXnMglByArbyZtJYSRB1UoWVyHQRPad5qDoiLpDe0yNzekhI5PQzewQtT/cEWsgAAsoVpynIKi6wAAQ0QCKwKIAEFICAobjKAQmYgAY+wAcCBEBgckDABBIwgDZEUH2uSMDeLtGHCQjgAHCYgwEYgIA6OQABC6DAVdogl7v04Q4NQMBJLXE3WcSRIBCVKEVtUoAJZLQAluDVBTI6ggRgYqYIcMMdECABBAzAQTYxQBsF4gGJIsChcjCAUXeagAVMADWscUBGHeoKtU7UDbKQDwKuQJA78HSusTkARhP+sFG9PtUNsDirQBzwBoEk5g6HRUAA2jA3x5B0p0f9aUEG69mShDYA1+GDURFAgMz65iqhnWtdDbXPwhlUejtcmewSyhHaNu+fLjtibgtiSPGwtkv2SVVXZEGACfzKAhdYxTCfYwDeOGU2hMFEAIIpvF/VAQAOsEAbkOkbnsymJqUAQAMpZEtXAaAProCuLDzQoqOplyD6OUtJlMtcl5DlVyPQkWauUt1UYTete4uEBZB2AZfMJi+kkFFSEEyQ/MrCAi4ZgU5vhRREDuRBfkjrVP7DXJZc+FeJsgQIJEKKCRxGFhPow12sS+CBwOQyM0wvhwfgYfiOQCiZuW4bPjD+Q1Dy5C+lOICOK9m+9MhWcLtlXm+PE1DgbsTJu8OdzQY5ZVkINzz3hGAB+FAqw7gEAdxMjQcoM2OWwIS+AG6WBH2GBzhoFAAt0gxPgiqQN6DnWgYohRwo4AH2pmYCrGIlAX5UGg6DuZ4fIDNkmiKLApj5zjoB6i2NExd5NhKr031JoVlJiTf6ZoOaNgBhosYS48xLARSIBGoWU2qWnHogFwiyfdxAAQWUIhIEgIVqBLLqlqTGAUi7xGM43OpJoIbNqWLWtCgwAG4eoBRwoICYLfHGQTE5bXfUcmH+x0PcftshYtseuZ9zbizzGd1cBs9iYGvRox71pZVWCZpvSQL+l2iavuIF490uAZme4YGKll6qU5p9mzkAwAAlkoUcBrBWBCgArQmX9wIkugCJdGVnMHHoU4h86XkZJ88E+cBRL5DyYT+cABKVK8U5/HGYME0gciAzbGVBCgUEAAAT0A7JVd3GOLjEz23AAwkoMQKXRNomws5zGzpAEGHrnOcTaNgtBdIHnupNiwqP+Lxhrs/lzK7KtrMtcviIboqUnezqjhlCyf3b9niZKiIqCHGXCoI0T9YlJS+5l0X3RRKgB2/W1gt9nRgUP8vBSR4wgErKomSmzssA+RQKMmHi54EgEpF/z/QrzeUAYc2h7wivy0HwnvlWKt3N1HzYHU7uYGb+z3r1LrlAGwQWlwVkpuR4nyxLrnD6UmibJ5eAvQI+kJKsQ2mGskjAXkrxhtNTittkY7vrzh7lcat9IddnXbhjluUpu7s7vhGnLC4wgZq4AietX8klEPAjBawZ4cWpawSVZoCxl4IBmSlATUouUdpCKYjjYQhADkTBSG6Fxwgi4ShM/WTjDtxr9mQBpJIJLyQNABVjJwRiBMbuPnQjAXhDLjBhMAqjhkyCA4eNLoLCBP+PIHzDMyZwASgw/VowMywh0MRGB/vN6ViCLZLCSWJOBhEADxZA/m7qRxhMMwQD1SyBAcXOytxOy7IvJKSM+xjC+6BnCltG/ICL/LiDQBb+ZALAohT6Q00CZED+xInaoNXAgiXmgEmexLgwRIb6qllqwhIUgAwZJMLM5A5ybSAkJEb6xLjuQAAsgQQCoEiab7ICgEIogALk4AzXREDCBD9KYUosgAPNZA4CEUlQY6OuKUUoYEWWKfHuYxEpIAAa8UGwhD+mpEoEwkw8yCw2hEv+BD9sBCwa4AKQ5gA8Axjzgw61LQ5bZBABJBJwSUEmgEtGAEYOAMFIgEkQwAIWgDSSRBEZEVKqD2y0sHKqsCPSDguzkAuB68rCb6G+DQy3AxYuJmHmYA6EpWHqwGPAhRIuhhTuABPA5GJgQV4KRmyWo256Zg7iAA48TCvehRL+ABJY5gBpANIV5sDD/CWfUuVVkEUOUKVh5ACBNIZVYGEE0uUOSiFPMCFZIGZdfoUPRK8gKKZdCGYgXrIg2KUh9UUm50AZqQleCgaBYtJV/uVahOYSfJJYhGYgGqbEOMYledIsHMZeYkVeNKYiJ6Ubt+YbISccOeIKyVF7WGjK0NFl4G4d1ZFq5iAAlm2oekYhjo7DlGpe3rLciOZntkP/MAETFMACzocgGqARu7JwrBJrvO3btHIjxvEvDcccc2swfasB0MkMJyky0WmSUIkyH9MMLxMzL9MyJ7MyM5MzHxM0PXMzR5M0IfM0SYEyUxOV5K5q8AC1ZqRtEgITxCn+aMKopX7nbTgphDTCc2bz5BYA9BIiEnwRMRsnMKvGUiTzNDFTNZtTMiNTNS0TOp0zOplzNZvTM62TOitzOp9TOyFzObOzFMJS+4xTISxFM8ETO6lTPKtzPaHzOr3TOrNzNdnzPevTPaWzMymzD8DPZRpAAI7qAOatQDVq3g4gQRV0QRm0QR30QSE0QiF0QNkqQSvUQgmUQA10Q3OE3RpHecgoiszHZ8aneMqoIiJoOpTsPLFmDj7w+wiAQze0AGS0Ro+KRmfURmsUR3U0R31URnn0QAsAADxjj/ySRR9CAGK0Qg/0Rzk0SAsUSnv0Rp90Sp0UQXUUSof0K09mAgz+oA8moQ/EdEzJFEzFdBLCFEzTFE3PNEzd9EzhVE3llE3NlE3fdE3xtE31VEwjwU7hlE7dNE3LNE0VJHXmayICD87CKIT65m7iRoEqome+CElzCzFYbHYS5QLi1EzHlE73NE4F9U07VVQ/NVTJ1FPltFM3lVTn9FQF9VTJdOG4lCNcITv20jhHwtUC1VU59VNhdVR5VVV7lVX9FFhXNVh9VVjrFFZlFWouIAButY9c4RFTJ2hWNGmaJVupYl6giFHxLzfJ6FoptX8cjwD0cnYuA+u0bBIAIFaYoxQcgAAMYGootRQCQDinzD/d1WbcAADUaMrYdVZbRoNSKGk4R1z+C+IDLsEVLqCc7iASKcEDJqCvQEQVOulgCaKDeMYStk88LqGBGAIFOagWOQKFNDYkRCEzYEED0Mp2NAAA6mx3jAphi4hE/jUkFABmBfY8HaAAohWPSAApcqY8cytobzZmzsi4EAJcNSdP7oAUHKsN8oAEFOAO2utXbHN50Ih8Vg5QJk9ztG0htjYjum5sK4Kp2IV55ABm6bVy/Msic8s/fpYiLgBmj5RSjRbdGsBnocYVFoBvtcy9MOxRmumR4qkgKGGYSKGY3gmfwAi2MOF0rGUz0GUStAkT4mthZUGWJsFoJkmV1ExpxMmbROcD2qmctvWZHBeCDndzpQWZuun+cEsBBCzJFSZJVGoFgQBvVaypAW8pnGSykcTJWhbWErSJFNzAmFoXYChBlxopKCopmgZkdV13ngqjd3OGD2B2X10HIpRPyyCiSJkjaIV2XB8CANQ1t9hVfG1m4e5wyvqVZAdlr46qtQir0DhMAgDAq8AKQFRqZ0LrpCJXAdrCwdrIqRDgwkKOAmgqtUhKH41qASTgKuDgrRagjXLtAiYqOgJ4AlLWAAIgRxDIAaIjEEPLo+xXrugqNU7qsspqIE6YrvDAAAZAAURhovSGYRmr6YIkL0shoja4IGACgaHKou6Kra4CgS+MqwTUDeYgrFLqhalirxqgrxZjBDJqAmT+aKQobjNO+LPioIVLa3OpOLOgpgT9dXfwQD5gF7gYGIOcAw8Y7vzMlwLKF7gmwOGoxhUYQADgFo8sQQAUYG6548ASjCUCANU8QHwXY7xM8LomCcwgDBbIYmc+MT8koL8wkAM5MM9IQZKVZMEwkCDkIJFvpfKEAtUc7eDQL8VW7FeszsiQzAI+eZZhQcCuKzQ67MPoawCWg8QyrCQYg4/tw74KYJrGwrjgryRCjMLoI5Mj478QScAsQcY6EMMEMLnszAOWzkqKTAAcJRIf7pEDoBTcACQwgQFatmUaijZsBxYcIA8EoNimbOFG4AL+mMoAQAjNlyACuSWBa23ZN2f+JkFA17mISGEB0vhRKIgSOm3LKGDZDCIWOhnTzPmnQo0ARCGXW6z5LKqNOHkveCLS3gCjWWkAzDl9m80NPGAO6GqWRM2cXeIOyiLXdi0SDODXri3U0GKnKSHbUnrz6goWlK2u8qyheMKxUA39WELjGEACBILRfnqV1UzS+KDRyEzWdKKNOE/kgm2oaS3VNIPS/g8OXMIv/iyAji2og60xCqANIhdrxIqQwUYCcAMAvlegKEFAS8EC8lkjLkNp+3nGAKADaBZ+/FNgwOYOAEAB2riIoqJdKeUDJCrlUoLqek52iIvNLKoU4rBAdw2+MMg1Rg4ykLrSOnnBvu6oBhn+2Hx3IFj6DkiqpxKgta3k/4xuBJJuwWYbARLAAUjg6ySqteWC7nJu5zJ7qVwC3pqujWxO0gAgAKxEQxdArvYGJoJU4+xt5mCNAztPLph75Jz75kZOppuOrdua3+6pDYbUXOkaUjrAQ11HAniibjNJoPogAAKgJCxJOhRgoAe7bi/gvZsHDwTAAB67ahYuAL6liCRyAABAfg1ljYXluYsP9l6wtFduMS76IEjvkk3C7oJNpA3u6QRb0V67Ay/ADaZP0W6PuItQJU4cFWcMvIXtwj8AizTNLwBDxCOD6PqAFCJcFiovIVTv7kQxzx7rq92M6eiuKmqPCQfi/1SjoTr+XPHMu+kuAV20JQ53llMcEHVcYYJNom4bQJQEqBSC1gBQpb+d4wIkfLAZdp/RvH9I4QP2969zpg8UegHcIK7hxxUwIQ5ytk0whSzMYgFSQhg/IzTcKy/YLDBK0AkZ0LGg62ke8AK5aTM2I88m/QRdgelIOU9q7BJMMFVEks1y0APExgJYPVVO/QkpwZQXEDHA++NMQwZx25tRgwU31wQRaQQOAP0gEDFAVr3ooiZuOTOADv2W4y7y4gUjXdh8XRWMhACWQw6KrTcOgBRMvS1GYCmYyvwcAzJGIK9jBg/ed3YgMJkIoM6e1n4Enb0BgJYHwgJw7jjc4GgHe5x7ToP+DrtyyHMEINzeEQc3hnR/HWACLkADOiDlIF4DIP4CHn7iG37iK37iJR7iMz7iMd7