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<div class="cl-blog">

  <nav class="cl-contents">
    <div class="cl-contents-h">Contents</div>
    <ol>
      <li><a href="#what-is">What Is a C13 Power Cord?</a></li>
      <li><a href="#pairing">C13 vs C14: Mating Pair, Not Competing Options</a></li>
      <li><a href="#vs-c19-c20">C13/C14 vs C19/C20: When to Step Up</a></li>
      <li><a href="#applications">Common Applications</a></li>
      <li><a href="#limits">When the 10A Rating Limit Bites</a></li>
      <li><a href="#ordering">What to Check Before You Order</a></li>
      <li><a href="#faq">Frequently Asked Questions</a></li>
    </ol>
  </nav>

  <p>The rack PDU was installed, the servers were mounted, and the power cords arrived on schedule — except half of them had the wrong connector on the equipment end. A C19 coupler does not fit a C14 inlet. A C13 cord rated 10A will not reach 16A equipment that requires C20. Neither mismatch is obvious from a product photo, and most distributor listings use "IEC power cord" without specifying which end is which. Getting the C13/C14 pairing wrong during a data center buildout means same-day returns and delayed rack commissioning.</p>

  <p>This guide explains what a C13 power cord is, how C13 and C14 work as a mating pair under IEC 60320-1, where the 10A rating ceiling matters for dense rack deployments, and when to step up to C19/C20 for higher-draw equipment.</p>

  <h2 id="what-is">What Is a C13 Power Cord?</h2>

  <p>A <strong>C13 power cord</strong> is an IEC cord set with a <strong>C13 female coupler</strong> on the equipment end — the end that connects to the server, switch, or monitor — and a country-specific plug on the wall or PDU end. In North America, that wall-end plug is most often a <strong>NEMA 5-15P</strong> (15A/125V standard outlet) or a <strong>NEMA 5-20P</strong> (20A/125V) for higher-capacity circuits.</p>

  <p>The C13 coupler plugs into the <strong>C14 male inlet</strong> built into the device. C13 and C14 are always a mating pair defined under <a href="https://www.iec.ch/blog/iec-60320-connectors-powering-world" rel="nofollow noreferrer">IEC 60320-1</a> (Appliance Couplers for Household and Similar General Purposes): the C13 is always on the cord; the C14 is always on the equipment.</p>

  <p>A complete North American server power cord falls under <strong>two separate standards</strong> — one for each end. The wall-plug end (NEMA 5-15P or 5-20P) is governed by <a href="https://www.nema.org" rel="nofollow noreferrer">NEMA WD 6</a>, a North American standard covering plugs and receptacles. The equipment end (C13 coupler and C14 inlet) is governed by <a href="https://www.iec.ch" rel="nofollow noreferrer">IEC 60320-1</a>, an international standard covering appliance couplers used worldwide. Neither standard covers the other end of the cord — which is why a single cord set references both.</p>

  <h2 id="pairing">C13 vs C14: Mating Pair, Not Competing Options</h2>

  <p>C13 and C14 are not interchangeable names for the same connector. They are the two halves of one connection. Ordering "a C14 cable" when you need a cord to connect to a C14 inlet is the single most common sourcing error on first-time rack builds:</p>

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Property</th><th>C13 (Female Coupler — Cord End)</th><th>C14 (Male Inlet — Device Side)</th></tr>
      </thead>
      <tbody>
        <tr><td>Gender</td><td>Female (recessed contacts)</td><td>Male (protruding pins)</td></tr>
        <tr><td>Location</td><td>On the power cord</td><td>Built into server, switch, monitor, or PDU</td></tr>
        <tr><td>Function</td><td>Plugs into the device's C14 inlet</td><td>Receives the C13 cord coupler</td></tr>
        <tr><td>IEC 60320-1 rating</td><td>10A / 250V</td><td>10A / 250V</td></tr>
        <tr class="cl-highlight"><td>North America (UL 60320-1)</td><td>Typically 13A / 125V cord sets</td><td>Typically 13A / 125V</td></tr>
        <tr><td>Temperature class</td><td>70°C (standard)</td><td>70°C (standard)</td></tr>
        <tr><td>Connector shape</td><td>Keyed trapezoid — fits C14 only</td><td>Keyed trapezoid inlet — accepts C13 only</td></tr>
        <tr><td>Contacts</td><td>L (Line), N (Neutral), PE (Ground)</td><td>L (Line), N (Neutral), PE (Ground)</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Source: IEC 60320-1 — Appliance Couplers for Household and Similar General Purposes. IEC. iec.ch.</p>

  <p>The trapezoidal keying is a physical interlock, not a styling choice. A C13 coupler cannot be inserted into a C19 inlet; a C19 coupler cannot fit a C14 inlet. This prevents accidental cross-connection between different ampere-class connectors in the field.</p>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="JK53887"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="I3JKBJI"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/c13-c14-connector-diagram.png" alt="" title="" data-element="desktop_image" data-pb-style="WYL0NJS"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/c13-c14-connector-diagram.png" alt="" title="" data-element="mobile_image" data-pb-style="XPRCLUH"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="CKKEENO"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2 id="vs-c19-c20">C13/C14 vs C19/C20: When to Step Up</h2>

  <p>C13/C14 and C19/C20 belong to the same IEC 60320 family but serve different ampere tiers. The physical connectors are sized differently and are not cross-compatible:</p>

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Property</th><th>C13 / C14</th><th>C19 / C20</th></tr>
      </thead>
      <tbody>
        <tr><td>IEC 60320-1 rating</td><td>10A / 250V</td><td>16A / 250V</td></tr>
        <tr><td>North America (UL)</td><td>Typically 13A / 125V</td><td>Typically 20A / 125V</td></tr>
        <tr class="cl-highlight"><td>Typical rack use</td><td>1U servers, switches, monitors, standard PDU outputs</td><td>High-draw servers, blade enclosures, large UPS, PDU inputs</td></tr>
        <tr><td>Connector size</td><td>Smaller (standard)</td><td>Larger — physically incompatible with C14/C13</td></tr>
        <tr><td>Max continuous (80% NEC rule)</td><td>~10.4A (UL 13A cord)</td><td>~16A (UL 20A cord)</td></tr>
        <tr><td>Locking versions</td><td>Available (IEC 60320-1 tab lock)</td><td>Available</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">80% continuous load rule per NEC Article 210.19 (NFPA 70). nfpa.org.</p>

  <p>Use C13/C14 for typical 1U rack servers, managed switches, and standard PDU output receptacles where per-device input current is under 10A. Step up to C19/C20 when the equipment nameplate shows input current above 10A, or for high-density blade enclosures and large PDUs whose total draw demands a higher-amperage feed.</p>

  <h2 id="applications">Common Applications</h2>

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Equipment</th><th>Connector Pair</th><th>Notes</th></tr>
      </thead>
      <tbody>
        <tr><td>1U / 2U rack servers (standard PSU)</td><td>C13 cord → C14 inlet</td><td>Verify per-PSU input amperage on the nameplate, not VA</td></tr>
        <tr><td>Managed network switches (24/48-port, 1U)</td><td>C13 cord → C14 inlet</td><td>PoE switches: check total input draw, not per-port output</td></tr>
        <tr class="cl-highlight"><td>Standard rack PDU outputs</td><td>C13 cord → C14 outlet on PDU</td><td>Most 1U–2U PDUs ship with C13/C14 output sockets; verify PDU's per-outlet rating</td></tr>
        <tr><td>KVM consoles, rack-mount monitors</td><td>C13 cord → C14 inlet</td><td>Low draw; often share a PDU branch with nearby gear</td></tr>
        <tr><td>High-draw servers / dual-PSU blades</td><td>C19 cord → C20 inlet</td><td>Do not substitute C13 — connector geometry will not fit</td></tr>
        <tr><td>Large UPS units (≥2000VA)</td><td>C19 cord or hardwired → C20 or terminal</td><td>Check UPS input specification sheet before ordering cords</td></tr>
      </tbody>
    </table>
  </div>

  <h2 id="limits">When the 10A Rating Limit Bites</h2>

  <p>On paper, a C13 cord at 10A (or 13A UL) has comfortable headroom for a 1U server pulling 4–6A. In dense rack deployments, two failure modes appear that the per-device figure alone does not expose:</p>

  <ul>
    <li><strong>Aggregate branch load on shared PDU circuits:</strong> A standard 1U PDU may distribute 12 C13/C14 outputs across a single 20A branch. If each device draws 1.5A, the branch carries 18A — past the 80% continuous limit of 16A for a 20A circuit. Count the branch total, not just the individual device draw.</li>
    <li><strong>PSU nameplate vs actual input:</strong> A server rated for a 750W redundant PSU pair draws significantly less at idle, but at sustained full load under CPU and memory stress, the input current can approach nameplate ratings. Circuit capacity planning should always use the nameplate ampere figure, not typical idle draw from monitoring dashboards.</li>
  </ul>

  <div class="cl-callout"><strong>Planning check:</strong> If the sum of equipment nameplate ampere ratings on a single PDU branch exceeds 80% of the branch breaker rating, redistribute loads across branches or step up to a higher-capacity PDU before the rack goes live. Adding cords and devices after commissioning is significantly more disruptive than planning it correctly upfront.</div>

  <h2 id="ordering">What to Check Before You Order</h2>

  <ol>
    <li><strong>Confirm the device inlet type — C14 or C20?</strong> C13 fits C14 inlets only. For C20 inlets, order a C19 cord. Check the inlet label or IEC sheet designation on the device's rear panel.</li>
    <li><strong>Check the equipment nameplate ampere rating.</strong> If the device input exceeds 10A (IEC) or 13A (UL-listed cord), step up to C19/C20. Never exceed the cord's rated ampacity.</li>
    <li><strong>Specify cord length by rack unit position.</strong> Measure from the PDU outlet to the device inlet — over-length cords generate excess slack that creates cable management problems in high-density racks.</li>
    <li><strong>Specify UL 60320-1 listing</strong> for North American deployments. The cord set — plug, coupler, and cable — should carry a UL mark. Request the UL file number for bulk orders.</li>
    <li><strong>Consider locking C13 for vibration-prone environments.</strong> Locking C13 connectors use a tab mechanism that requires deliberate press-and-pull to disconnect, preventing accidental pull-out in high-traffic or mobile rack deployments.</li>
    <li><strong>Verify the wall-end plug matches the PDU or circuit.</strong> C13 cords ship with various wall-end plugs (NEMA 5-15P, 5-20P, IEC C20 for jumper cords). Confirm which plug type your PDU or circuit requires.</li>
  </ol>

  <p>→ <a href="/power/iec-c14-power-cord">Browse C13 Power Cords</a> — C13 to NEMA 5-15P and C13 to C20 jumper cords, UL-listed, multiple lengths ⚠️ <em>Verify URL against Internal Link URL Map before publishing</em></p>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="BKA652U"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="N91PR0Q"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/c13-c14-application.jpg" alt="" title="" data-element="desktop_image" data-pb-style="AYANR7G"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/c13-c14-application.jpg" alt="" title="" data-element="mobile_image" data-pb-style="J4PLDTN"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="THG33BE"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2 id="faq">Frequently Asked Questions</h2>

  <h3 class="cl-faq-q">What is a C13 power cord?</h3>
  <p>A C13 power cord is an IEC 60320 cord set with a C13 female coupler on the equipment end and a country-specific plug — typically a NEMA 5-15P in North America — on the wall or PDU end. The C13 end plugs into the C14 male inlet built into the server, network switch, monitor, or PDU. The pair is rated at 10A/250V under IEC 60320-1, or typically 13A/125V in UL-listed North American cord sets.</p>

  <h3 class="cl-faq-q">What is a C14 plug?</h3>
  <p>The C14 is a male appliance inlet — the keyed socket built into the device, not a plug on a cord. A C14 inlet accepts a C13 female coupler from a power cord. It is rated at 10A/250V under IEC 60320-1 and is the standard power inlet for most 1U rack servers, managed switches, and rack PDU output receptacles. If you are looking for a cord to connect to a device with a C14 inlet, the cord you need has a C13 coupler on its equipment end.</p>

  <h3 class="cl-faq-q">What is a C13-to-C14 power cord?</h3>
  <p>A C13-to-C14 cord — sometimes called a jumper cord or rack jumper — has a C13 female coupler on one end and a C14 male plug on the other. Both ends share the 10A/250V IEC 60320-1 rating. These cords are used to extend reach from a PDU's C13 output receptacle to equipment with a C13 inlet, or to interconnect two pieces of rack gear. They are common in data centers where a standard IEC cord would be too long but a direct PDU connection is not possible.</p>

  <h3 class="cl-faq-q">What is the difference between C13 and C19?</h3>
  <p>Both C13 and C19 are female IEC couplers on the cord end, but they serve different ampere tiers and are physically incompatible. C13 is rated 10A/250V (13A UL); C19 is rated 16A/250V (20A UL). A C19 cord will not fit a C14 inlet, and a C13 cord will not fit a C20 inlet — the connector geometry prevents cross-connection. Use C13 for standard 1U servers and rack equipment under 10A input; use C19 for high-draw servers, blade enclosures, and large UPS units with C20 inlets.</p>

  <h3 class="cl-faq-q">How do I tell C13 from C19 by sight?</h3>
  <p>C13 and C19 share a family resemblance but differ in physical size. C13 is smaller with a narrower trapezoidal face; C19 is wider and taller. On a labeled cord, the connector body is typically marked "C13" or "C19," and the ampere rating is printed on the cord jacket or plug body — 10A or 13A (UL) = C13; 16A or 20A (UL) = C19. If the labeling is unclear, attempt insertion: the keyed geometry prevents a C13 from fitting a C20 inlet and vice versa.</p>

  <h3 class="cl-faq-q">Does a C13 cord work with a standard US wall outlet?</h3>
  <p>Yes, when the cord set includes a NEMA 5-15P plug on the wall end (the most common configuration for North American C13 cords). The C13 coupler connects to the equipment's C14 inlet; the NEMA 5-15P plug inserts into a standard 15A US wall outlet or PDU output. For 20A circuits, specify a C13 cord with a NEMA 5-20P wall-end plug instead.</p>

  <div class="cl-about">
    <strong>About This Article</strong><br>
    Prepared by the <strong>Cable Leader Technical Team</strong>, with over 20 years supplying UL-listed and CSA-certified IEC power cord sets to North American B2B and data center customers. Connector specifications verified against <strong>IEC 60320-1</strong> (Appliance Couplers for Household and Similar General Purposes) and <strong>UL 60320-1</strong> (Safety of Appliance Couplers — North American). Branch circuit load guidance per <strong>NEC Article 210.19</strong> (NFPA 70, National Electrical Code). <strong>Last reviewed: June 2026.</strong>
  </div>

  <h2>References</h2>
  <ol class="cl-refs">
    <li>IEC 60320-1 — <em>Appliance Couplers for Household and Similar General Purposes — Part 1: General Requirements.</em> International Electrotechnical Commission. <a href="https://www.iec.ch" rel="nofollow noreferrer">iec.ch</a>. Accessed: June 2026.</li>
    <li>UL 60320-1 — <em>Standard for Safety of Appliance Couplers — Part 1.</em> UL. <a href="https://www.ul.com" rel="nofollow noreferrer">ul.com</a>. Accessed: June 2026.</li>
    <li>NFPA 70 — <em>National Electrical Code, Article 210.19 (Branch-Circuit Conductors — Continuous Loads).</em> National Fire Protection Association. <a href="https://www.nfpa.org" rel="nofollow noreferrer">nfpa.org</a>. Accessed: June 2026.</li>
  </ol>

</div></div></div></div>]]></description> <pubDate>Wed, 08 Jul 2026 22:11:31 +0000</pubDate> <category><![CDATA[Power Cord]]></category></item>  <item> <title>NEMA 5-15P Plug: What the Ratings Mean and Why Mismatching It Trips Breakers</title><link>https://www.cableleader.com/blog/post/nema-5-15p-plug-guide</link><guid>https://www.cableleader.com/blog/post/nema-5-15p-plug-guide</guid><description><![CDATA[<style>#html-body [data-pb-style=KEUGDQO],#html-body [data-pb-style=KR7GMP4]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=PXA5UGH]{border-style:none}#html-body [data-pb-style=BNV19CP],#html-body [data-pb-style=DTK94MR]{max-width:100%;height:auto}#html-body [data-pb-style=BJ2NSRX],#html-body [data-pb-style=NQFAI19]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=IQ4U37Q]{border-style:none}#html-body [data-pb-style=F2MJYS3],#html-body [data-pb-style=R1CW91X]{max-width:100%;height:auto}#html-body [data-pb-style=WIAEHGH]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}@media only screen and (max-width: 768px) { #html-body [data-pb-style=IQ4U37Q],#html-body [data-pb-style=PXA5UGH]{border-style:none} }</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="KR7GMP4"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <nav class="cl-contents">
    <div class="cl-contents-h">Contents</div>
    <ol>
      <li><a href="#what-is">What Is a NEMA 5-15P Plug?</a></li>
      <li><a href="#code">NEMA Connector Code Explained</a></li>
      <li><a href="#pinout">Pinout and Blade Specifications</a></li>
      <li><a href="#vs-15r">5-15P vs 5-15R: Plug vs Receptacle</a></li>
      <li><a href="#applications">Common Applications</a></li>
      <li><a href="#limits">When NEMA 5-15P Is Not Enough</a></li>
      <li><a href="#ordering">What to Check Before You Order</a></li>
      <li><a href="#faq">Frequently Asked Questions</a></li>
    </ol>
  </nav>

  <p>The purchase order said "standard US power cord" and the cords arrived looking correct — right until the breaker tripped during a load test. The problem was not the outlet or the server. It was a 16 AWG cord pulled to 14 amps on a circuit with no headroom. The NEMA designation printed on the plug answers every question about what a cord can safely carry, which outlet it pairs with, and whether it belongs in a rack or a server room — but only if you know how to read it.</p>

  <p>This guide breaks down what the <strong>NEMA 5-15P</strong> rating means, how its pinout enforces polarity and grounding, which receptacle it mates with, and when to step up to a higher-amperage connector for demanding IT and data center environments.</p>

  <h2 id="what-is">What Is a NEMA 5-15P Plug?</h2>

  <p>The <strong>NEMA 5-15P</strong> is a two-pole, three-wire grounding plug rated for <strong>15 amperes at 125 volts AC</strong> — the standard general-purpose plug configuration for the United States, Canada, and Mexico. It carries two flat parallel blades (one narrow, one wide) and a U-shaped grounding pin, and it mates with the NEMA 5-15R receptacle found in virtually every North American wall outlet and power strip.</p>

  <p>The suffix <strong>"P"</strong> identifies it as a plug — the male connector on the cord end. Its matching female outlet, built into the wall, rack PDU, or UPS output, carries the designation <strong>NEMA 5-15R</strong>. Ordering a cord or device without checking both sides of the pairing is one of the most common causes of on-site power mismatches in B2B deployments.</p>

  <h2 id="code">NEMA Connector Code Explained</h2>

  <p>NEMA designations follow a structured format defined in <strong>NEMA WD 6</strong> — the standard governing general-purpose wiring devices across North America. Once you understand the code, any NEMA plug or receptacle spec becomes self-explanatory:</p>