iL57jQX7jU67jU07iJT4+coTh4BhTzmLhTfEfb3FqOvEThUQbZ6r5BG39iGYXAeS/3sRE8oNIGDgztjYOuotBBlwlVNFI7KQ2PCOBBbHpeY/qj6RHIHfmXUVN8AQ1fF4WrySqR8BG0DBwBNE+yL4S1fAVN1cTOfFMPjHsB0JKwEIWZSE4yfDB7KTrI+NG+OTqk2QEmGQCGKAU8ODLB4US7mDxF78NSIDxIT/yJX/yKb/yLf/yMV/y/TwPFp8P4kIAAECQJSDQQP7kP17jLd7+A0b+9FFf5C2e5Cn+9S3e5CeeRVYeAS4AD/CA8RvgDTL/9xefBL4K8vN9XDEX9AXgqSkA9mGf9pt/9V2/9Use+qdf9qPf4yFe9eOj4fb5bgVnFfBAKQxAAPS7/M1fAMjf/NUf/dV//dO//fWb/eE//t8f/uV//tGf/N8qyFRhZF5SXQDi0hw5lGQZPCiQ0qVJB/m4MiiQ4EFZJD4YdOWq1ENZd+a4cigLJJ9VsjAxhDiwoCxLJydSmmTJTZ+JmFIexCPn4aVSEHkerCnRIFCVJhtuRDiwJZ45q0AevBM0JMmScwwurTqxpEqOcuoYhOWUpawRrvDcKWUAE1WFSo/+PpVzEhYCUR2P4my6EZMcj0JbjrS69yGlmVkLGz6MOPFhPB9GOH48ojFkx5IhV448GfPjy5QtZ77MWXPkD5wrfyjgwbGIxqJIzbmggIAAAQFq27Y9+7buALl30+b9e3ft3sKBFx8evPhsAw0+OHTTeQSCC5mje95c/foHwoq7e/8OPrz48YhrXlggGzfy48aPExf+3ndy+eyJz0YwgcQkWOT7+/fvCikCDkhggQYeiGCCCi7IIIL8/QdhhBGWQgkCpBwEC0YYSThRhq7A8iCHIo4oISwGfIAJJgxY4NZ4JqpFYowyzkjjfxOMklgpDe7IY48+LujTYRbAWGORRh7+GeEqpOj4Y5NOPklgkEhOSWWVVl753x0IcDcRRhptCKCGGIWIZZnjYfIBAghYECEsE4hiZpxyHinBJXPeiRgFW+HJZ59+/glooIIOeqSGqmjIH4iIJWroKmASCmmkkk6aGCx1Unqlnphuymmnnn4K6p8YOSomohl6KOYqjpIZaquuvvqfpXbCGqOmtN6Ka6667gooiKV6OWqpivJKbLGgXmpsf7Ymy2yzzj4L7VcgwhLLsNFei62ZsSCbbZ57dgtuuOKOS2655h4767nLnstuu+6+C2+88h4ma7vrzotvvvruy2+/lHJr7r3+DkxwwQYfjDB4DqQb8LcJPwxxxBL+TwxuvewKTHHGGm/McceRbstwuRh7THLJJp+MMocAi+xwyi6/DHPMJS9sb8sy34xzzjrja/GVZZmVBx5Cb0SK0FJiOfLOSi/NdNPNrkwlJgbYRgAAANiJhwECAGAAl5na7HTYYo9N9qQglwmLKJdcQgolArQhSykEUGCJJQ4U0GKVSZfNd99+/z0l1FhO0IBBdwDgkyUA8GHm3oA/DnnkknfXs5lzAGCJQWk+6IoBcJfp+OSij0562a4IXmXnFxx0gQMTLTBC42CXTnvttuOMOpWHb9X6RApYBPrstw9PfPEa5z6lA64f5EHhBxVAguzGT0999RAjfyQpAsgxkRv+BBAtwB3SW09++ebHe7aZfACwp+JuGDQCABcGf3799t+fbeVXtoF4Vh4A0IAGAOBzZbKA8PCHwAQq8FM0M9MdyJIVWNzhAh7Ag5xCt8AManCDfdIfuTDIwRCKcIRHmkDIPnhAEqpwhSz0j5tOCIu2eU1Xl+gDKfImCxC2cIc87OFBTmcJVrTtDm24QAMMAIAJlGKJTMxIE5+4RCc6MYpQ1AgTrVhFKkJxilPUYhe7iMVSXI4ACqDACObQh53AQoc+bKMbRZif81htjlYzgAUogMc86nGPfOyjH/8IyEAKso8WECAd60gBN0wghW9spCMVKAFLlAITfZDDByZwgACgAMABV+zkFZe0RFCC0pOjFKWOOjlKT57SlKQ85SdVyUQ51LEBF2gDHihxQzY+cpe8rB7UXIEJPliwWJi4AyWOZhBd9nKZzKQd9rKlzGZKc5p/8+C4oknNbGqzadYUFza3Cc5wyqwBJ7wmI8WJznS+jBI4FJcl2qnOeMpznvSspz3vic986nOf/OynP/8J0IAKdKAELahBD4rQhCp0obgKCAA7"> </a> <br><br></div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Installation length</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">This is the distance from the front to rear mounting hole centres <strong>when the actuator is retracted</strong>. <br> <table style="width: 100%; max-width: 390px; margin-left: -4px; margin-top: 4px; margin-bottom: 