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Code Segment</th><th>Value in 5-15P</th><th>Meaning</th></tr>
      </thead>
      <tbody>
        <tr><td>Configuration group</td><td>5</td><td>2-pole, 3-wire grounding; 125V class</td></tr>
        <tr><td>Ampere rating</td><td>15</td><td>Maximum continuous current: 15A</td></tr>
        <tr class="cl-highlight"><td>Suffix</td><td>P</td><td>Plug (male cord end); R = Receptacle (female outlet)</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Source: NEMA WD 6 — General-Purpose Wiring Devices. nema.org.</p>

  <p>The configuration group locks in the voltage class and blade geometry. Moving to a higher-amperage device in the same group — for example, the <strong>NEMA 5-20P</strong> (20A) — changes the neutral blade to a T-shape, physically preventing a 20A plug from being inserted into a 15A receptacle. That geometric interlock is intentional: it stops under-rated cords from reaching over-rated circuits.</p>

  <h2 id="pinout">Pinout and Blade Specifications</h2>

  <p>Looking straight at the face (insertion end) of a NEMA 5-15P plug, the three conductors are arranged as follows:</p>

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<div class="cl-blog">

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Pin</th><th>Position (face view)</th><th>Blade Shape</th><th>Width</th><th>Wire Color (US/Canada)</th></tr>
      </thead>
      <tbody>
        <tr><td><strong>Neutral</strong></td><td>Left</td><td>Wide flat blade</td><td>7.9 mm</td><td>White</td></tr>
        <tr><td><strong>Hot (Line)</strong></td><td>Right</td><td>Narrow flat blade</td><td>6.3 mm</td><td>Black</td></tr>
        <tr class="cl-highlight"><td><strong>Ground (PE)</strong></td><td>Center bottom</td><td>U-shaped pin</td><td>—</td><td>Green or bare copper</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Blade dimensions per NEMA WD 6. Wire colors per NEC Article 200 (neutral) and Article 250 (ground). NFPA 70, nfpa.org.</p>

  <p><strong>Why the blades are different widths:</strong> The neutral blade is intentionally wider than the hot blade. This polarization forces correct orientation in polarized receptacles, ensuring the hot conductor always connects to the correct switch leg inside equipment. Reversing polarity — possible only on two-prong unpolarized cords — can leave a device's chassis or internal switch contacts energized even when the power switch is off.</p>

  <p><strong>Why the ground pin is longer:</strong> The U-shaped ground pin extends slightly farther than the blades, so it makes contact first on insertion and breaks contact last on removal. This ensures the equipment chassis is grounded before any line voltage is applied — a key safety requirement under UL 817 for cord sets.</p>

  <h2 id="vs-15r">5-15P vs 5-15R: Plug vs Receptacle</h2>

  <p>The 5-15P and 5-15R are the two halves of the same mating pair. Confusing them is the most common sourcing error when specifying both cords and PDUs in the same purchase order:</p>

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Property</th><th>NEMA 5-15P</th><th>NEMA 5-15R</th></tr>
      </thead>
      <tbody>
        <tr><td>Gender</td><td>Plug — male (cord end)</td><td>Receptacle — female (outlet/PDU)</td></tr>
        <tr><td>Voltage / Amperage</td><td>125V / 15A</td><td>125V / 15A</td></tr>
        <tr><td>Location</td><td>At the cord; connects to equipment</td><td>In the wall, power strip, or PDU output</td></tr>
        <tr class="cl-highlight"><td>Accepts</td><td>Inserts into 5-15R and 5-20R outlets</td><td>Accepts 5-15P and 5-20P plugs</td></tr>
        <tr><td>Governing standard</td><td colspan="2">NEMA WD 6 — nema.org</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">A NEMA 5-20R receptacle (T-slot) accepts 5-15P plugs, but the circuit must support 20A if a 20A device is ever connected. The receptacle slot shape does not upgrade the circuit's wiring or breaker rating.</p>

  <h2 id="applications">Common Applications</h2>

  <p>The NEMA 5-15P is the default power plug for most North American office and light commercial equipment. In B2B environments, it appears on:</p>

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Equipment Type</th><th>Typical Input Draw</th><th>Notes</th></tr>
      </thead>
      <tbody>
        <tr><td>Desktop computers</td><td>2–6A</td><td>Always verify the PSU nameplate — gaming or workstation PSUs can exceed 8A</td></tr>
        <tr><td>Network switches (unmanaged, 1U)</td><td>1–3A</td><td>Well within the 15A envelope; confirm PoE switch total output</td></tr>
        <tr><td>Small UPS units (≤1000VA)</td><td>4–9A</td><td>Check input ampere rating on the UPS label, not the VA rating</td></tr>
        <tr><td>Monitors and displays</td><td>0.5–2A</td><td>Standard C14-to-5-15P cords if the monitor uses IEC C13 inlet</td></tr>
        <tr class="cl-highlight"><td>Point-of-sale terminals, barcode scanners</td><td>1–3A</td><td>High-density deployments: count total per-circuit load across all terminals</td></tr>
        <tr><td>Printers and MFPs</td><td>2–8A (laser: up to 12A inrush)</td><td>Laser printers should each have a dedicated 15A circuit; do not daisy-chain</td></tr>
      </tbody>
    </table>
  </div>

  <div class="cl-callout"><strong>80% rule for continuous loads:</strong> The National Electrical Code (NEC 210.19, NFPA 70) limits continuous loads to 80% of circuit ampacity. On a 15A circuit, the maximum continuous draw is <strong>12A</strong>. If your aggregate equipment load per circuit approaches or exceeds 12A, step up to 20A circuits with NEMA 5-20 or IEC C13/C14 cords fed from a 20A breaker.</div>

  <h2 id="limits">When NEMA 5-15P Is Not Enough</h2>

  <p>The 15A/125V rating is a hard ceiling, not a guideline. For these scenarios, the 5-15P is the wrong connector regardless of what fits:</p>

  <ul>
    <li><strong>1U and 2U rack servers with dual PSUs:</strong> Input current per PSU can reach 8–12A at full load. Two PSUs sharing a single 15A circuit push well past the 12A continuous limit.</li>
    <li><strong>Laser printers in high-volume production:</strong> Inrush current during the fuser warm-up cycle can hit 12–15A. On a 15A circuit, that leaves zero headroom and nuisance tripping is common.</li>
    <li><strong>Managed PoE switches with full port loading:</strong> A 24-port PoE+ switch at 30W per port outputs 720W — the input draw at 85% PSU efficiency is roughly 7A, which is manageable, but larger 48-port switches easily exceed 12A input.</li>
    <li><strong>UPS units above 1500VA:</strong> Most 1500VA+ UPS units specify a NEMA 5-20P input plug or a hardwired IEC C20 inlet. Verify the input connector before ordering replacement cords.</li>
    <li><strong>Any equipment with a nameplate rating above 12A:</strong> If the equipment label says ">12A" or ">1500W" at 125V, do not use a 5-15P cord on a standard 15A branch circuit.</li>
  </ul>

  <h2 id="ordering">What to Check Before You Order</h2>

  <p>For B2B bulk orders, a pre-order checklist prevents returns and on-site rework:</p>

  <ol>
    <li><strong>Equipment nameplate amperage:</strong> The label on the equipment — not the power supply box — states the maximum input current. Match the cord and circuit to this figure.</li>
    <li><strong>Wire gauge:</strong> 16 AWG (SJT/SJTW) is rated for 13A maximum in cord sets under UL 817. For equipment drawing 13–15A, specify 14 AWG to stay within conductor ampacity.</li>
    <li><strong>Jacket type:</strong> SJT = dry indoor use; SJTW = weather-resistant jacket for damp or outdoor locations. For server rooms and data centers, SJT is the standard; for loading docks or outdoor kiosks, specify SJTW.</li>
    <li><strong>UL listing:</strong> The plug body, connector, and assembled cord set must carry a UL mark. For bulk orders, request the UL file number and verify it at <a href="https://iq.ul.com" rel="nofollow noreferrer">UL Product iQ (ul.com)</a>.</li>
    <li><strong>Length and voltage drop:</strong> At 15A, a 16 AWG cord longer than 25 ft can introduce meaningful voltage drop. For long runs, specify 14 AWG or shorten the cord run and use a proper branch circuit extension.</li>
    <li><strong>Polarization confirmation:</strong> Specify polarized cords (required by UL 817 for cord sets connected to polarized receptacles). Non-polarized two-blade cords do not apply here, but confirm your supplier ships polarized 5-15P cord sets, not generic replacements.</li>
  </ol>

  <p>→ <a href="/power/nema-5-15p-power-cord">Browse NEMA 5-15P Power Cords</a> — UL-listed, SJT/SJTW, 14 AWG and 16 AWG, multiple lengths ⚠️ <em>Verify URL against Internal Link URL Map before publishing</em></p>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="NQFAI19"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="IQ4U37Q"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/nema-5-15p-application.jpg" alt="" title="" data-element="desktop_image" data-pb-style="F2MJYS3"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/nema-5-15p-application.jpg" alt="" title="" data-element="mobile_image" data-pb-style="R1CW91X"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="WIAEHGH"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2 id="faq">Frequently Asked Questions</h2>

  <h3 class="cl-faq-q">What is a NEMA 5-15P plug?</h3>
  <p>A NEMA 5-15P is a three-prong grounding plug rated for 15 amperes at 125 volts AC. It has two flat parallel blades — a narrow hot blade (6.3 mm, right side) and a wider neutral blade (7.9 mm, left side) — plus a U-shaped grounding pin at the bottom. The suffix "P" means plug (male connector on the cord end). It is the standard general-purpose power plug used across the United States, Canada, and Mexico on computers, monitors, network equipment, and most office appliances.</p>

  <h3 class="cl-faq-q">What is NEMA 5-15R?</h3>
  <p>The NEMA 5-15R is the matching female receptacle — the outlet — that accepts a NEMA 5-15P plug. The "R" stands for receptacle. It is the standard three-prong wall outlet found throughout North America, rated at 15A/125V. A 5-15R receptacle will also accept a NEMA 5-20P plug (the 20A version with a T-shaped neutral blade), but only if the circuit wiring and breaker are rated for 20 amperes — the receptacle slot shape does not change the circuit capacity.</p>

  <h3 class="cl-faq-q">What is the difference between NEMA 5-15P and NEMA 5-20P?</h3>
  <p>Both are 125V North American plugs in the same configuration group, but the 5-20P is rated for 20 amperes versus 15 amperes for the 5-15P. The physical difference is the neutral blade: the 5-15P neutral is a plain flat vertical blade, while the 5-20P neutral is rotated 90° into a T-shape. This T-shape prevents a 20A plug from being accidentally inserted into a 15A receptacle — a built-in safety interlock defined by NEMA WD 6.</p>

  <h3 class="cl-faq-q">How do I know if my power cord is UL-listed?</h3>
  <p>A genuine UL-listed cord set has a UL mark embossed on the plug body and printed on the jacket at regular intervals. The listing covers the complete assembled cord, not just individual components. For bulk procurement, ask the supplier for the UL file number and cross-check it at <a href="https://iq.ul.com" rel="nofollow noreferrer">UL Product iQ</a>. Unmarked or counterfeit cords may not meet ampacity, insulation, or grounding requirements under UL 817.</p>

  <h3 class="cl-faq-q">Can I use a NEMA 5-15P cord on a 20A circuit?</h3>
  <p>A 5-15P plug fits into a NEMA 5-20R receptacle (which accepts both 15A and 20A plugs), so the physical connection is possible. However, the cord is still rated only for 15A — the 20A breaker may not trip until well above the cord's rated capacity, which creates a fire risk. Always match the cord's ampacity to the equipment's input current, not to the receptacle or breaker size. If equipment draws close to or above 15A, specify a 5-20P cord and a dedicated 20A circuit.</p>

  <h3 class="cl-faq-q">What wire gauge should I use for a NEMA 5-15P cord?</h3>
  <p>Under UL 817, a 16 AWG (SJT) cord is rated for up to 13A in a cord set application. For equipment drawing 13–15A, specify 14 AWG to stay within conductor ampacity. For typical IT office equipment drawing 2–8A, 16 AWG SJT is standard and sufficient. Longer cord runs (over 15–20 ft) should also use 14 AWG to limit voltage drop at higher loads.</p>

  <div class="cl-about">
    <strong>About This Article</strong><br>
    Prepared by the <strong>Cable Leader Technical Team</strong>, with over 20 years supplying UL-listed and CSA-certified power cord sets to North American B2B and data center customers. Connector specifications referenced against <strong>NEMA WD 6</strong> (General-Purpose Wiring Devices) and <strong>UL 817</strong> (Cord Sets and Power-Supply Cords). Conductor ampacity per <strong>NEC Article 310.15 and Article 210.19</strong> (NFPA 70, National Electrical Code). <strong>Last reviewed: June 2026.</strong>
  </div>

  <h2>References</h2>
  <ol class="cl-refs">
    <li>NEMA WD 6 — <em>General-Purpose Wiring Devices.</em> National Electrical Manufacturers Association. <a href="https://www.nema.org" rel="nofollow noreferrer">nema.org</a>. Accessed: June 2026.</li>
    <li>UL 817 — <em>Standard for Cord Sets and Power-Supply Cords.</em> UL. <a href="https://www.ul.com" rel="nofollow noreferrer">ul.com</a>. Accessed: June 2026.</li>
    <li>NFPA 70 — <em>National Electrical Code, Article 210.19 (Branch-Circuit Conductors — Continuous Loads).</em> National Fire Protection Association. <a href="https://www.nfpa.org" rel="nofollow noreferrer">nfpa.org</a>. Accessed: June 2026.</li>
    <li>NFPA 70 — <em>National Electrical Code, Article 310.15 (Conductor Ampacity).</em> National Fire Protection Association. <a href="https://www.nfpa.org" rel="nofollow noreferrer">nfpa.org</a>. Accessed: June 2026.</li>
  </ol>

</div></div></div></div>]]></description> <pubDate>Thu, 02 Jul 2026 00:00:00 +0000</pubDate> <category><![CDATA[Power Cord]]></category></item>  <item> <title>Cat6 vs Cat6a: Which One Your 10GbE Runs Actually Need</title><link>https://www.cableleader.com/blog/post/cat6-vs-cat6a</link><guid>https://www.cableleader.com/blog/post/cat6-vs-cat6a</guid><description><![CDATA[<style>#html-body [data-pb-style=IDD9SQQ],#html-body [data-pb-style=R4NOTUF]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=QL1HX0H]{border-style:none}#html-body [data-pb-style=BPXU7X3],#html-body [data-pb-style=MMI4VN9]{max-width:100%;height:auto}#html-body [data-pb-style=KQ0FWVL],#html-body [data-pb-style=XWGJMWI]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=FJ24YGQ]{border-style:none}#html-body [data-pb-style=JPEBKF0],#html-body [data-pb-style=TSIQX6C]{max-width:100%;height:auto}#html-body [data-pb-style=GSYLMVM]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}@media only screen and (max-width: 768px) { #html-body [data-pb-style=FJ24YGQ],#html-body [data-pb-style=QL1HX0H]{border-style:none} }</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="R4NOTUF"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <p>On paper, Cat6 and Cat6a both carry 10 Gigabit Ethernet, so the safe-looking move is to spec whichever the budget allows and move on. That is where it bites. Cat6 quietly gives up 10GbE somewhere past about 55&nbsp;meters &mdash; sooner in a packed cable tray &mdash; so a backbone that certified fine on the bench can fail in the riser. Go the other way and over-spec Cat6a everywhere, and you find it is noticeably fatter and stiffer: it fills conduit faster, needs a larger bend radius, costs more per foot, and will not seat in Cat6-rated keystones. Either mistake tends to surface at the worst time &mdash; during certification, or after the cable is already in the wall.</p>

  <p>This guide compares <strong>Cat6 vs Cat6a</strong> the way someone speccing a real install has to: how far each carries 10GbE, what alien crosstalk and shielding actually change, the physical and labor cost of Cat6a, and which one a given run needs.</p>

  <h2>Quick Answer: Cat6 vs Cat6a</h2>
  <p><strong>Cat6</strong> supports 10GbE only over shorter runs &mdash; commonly up to about 55&nbsp;meters on compliant channels &mdash; while <strong>Cat6a</strong> is built to carry 10GbE to the full 100&nbsp;meters and to resist alien crosstalk in dense bundles. Choose Cat6 for short 10GbE links, general PoE, and cost-sensitive runs; choose Cat6a for long 10GbE horizontal runs, high-density cabling, and demanding PoE++ deployments. Both share the RJ45 interface and are backward compatible with slower gear, so any link runs at the speed of its weakest component.</p>

  <h2>What Cat6 and Cat6a Actually Are</h2>
  <p>Both are categories of balanced twisted-pair copper defined by <a href="https://www.tiaonline.org/" target="_blank" rel="noopener">ANSI/TIA-568.2-D</a>, both use four twisted pairs and the same 8-position RJ45 interface, and both are rated for 10GBASE-T. The difference is how far that 10GbE survives in the real world.</p>
  <p>A <strong>Cat6 cable</strong> is rated to 250&nbsp;MHz and supports 10GbE over limited distances. A <strong>Cat6a ethernet cable</strong> (&ldquo;a&rdquo; for augmented) is rated to 500&nbsp;MHz and is specified to carry 10GbE the full 100&nbsp;meters, because it is engineered and tested against alien crosstalk &mdash; the noise that neighboring cables in a bundle couple into each other. That single design goal drives almost every physical difference between the two.</p>