4px;" cellpadding="4"> <tbody> <tr> <td style="width: 49.9573%;"><strong>100mm stroke:</strong> 300mm</td> <td style="width: 49.8721%;"><strong>200mm stroke:</strong> 400mm</td> </tr> <tr> <td style="width: 49.9573%;"><strong>300mm stroke:</strong> 500mm</td> <td style="width: 49.8721%;"><strong>400mm stroke:</strong> 600mm </td> </tr> <tr> <td style="width: 49.9573%;"><strong>500mm stroke:</strong> 700mm</td> <td style="width: 49.8721%;"> </td> </tr> </tbody> </table> Add the <strong>Installation Length</strong> to the <strong>Stroke Length</strong> to get the full travel distance, measured between the centre of the two mounting holes.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Mounting</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Two 10mm-bore holes. One at the end of the cylindrical piston rod, the other towards the rear of the gearbox housing. Both mounting points feature vertical slots to enable a variety of mounting methods. Both mounting points may be rotated by 90 degrees so that the motor points perpendicularly to where it would otherwise point, which is particularly useful for hatches, furniture and other space-limited installations. Tailor-made mounting brackets are <a href="../t/all-categories/actuator-accessories">available here</a>.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Body material</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Aluminium piston-rod and main sleeve, tough plastic-enclosed (PA66+33GF) motor and gearbox housing. Cast aluminium front and rear brackets.<br>Enclosure rated to IP54, only suitable for outdoor use if protected (fully shielded) from running water and high levels of condensation.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Certifications</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;"><img class="fr-dii" style="width: 120px;" title="UKCA_RoHS_Symbols.jpg" 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" alt="UKCA and RoHS compliant product"></div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Operating temperature</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">0°C ~ +40°C</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Transmission</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Single-stage worm-wheel gear reduction (39:1 ratio), driving a 2.5mm pitch 3-start (7.5mm lead) screw</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Limit switches</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">Two limit switches are installed at the ends of travel which automatically stop travel at