  <h2>Cat6 vs Cat6a: The Specs That Decide It</h2>
  <p>Headline 10GbE support looks identical until you add distance and density. The rows that actually drive the decision are 10GbE reach, alien-crosstalk handling, and the physical size that follows from it.</p>
  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead><tr><th>Spec</th><th>Cat6</th><th>Cat6a</th></tr></thead>
      <tbody>
        <tr><td>Rated bandwidth</td><td>250&nbsp;MHz</td><td>500&nbsp;MHz</td></tr>
        <tr class="cl-highlight"><td>10GbE (10GBASE-T)</td><td>Up to ~55&nbsp;m on compliant channels; shorter in dense bundles</td><td>Up to 100&nbsp;m on compliant channels</td></tr>
        <tr><td>1&nbsp;GbE (1000BASE-T)</td><td>100&nbsp;m</td><td>100&nbsp;m</td></tr>
        <tr><td>Alien crosstalk (ANEXT)</td><td>Controlled, not specified for 10GbE to 100&nbsp;m</td><td>Specified and tested &mdash; the defining difference</td></tr>
        <tr><td>Shielding options</td><td>Usually UTP</td><td>UTP or shielded (F/UTP, S/FTP)</td></tr>
        <tr><td>Typical outer diameter</td><td>~5.5&ndash;6&nbsp;mm</td><td>~7&ndash;8.5&nbsp;mm (larger)</td></tr>
        <tr><td>Typical conductor</td><td>Typically 23&nbsp;AWG</td><td>Typically 23&ndash;22&nbsp;AWG</td></tr>
        <tr><td>Pathway fill / bend radius</td><td>Smaller; more per conduit</td><td>Larger; fewer per conduit</td></tr>
        <tr><td>Termination hardware</td><td>Cat6 keystones / panels</td><td>Cat6a-rated keystones / panels required</td></tr>
        <tr><td>Relative cost &amp; labor</td><td>Lower</td><td>Higher</td></tr>
        <tr><td>Best fit</td><td>Short 10GbE, PoE, cost-sensitive</td><td>Long 10GbE, dense bundles, PoE++</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Distances per IEEE 802.3 / ANSI/TIA-568.2-D for compliant, fully-terminated channels. Cat6 10GBASE-T reach depends on alien crosstalk and installation conditions (TIA TSB-155-A); Cat6a is the category specified for guaranteed 10GbE to 100&nbsp;m. Diameters and conductor gauge are typical, not mandated.</p>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="IDD9SQQ"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="QL1HX0H"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/cat6-vs-cat6a-application_1.jpg" alt="" title="" data-element="desktop_image" data-pb-style="BPXU7X3"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/cat6-vs-cat6a-application_1.jpg" alt="" title="" data-element="mobile_image" data-pb-style="MMI4VN9"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="XWGJMWI"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2>Why Cat6a Reaches Farther &mdash; Alien Crosstalk &amp; Shielding</h2>
  <p>The thing that limits 10GBASE-T over Cat6 at distance is not bandwidth on a single cable &mdash; it is <em>alien</em> crosstalk (ANEXT): noise coupling between adjacent cables bundled together. The more cables share a tray and the longer the run, the more this noise accumulates, which is why Cat6 holds 10GbE comfortably on a short isolated link but loses margin in a packed 100-meter run.</p>
  <p>Cat6a attacks that problem physically, and each measure has a consequence:</p>
  <ul>
    <li><strong>More separation between pairs and a larger overall geometry</strong> push neighboring cables apart, reducing pair-to-pair coupling between cables &mdash; which is also why Cat6a is fatter.</li>
    <li><strong>Tighter, longer-scheme twists and 500&nbsp;MHz-rated construction</strong> preserve signal margin across the wider band 10GBASE-T uses.</li>
    <li><strong>An optional overall foil shield (F/UTP)</strong> can further suppress alien crosstalk and external EMI. The caveat: a shield only helps when it is properly bonded and grounded end-to-end; a floating or poorly terminated shield can perform no better &mdash; or worse &mdash; than good UTP, and it adds termination complexity.</li>
  </ul>
  <p>For PoE, Cat6a's larger conductors tend to carry high-wattage power with less temperature rise in dense bundles, which can help PoE++ (Type 4) runs stay within thermal limits &mdash; though the actual margin depends on bundle size, ambient temperature, and how the cable is installed.</p>

  <h2>The Hidden Cost of Cat6a: Size, Bend Radius &amp; Termination</h2>
  <p>Cat6a is not automatically the better cable &mdash; it is the right cable for specific jobs, and the wrong one for others. Its larger outer diameter means roughly half again the cross-sectional area of Cat6, so it fills conduit and J-hooks faster, needs a larger minimum bend radius (kinking it degrades performance), and is heavier on pathway supports. It is also harder to terminate and requires Cat6a-rated jacks, keystones, and patch panels &mdash; terminating Cat6a on Cat6 hardware does not give you a Cat6a channel. Add higher cost per foot and per termination, and &ldquo;Cat6a everywhere&rdquo; can quietly blow both the cable budget and the pathway plan. On short runs or sub-10G networks, that overhead buys nothing.</p>

  <h2>Which Should You Run?</h2>
  <p><strong>Choose Cat6a</strong> for 10GbE horizontal runs that need the full 100&nbsp;meters, for data-center and campus backbones you want to last, for high-density bundles where alien crosstalk accumulates, and for PoE++ deployed at scale over long runs. This is where <a href="/networking/network-cables/cat6a-patch-cables.html">Cat6a patch cables</a> and bulk Cat6a earn their cost.</p>
  <p><strong>Choose Cat6</strong> when 10GbE only needs to travel short distances (a switch to a nearby server under ~55&nbsp;m), when the network is primarily 1G/2.5G/5G, when pathways are tight and the fatter Cat6a will not fit, or when cost matters and the run does not need Cat6a's reach. For those jobs, <a href="/networking/network-cables/cat6-patch-cables.html">Cat6 patch cables</a> are lighter, cheaper, and easier to terminate.</p>
  <p><strong>Bottom line:</strong> unless a run needs guaranteed 10GbE beyond ~55&nbsp;meters or sits in a dense, noisy bundle, Cat6 usually does the job for less money and less hassle &mdash; reserve Cat6a for the runs that genuinely need its reach and crosstalk margin.</p>

  <h2>Common Applications</h2>
  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead><tr><th>Application</th><th>Recommended</th></tr></thead>
      <tbody>
        <tr><td>Short 10GbE switch-to-server (&lt;55&nbsp;m)</td><td>Cat6</td></tr>
        <tr><td>10GbE horizontal run to the full 100&nbsp;m</td><td>Cat6a</td></tr>
        <tr><td>High-density bundles &amp; cable trays</td><td>Cat6a</td></tr>
        <tr><td>PoE++ deployed at scale over long runs</td><td>Cat6a</td></tr>
        <tr><td>1G / 2.5G / 5G access, cost-sensitive</td><td>Cat6</td></tr>
        <tr><td>Tight conduit / limited pathway</td><td>Cat6 (smaller OD)</td></tr>
      </tbody>
    </table>
  </div>
  <div class="cl-callout"><strong>One more check before you order:</strong> confirm your jacks, <a href="/networking/keystone-jack/cat6a-keystone-jacks.html">keystones</a>, and patch panels are rated for the category you choose &mdash; a Cat6a channel terminated on Cat6 hardware is not a Cat6a channel. Then decide UTP vs shielded by environment: shielded (F/UTP) only pays off in high-EMI settings and only when bonded and grounded properly.</div>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="KQ0FWVL"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="FJ24YGQ"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/cat6-vs-cat6a-cross-section_1.jpg" alt="" title="" data-element="desktop_image" data-pb-style="JPEBKF0"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/cat6-vs-cat6a-cross-section_1.jpg" alt="" title="" data-element="mobile_image" data-pb-style="TSIQX6C"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="GSYLMVM"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <div class="cl-cta">
    <p><strong>Spec it for the run, not the spec sheet.</strong> Cable Leader carries both categories in bulk spools and pre-terminated patch cords, with volume pricing for contractors and commercial projects:</p>
    <p>&rarr; <a href="/networking/network-cables/cat6a-patch-cables.html">Cat6a patch cables</a> for long 10GbE runs, dense bundles, and PoE++ &middot; <a href="/networking/network-cables/cat6-patch-cables.html">Cat6 patch cables</a> for short 10GbE and 1G/2.5G/5G drops.</p>
    <p>&rarr; <a href="/networking/network-cables/bulk-network-cables.html">Bulk network cable</a> by the foot for in-wall structured cabling and larger jobs.</p>
    <p>&rarr; <a href="/networking/network-cables.html">Network Cables</a> &mdash; the full Cat5e, Cat6 and Cat6a range in one place.</p>
    <p class="cl-note">UL/ETL-listed options available &mdash; check the product page for the exact rating and build you need, or contact us for project quantities.</p>
  </div>

  <h2>Frequently Asked Questions</h2>

  <h3>What is the difference between Cat6 and Cat6a?</h3>
  <p>The key difference is 10GbE distance. Cat6 is rated to 250&nbsp;MHz and carries 10GbE only over shorter runs (commonly up to about 55&nbsp;meters on compliant channels), while Cat6a is rated to 500&nbsp;MHz and is specified for 10GbE to the full 100&nbsp;meters because it is designed and tested to resist alien crosstalk. Cat6a is also physically larger, heavier, and more expensive as a result.</p>

  <h3>What is Cat6a?</h3>
  <p>Cat6a (&ldquo;augmented Category 6&rdquo;) is a twisted-pair cabling category rated to 500&nbsp;MHz and specified to carry 10GBASE-T across a full 100-meter channel. Its defining feature is controlled alien crosstalk &mdash; resistance to noise from neighboring cables in a bundle &mdash; achieved through larger geometry and, in shielded versions, an overall foil. It uses the same RJ45 interface as Cat5e and Cat6.</p>

  <h3>Is Cat6a worth it over Cat6?</h3>
  <p>It depends on the run. Cat6a is worth it for 10GbE beyond about 55&nbsp;meters, for dense bundles where alien crosstalk accumulates, and for large PoE++ deployments. For short 10GbE links, sub-10G networks, or tight pathways, Cat6 is lighter, cheaper, and easier to terminate, so paying for Cat6a there adds cost without benefit.</p>

  <h3>Is there a difference between Cat6a and Cat6e?</h3>
  <p>Yes, in the important sense that &ldquo;Cat6e&rdquo; is not a recognized TIA category &mdash; it is a marketing term some vendors use, with no standardized performance behind it. The standardized categories are Cat6 and Cat6a. If you need guaranteed 10GbE to 100&nbsp;meters, specify Cat6a, not &ldquo;Cat6e.&rdquo;</p>

  <h3>What is the difference between Cat5e and Cat6a?</h3>
  <p>It is a large jump. Cat5e is rated to 100&nbsp;MHz and certified for 1&nbsp;Gbps; Cat6a is rated to 500&nbsp;MHz and carries 10GbE to 100&nbsp;meters with controlled alien crosstalk. Cat6a is considerably thicker and more expensive, so it is reserved for runs that actually need 10GbE rather than general gigabit drops.</p>

  <h3>Does Cat6a have to be shielded?</h3>
  <p>No. Unshielded (UTP) Cat6a meets the standard through its cable geometry and is widely used. Shielded Cat6a (F/UTP or S/FTP) is chosen for high-EMI environments, but it only helps when the shield is properly bonded and grounded end-to-end; a poorly terminated shield can perform no better than good UTP and complicates installation.</p>

  <h3>Is Cat6a backward compatible with Cat6?</h3>
  <p>Yes. Cat6a uses the same RJ45 interface and works with Cat6, Cat5e, and slower equipment, with each link running at the lowest common speed. To keep a true Cat6a channel, terminate it with Cat6a-rated jacks, keystones, and patch panels &mdash; mixing in Cat6 hardware downgrades the channel.</p>

  <div class="cl-about">
    <strong>About This Article</strong><br>
    Written by the <strong>Cable Leader Technical Team</strong>, drawing on 20+ years supplying networking and structured-cabling products to North American B2B, IT, and data-center buyers. Specifications referenced here follow <strong>ANSI/TIA-568.2-D</strong> and <strong>IEEE 802.3</strong> Ethernet standards; Cable Leader cabling is offered in UL/ETL-listed builds. <em>Last reviewed: June 2026.</em>
  </div>

  <h2>References</h2>
  <ol class="cl-refs">
    <li>ANSI/TIA-568.2-D, Balanced Twisted-Pair Telecommunications Cabling and Components Standard &mdash; Telecommunications Industry Association. tiaonline.org. Accessed June 2026.</li>
    <li>IEEE 802.3 Standard for Ethernet (incl. 802.3an 10GBASE-T) &mdash; IEEE Standards Association. standards.ieee.org. Accessed June 2026.</li>
    <li>IEEE 802.3bt, Power over Ethernet (Type 3 / Type 4) &mdash; IEEE Standards Association. standards.ieee.org. Accessed June 2026.</li>
    <li>TIA TSB-155-A, Guidelines on Alien Crosstalk and 10GBASE-T over Category 6 Cabling &mdash; Telecommunications Industry Association. tiaonline.org. Accessed June 2026.</li>
  </ol>

</div></div></div></div>]]></description> <pubDate>Thu, 25 Jun 2026 22:53:21 +0000</pubDate> <category><![CDATA[Network Cable]]></category></item>  <item> <title>Cat5e vs Cat6: What the Spec Difference Actually Means for Your Network </title><link>https://www.cableleader.com/blog/post/cat5e-vs-cat6-what-the-spec-difference-actually-means-for-your-network</link><guid>https://www.cableleader.com/blog/post/cat5e-vs-cat6-what-the-spec-difference-actually-means-for-your-network</guid><description><![CDATA[<style>#html-body [data-pb-style=G320KRL],#html-body [data-pb-style=JEVDAX5],#html-body [data-pb-style=K7GJLW5],#html-body [data-pb-style=RUGTNQ1],#html-body [data-pb-style=S6GMP9C]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=K68UJ9H]{border-style:none}#html-body [data-pb-style=H818YRW],#html-body [data-pb-style=PWVWK4I]{max-width:100%;height:auto}#html-body [data-pb-style=AODEE7S]{border-style:none}#html-body [data-pb-style=GA5M6HO],#html-body [data-pb-style=KJF5W5N]{max-width:100%;height:auto}@media only screen and (max-width: 768px) { #html-body [data-pb-style=AODEE7S],#html-body [data-pb-style=K68UJ9H]{border-style:none} }</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="JEVDAX5"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <p>Cat5e and Cat6 patch cords look identical &mdash; same RJ45 plugs, same jacket diameter, often the same blue jacket &mdash; and that is exactly how the wrong one ends up in a 200-foot in-wall run. Nobody catches it at install time, because both happily carry 1&nbsp;Gbps. The trouble surfaces months later, when someone swaps in a multi-gig switch, hangs a 60-watt PoE++ access point, or tries to push 10GbE to a server two racks over &mdash; and the link negotiates down, drops frames under load, or the bundle runs hot. By then the cable is behind drywall, and the fix is a re-pull, not a swap.</p>

  <p>This guide breaks down <strong>Cat5e vs Cat6</strong> the way a network installer or IT buyer actually has to decide it: what each category guarantees, where the real performance gap lives, how PoE and 10GbE change the math, and which one to run for a given job.</p>

  <h2>Quick Answer: Cat5e vs Cat6</h2>
  <p>For most 1&nbsp;GbE home and office networks, a <strong>Cat5e</strong> cable is enough. Choose <strong>Cat6</strong> for new in-wall cabling, PoE++ devices, multi-gig networks, and short 10GbE runs, where its higher bandwidth gives useful headroom. For guaranteed 10GbE up to 100&nbsp;meters, step up to <strong>Cat6A</strong>. Both Cat5e and Cat6 use the same RJ45 connector and interoperate freely, so any single link runs at the speed of its weakest component.</p>

  <h2>What Cat5e and Cat6 Actually Are</h2>
  <p>Both are categories of balanced twisted-pair copper defined by the structured-cabling standard <a href="https://www.tiaonline.org/" target="_blank" rel="noopener">ANSI/TIA-568.2-D</a>. Each uses four twisted pairs and the same 8-position RJ45 interface, so they are mechanically interchangeable. The difference is electrical headroom.</p>
  <p>A <strong>Cat5e ethernet cable</strong> is rated to 100&nbsp;MHz and certified for 1000BASE-T (1&nbsp;Gbps) to 100&nbsp;meters. <strong>Cat6</strong> is rated to 250&nbsp;MHz, supports the same 1&nbsp;Gbps to 100&nbsp;m, and additionally qualifies for 10GBASE-T (10&nbsp;Gbps) over shorter distances. That extra bandwidth is the whole story &mdash; everything below is a consequence of it.</p>

  <h2>Cat5e vs Cat6: The Specs That Decide It</h2>
  <p>Headline data rate is where most buyers stop reading, and it is the least useful number &mdash; both do gigabit. The rows that actually drive a decision are bandwidth, 10GbE reach, and conductor gauge, because those determine future headroom and how the cable behaves under PoE load.</p>
  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead><tr><th>Spec</th><th>Cat5e</th><th>Cat6</th></tr></thead>
      <tbody>
        <tr><td>Rated bandwidth</td><td>100&nbsp;MHz</td><td>250&nbsp;MHz</td></tr>
        <tr><td>1&nbsp;GbE (1000BASE-T)</td><td>100&nbsp;m</td><td>100&nbsp;m</td></tr>
        <tr><td>2.5G / 5G (NBASE-T)</td><td>Commonly 2.5GBASE-T to 100&nbsp;m on compliant channels</td><td>Commonly 5GBASE-T to 100&nbsp;m on compliant channels</td></tr>
        <tr class="cl-highlight"><td>10GbE (10GBASE-T)</td><td>Not specified</td><td>Up to ~55&nbsp;m on compliant channels; shorter in dense bundles (depends on alien crosstalk)</td></tr>
        <tr><td>Typical conductor</td><td>Typically 24&nbsp;AWG</td><td>Typically 23&nbsp;AWG (heavier)</td></tr>
        <tr><td>Internal construction</td><td>4 pairs, no separator</td><td>4 pairs, often a central spline</td></tr>
        <tr><td>PoE / PoE+ / PoE++</td><td>Supported; watch bundle heat</td><td>Supported; lower DC resistance, better heat margin</td></tr>
        <tr><td>Best fit</td><td>1&nbsp;GbE access, voice, patch</td><td>New in-wall runs, PoE++, short 10GbE</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Distances per IEEE 802.3 / ANSI/TIA-568.2-D for compliant, fully-terminated channels. 10GBASE-T reach on Cat6 depends on alien crosstalk in the bundle (TIA TSB-155-A); Cat6A is required for guaranteed 10GbE to 100&nbsp;m. Conductor gauge is typical, not mandated.</p>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="S6GMP9C"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="K68UJ9H"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/cat5e-vs-cat6-application_3.jpg" alt="" title="" data-element="desktop_image" data-pb-style="H818YRW"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/cat5e-vs-cat6-application_3.jpg" alt="" title="" data-element="mobile_image" data-pb-style="PWVWK4I"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="G320KRL"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2>Why Cat6 Carries More &mdash; the Mechanism</h2>
  <p>The 100&nbsp;MHz-to-250&nbsp;MHz jump is not marketing. 10GBASE-T signals across a wider frequency band, and noise rises with frequency, so the cable has to fight crosstalk harder. Cat6 does this three ways, and each has a practical consequence:</p>
  <ul>
    <li><strong>Tighter, more precise pair twists</strong> cancel more near-end crosstalk (NEXT), which is what lets the channel stay clean at higher frequencies.</li>
    <li><strong>A central spline (separator)</strong> holds the four pairs apart inside the jacket, lowering pair-to-pair coupling &mdash; the single biggest visual difference between the two cables in cross-section.</li>
    <li><strong>A typically heavier 23&nbsp;AWG conductor</strong> (versus 24&nbsp;AWG for most Cat5e) has lower DC resistance. Under PoE that matters: when 30&ndash;100&nbsp;watts flows down the same pairs carrying data, lower resistance tends to mean less heat. In densely packed bundles carrying high-wattage PoE, lower-resistance conductors help keep temperature rise within limits &mdash; though the actual margin depends on bundle size, ambient temperature, and installation conditions.</li>
  </ul>
  <p>The flip side is the 10GbE distance ceiling. Because Cat6 controls but does not eliminate <em>alien</em> crosstalk (noise from neighboring cables in a bundle), its 10GBASE-T reach is typically limited to about 55&nbsp;meters on compliant channels, and can be shorter in tightly packed trays &mdash; the exact figure depends on alien crosstalk and installation quality. If you need guaranteed 10GbE to a full 100&nbsp;m, that is Cat6A territory, not Cat6.</p>

  <h2>Which Should You Run?</h2>
  <p><strong>Choose Cat6</strong> for any new in-wall or plenum run, for PoE++ devices (cameras, Wi-Fi 6/7 APs, powered displays), and for short 10GbE links between a switch and nearby servers. The logic is simple: cable outlives the gear plugged into it. A switch gets replaced in 3&ndash;5 years; in-wall cable stays for 15. The few cents per foot of difference is trivial next to the labor of re-pulling a wall &mdash; which is why most new structured cabling now uses <a href="/networking/network-cables/cat6-patch-cables.html">Cat6 patch cables</a> and bulk Cat6.</p>
  <p><strong>Choose Cat5e</strong> when the run is genuinely 1&nbsp;GbE for its whole service life &mdash; VoIP phones, desktop access drops, short patch cords in a rack, or extending an existing Cat5e plant where mixing categories buys nothing. <a href="/networking/network-cables/cat5e-patch-cables.html">Cat5e patch cables</a> are not obsolete; they are fully standards-compliant for gigabit and meaningfully cheaper. Over-buying Cat6A for a desk phone is just as much a mistake as under-speccing a 10GbE backbone.</p>
  <p><strong>Bottom line:</strong> unless you are certain a run will never exceed 1&nbsp;Gbps and never carry high-wattage PoE, default to Cat6 for permanent infrastructure and keep Cat5e for short, known-1G patch and voice drops.</p>

  <h2>Common Applications</h2>
  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead><tr><th>Application</th><th>Recommended</th></tr></thead>
      <tbody>
        <tr><td>Desktop / VoIP / 1&nbsp;GbE access drop</td><td>Cat5e (Cat6 if cost is close)</td></tr>
        <tr><td>New in-wall structured cabling</td><td>Cat6</td></tr>
        <tr><td>PoE++ cameras, Wi-Fi 6/7 APs (60&ndash;100&nbsp;W)</td><td>Cat6</td></tr>
        <tr><td>Short 10GbE switch-to-server (&lt;55&nbsp;m)</td><td>Cat6</td></tr>
        <tr><td>Guaranteed 10GbE to 100&nbsp;m</td><td><a href="/networking/network-cables/cat6a-patch-cables.html">Cat6A</a> (upgrade)</td></tr>
      </tbody>
    </table>
  </div>
  <div class="cl-callout"><strong>One more check before you order:</strong> match the cable to the link, then confirm both the switch port and the NIC actually negotiate the target speed &mdash; a Cat6 run is wasted behind a 1G-only switch. Also pick the right build: <strong>solid</strong> conductor (sold as <a href="/networking/network-cables/bulk-network-cables.html">bulk network cable</a>) for in-wall runs, <strong>stranded</strong> for flexible patch cords.</div>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="K7GJLW5"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="AODEE7S"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/cat5e-vs-cat6-cross-section_2.jpg" alt="" title="" data-element="desktop_image" data-pb-style="KJF5W5N"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/cat5e-vs-cat6-cross-section_2.jpg" alt="" title="" data-element="mobile_image" data-pb-style="GA5M6HO"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="RUGTNQ1"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <div class="cl-cta">
    <p><strong>Spec it once, order it right.</strong> Cable Leader carries both categories in bulk spools and pre-terminated patch cords, with volume pricing for contractors and commercial projects:</p>
    <p>&rarr; <a href="/networking/network-cables.html">Network Cables</a> &mdash; the full Cat5e, Cat6 and Cat6A range, bulk and pre-made, in one place.</p>
    <p>&rarr; <a href="/networking/network-cables/cat6-patch-cables.html">Cat6 patch cables</a> for new runs and PoE++ drops &middot; <a href="/networking/network-cables/cat5e-patch-cables.html">Cat5e patch cables</a> for 1&nbsp;GbE access and voice.</p>
    <p>&rarr; <a href="/networking/network-cables/bulk-network-cables.html">Bulk network cable</a> by the foot for in-wall structured cabling and larger jobs.</p>
    <p class="cl-note">UL/ETL-listed options available &mdash; check the product page for the exact rating and build you need, or contact us for project quantities.</p>
  </div>

  <h2>Frequently Asked Questions</h2>

  <h3>What is the difference between Cat5 and Cat6?</h3>
  <p>The practical difference is bandwidth and headroom. Cat5e is rated to 100&nbsp;MHz and certified for 1&nbsp;Gbps; Cat6 is rated to 250&nbsp;MHz, also does 1&nbsp;Gbps, and additionally supports 10GbE over short distances. Plain Cat5 (without the &ldquo;e&rdquo;) is an older, obsolete grade and should not be used for new gigabit installs &mdash; if someone says &ldquo;Cat5&rdquo; today they almost always mean Cat5e.</p>

  <h3>Is Cat5 the same as Cat5e?</h3>
  <p>No. Cat5 is an older category, while Cat5e (&ldquo;e&rdquo; for enhanced) is the improved version with tighter crosstalk limits and is the grade commonly used for gigabit Ethernet today. Plain Cat5 has effectively been replaced and is not specified for new installs. Because Cat5 is obsolete, this guide focuses on the comparison that actually matters now: Cat5e vs Cat6.</p>

  <h3>Is Cat6 worth it over Cat5e?</h3>
  <p>For new permanent cabling, usually yes. The cost difference per foot is small, while Cat6 gives you multi-gig and short-run 10GbE headroom plus better behavior under high-wattage PoE. For short 1&nbsp;GbE patch cords and voice drops that will never change, Cat5e is the more economical and perfectly valid choice.</p>

  <h3>Can I mix Cat5e and Cat6 on the same network?</h3>
  <p>Yes. They share the RJ45 interface and interoperate freely, but any single link runs at the speed of its weakest component. A Cat6 patch cord plugged into a Cat5e in-wall run is still a Cat5e channel. Plan the speed you need end-to-end, not segment by segment.</p>

  <h3>Does Cat6 support 10&nbsp;Gbps?</h3>
  <p>Yes, but with a distance limit. Cat6 supports 10GBASE-T to roughly 55&nbsp;meters, dropping toward 37&nbsp;meters in densely bundled trays where alien crosstalk is high. For guaranteed 10GbE across a full 100-meter channel, you need Cat6A.</p>

  <h3>Is Cat6 better for PoE?</h3>
  <p>Generally yes. Cat6 typically uses a heavier 23&nbsp;AWG conductor with lower DC resistance, so it dissipates less heat when carrying PoE+ or PoE++ power. In large, tightly packed bundles delivering 60&ndash;100&nbsp;watts per port, that thermal margin helps keep the cable within insertion-loss spec.</p>

  <h3>Is Cat5e fast enough for home or office use?</h3>
  <p>For most 1&nbsp;GbE workloads &mdash; internet up to a gigabit, streaming, VoIP, general office traffic &mdash; Cat5e is entirely sufficient. It becomes the limiting factor only when you move to multi-gig or 10GbE links, or run high-wattage PoE devices over long, bundled runs.</p>

  <h3>Do I need Cat6 for 1&nbsp;Gbps internet?</h3>
  <p>No. Cat5e is certified for 1000BASE-T to 100&nbsp;meters, so it handles gigabit internet without issue. Cat6 only becomes necessary if you expect to exceed 1&nbsp;Gbps in the future or want the extra margin for PoE and longer runs.</p>

  <div class="cl-about">
    <strong>About This Article</strong><br>
    Written by the <strong>Cable Leader Technical Team</strong>, drawing on 20+ years supplying networking and structured-cabling products to North American B2B, IT, and data-center buyers. Specifications referenced here follow <strong>ANSI/TIA-568.2-D</strong> and <strong>IEEE 802.3</strong> Ethernet standards; Cable Leader cabling is offered in UL/ETL-listed builds. <em>Last reviewed: June 2026.</em>
  </div>

  <h2>References</h2>
  <ol class="cl-refs">
    <li>ANSI/TIA-568.2-D, Balanced Twisted-Pair Telecommunications Cabling and Components Standard &mdash; Telecommunications Industry Association. tiaonline.org. Accessed June 2026.</li>
    <li>IEEE 802.3 Standard for Ethernet (incl. 802.3an 10GBASE-T) &mdash; IEEE Standards Association. standards.ieee.org. Accessed June 2026.</li>
    <li>IEEE 802.3bt, Power over Ethernet (Type 3 / Type 4) &mdash; IEEE Standards Association. standards.ieee.org. Accessed June 2026.</li>
    <li>TIA TSB-155-A, Guidelines for 10GBASE-T over Category 6 Cabling &mdash; Telecommunications Industry Association. tiaonline.org. Accessed June 2026.</li>
  </ol>

</div></div></div></div>]]></description> <pubDate>Tue, 16 Jun 2026 00:00:00 +0000</pubDate> <category><![CDATA[Network Cable]]></category></item>  <item> <title>RJ45 Wiring Diagram: T568A vs T568B and What Goes Wrong If You Mix Them </title><link>https://www.cableleader.com/blog/post/rj45-wiring-diagram-t568a-vs-t568b</link><guid>https://www.cableleader.com/blog/post/rj45-wiring-diagram-t568a-vs-t568b</guid><description><![CDATA[<style>#html-body [data-pb-style=M5EY7L1],#html-body [data-pb-style=QM75MNY]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=M9QF4FB]{border-style:none}#html-body [data-pb-style=JEPY781],#html-body [data-pb-style=U7FU5XQ]{max-width:100%;height:auto}#html-body [data-pb-style=CX2Y9U2],#html-body [data-pb-style=NOCWVFM]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=G12LAHH]{border-style:none}#html-body [data-pb-style=KKCAMQH],#html-body [data-pb-style=XO2D6E7]{max-width:100%;height:auto}#html-body [data-pb-style=G6HYFSK]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}@media only screen and (max-width: 768px) { #html-body [data-pb-style=G12LAHH],#html-body [data-pb-style=M9QF4FB]{border-style:none} }</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="QM75MNY"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <p>The fault almost never shows up on the bench. A patch cord or keystone jack terminated from memory passes a quick continuity beep, gets installed, and works fine at 100 Mbps &mdash; then the link quietly drops to a slower negotiated speed, fails a certification scan, or starts dropping PoE-powered devices once real traffic hits it. The usual culprit is a wiring mistake the installer never noticed: one end punched down to T568A and the other to T568B, or worse, a split pair that looks correct but ruins crosstalk performance.</p>

  <p>A correct <strong>RJ45 wiring diagram</strong> is the cheapest insurance against all of it. This guide gives you the T568A and T568B pinout side by side, the full RJ45 color code, the pin-to-pair mapping that actually matters for Gigabit and PoE, a step-by-step termination walk-through for both crimp plugs and keystone jacks, and the handful of mistakes that cause most field failures &mdash; plus how to catch them before the cable goes in the wall.</p>

  <div class="cl-contents">
    <div class="cl-contents-h">Contents</div>
    <ol>
      <li><a href="#rj45-basics">What an RJ45 connector actually is</a></li>
      <li><a href="#pinout">RJ45 pinout: T568A vs T568B color code</a></li>
      <li><a href="#which-standard">Which standard should you wire to?</a></li>
      <li><a href="#how-to-wire">How to wire an RJ45 connector (plug &amp; keystone jack)</a></li>
      <li><a href="#straight-crossover">Straight-through vs crossover wiring</a></li>
      <li><a href="#mistakes">Common mistakes &amp; how to verify your termination</a></li>
      <li><a href="#components">What you need to terminate RJ45</a></li>
      <li><a href="#faq">Frequently asked questions</a></li>
    </ol>
  </div>

  <h2 id="rj45-basics">What an RJ45 connector actually is</h2>
  <p>The connector everyone calls "RJ45" is technically an <strong>8P8C</strong> modular connector &mdash; eight positions, eight contacts &mdash; used to terminate four-pair twisted-pair Ethernet cable such as Cat5e, Cat6 and Cat6a. The pin order isn't arbitrary: it's defined by the ANSI/TIA-568 cabling standard, which specifies two interchangeable pin-to-pair assignments, <strong>T568A</strong> and <strong>T568B</strong>. Both terminate all eight conductors and both perform identically when used consistently &mdash; the only thing that separates them is which colored pair lands on which pins.</p>
  <p>That "used consistently" part is where installations go wrong, so the pinout itself is where we start.</p>

  <h2 id="pinout">RJ45 pinout: T568A vs T568B color code</h2>
  <p>An 8P8C connector holds four twisted pairs. With the locking tab facing away from you and the gold contacts up, pin 1 is on the left. The table below is the complete RJ45 wiring chart &mdash; the difference between the two standards is that the <strong>orange and green pairs swap places</strong>; the blue and brown pairs stay put in both.</p>
  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead><tr><th>Pin</th><th>Pair</th><th>T568A color</th><th>T568B color</th></tr></thead>
      <tbody>
        <tr><td>1</td><td>Pair 3 / Pair 2</td><td>White-Green</td><td>White-Orange</td></tr>
        <tr><td>2</td><td>Pair 3 / Pair 2</td><td>Green</td><td>Orange</td></tr>
        <tr><td>3</td><td>Pair 2 / Pair 3</td><td>White-Orange</td><td>White-Green</td></tr>
        <tr><td>4</td><td>Pair 1 (Blue)</td><td>Blue</td><td>Blue</td></tr>
        <tr><td>5</td><td>Pair 1 (Blue)</td><td>White-Blue</td><td>White-Blue</td></tr>
        <tr><td>6</td><td>Pair 2 / Pair 3</td><td>Orange</td><td>Green</td></tr>
        <tr><td>7</td><td>Pair 4 (Brown)</td><td>White-Brown</td><td>White-Brown</td></tr>
        <tr><td>8</td><td>Pair 4 (Brown)</td><td>Brown</td><td>Brown</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Pin/pair mapping per ANSI/TIA-568.2-D. Pins 4-5 (blue) and 7-8 (brown) are identical in both standards; only pins 1-2 and 3-6 (orange/green) are reversed.</p>

  <p>Why the pairing matters more than the color: each signal travels on a <em>balanced pair</em>, and the cable's noise rejection depends on keeping both conductors of a pair together on adjacent or paired pins. In T568B, the orange pair sits on pins 1-2 and the green pair on 3-6; T568A is the mirror image. Gigabit Ethernet (1000BASE-T) and modern PoE (IEEE 802.3bt) use <strong>all four pairs</strong> &mdash; the old shortcut that "only pins 1, 2, 3 and 6 matter" was true for 10/100BASE-T and is wrong for anything running today.</p>

  <h2 id="which-standard">Which standard should you wire to?</h2>
  <p>Functionally, neither is faster. The decision is about consistency across a site, not performance:</p>
  <ul>
    <li><strong>T568B</strong> is the most common choice in U.S. commercial and enterprise installs. If you're matching an existing building, this is usually what you'll find.</li>
    <li><strong>T568A</strong> is specified for some U.S. residential and federal/government work (it maintains backward compatibility with older USOC voice wiring), and is more common in installations following TIA-570 residential guidance.</li>
  </ul>
  <div class="cl-callout"><strong>The one rule that prevents most failures:</strong> pick a single standard for the entire site and terminate <em>both ends of every run</em> the same way. Unless a job spec or existing infrastructure forces T568A, choose T568B and stay consistent. Mixing standards end-to-end is the single most common cross-wiring mistake.</div>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="M5EY7L1"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="M9QF4FB"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/t568a-vs-t568b-pinout-diagram_1.jpg" alt="" title="" data-element="desktop_image" data-pb-style="JEPY781"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/t568a-vs-t568b-pinout-diagram_1.jpg" alt="" title="" data-element="mobile_image" data-pb-style="U7FU5XQ"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="CX2Y9U2"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2 id="how-to-wire">How to wire an RJ45 connector (plug &amp; keystone jack)</h2>
  <p>The procedure differs slightly between a crimp-on plug (for patch cords) and a punch-down keystone jack (for wall plates and patch panels), but the prep is the same.</p>

  <h3>Crimping an RJ45 plug</h3>
  <ol>
    <li>Strip about 1 inch (25 mm) of the outer jacket without nicking the conductors.</li>
    <li>Untwist the four pairs and arrange the eight wires in your chosen standard's color order (T568A or T568B from the chart above).</li>
    <li>Flatten and straighten the wires, then trim them square to roughly <strong>0.5 inch (13 mm)</strong> &mdash; short enough that the jacket seats inside the connector and the conductors reach the gold contacts.</li>
    <li>Slide all eight wires into the plug, contacts up, confirming the color order at the tip before you crimp.</li>
    <li>Crimp with an 8P8C ratchet tool until the contacts pierce the conductors and the strain relief grips the jacket.</li>
  </ol>

  <h3>Punching down a keystone jack</h3>
  <ol>
    <li>Strip 1-2 inches of jacket and fan the pairs toward the jack's color-coded IDC slots.</li>
    <li>Match each conductor to the A or B color legend printed on the jack &mdash; most keystone jacks label both standards, so use only the row that matches your site standard.</li>
    <li>Seat each wire and punch it down with a 110 tool, which both terminates and trims the excess in one motion.</li>
    <li>Keep the untwist length as short as possible &mdash; see the warning below.</li>
  </ol>

  <div class="cl-callout"><strong>Cat6 / Cat6a caution:</strong> keep untwisted conductor length under ~0.5 inch (13 mm) at every termination. Excess untwist is the most common reason a correctly <em>colored</em> Cat6 termination still fails a certification test for near-end crosstalk (NEXT).</div>

  <h2 id="straight-crossover">Straight-through vs crossover wiring</h2>
  <p>A <strong>straight-through</strong> cable uses the same standard on both ends (B-to-B or A-to-A) and is what you want for nearly everything: PC to switch, switch to wall jack, access point to PoE injector. A <strong>crossover</strong> cable deliberately uses T568A on one end and T568B on the other, swapping transmit and receive pairs to connect two like devices directly (older switch-to-switch or PC-to-PC links).</p>
  <p>Here's the practical takeaway: almost all current switches, routers and NICs support <strong>Auto-MDI-X</strong>, which detects and corrects the connection automatically &mdash; so dedicated crossover cables are largely obsolete. That means an accidental A/B mismatch usually still links on modern gear, which is exactly why the mistake goes unnoticed until you connect older or fixed-MDI equipment that won't auto-correct.</p>

  <h2 id="mistakes">Common mistakes &amp; how to verify your termination</h2>
  <ul>
    <li><strong>Split pairs.</strong> The classic silent killer: the eight wires are in the right pin positions by color, but conductors from two different twisted pairs are used for one signal pair. A basic continuity tester shows all eight pins connected and passes &mdash; but crosstalk performance collapses and Gigabit links degrade. Only a wire-map or certification tester that checks pairing catches this.</li>
    <li><strong>Mixed standards end-to-end.</strong> T568A on one end, T568B on the other, when you wanted straight-through. Modern Auto-MDI-X hides it; legacy gear won't.</li>
    <li><strong>Too much untwist.</strong> Unwinding more than ~13 mm of pair at the termination degrades NEXT, especially on Cat6/Cat6a.</li>
    <li><strong>Wrong IDC for the conductor.</strong> Using a jack or plug rated for stranded conductors on solid in-wall cable (or vice versa) leads to intermittent contact.</li>
  </ul>
  <p>To verify: run a <strong>wire-map test</strong> first to confirm pin-to-pin continuity, correct pairing, and the absence of opens, shorts and reversals. For permanent links and any Cat6/Cat6a run, follow with a <strong>certification test</strong> that measures NEXT, return loss and insertion loss against the category limits &mdash; that's the only way to confirm a termination meets the standard rather than merely "lights up."</p>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="NOCWVFM"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="G12LAHH"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/rj45-keystone-jack-termination_1.jpg" alt="" title="" data-element="desktop_image" data-pb-style="KKCAMQH"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/rj45-keystone-jack-termination_1.jpg" alt="" title="" data-element="mobile_image" data-pb-style="XO2D6E7"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="G6HYFSK"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2 id="components">What you need to terminate RJ45</h2>
  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead><tr><th>Component</th><th>Use it for</th><th>Notes</th></tr></thead>
      <tbody>
        <tr><td>RJ45 (8P8C) plugs</td><td>Field-made patch cords</td><td>Match plug to solid vs stranded conductor; use Cat6 pass-through plugs for thicker Cat6.</td></tr>
        <tr class="cl-highlight"><td>Keystone jacks</td><td>Wall plates &amp; patch panels</td><td>Look for jacks labeled with both T568A/B legends; match category (Cat5e/Cat6/Cat6a) to the cable.</td></tr>
        <tr><td>Bulk twisted-pair cable</td><td>In-wall runs</td><td>Solid conductor for permanent links; choose the category your speed/PoE budget requires.</td></tr>
        <tr><td>Crimp + punch-down tools</td><td>Termination</td><td>8P8C ratchet crimper and a 110 punch-down tool.</td></tr>
        <tr><td>Wire-map / cert tester</td><td>Verification</td><td>Wire-map for pairing; certification tester for NEXT/return loss on Cat6+.</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Highlighted row indicates a category Cable Leader stocks for this job.</p>