the fully retracted and extended positions. The internal circuit is as pictured below (click on image to expand):<br><a href="../resources/Limit-Switch-Actuator-Diagram_Gimson-Robotics2.jpg" target="_blank" rel="noopener"> <img style="width: 100%; max-width: 650px;" title="Limit-Switch-Actuator-Diagram_Gimson-Robotics2.jpg" 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"> </a></div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Cable</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">2m long 6-core lead (to connector), with 2 x 0.75mm² cores (Brown and Blue, to motor) plus 4 x 0.25mm² cores (to quadrature encoder), when the standard option is selected. 6-pin Male connector included as standard.</div> </div> <div class="row" style="border-bottom: 1px solid #e1e1e1; background-color: #fbfbfb;"> <div class="col-2" style="min-width: 140px; max-width: 180px; vertical-align: top; padding: 5px;"><strong>Weight</strong></div> <div class="col-12 col-lg-10" style="padding: 5px; vertical-align: top;">When supplied with standard lead<br> <table style="width: 100%; max-width: 390px; margin-left: -4px; margin-top: 4px;" cellpadding="4"> <tbody> <tr> <td style="width: 49.9573%;"><strong>100mm stroke:</strong> 2180g</td> <td style="width: 49.8721%;"><strong>200mm stroke:</strong> 2450g</td> </tr> <tr> <td style="width: 49.9573%;"><strong>300mm stroke:</strong> 2730g</td> <td style="width: 49.8721%;"><strong>400mm stroke:</strong> 3000g </td> </tr> <tr> <td style="width: 49.9573%;"><strong>500mm stroke:</strong> 3280g</td> <td style="width: 49.8721%;"> </td> </tr> </tbody> </table> </div> </div> </div> <p><br><br></p> <div class="container" style="float: left;"> <p><br>If you have any queries about this item, including requests for bulk-pricing information, then please <a href="../../../pages/contact">contact us</a>.</p> </div>
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Where is GIMSON ROBOTICS LTD located?
The company GIMSON ROBOTICS LTD is located in Stratford-on-Avon, England, United Kingdom. It's worth noting that the company may has more corporate locations
How many employees does GIMSON ROBOTICS LTD approximately have?
As of the latest available information GIMSON ROBOTICS LTD has around 1-10 employees worldwide.
When was GIMSON ROBOTICS LTD founded?
GIMSON ROBOTICS LTD was founded in 2013
In which industries does GIMSON ROBOTICS LTD mainly work?
The company GIMSON ROBOTICS LTD has it's main focus in the industries of Manufacturing, Retail Trade
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