  <div class="cl-cta">
    <p><strong>Ready to terminate?</strong></p>
    <p>&rarr; <a href="https://www.cableleader.com/networking/keystone-jack.html">Keystone Jacks</a> &mdash; Cat5e/Cat6/Cat6a jacks with dual T568A/B color legends for wall plates and patch panels.</p>
    <p>&rarr; <a href="https://www.cableleader.com/cables/network-cables.html">Network Cables</a> &mdash; bulk and pre-terminated Cat6/Cat6a patch cords by the foot when you'd rather not crimp.</p>
  </div>

  <h2 id="faq">Frequently asked questions</h2>

  <h3>What is an RJ45 connector?</h3>
  <p>An RJ45 connector is an 8-position, 8-contact (8P8C) modular plug or jack used to terminate four-pair twisted-pair Ethernet cable such as Cat5e, Cat6 and Cat6a. Its pin order is defined by the ANSI/TIA-568 standard, which specifies two interchangeable color schemes, T568A and T568B. It's the standard connector for wired Ethernet on computers, switches, routers and wall jacks.</p>

  <h3>What is the difference between T568A and T568B?</h3>
  <p>T568A and T568B are two valid pin-to-pair color assignments for an RJ45 connector. The only difference is that the orange and green pairs are swapped: the blue pair (pins 4-5) and brown pair (pins 7-8) are identical in both. Electrically they perform the same, so the choice is purely about wiring every connector on a site to one consistent standard.</p>

  <h3>How do you wire an RJ45 connector?</h3>
  <p>Strip about an inch of jacket, untwist the four pairs, and arrange the eight wires in T568A or T568B color order. Trim them square to roughly half an inch, insert them into the plug with the contacts facing up, confirm the color order at the tip, and crimp with an 8P8C tool. For keystone jacks, fan the pairs into the matching color-coded slots and punch each down with a 110 tool.</p>

  <h3>Can I use T568A on one end and T568B on the other?</h3>
  <p>Only if you specifically want a crossover cable, which swaps the transmit and receive pairs to link two like devices directly. For a normal straight-through cable &mdash; the kind used for almost all modern connections &mdash; both ends must use the same standard. An accidental A/B mismatch often still works on gear with Auto-MDI-X, which is exactly why this mistake goes unnoticed.</p>

  <h3>Does RJ45 wiring order matter for Gigabit and PoE?</h3>
  <p>Yes. Gigabit Ethernet (1000BASE-T) and modern Power over Ethernet (IEEE 802.3bt) use all four pairs, so the old idea that only pins 1, 2, 3 and 6 matter no longer applies. All eight conductors must be correctly paired and terminated, and excessive untwist or split pairs will degrade both data throughput and PoE delivery.</p>

  <h3>How do I know if my cable is wired correctly?</h3>
  <p>Run a wire-map test to confirm every pin connects end to end, the pairs are correct, and there are no opens, shorts or reversals &mdash; this catches split pairs that a simple continuity beeper misses. For permanent Cat6/Cat6a links, follow with a certification test that measures crosstalk and loss against the category limits, which is the only way to confirm the run meets the standard.</p>

  <div class="cl-about">
    <div class="cl-about-h">About This Article</div>
    <p>Written by the Cable Leader Technical Team, drawing on 20+ years supplying network and data center cabling to U.S. IT and procurement buyers. Wiring guidance follows ANSI/TIA-568.2-D for balanced twisted-pair cabling; the products we stock are tested to UL/ETL safety requirements. Last reviewed: June 2026.</p>
  </div>

  <h2>References</h2>
  <ol class="cl-refs">
    <li>ANSI/TIA-568.2-D, Balanced Twisted-Pair Telecommunications Cabling and Components Standard &mdash; Telecommunications Industry Association. <a href="https://tiaonline.org" target="_blank" rel="noopener">tiaonline.org</a>. Accessed: June 2026.</li>
    <li>IEEE 802.3, Standard for Ethernet &mdash; IEEE Standards Association. <a href="https://standards.ieee.org" target="_blank" rel="noopener">standards.ieee.org</a>. Accessed: June 2026.</li>
    <li>IEEE 802.3bt, Power over Ethernet &mdash; IEEE Standards Association. <a href="https://standards.ieee.org" target="_blank" rel="noopener">standards.ieee.org</a>. Accessed: June 2026.</li>
    <li>Telecommunications Distribution Methods Manual (TDMM) &mdash; BICSI. <a href="https://bicsi.org" target="_blank" rel="noopener">bicsi.org</a>. Accessed: June 2026.</li>
    <li>Twisted-pair cabling certification &mdash; wire map, NEXT and insertion loss testing &mdash; Fluke Networks. <a href="https://flukenetworks.com" target="_blank" rel="noopener">flukenetworks.com</a>. Accessed: June 2026.</li>
  </ol>

</div></div></div></div>]]></description> <pubDate>Wed, 10 Jun 2026 00:00:00 +0000</pubDate> <category><![CDATA[Network Cable]]></category></item>  <item> <title>IEC Power Connector Chart: What C13, C14, C15, C19 &amp; C20 Mean and How to Choose</title><link>https://www.cableleader.com/blog/post/iec-power-connector-chart</link><guid>https://www.cableleader.com/blog/post/iec-power-connector-chart</guid><description><![CDATA[<style>#html-body [data-pb-style=BL7XEEA],#html-body [data-pb-style=C9TX1KT]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=TIVIEOQ]{border-style:none}#html-body [data-pb-style=QGYMC0G],#html-body [data-pb-style=XL0SKGC]{max-width:100%;height:auto}#html-body [data-pb-style=IDK0TU9],#html-body [data-pb-style=JJ0MS3D]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=HP1NVB3]{border-style:none}#html-body [data-pb-style=KHBOANP],#html-body [data-pb-style=MWJ7ICY]{max-width:100%;height:auto}#html-body [data-pb-style=XXHG2K6]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}@media only screen and (max-width: 768px) { #html-body [data-pb-style=HP1NVB3],#html-body [data-pb-style=TIVIEOQ]{border-style:none} }</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="BL7XEEA"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
  .cl-blog { font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif; font-size:16px; line-height:1.78; color:#2c3e50; max-width:900px; margin:0 auto; }
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<div class="cl-blog">

  <div class="cl-tldr">
    <div class="cl-tldr-h">Quick Answer</div>
    <p><strong>IEC 60320 connectors follow one rule: odd numbers (C13, C15, C19) are female connectors on the cord; the next even number (C14, C16, C20) is the male inlet on the equipment.</strong></p>
    <ul>
      <li><strong>C13 / C14</strong> &mdash; 10A (15A in North America), 250V, 70&deg;C. Standard for PCs, monitors, switches, PDU outlets.</li>
      <li><strong>C15 / C16</strong> &mdash; same 10A/250V but rated 120&deg;C for heat. A C15 cord fits C16 <em>and</em> standard C14; a C13 will not fit C16.</li>
      <li><strong>C19 / C20</strong> &mdash; 16A internationally, commonly 20A in North America (depends on certification). For servers, UPS and rack PDUs.</li>
    </ul>
  </div>

  <p class="cl-intro-para">Most IEC cord mistakes do not show up at the bench. The cord seats, the device powers on, and everything looks fine&mdash;until a C13 cord baked next to a hot power supply starts browning at the connector, or a "16A" assumption leaves a rack PDU under-provisioned. The connectors in the <a href="https://www.iec.ch/blog/iec-publishes-updated-standard-appliance-couplers" target="_blank" rel="noopener">IEC 60320 standard</a> look deceptively similar, and the wrong choice usually surfaces weeks later&mdash;in a warm enclosure, during a certification, or as an outage. This guide compares the five you will meet most often (C13, C14, C15, C19, C20), what mates with what, and the specific mistakes that cause field failures.</p>

  <h2>IEC 60320 Connector Comparison Chart</h2>
  <p>International ratings follow <a href="https://webstore.iec.ch/en/publication/64901" target="_blank" rel="noopener">IEC 60320-1</a>; North American ratings under <a href="https://www.shopulstandards.com/ProductDetail.aspx?productId=UL60320-1" target="_blank" rel="noopener">UL 60320</a> are often higher for the same connector, which is why the table lists both.</p>

  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Connector</th><th>Gender / Position</th><th>Mates With</th><th>Current (Intl / N.A.)</th><th>Voltage</th><th>Max Temp</th><th>Common Use</th></tr>
      </thead>
      <tbody>
        <tr class="cl-highlight"><td>C13</td><td>Female &middot; on cord</td><td>C14</td><td>10A / 15A</td><td>250V</td><td>70&deg;C</td><td>PCs, monitors, switches, PDU outlets</td></tr>
        <tr class="cl-highlight"><td>C14</td><td>Male &middot; inlet</td><td>C13 (also accepts C15)</td><td>10A / 15A</td><td>250V</td><td>70&deg;C</td><td>PSU inlets, PDU input, jumper cords</td></tr>
        <tr><td>C15</td><td>Female &middot; on cord</td><td>C16 (also fits C14)</td><td>10A / 15A</td><td>250V</td><td><strong>120&deg;C</strong></td><td>High-temp gear, some servers/switches</td></tr>
        <tr class="cl-highlight"><td>C19</td><td>Female &middot; on cord</td><td>C20</td><td>16A / up to 20A</td><td>250V</td><td>70&deg;C</td><td>Servers, UPS, high-current rack gear</td></tr>
        <tr class="cl-highlight"><td>C20</td><td>Male &middot; inlet</td><td>C19 (also accepts C21 high-temp)</td><td>16A / up to 20A</td><td>250V</td><td>70&deg;C</td><td>Server/UPS inlets, rack PDU input</td></tr>
      </tbody>
    </table>
  </div>
  <p class="cl-note">Highlighted rows are connectors Cable Leader stocks as finished cords. The North American value depends on the cord's certification&mdash;always confirm the rating molded on the cord and device.</p>

  <h2>How the Numbering Works (Odd = Female, Even = Male)</h2>
  <p>Every IEC 60320 connector comes as a pair. The <strong>odd-numbered</strong> connector is the female end on the cord; the <strong>even-numbered</strong> connector one digit higher is the male inlet on the equipment. A C13 cord plugs into a C14 inlet; a C19 cord plugs into a C20 inlet. Once you internalize that, you can verify compatibility from a spec sheet without seeing the hardware&mdash;useful when you are sourcing dozens of cords for a build and only have model numbers to go on.</p>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="C9TX1KT"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="TIVIEOQ"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/iec-c13-c14-connector-male-female-pairing-diagram.jpg" alt="" title="" data-element="desktop_image" data-pb-style="XL0SKGC"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/iec-c13-c14-connector-male-female-pairing-diagram.jpg" alt="" title="" data-element="mobile_image" data-pb-style="QGYMC0G"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="JJ0MS3D"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <h2>C13 vs C15: The High-Temperature Difference That Bites</h2>
  <p>C13 and C15 share the same pin layout and the same 10A/250V rating, and to the eye they are nearly identical. The difference is heat tolerance&mdash;and a small key that decides what physically fits.</p>
  <p>The <strong>C13</strong> is rated to <strong>70&deg;C</strong>. The <strong>C15</strong> is the high-temperature version, rated to <strong>120&deg;C</strong>, with a notch on the connector body; its matching <strong>C16</strong> inlet has a raised key opposite the earth pin. That key works in one direction only: a <strong>C15 cord fits both a C16 and a standard C14 inlet</strong>, but a <strong>standard C13 will not enter a C16</strong>&mdash;the key blocks it.</p>
  <p>This is deliberate. Equipment that runs hot ships with a C16 inlet precisely so nobody can fit a 70&deg;C cord where 120&deg;C is required. The practical takeaway: <strong>if a device has a C16 inlet, use a <a href="https://www.cableleader.com/power/iec-c14-power-cord/c14-to-c15.html">C15 cord</a> and do not look for a workaround.</strong> And because a C15 is backward compatible, when you are unsure whether an enclosure runs hot, a C15 is the safer spec&mdash;it covers both inlets.</p>

  <h2>When You Need C19/C20 Instead</h2>
  <p>Once a device draws more than about 10A&mdash;blade chassis, large UPS units, high-density rack PDUs&mdash;the C13/C14 pair runs out of headroom and the connector itself can run warm under sustained load. The larger <strong>C19/C20</strong> pair is <a href="https://webstore.iec.ch/en/publication/64901" target="_blank" rel="noopener">rated at 16A internationally under IEC 60320</a>, and is commonly available up to 20A in North America depending on the cord's certification. For a rack designed around 20A circuits, treating 16A as a hard ceiling can leave you under-provisioned&mdash;check the cord's actual listed rating, not just the connector family.</p>

  <h2>Common Mistakes That Cause Field Failures</h2>
  <div class="cl-mistakes">
    <h3>1. Using a C13 where the equipment needs a C15</h3>
    <p>If an inlet accepts your C13 but the gear runs hot, the 70&deg;C cord can degrade over time&mdash;discoloration and brittleness at the connector are the usual tells. When a manufacturer specifies a C16 inlet, that is a temperature requirement, not a suggestion. Match it with a <a href="https://www.cableleader.com/power/iec-c14-power-cord/c14-to-c15.html">C15 cord</a>.</p>
    <h3>2. Treating 16A as the only C19 rating in North America</h3>
    <p>C19/C20 is 16A under IEC, but North American cords are frequently listed up to 20A. Spec to your circuit and the cord's certification, not to the connector family alone&mdash;otherwise a 20A-designed rack ends up cabled for 16A.</p>
    <h3>3. Skipping locking cords in the rack</h3>
    <p>Standard IEC cords rely on friction. In a vibrating or densely packed rack, a nudged cord can back out and drop a node. For anything you cannot afford to lose to an accidental tug, use a locking variant&mdash;the few extra cents per cord are cheaper than one unplanned outage.</p>
    <h3>4. Choosing the connector but ignoring the wire</h3>
    <p>The connectors set compatibility; the <strong>wire gauge (AWG)</strong> sets how much current the cord can actually carry. Two cords with identical C13 ends can be very different inside. Always confirm gauge, amp rating, voltage rating and approvals on the product page or molded marking before you commit a bulk order.</p>
  </div>

  <h2>Common IEC Power Cord Applications</h2>
  <div class="cl-table-wrap">
    <table class="cl-spec-table">
      <thead>
        <tr><th>Application</th><th>Typical Cord</th></tr>
      </thead>
      <tbody>
        <tr><td>Desktop / monitor to wall outlet</td><td>NEMA 5-15P to C13</td></tr>
        <tr><td>PDU to server (in-rack jumper)</td><td>C14 to C13 jumper cord</td></tr>
        <tr><td>UPS / high-current server</td><td>C20 to C19</td></tr>
        <tr><td>High-temperature equipment (C16 inlet)</td><td>C15 cord (C14 to C15)</td></tr>
        <tr><td>Data center cable management</td><td>Color-coded / locking IEC cords</td></tr>
      </tbody>
    </table>
  </div>

  <h3>Quick Selection Guide</h3>
  <ul class="cl-choose-list">
    <li><strong>Device &le;10A, runs cool</strong> &rarr; C13 / C14</li>
    <li><strong>Device has a C16 inlet or runs hot</strong> &rarr; C15 / C16 (120&deg;C); unsure? default to C15</li>
    <li><strong>Device draws ~16A or more</strong> &rarr; C19 / C20, spec to the cord's listed amperage</li>
    <li><strong>Uptime-critical rack</strong> &rarr; locking version of whichever pair above</li>
  </ul>
  <div class="cl-callout"><strong>One more check before you order:</strong> the connector is only half the decision. Confirm wire gauge (AWG), amp and voltage rating, plug type, and safety approvals on the product page or molded marking&mdash;identical connectors can sit on very different cable.</div>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="IDK0TU9"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="HP1NVB3"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/iec-power-cords-data-center-server-rack-pdu.jpg" alt="" title="" data-element="desktop_image" data-pb-style="KHBOANP"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/iec-power-cords-data-center-server-rack-pdu.jpg" alt="" title="" data-element="mobile_image" data-pb-style="MWJ7ICY"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="XXHG2K6"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<div class="cl-blog">

  <div class="cl-author-bio">
    <strong>About This Article</strong> &mdash; Written by the Cable Leader Technical Team. Cable Leader has sourced and supplied pure copper Ethernet cables, power cords, and connectivity solutions to IT teams, system integrators, and facilities managers across the US for over 20 years. Our power cord listings reference applicable IEC 60320 and UL 60320 requirements, with UL-listed options and supplier documentation available on request. Content is reviewed for technical accuracy before publication. <em>Last reviewed: June 2026.</em>
  </div>

  <div class="cl-cta-box">
    <h3>Shop IEC 60320 Power Cords</h3>
    <p>Cable Leader offers IEC 60320 power cords and adapters with UL-listed options available. Always check the individual product page for exact approvals, ratings and cord specifications.</p>
    <a href="https://www.cableleader.com/power/iec-c14-power-cord.html">C13 / C14 Power Cords</a>
    <a href="https://www.cableleader.com/power/iec-c20-power-cord.html">C19 / C20 Power Cords</a>
    <a href="https://www.cableleader.com/power/data-center-power-cords.html">Data Center Power Cords</a>
  </div>

  <h2>Frequently Asked Questions</h2>

  <div class="cl-faq-item"><p class="cl-faq-q">Is a C13 connector male or female?</p><p class="cl-faq-a">A C13 is a female connector on the cord; it plugs into the male C14 inlet on the equipment. In IEC 60320, the odd number is always the female connector.</p></div>
  <div class="cl-faq-item"><p class="cl-faq-q">Can I use a C13 cord in place of a C15?</p><p class="cl-faq-a">No. A C15 cord can fit a C14 inlet, but a standard C13 cannot enter a C16 inlet&mdash;the key blocks it. The C15 is rated 120&deg;C versus the C13's 70&deg;C and is the correct choice for hot equipment.</p></div>
  <div class="cl-faq-item"><p class="cl-faq-q">What is the difference between C13 and C19?</p><p class="cl-faq-a">Both are female, but the C19 is larger and carries more current&mdash;16A (up to 20A in North America) versus the C13's 10A/15A. C19/C20 powers servers and rack PDUs; C13/C14 is the standard for general IT gear.</p></div>
  <div class="cl-faq-item"><p class="cl-faq-q">What is the difference between C14 and C20?</p><p class="cl-faq-a">Both are male inlets on equipment. C14 mates with a C13 cord at 10A/15A for standard gear; the larger C20 mates with a C19 cord at 16A (up to 20A in North America) for servers, UPS and rack PDUs. Match the inlet to the cord and confirm the amp rating.</p></div>
  <div class="cl-faq-item"><p class="cl-faq-q">How do I choose the right IEC power cord?</p><p class="cl-faq-a">Start with the equipment inlet to set the pair (C13/C14, C15/C16 or C19/C20), confirm the current your device needs, match the other end to your outlet or PDU, then check wire gauge, voltage rating and approvals on the product page.</p></div>
  <div class="cl-faq-item"><p class="cl-faq-q">Are C13 and C14 the same as a computer power cord?</p><p class="cl-faq-a">Yes&mdash;the C13-to-NEMA 5-15P cord (C13 on the device, a standard US wall plug on the other) is the common "computer power cord" for desktops, monitors and switches.</p></div>
  <div class="cl-faq-item"><p class="cl-faq-q">Do I need a locking IEC cord?</p><p class="cl-faq-a">For uptime-critical or vibration-prone racks, yes. Standard IEC cords hold by friction and can back out under a tug; locking variants prevent accidental disconnects.</p></div>

  <h2>References</h2>
  <ol class="cl-refs">
    <li>IEC 60320-1:2021, Appliance couplers for household and similar general purposes &mdash; Part 1: General requirements &mdash; International Electrotechnical Commission. https://webstore.iec.ch/en/publication/64901. Accessed: June 2026.</li>
    <li>IEC publishes updated standard for appliance couplers &mdash; International Electrotechnical Commission. https://www.iec.ch/blog/iec-publishes-updated-standard-appliance-couplers. Accessed: June 2026.</li>
    <li>UL 60320-1, Appliance Couplers for Household and Similar General Purposes &mdash; Part 1 &mdash; UL Standards &amp; Engagement. https://www.shopulstandards.com/ProductDetail.aspx?productId=UL60320-1. Accessed: June 2026.</li>
  </ol>

</div></div></div></div>]]></description> <pubDate>Mon, 08 Jun 2026 00:00:00 +0000</pubDate> <category><![CDATA[Power Cord]]></category></item>  <item> <title>CCA Cable vs Pure Copper: What the Markings Mean and Why It Matters for Your Network</title><link>https://www.cableleader.com/blog/post/cca-cable-vs-pure-copper</link><guid>https://www.cableleader.com/blog/post/cca-cable-vs-pure-copper</guid><description><![CDATA[<style>#html-body [data-pb-style=FODMQHG],#html-body [data-pb-style=RXGKS9B],#html-body [data-pb-style=THOOXLW],#html-body [data-pb-style=VVBR5GL]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}#html-body [data-pb-style=SAI6UQF]{border-style:none}#html-body [data-pb-style=DYNA0DW],#html-body [data-pb-style=FC93WGF]{max-width:100%;height:auto}#html-body [data-pb-style=MAIQE0R]{border-style:none}#html-body [data-pb-style=RSMYS7H],#html-body [data-pb-style=Y77JJA7]{max-width:100%;height:auto}@media only screen and (max-width: 768px) { #html-body [data-pb-style=MAIQE0R],#html-body [data-pb-style=SAI6UQF]{border-style:none} }</style><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<p>CCA cable — copper-clad aluminum — is one of the most common sources of hidden Ethernet problems, and most installers cannot identify it from the outside. A CCA cable can look identical to a pure copper Cat6 cable, fit the same RJ45 plugs, and pass a basic continuity test. The difference typically becomes apparent when the cable is certified, installed behind a wall, used for Power over Ethernet, or left in service long enough for resistance and termination issues to develop.</p>

<p>This guide covers what CCA cable is, how it compares to pure copper at the conductor level, why it presents risks in standards-compliant installations and PoE applications, and how to verify conductor material before purchasing or installing.</p>

<div class="toc">
  <h2>Contents</h2>
  <ol>
    <li><a href="#what-is-cca">What Is CCA Cable?</a></li>
    <li><a href="#resistance">CCA vs Pure Copper: Resistance and Conductivity</a></li>
    <li><a href="#comparison">CCA vs Pure Copper: Specification Comparison</a></li>
    <li><a href="#standards">Why CCA Fails Category Standards</a></li>
    <li><a href="#poe">CCA Cable and PoE: The Resistance Problem</a></li>
    <li><a href="#acceptable">When Is CCA Cable Acceptable?</a></li>
    <li><a href="#identify">How to Identify CCA Cable</a></li>
    <li><a href="#cableleader">Cable Leader Pure Copper Cables</a></li>
    <li><a href="#faq">Frequently Asked Questions</a></li>
  </ol>
</div>

<h2 id="what-is-cca">What Is CCA Cable?</h2>

<p>CCA cable, short for copper-clad aluminum cable, is an Ethernet cable built with an aluminum conductor core coated with a thin outer layer of copper. The primary reason CCA exists is cost reduction: aluminum is significantly cheaper than copper, and the thin copper coating maintains the appearance and basic connectivity of a copper cable.</p>

<p>Pure copper cable — also referred to as CU cable, bare copper, or solid copper — uses copper throughout every conductor. In solid horizontal cable, each conductor is one solid copper wire. In patch cable, each conductor is typically stranded copper for flexibility. That single difference in material affects conductivity, resistance, PoE compatibility, and long-term reliability.</p>

<p>Not every jacket print is equally clear. Reputable manufacturers identify conductor material in the jacket marking or datasheet, but some lower-cost products omit this detail or use vague wording. As a general rule: if the cable will be used for permanent structured cabling, PoE, commercial installation, riser space, or plenum space, verify pure copper conductors before purchase.</p>

<h2 id="resistance">CCA vs Pure Copper: Resistance and Conductivity</h2>

<p>Pure copper Ethernet cable uses copper throughout each conductor. The ANSI/TIA category cabling system is designed around copper conductors and the electrical properties that copper provides.</p>

<p>CCA cable uses an aluminum core with a copper coating. Aluminum has roughly 60% of copper's conductivity at room temperature, which means a CCA conductor of the same gauge has significantly higher DC resistance than a pure copper conductor — approximately 50% to 55% higher, depending on conductor size and cladding construction.</p>

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<p>That higher resistance affects three things network installers care about:</p>

<ul>
  <li><strong>Signal performance:</strong> higher resistance contributes to certification failures including insertion loss and resistance unbalance.</li>
  <li><strong>PoE performance:</strong> more resistance means more voltage drop and more heat when current flows through the cable.</li>
  <li><strong>Mechanical reliability:</strong> aluminum is less ductile than copper and can be more susceptible to breakage or termination degradation under bend, pull, and crimp stress.</li>
</ul>

<h2 id="comparison">CCA vs Pure Copper: Specification Comparison</h2>

<table>
  <thead>
    <tr>
      <th>Specification</th>
      <th>CU — Pure Copper</th>
      <th>CCA — Copper-Clad Aluminum</th>
    </tr>
  </thead>
  <tbody>
    <tr class="odd">
      <td>Conductor material</td>
      <td>Copper throughout</td>
      <td>Aluminum core with copper coating</td>
    </tr>
    <tr class="even">
      <td>Conductivity</td>
      <td>100% reference</td>
      <td>~60% of copper</td>
    </tr>
    <tr class="odd">
      <td>DC resistance</td>
      <td>Lower</td>
      <td>~50–55% higher than equivalent-gauge copper</td>
    </tr>
    <tr class="even">
      <td>ANSI/TIA compliance</td>
      <td>Compliant when properly manufactured</td>
      <td>Higher risk of non-compliance; verify certification results</td>
    </tr>
    <tr class="odd">
      <td>PoE suitability</td>
      <td>Suitable for all PoE classes when properly installed</td>
      <td>Not recommended; higher risk of voltage drop and heat buildup</td>
    </tr>
    <tr class="even">
      <td>Certification testing</td>
      <td>Passes when manufactured to spec</td>
      <td>Prone to failures in resistance unbalance and insertion loss</td>
    </tr>
    <tr class="odd">
      <td>Termination behavior</td>
      <td>Stable copper contact point</td>
      <td>Aluminum exposure increases oxidation risk over time</td>
    </tr>
    <tr class="even">
      <td>In-wall / riser / plenum</td>
      <td>Use correct jacket rating for the space</td>
      <td>Verify safety listing before installing in regulated spaces</td>
    </tr>
  </tbody>
</table>

<h2 id="standards">Why CCA Fails Category Standards</h2>

<p>Fluke Networks notes that CCA and other non-standard conductors are often marketed as category-rated cable even though they may not meet all the requirements of a standards-compliant category cabling installation. CCA products may also lack valid safety listing for NEC installation environments — including CM, CMR, and CMP rated spaces — which is relevant for any cable installed in walls, risers, or air-handling spaces. Verify the listing documentation before installing in regulated spaces.</p>

<p>A box can say "Cat6" while the installed cable does not perform to the requirements of a Cat6 permanent link or channel. Category performance is not a marketing label — it needs to be verified by electrical testing against the appropriate field-test limit.</p>

<p>CCA is particularly prone to underperforming in these areas:</p>

<ul>
  <li><strong>DC resistance and resistance unbalance.</strong> Variations in CCA conductor diameter and concentricity can cause unbalance that distorts Ethernet data signals, potentially leading to bit errors, retransmits, and non-functioning links.</li>
  <li><strong>Insertion loss.</strong> Higher conductor resistance contributes to higher signal loss over distance.</li>
  <li><strong>Safety listing.</strong> A CCA cable may carry marks that do not reflect the full compliance picture. Verify the listing and conductor construction before installing in regulated spaces.</li>
</ul>

<p><em>If a spec sheet says "copper conductor" without the qualifier "pure," "bare," or "solid," ask for clarification before purchasing for a permanent installation.</em></p>

<h2 id="poe">CCA Cable and PoE: The Resistance Problem</h2>

<p>Power over Ethernet sends DC power over the same four-pair cabling used for network data. IEEE 802.3af, 802.3at, and 802.3bt define increasing power levels — from standard PoE to PoE+ and high-power 4-pair PoE. The higher the power class, the more important conductor resistance becomes.</p>

<p>When current flows through cable resistance, two things happen. First, voltage drops along the cable, so the powered device receives less voltage than the switch or injector supplies. Second, the lost power becomes heat in the cable. Belden's summary of TIA TSB-184-A notes that PoE design should account for cable bundle temperature rise, cable category, gauge, and installation conditions.</p>

<p>Pure copper cable does not eliminate voltage drop — every conductor has resistance. The difference is margin. CCA starts with higher resistance, which reduces the available voltage and thermal margin before the device or installation reaches its limit. For PoE cameras, wireless access points, VoIP phones, and similar devices, that margin difference can be the gap between a reliable installation and an intermittent one.</p>

<p>For higher-power PoE environments, <a href="https://www.cableleader.com/cables/network-cables/cat6a-patch-cables.html">pure copper Cat6A patch cables</a> can provide additional performance margin when the category, AWG, length, and installation conditions are properly matched.</p>

<h2 id="acceptable">When Is CCA Cable Acceptable?</h2>

<p>CCA is generally not appropriate for permanent structured cabling, commercial in-wall installation, plenum or riser spaces, data centers, PoE devices, security cameras, wireless access points, or any network where reliability and compliance are required.</p>

<p>The lower-risk use case for CCA is limited to short, temporary, data-only patch applications in non-critical environments where PoE, code compliance, and long service life are not factors. Even in those situations, pure copper is the more reliable choice. The price difference between CCA and pure copper patch cable is typically small relative to the cost of troubleshooting a failed link or re-pulling non-compliant cabling.</p>

<h2 id="identify">How to Identify CCA Cable</h2>

</div></div></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="THOOXLW"><figure data-content-type="image" data-appearance="full-width" data-element="main" data-pb-style="MAIQE0R"><img class="pagebuilder-mobile-hidden" src="https://www.cableleader.com/media/wysiwyg/how-to-identify-cca-cable-jacket-print-scrape-test-certification.jpg" alt="" title="" data-element="desktop_image" data-pb-style="Y77JJA7"><img class="pagebuilder-mobile-only" src="https://www.cableleader.com/media/wysiwyg/how-to-identify-cca-cable-jacket-print-scrape-test-certification.jpg" alt="" title="" data-element="mobile_image" data-pb-style="RSMYS7H"></figure></div></div><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="FODMQHG"><div data-content-type="html" data-appearance="default" data-element="main" data-decoded="true"><style>
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<h3>1. Read the Jacket Print</h3>

<p>Look for wording such as CU, bare copper, solid copper, stranded copper, or 100% copper printed on the cable jacket. Missing or vague conductor language is a signal to ask for documentation before purchasing. Reputable manufacturers state conductor material clearly.</p>

<h3>2. Check the Datasheet</h3>

<p>The construction section of the datasheet should state conductor material, gauge, jacket rating, category rating, and applicable listing. If the datasheet says "copper conductor" without a clear qualifier such as pure, bare, or solid, request clarification before specifying the cable for a permanent installation.</p>

<h3>3. Confirm the Safety Listing</h3>

<p>For commercial, riser, plenum, or in-wall work, confirm the cable holds the required safety listing for the installation space. A jacket mark alone may not be sufficient — request the listing documentation from the supplier if needed.</p>

<h3>4. Scrape Test on Sample Pieces Only</h3>

<p>Scraping or cutting a sample conductor can reveal a silver-colored aluminum core beneath the copper layer. This approach is only suitable for evaluating a sample or scrap piece before purchase — never use it on finished installed cabling.</p>

<h3>5. Certify Installed Links with a Professional Tester</h3>

<p>A professional certification tester such as the Fluke Networks DSX CableAnalyzer can identify failures in DC resistance unbalance, insertion loss, and other category parameters. Certification testing is the most reliable method for verifying the performance of permanent installed cabling.</p>

<p>If you need RJ45 termination hardware for field termination, <a href="https://www.cableleader.com/networking/keystone-jack/cat6-keystone-jack.html">Cat6 keystone jacks</a> are available with verified pure copper specification.</p>

<h2>Bottom Line</h2>

<p>CCA and pure copper cables are not equivalent. CCA may look like a copper cable and pass a basic continuity test, but it carries meaningful risk in standards compliance, PoE voltage margin, heat buildup, certification testing, and long-term reliability. For permanent Ethernet cabling, commercial networks, and PoE deployments, pure copper conductors are the appropriate specification — and the documentation should be verified before the cable is installed.</p>

<p>The incremental cost of pure copper over CCA is generally modest compared to the cost of re-pulling non-compliant cable, troubleshooting intermittent links, or replacing PoE devices that underperform due to voltage drop.</p>

<div class="author-bio">
  <strong>About This Article</strong> — Written by the Cable Leader Technical Team. Cable Leader has sourced and supplied pure copper Ethernet cables, power cords, and connectivity solutions to IT teams, system integrators, and facilities managers across the US for over 20 years. Our Ethernet cable listings are verified against ANSI/TIA-568.2-D standards, with UL/ETL certification and lifetime warranty coverage. Content is reviewed for technical accuracy before publication. <em>Last reviewed: May 2026.</em>
</div>

<div class="cta-block" id="cableleader">
  <h2>Cable Leader Pure Copper Cables</h2>
  <p>Cable Leader offers pure copper Ethernet cable options across Cat6, Cat6A, and bulk network cable categories. Always verify the product page or datasheet for exact AWG, jacket rating, shielding, compliance listing, and intended use before quoting or installing.</p>
  <p>→ <a href="https://www.cableleader.com/cables/network-cables/cat6-cable.html"><strong>Cat6 Patch Cables</strong></a> — 24 AWG stranded bare copper, 550 MHz, ANSI/TIA-568.2-D, UL/ETL certified</p>
  <p>→ <a href="https://www.cableleader.com/cables/network-cables/cat6a-patch-cables.html"><strong>Cat6A Shielded Patch Cables</strong></a> — 10 Gigabit-rated, F/UTP shielded, pure copper conductors. Verify product page for length, shielding type, and jacket rating.</p>
  <p>→ <a href="https://www.cableleader.com/cables/network-cables/bulk-network-cables.html"><strong>Bulk Network Cables (1000 ft)</strong></a> — Solid bare copper, CMR rated, for in-wall horizontal structured cabling</p>
  <p>For permanent horizontal infrastructure, use solid pure copper bulk cable with the correct jacket rating for the pathway. For patching, match the cable category, AWG, and shielding to the environment. For PoE, confirm device power class, total channel length, ambient temperature, and bundle conditions before finalizing the cable specification.</p>
  <p>→ <a href="https://www.cableleader.com/blog/post/network-patch-cable-101-everything-you-need-to-know">Related: Network Patch Cable 101 — Types, Categories, and How to Choose</a></p>
</div>

<h2 id="faq">Frequently Asked Questions</h2>

<h3>Is CCA the same as copper Ethernet cable?</h3>
<p>No. CCA stands for copper-clad aluminum. It has an aluminum core with a thin copper coating on the outside. Pure copper cable uses copper throughout every conductor, which gives it lower resistance, better PoE margin, and full suitability for standards-compliant permanent cabling.</p>

<h3>What is the difference between copper clad aluminum and pure copper?</h3>
<p>Pure copper cable uses copper throughout every conductor, giving it lower electrical resistance, better PoE margin, and compliance with ANSI/TIA category standards when properly manufactured. Copper-clad aluminum uses an aluminum core with a thin copper coating. Because aluminum has roughly 60% of copper's conductivity, CCA has significantly higher resistance — which can lead to more signal loss, more heat under PoE load, and failures on certification testing.</p>

<h3>Can CCA cable be used for PoE?</h3>
<p>CCA is not recommended for PoE applications. Its higher resistance compared to equivalent-gauge pure copper results in more voltage drop and more heat under PoE load. For PoE cameras, access points, phones, and other powered devices, pure copper cabling is the appropriate specification.</p>

<h3>Does a Cat6 label guarantee pure copper conductors?</h3>
<p>No. A category label alone does not confirm conductor material. Always check the jacket print, datasheet, and safety listing for wording such as bare copper, solid copper, stranded copper, CU, or 100% copper before purchasing or specifying the cable for a permanent installation.</p>

<h3>How can I verify whether an Ethernet cable is CCA or pure copper?</h3>
<p>Start with the jacket print and datasheet. For suspect cable, inspect a sample conductor, verify the safety listing documentation, or use a professional certification tester. A scrape test can reveal a silver-colored aluminum core beneath the copper coating, but it should only be performed on a sample or scrap piece — never on installed cabling.</p>

<h3>Is copper-clad aluminum wire good for Ethernet use?</h3>
<p>CCA wire is not an appropriate substitute for standards-compliant pure copper twisted-pair cabling in permanent Ethernet installations. Its higher resistance can lead to certification failures, PoE voltage drop, heat buildup, and long-term reliability issues. It may be used with lower risk in short, temporary, data-only, non-critical patch applications — but even in those cases, pure copper is the more reliable choice.</p>

<h3>Is CCA ever acceptable?</h3>
<p>Only in a narrow set of low-risk scenarios: short, temporary, data-only patches in non-critical environments where PoE, code compliance, and long service life are not required. For permanent structured cabling, commercial networks, or any PoE deployment, pure copper is the appropriate specification.</p>

<h2>References</h2>
<ol>
  <li>Copper Clad Aluminum (CCA) Cables — Application Note. Fluke Networks. Accessed May 2026.</li>
  <li>Tips to Identify Copper Clad Aluminium (CCA) Cables — Cabling Chronicles. Fluke Networks. Accessed May 2026.</li>
  <li>How the New TSB-184-A Standard Supports PoE. Belden. Accessed May 2026.</li>
  <li>Understanding the IEEE 802.3bt PoE Standard. Skyworks Solutions. Accessed May 2026.</li>
  <li>Electrical Resistivity of Aluminum — NIST Standard Reference Data Program. Accessed May 2026.</li>
  <li>Electrical Resistivity of Copper — NIST Standard Reference Data Program. Accessed May 2026.</li>
  <li>IEEE 802.3af / 802.3at / 802.3bt — IEEE Standards Association. Accessed May 2026.</li>
</ol>

</div></div></div></div>]]></description> <pubDate>Thu, 28 May 2026 00:00:00 +0000</pubDate> <category><![CDATA[Network Cable]]></category></item>  <item> <title>What Are the Different Types of Fiber Optic Connector Boot Styles?</title><link>https://www.cableleader.com/blog/post/what-are-the-different-types-of-fiber-optic-connector-boot-styles</link><guid>https://www.cableleader.com/blog/post/what-are-the-different-types-of-fiber-optic-connector-boot-styles</guid><description><![CDATA[<style>#html-body [data-pb-style=ERON52Y]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="ERON52Y"><div data-content-type="text" data-appearance="default" data-element="main"><p>&nbsp;</p>
<p><a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html">Fiber optic</a> boots are critical components that protect connectors, ensure proper bend radius, and maintain cable integrity, especially in high-density and high-stress environments. Choosing the right boot type for your fiber optic cable can enhance durability, flexibility, and space efficiency, all of which are vital for maintaining reliable network performance.</p>
<p>At <strong>Cable Leader</strong>, we offer a range of fiber optic boot styles designed to meet various networking needs. In this guide, we’ll explore the different types of boots—Standard boots, short boots, flex boots, and uniboots—and discuss how each type is used in different scenarios.</p>
<p>&nbsp;</p>
<h3>What Is a Fiber Optic Boot and Why Is It Important?</h3>
<p>A <strong>fiber optic boot</strong> is a protective covering at the end of a fiber optic connector that serves to secure and support the fiber optic cable. Although small, fiber optic boots play a vital role in maintaining the reliability and performance of fiber optic connections, especially in high-density and high-stress environments. Here’s a closer look at why fiber optic boots are essential in fiber optic networking.</p>
<h4>How Does a Fiber Optic Boot Protect the Connector and Cable?</h4>
<p>Fiber optic boots protect the sensitive point where the cable meets the connector, a vulnerable area prone to bending, kinking, or damage from physical stress. By reinforcing this junction, boots prevent potential damage that could impact performance or even lead to connection failures. This added protection is crucial in setups where cables are regularly moved, such as data centers or industrial environments.</p>
<h4>Why Is Bend Radius Control Important in Fiber Optics?</h4>
<p>Fiber optic boots also help maintain the proper <strong>bend radius</strong> for the cable, which is essential to avoid signal loss. Fiber optic cables are sensitive to bending, and when bent beyond a certain radius, they can experience micro-bends or macro-bends, leading to signal attenuation or breakage. Boots prevent over-bending at the connector end, preserving signal integrity and ensuring consistent performance.</p>
<h4>How Do Fiber Optic Boots Enhance Durability and Longevity?</h4>
<p>The durability provided by fiber optic boots is another significant benefit. By adding structural support, boots extend the lifespan of both the connector and the fiber optic cable, making them more resilient to the physical strain and wear that comes with regular usage. In high-movement environments, flex boots are particularly valuable, as they allow the cable to bend without putting stress on the connection point.</p>
<h4>Do Fiber Optic Boots Improve Cable Management?</h4>
<p>Fiber optic boots come in various styles—such as Standard boots, short boots, flex boots, and uniboots—designed to meet different space, flexibility, and cable management needs. These boots streamline cable arrangements, reduce clutter, and support efficient, high-density installations, making them ideal for data centers and enterprise networks where space optimization is critical.</p>
<p>&nbsp;</p>
<h3>What Is Standard boot, and When Are They Used?</h3>
<ul>
<li><strong>Description</strong>: <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html">Standard boots</a> are the standard type of fiber optic boot. They extend slightly beyond the connector and provide basic protection against bending and minor physical impacts.</li>
<li><strong>Ideal Scenarios</strong>: Standard boots are ideal for general-purpose applications where cables remain stationary, such as standard office networks and smaller enterprise setups. They offer solid protection for connectors without adding extra bulk to the cable.<img src="data:image/png;base64,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" alt="1m OS2 LC/LC Duplex Corning Fiber Optic Cable Singlemode 9/125 OFNR Rated, Yellow" width="585" height="359"></li>
</ul>
<h3>&nbsp;</h3>
<h3>What Is Short Boot Fiber Optic Cable, and When Should Short Boot Fiber Optic Cables Be Used?</h3>
<ul>
<li><strong>Description</strong>: <a tabindex="-1" href="https://www.cableleader.com/search/short%20boot?cat=65">Short boots</a> are compact and reduce the space needed behind the connector, making them highly efficient for high-density environments.</li>
<li><strong>Ideal Scenarios</strong>: Short boots are commonly used in data centers and crowded patch panels where space is limited. They allow for closer placements of connectors without straining the cable or reducing protection. Short boots are an excellent choice for maximizing space in high-density setups.</li>
</ul>
<h3><img 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" alt="4m OS2 Short Boot LC TO LC UPC Duplex Corning Fiber Optic Cable Single-Mode 9/125 LZSH/OFNR Rated, Yellow" width="561" height="346"></h3>
<p>&nbsp;</p>
<h3>What Is Flex Boot Fiber Optic Cable, and How Do Flex Boot Fiber Optic Cables Enhance Cable Flexibility?</h3>
<ul>
<li><strong>Description</strong>: Flex boots provide extra flexibility by allowing the boot to bend without impacting cable performance. They are specifically designed to support cable movement in multiple directions.</li>
<li><strong>Ideal Scenarios</strong>: Flex boots are ideal for environments where cables are frequently moved or routed through tight spaces, such as in data centers with complex cabling layouts. They prevent cable damage by allowing the connector end to bend easily, making them perfect for installations that require sharp turns or frequent adjustments.</li>
</ul>
<h3><img src="https://www.cableleader.com/media/wysiwyg/flexanglebootLCUPCpatch-cordSMFFiber.png" alt="" width="600" height="300"></h3>
<p>&nbsp;</p>
<h3>What Is Uniboot Fiber Optic Cable, and How Do Uniboot Fiber Optic Cables Simplify Cable Management?</h3>
<ul>
<li><strong>Description</strong>: <a tabindex="-1" href="https://www.cableleader.com/search/uniboot">Uniboots</a> combine two connectors into a single boot, which reduces cable clutter by placing two fibers in a single jacket. This configuration is highly space-efficient and simplifies cable management.</li>
<li><strong>Ideal Scenarios</strong>: Uniboots are widely used in high-density environments, especially in data centers, where cable management and space are critical. By combining two connectors into one, uniboots help reduce cable congestion in crowded setups, making them ideal for patch panels and racks where streamlined cabling is essential.</li>
</ul>
<h3><img 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" alt="1m OM3 LC/LC Uniboot Duplex Corning Fiber Optic Cable Multimode 50/125 OFNR Rated, Aqua" width="565" height="352"></h3>
<p>&nbsp;</p>
<h3>How Do Different Boot Types Impact Network Efficiency?</h3>
<p>Choosing the right boot type not only protects your cables but also improves network efficiency and organization. Here’s a quick look at how each boot type enhances network performance:</p>
<ul>
<li><strong>Space Optimization</strong>: Short boots and uniboots are perfect for high-density setups, allowing cables to be arranged more efficiently within limited spaces. They make it easier to manage multiple connections without overcrowding racks or patch panels.</li>
<li><strong>Enhanced Flexibility</strong>: Flex boots provide essential flexibility in setups where cables are routed through tight or complex layouts. This flexibility minimizes the risk of bending or breaking, which is crucial for maintaining signal integrity in challenging installations.</li>
<li><strong>Simplified Management</strong>: Uniboots, with their combined connectors, reduce cable clutter and simplify routing, making them a top choice for data centers looking to optimize space and maintain a clean, organized network.</li>
</ul>
<p><img src="https://www.cableleader.com/media/magefan_blog/boot-type-header_2.png" alt="" width="800" height="240"></p>
<p>&nbsp;</p>
<h3>Why Choose Cable Leader’s Fiber Optic Cables with Premium Boot Options?</h3>
<p>At Cable Leader, we’re committed to delivering high-quality <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html">fiber optic cables</a> designed to meet the specific needs of any network environment. Our range of <strong id="AKHV42Q"><a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html">standard</a>, <a tabindex="-1" href="https://www.cableleader.com/search/short%20boot?cat=65">short</a>, flex, and <a tabindex="-1" href="https://www.cableleader.com/search/uniboot">uniboot</a> options</strong> provides flexibility, durability, and efficiency, ensuring you can find the right solution for your setup. Whether optimizing a high-density data center or ensuring cable protection in an industrial network, Cable Leader’s fiber optic cables are designed to deliver reliable, high-performance connectivity.</p>
<p>With Cable Leader, you’re choosing advanced technology and durable products that support modern networking demands. By selecting the right boot type for your fiber optic cables, you’re investing in network longevity, efficiency, and optimal performance.</p>
<p>&nbsp;</p></div></div></div>]]></description> <pubDate>Wed, 06 Nov 2024 00:00:00 +0000</pubDate> <category><![CDATA[Fiber Optic Cables]]></category></item>  <item> <title>What’s the Difference Between Fiber Optic Cables, Fiber Trunk Cables, and Fiber Breakout Cables?</title><link>https://www.cableleader.com/blog/post/whats-the-difference-between-fiber-optic-cables-fiber-trunk-cables-and-fiber-breakout-cables</link><guid>https://www.cableleader.com/blog/post/whats-the-difference-between-fiber-optic-cables-fiber-trunk-cables-and-fiber-breakout-cables</guid><description><![CDATA[<style>#html-body [data-pb-style=KUSP2JD]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="KUSP2JD"><div data-content-type="text" data-appearance="default" data-element="main"><p>&nbsp;</p>
<p>In network infrastructures, terms like <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html"><strong>fiber optic cable</strong></a>, <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html?fiber_count=7311"><strong>trunk cable</strong></a>, and <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html?fiber_count=7340"><strong>breakout cable</strong></a> often come up, especially in high-density environments like data centers. While they are all related, each type serves distinct functions and is suited for different applications. Here’s a breakdown of each:</p>
<p>&nbsp;</p>
<p><img src="https://www.cableleader.com/media/magefan_blog/fiber-count-type-image.png" alt="" width="959" height="268"></p>
<h3>What Is a Fiber Optic Cable?</h3>
<p>A <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html"><strong>fiber optic cable</strong></a> is the foundation of high-speed, high-bandwidth data transmission networks. It contains optical fibers made of glass or plastic that transmit data as pulses of light. Fiber optic cables come in various types, such as <strong>single-mode</strong> and <strong>multi-mode</strong>, designed for different distances and data capacities.</p>
<ul>
<li><strong>Purpose</strong>: Fiber optic cables enable high-speed data transmission over long distances with minimal signal loss.</li>
<li><strong>Applications</strong>: Used across telecommunications, data centers, and enterprise networks to connect individual devices, servers, switches, and network segments.</li>
</ul>
<p>Fiber optic cables are essential for point-to-point connections and can be used as standalone cables or as part of more complex assemblies, like trunk or breakout cables.</p>
<h3><img 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" alt="30m OS2 Short Boot LC TO SC UPC Duplex Corning Fiber Optic Cable SingleMode 9/125 LZSH/OFNR Rated, Yellow" width="530" height="320"></h3>
<p>&nbsp;</p>
<h3>What Is a Trunk Fiber Cable?</h3>
<p>A <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html?fiber_count=7311"><strong>trunk fiber cable</strong></a> is a high-density, multi-fiber cable assembly that consolidates multiple fiber connections into a single cable for efficient data aggregation. Often equipped with MTP/MPO connectors, trunk cables are designed to link different network segments, such as racks or patch panels, in a streamlined and organized way.</p>
<ul>
<li><strong>Purpose</strong>: Trunk cables carry multiple data connections in a single cable, making them ideal for connecting larger sections of the network efficiently.</li>
<li><strong>Applications</strong>: Common in data centers, trunk cables connect racks, floors, or zones, consolidating multiple fibers to reduce cable clutter and improve organization.</li>
</ul>
<p>Trunk cables simplify the network by carrying multiple connections in one high-capacity line. They are designed for backbone links within a network rather than direct device-to-device connections.</p>
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EjUoMz7sFPrqDTS0Vr5BbwEOeEEZOL5FHhug/kunU7gMvZP81YHM+FwZ6ljHgE3zk+gd9TXuRzUYG2W+H+Vow/IboD7qNoKLUHOmJYyum85dpFXHgM5pYhQXIkQE5BzpLbNRLYGrNjLA6w2KN2l5T0sgg+bBX5SBlBOdtMqQAZ5ml7MQXA3x/kEWQCZ9LoKP5vRTHgz8NJkSieIdmhXiBOOg3f4yxCC5MYEhAydlIvkWv39YE8SU2+yXomU2TnVmCAHTBdlo7uyeTNIA8QQvCUKlzZX+DDmo3/ozmio+r60CNAF6iTkdq5HWNopPM+sEwlMfC4V9QBKqVdQXgEhu+NepN2g7aGvrGxr6+1+Xy+VyQ4ByrqY26JNcubenpsZ0ixCilyrbrRghDTXWfkG0V/Sgg023Jh/qW2xBcuynpMhYVp7jb9Dgt9iXKuP7rOhhDInYLUqMZnBPlf1B9lo7zdYAOS/3vmTf92nkt7iWwesTOOMqQyjaLn9UxeLCS7+f+1kLHOj+MK3xX2Ps9VrekHZmHEMutllUyWJE/x7QlUAtdibK+DnrwThjhmiccLUWH9Te7w1ey9B7Wz4PZ+Vua8eQjt/N5HoUWn2k+93hcxa6pHA/rLM5wxshd+ab+9dhFLrDtwpWgdx6qVJbEUNIDoqT43PACK1vbRL9WW20AGskh9WqfiMdVNiIBOXVAnyCc+4aJn4fWfZkBzO4FmF8mkQ1My1JFTONcHPeRseb52FPOCmg4W4mtBOjDlW/scPeAhVQtJ+3Ny1JLBa/p4oWMm58+/u8wbpQrcL8P2qbGv1jEYM4oboj/8hh8WPCfiOwVmFZZG1jkzxHNgJwfz8gXo5hcDMULL/JPUCiPBrUUfF5AbHpspXFkCXj4GqUdTwn+2auXuxoymBFeDwGu8b6ZPjscOOGALanm1HMimcpXFnSUxQmwS+IHW9iZALWVw7xzD8F9EuQ4hdEFrI9RQqbnmLofqAUozkaqyNOeCpEM1zyrB4YXnog3ajjumocdcuJoRrqTY3EEKVRfUAPSWjOt9pRhWGQFWgy14JqgtEKcx7Dy1fVVB3XoZrDp+bLsdzavhmlRzVzROTJsAzGa9CMjGY/r8ER0V50U+10XR+H40mvl+uoa9FM4HO4AkPVHT98dLQ2xai5Rx6LJdOeuKlRTGAzrhLP4MtmqpnD9YoUS8n96WZruyoBy2pHEuRk66RPMcHRZCwHP39i17hSTL0z8KJiDjz551yKKXfMFl5TnITndKtoxmRx3JCFpyrW0Mxkxp0i8bRYxKt1aCawWF6CpSqv99KkmWA7iymn0IyCWVw5gGLc+RUstuxOL1iOL+66Ugv64YvaI9QCEYsvU3vRCixL8UX+LFqB4Ul8ITtDK9D1x/ifsQNoRV0w/mfcIGppoO/DF7mzqeVk7xR8tZVaYLKtGlu86Uctror9pRp8f7zRhlbU/Hd8f1ietJFWpKn/Gt8TalJcGGo5qQrfIG95a201KoHBSjGLcUNkQQs6kbV/Zh3GQbivHpXIasqJ0nKMA38POgla+v4w5xa+ftu7XV0pZTJ1h2V52AaSj78aUUqgZxsqxTYQn2inRisHDMnHVvK6oy1opSkyR47xnMWDLNWpBJ6KNhnOjPCwoJLgKos1M/cM1qYQdCxj8WZSMI14sT+VspjzzmRj6oBJmJLwrXY+X+hJG1BzPMviztpQCumTbZHjrpOm9AHXmzWYo+InCrmA2zHcT9ioSyPtkFURbK0EX1RvM6OSpqn7xgP+73G9dM7ODpTirGiLjHs+qMUTj80ZiuF4TC3YWwzNQGsKnn89sVCAasLYOhz75xoM3dD0VFpBlhQ3l20oQzvsMM0zJAs70BD9xFgh1ouhIs7+FwQ0DxZhhBhnho5oObUYHzwTMZREDffTFbjgthpDT1zQmnlViQOi7FQGrbgsv5XgoH0MXdFiuxQLUBbbXEZfJYsY2qLrxmzU8df3DHXR5PubLNoDbzsxFEaRs92kAnSRN1aHoTOqOd9Admyoog1CbWz7sA5B1OUfY6iO3gly1FCbc0dhpVAe5z5GDJKn0ywZFUhdPZFgpDqnn0O6MzRIrWn3smNKG0PluZUfBUPosGYMHVLTobvrLx+UEdentV77qzWC4P14hfVOk9SxvtIAGYsaPF3M/T7xj+JQNw2GNtk8RS6PdGzk17gk4xfyTF+GNtnggTSrfxOeS3QFj8g+IUi3nMr662viqnlC4dNeDDXT40yu6mi0JnqzTJehaH439Sx3FIX0+faHqoPf/ubYLH88vCVD3dT+/jinZuo8e4bGqW7Y963KuNlMm6F2nqySqeK2J80zYGientfLm4xy9iomoXzqrYuRNIqSe0OYfwGw7f7YRny3+EWKNvu/BGg24JK0YesjeDDzLwM6jkhh2bLLk42YfyXQZXPesuZaDDdSeKPM6F8N0f/95//9x//1xf/9BwMAVlA4IC4bAABwpgCdASoSAkYBPm02l0gkIyIlpPUJiLANiWdu/Gf5qMADOU1Vhvmf+p89G2v63hfzr2yPRF+m/RF/TXr2ecHzgPOb36Hea8Ce/yfo68NPw35D+ivo5EbZrdofAX9r8BkN9lwSq+Xf+B/7XoO9JzQN9i+wN+v3pv+xL92vZV/bIgC1ekkfeb5eVo64HW10nVwK+KCOFoUgkZa0aStOii1ekk1hLF8KqqZOA/1KnUdezIuMRTFGlcyiC0k1ovNq7O3dn01MmXlu1aWxQWEsXwqqqqqqqqqqqqpmaL+58b6Mvn1Fo5UlQka4lY+XM5oLiiwf/A799yz7UiIEh7oJaKLV6STWEnseHtBRF6vSSawdOLi2SZBhXwC+kJX28UvDGP+B3Cl05uaNFeOB8O9feS7tyd3d3d3cwkZOQiD6M9JkjwFOuCvhVVVVS7PiBJyAcLV2YAPEbjK4NLFFnT74echWFHhpwo5J3MkdmNuNGqk2AHGPBPhQ6WgX45O+vVp0UWryr+m6PPCZaWhMtdkaVcf78dmWfd+l8jKAVNjL3Saz3drz0fjALu/I66Io5J3R1tCakuwELkQ3tfPg2eepo6hXiZGntZIyVxXpJNXRVVRoGt1t/bHV7yDw0RyGiGN/qtjFhL6e8bHs/rGeV6StMvnFzxnCV9cDDH6+HZYzu7u7pjEJYtkpayIAXpDEb2TC4zfJygJ0/Qot67PhxZjCzFRksacKOPturuqzDFT/YBFwEzEoBGRIIkyw+dYgv/WwkZ1fkH3bHCiYWDodL1078g5/iErCTWEsHI1uylkheEML/dHwmQhcaQ3xydzsn8oLan//BUfIYde3XEFsQYSxfBk16zpWQSOx3YmVSHdFLe4UieqpACzpiiMP8R+q6F37E1GPTwQ36JpGoowaDw4FZaEZBxYgXwqqpc6974sx2IPyqvmOebwGLl0c5tz7FLVVvbaHl4WLF25O7ulsBQI4VXhAlNY+E6/8WJGEcz6AVmCDeDkvdTl/RJSI8TsNqB/c+u7OyDDaPr2nrQacKDpeJ9wVV81zBVNRLeLj2J4rTdwVq06J9BI/fCX/BGZ7BXwEPND+xZUuraG+0iX0pIL6bN2eCp399fgX3Z3gIvd2at5hD4XwqqqqqmTwqht4wtKZ0QR3dDEn/Zem8wc6RNuCtP+aCTa//JK4UnE29XSkb2XUPi42qg80zFXZ5wV4THKyPGvhxK3FVXRYpJNYSxfCl2fXVfZFlSlvMCCKgvaHv/KKtE/C110tzTH//5ySzzAJzW2PjXbmbMqaivwaKwpKxqLRtmweY1z0dw4M8KOSd3d3d0t+v7RV46pVY8wZdBxiLVfsW6okWyf1EVT/KQ2wnXFqeIoPLRiji36zvEFFy7W/48qtOii1ekk1hLF8KqlsZ1iHqNGp3Ni8UXeoUmU27xG72+4PQa1rQ97Xi99QJaMuPu/MbKYDUMg19mQR0xVwBhOnVSSawli+FVVVVVVMm/nZt2v7fQ5xCyFxWdie7sZLqzSltpOKzY5oGhQ2er/cGiFHEl+JetShMfxCdV7LPKLV6STWEsXwqqqqZOA35b543YAQ/k3jnOEcgMnL4WzRjABPdqDxwJvm/3Zp5BV6a+suJA7t2F7Trk7u7u7u7u7u7u7u7pbT9PNj9rVAqapXMx6/kWKwdXPlVKr6zvONcNgf3uvrSarSVp0UWr0kmsJYvhVUzNh9HxwN5X4/3/u8nHEPro/krTootXpJNYSxfCqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqOAAD+/MjlG+PlLQ6rcsPh/RjR0LPodp0EW+bFfIIZSgKt9sOtQc7FJmAudR/cMIZBbWdM1siv9m7UAJbMcKBOTsiDG7mm/V1uvUFGtTpsiGnf8DOIe5od8ObsvOJS3ovyU/JKRVRS2ZHIX6xP202DLIOIaSv2WQ9yBqkLG8TJhwXBzvd10BAoi/qtB+ottKqj8KABgyquoKAhL3+fi1zl+q9MxTs2G/jfgLl7t2RBvfaHxpWEQccsjLPGXqX6cAbpEwMswBEmOpBCFnJLIffs4+pkOf8MosXVPo1Zln2bk19APYzbtk6zk4MzySR/2qiU4r5vVQaCFQZd6PN8KlE17O9SEzuawNBnK3AWzRZ89Na9BcED9W3M3i49R+jozUCzGROkhtNWGX8tjmIdUCvz4arY6mr1yLVjHqC6fg98Rt+LfJaGBoas/0oyFd9pID0WcOFkVFWgvcoVLOKWh43dSMtnhl4AD7xolt2piAF5aEd+Lh9zzmu+3lBtVtU0xQ4hiNselKYvWGHGypIoMQVk6/Jdu1y9KjsBnbbwdkkUJG7ROnJXvME9C8aJnuwGaEpeJpb8vjf3+jmKm9Vb4NR9oC5O1W9WuQ3AfbJAqgibRvK2sqtGF8N5afo/xrEL/bHveA2TiDolwRpmGrLOfbeE4h7g1P4KDDb23AMDB5umzhQni/FDhBCydw6BObOSYUFMfsuRw/JaajY2qw1cZgHxc0Ak/opIntSs5AbQ3XONF9dpIN5VSEQzp+BgSO9iKWIlkbOyATGIMdES2BjZbbw/0X76zQKT79kUCZtJNXu+eKX9YvxtotW9iHh4rZP9lrtZNcrIA2ytCS6kQHgrYSlUCIwBoXpVZi0+Lp2gfUuQc+LGflzcGAhJ/W3YOlnMRqeAGLRda5ptIwSYkxAqCBPU6mkxPuQ821zpijnJlNlRtmhrdUu77C1pQFV3uZKz0VFWZ9o7algA+BU0lqeVgHLR5AEPDAnzyM02f//DKAu+lZTX7hLg8WRw7jREcip3V8I0UggRIhyYQUJOong7giiXkemvKo8yj1tvrjUiPUEb4wJCUWm9XdAYwEMigibSkg2YweFAywVtkD6gj2XEjn2LJJB+7Cq6Ti7v2iD7HJnzNHL8Axkl8JbqjFV43fZpYtG3C/2VCHiCwoc2qBw4lnbCG2pxuPCxC5Rjm+6SgT2pVh+GL/Mo6r/QPIIqfPbnrmwLGgGo5duUjVObvjYcG1/5QOGyYd3iW6TbvHZPZTFXzGYiwfVlkQFfGtxWjIfNUP77cx8BlSHqAadCKJfJLatcxtCmGpycF6wJ08ho3vv9/cein9SqarXjfRNLy7fKC0PMe3ijL3P1+oTdPftgLoXEa+T6fRgOyMWzoXM+iSobQpn4CzfRch1SoYGtk3VSlbq9TqpVpchQt3KDmMUhoBD9KodwjRJZkl+F9+QvW5acpZK8kVRN47Rf5hmctex5SvJUOlt1OwpPXEbVJl+Z6LWzOFt2gPstfzErBqQanaY+hxaeAWG77esjdwQgtrK9yZkLKWkrMjn4doI8S8qoWkc7niarRsHmwhm4tkJjLDJDnP3AlEBglYygjDJ1FHlzsPRU4cOtvim/i42Zo3EYH22wVg5TcnnW//MNJnIglSN0dI8VQtdR9BBD/DmpBjCWhcOjxAz0rr56oN6DSpuTQWDmxXQAOFvUiHnDi1iv+5fYT/djOJD1OW0HdMJvSpQeaTR8VVrEB+ykZWP0sDfHOUQNlw2roOzxphuCBA/FMAym3OhT2pvpYYnPg0qQYy1zigCEydz//InPLkr0H7cmvyIGk0iHIMaqXwlOXKRk2YpF4oYRRYd0fG3N7cb3njzZ9gfFSiHhvQVTdOisBd6hzAAtYQw/2O9ptknjfpKhxH2eBGydr8nbMGVNyFEnncGW4ujARf7Adj59nqQ8THBolx0joY8nM7CtbY7J1ZBriDNJW0HUBx7paOjo+Mongf2jVoWtRUmsubrRVpCO6PVCfTFzcwI300o5me+TcFnvDgSHibIpZeG0nk/e5BkL7VK+ckcqmMSGsbhUOWyYAxUVloYbvdPDQnN4yNkOdhlw8S+EV99ETsRtub6Tcq9R1sVqemXhsMxU1QHLfUwcmoOBT+uhHG61qRjBHILCUOYK0sZhmcFL30NK4iLDUHlzYsQnr23AgVGDKiCYRP9QD2p9kAUBRH8l+PlQzvUZ+1rcTEKolJpTt7TBDcIXf7I11MyuYsP5o+VbNPZx0zBVZIaDKcugZsZqpIV4W9gjh33+g3SM1BC1+IYoNNq61QwyNW6O+I7GagdCOUivQBZyMDGEQU9IJIME7cgpPJQ/ZKNqbN2B4Jwdrb6yTUm7zVSI4JeRm3gG0/OytFK+Mxh/kqFOorjGlnK7stck39fxEj45bHw12awwx4pyeVCy3S0bpvrVqfXxjOF30Gg351/5l6Rtj3ee1po6I0AxTv+7wTyoOzKzCTYCBLDPMnoSbMWCIQKO8cVcn25xzRH8salK8WSbXLyr2xb607B2meP4pU++5/HfBEyZVsZVP55ntCghKZgnKdYhJ2KYUDonFfOAXojy5hAck6Pcr/SBi5OluvyvZuw8vhpi05Ju64//tyOlZy/B5neUe3ormzJteaZQWlez/bR2D4qZEX61ty29CO5TMZpJI+e3n+vJ/FSfxlzWSS4QVqjwPj5i9CRvlpmNC89y6M1pCxvvDj29bzO+ZicUeenXoQHy6+ip8kALJxKX+e6+G4LGqwfo9lOeVkV8ndRZqlWf+wY+me6Ch+p3jP8jTujdfVpngUWSNVi1yF/ZtHsMIcFbUKB87M+26Rcnejk+i016T2CN/gwQ2u8QoNXgOlvjo3oXpm6BntUX6ym1Nf8aMwuuEmbfpSyw9glgqc2bR3XFeOBQMHyNNhN0djAhBFSIsBlzhlQvDq1kv1Hbni9t9ZdW9TZ1AIP7yDHApfyPqE/dl/oAgrlc2cLGzEUsVO99/NixjJ40d4MghhBYOhH2gs/7ZwVRb6HzgUXoNT4ihMFUlNNmljinHlcTb5VBUPrbi/SdXEhAX0vcE8r39BAiM0offggslP3oQlz6bK18m4wJXVgPD1gk4T3WXBFyh47S4DD4fI3HNlA2EC7G9XLQne5KWhTHQi6n1aSZMpzp8JB3qdlQ9ZwVtE/QFH60KnxGr642JiU+ZXKeSCrtnzyUUB/8X1mxhD81BIJVu8rRUeqq3XWytw0mh1KprJ3qQO3+F7m1WyK7eGWvx/DmjGZpxZVU4wVDBk6w5SKs0lE1N3ywBs7ukTfiFr/kwcseLNlzPfDyfSP6nw7eGu2R+DtpxAdDnKzJrSS53RR/57V93kCm6g8EfQBQ6Bjkij/eBS4Acy59nDVRXhflg002wTle52946FmTASRy1z4xYAGJSBdxtOnhfuMi+NsmV5yuOtlZIfvOi4WXjG/cBaFRZN+1yMWcvrjB3gXSjpDmoCF3cKTYsnGu2iibrGtyfXetRX4wzC8WTGsYoMWURC7vMW2UVe19UEeIFr39+9riUY5caZ3dxk4bsH2JfT+ehrJmlN9GdoddaQP1CbiJ0RWwVPPcN4UrOqq8W3ykV8LghIhebIFBGqtMyM5293MbUxuW1HOO2ZW12Ak12Nl0j1D8XJnfgzzN/GtOTFFMXKDWcHjW70fk/Gd0fsppAFLFlwyqWBxKrz8dzEpkWxuVlehvPWh2P790HfpDxsR6BbF1xp6cmCqVVE6gpKJuWklb8mOG7y/YC/aBHvF6hZYFCuoI+k6H5gpR1fsG3qsMIy7W9sVhW3fa9+dgk9/z0XgcVvH08FdzTsKcbHXVYvpM8iuTfO/HRioh8KgZABRck8+pEj67Qdcaitci9a0PTTX/NpqEgNgb/QtJVC1tgMHKkDYl4N9L2p74lj0nqXGJev8lY8+ZfCwVr2eL94STFGPp/zFP6G4aGyjYzw0Md7N0trMfzlulhNO6qhYl37U4nk1T809wpku352sVmQc6Kq3w4Xic/5B/j4Cb26eKWhpfwDblkO+j1m7vHG/Xlm/iYOfSUg7d/llzUu4JRsn98fjLzdNn2Tc0RHTdfhjBDfvNBlQXIBMo8nxN71ByY2aBaxIwz3nXMk86lYpvDBGDmjfkcdHXERcx5bUxrlEOM3wOTRy0yCwtpImtqdY52bGqEiE2gjNvTfq4r1KLLoGxBsnivQ+aWyGBUTeO1K89OmX25LmfCrllKBOgtp1+RZ5OaPOoeWIpTk+bw4qwyQ8VrTee1L6myWSWkg9cNDHpyad3myqhb8NFF5GZOOCoHaoLLbttcnse7T5hHO+dmnDSy/IJD5Az8+d7rGTH9cAbVW0UhWAV99cPEXN5dnPTFTwZdJRr7IR7mGY46GsQI28kOnCUpSnARMnkJHhMhrE5wCzGM+HK+n89+EO50E7zExQhiJeCW1YWtV381W1Od+E/4uEmm5ffTxC99X8enj53VmFPmdtn7Bb/bPPbrp4/V5GWz+LXwZ95DVgtN0QWc1f1Lu7a+QqO6T0RCF90LlsaiuCKwsr7FrzvndmaiOTAJ5Yq32RWlOPdjNWJOy5HQw0WjrFfAEayKOsjq+eABA3R21yKmcvDkWF+fp2nGjjSEFY6n2XyGNzOM5qxiMjTpYwjiUmWkXQYgtQRGcSbwm98LgnRhBZHkFpxjN7+RPBIqqOWOTs9MyrJXfAAkDjYMNtmAa+lfKabectp0znDlwWq5Brns3COwoV3kCPP3wrkXRR4VuM6UtPvhHy92s/p+L3ftmBqUXnc4S+XCBKTxwsxJ89j047XEApsU34StfEj9+ukvLTHTJDY+tiA/jC4gZeO0vtPYd3Y8goi0yPHsHRGg1rQ4bvF+9klKwplMnl/s14ZI70yJFE2872Ie0yqXFAYQ+Wsr/yeRjSHAORhgEl8R3GzzzoHzXcc5RTaf57n/OX0+0aGhdLSDJeFB34Nuv2arFPoQ3kb6IsRFtx6cLOabH85bn4O37vQ7i+GUw0zxjkJaXs5FbMwmE4H2CZVUeiGNWHN9FhQnAUtsDN0SZRDvzIhInuB9ZDu3HmztQUkHoVr1DXt2Uk4ENmwZ1aFkXHaBywISKUOT8X6TMSFDyuS2i0HhF03e90rCss5Kmi9TBd5CmVJg7AUyrbSvA10UrkicrtqZjNMko9iY40EmQH/ydHITPpqFYdY8EKY4/5zh9Wj2ncyCqfn4g3e7faC0ZTtEdPTrfgW22YO3sLqs/8GH74KnwoLxE9mjGFX0AvF6MQLdk6VvTXCUppz4kSiSsqiG7YR/O3s8cBvKZz762652/OqJ/KCEi0mWAG+TceOO7sS3NmtBl2D3D/lg7WNv3jIUeepmfrgWZ0Cems2oK80k67/ypgO2J017b6QU04XxRZSsvvfSYkR6gjr7AozxdDqgJAbS7mW2IZcXnbLNL7S4kwKkyY6IjPPmxZDyDUG/yQthRcCUK6V75EGE70eM456DRGhGiRBYA9VUrhKvW7dn8DEdLV7L7g6UDDHcO6aARnWny1hn/csI78rU6NHJu1IZUhuAtcmFTstWJIkTWmk55cXVvSmuSc3OpkYtuWMRssqxxC1IUHFd1Sw4eUErzwxqp7li4je8eaBLCoYNYC/lQISbgxqaeUSYcjZfrLoM4fXhjVYP6Qn5yu/5/6/8/fj2MB8FvSpRUYgK99VrAZ7/ljZan4f2n+wy8AAx8QsXPaVo7HQLOorcSTGRmGtYg72x4NiEg06P6yVmORtBKaTaN+N6G926omA5czKw+3suDBQDeGA4sYdjabyluF/Ob8uxaOies/XovkcjJ+pZ/Xi/rm7AN0f5mrjPKm+l3HBOeqeGz0XPCZ8ypxtpDPBa0MSm65QU4qR7halL1XimXvt3tJqBEkSxASaraUyLCQKz/MMnT2z6apR71QK/hU7jAo2KXjfT+OTe5R9rYAGNv2LIEWKgjS2PLsut39y0akFci6nC6Ph8y2gY6pnaXFOO3Km3kxKkvowYjbbME0IO5+QkrKBNl8sC2F1sGvzRNSWiL5bZeDbXLbkTzPplY/m5+/EevX3pVdriRoW0gdXKBSAFQ01EhlaOaBNG61uBmhGPS1+OS0D2U/wgHyW8Oeirt4bmMwYYM+Cm3LeQtWPzECAEGXV7+Q4JRswY3pGidp5Cl/kLOzMHY5Kp4Z585NMpLRq+HzTuDU4C3wtsP3anTLVoHrAS2YbdfkI38kVI3h2ggzXoMCkfqZaoj4eZOmZYfJwOUx3SOvcYvQue/Nx73e9NPNf6G03+cCMvkJ09acyveWACvKISPtZCRLRpk65DQLaSJyhwAG8tkyMtTaZPFBfqq2PFEycL/6ArDPvx0lgrDgaE6sIIo9hDMXHYiWFBA8VgsZAYTdTb7PwrZ6RP18Fu8PE7sPzqeShyXrWw7IMWHQB74+tc78SqtLdH9m09uk8a9oSeR4a1fbzQN8xNZCEk1fhwzUv0Dm7WK1Ljbj1gN0bBFbUgwR1laFMgHjbGku4b0fVGjk6sEtPakUT9U0zmdwADZ7mwTDwLFoHplK53ozGEGxfCAR6awqsqRsq1+JH7MSTsrZs0dmGSK1Fy+d1ekxwYk9Tihe+CTBEbmPNNuo67/yM6zZ6tsbUIuiPOW2YPvBG52xDa9UHHYCDF2cDJ40UBvz3v1cRKORJLltxP/kcvTYiwpL7tMThtnqepU0hupikCQ7AswqXK01uf7uogE+yJnymBTgeUrIpSh0zFLBs90OeT31eFbv70xDz2+wCwXYLmws0PMMt+xNVsqa7lQYIn7cXsamKp3aHT5/+tHB1fXFZ7ofhOD25ZLGj4On4Q2Hom8GAwV4n8XeoyQiz1jm6MoBLm1/LsYXzsgAWzCiJFhMAw2pS/sOESfINfY731H5jKJsQO0MCpe6Kt3PXL7rASOV7/oonPv0WtiZ/K0AApHnnmGU7JwLABa/96XM1fziLWfAoJmwzeiirnaQ/Jvz29XBbqxxmQ3Hpd3ByL4fOjq0XDgB8fwr2PosTonioIDr4g6qCENwoPJ97nyY5arZa2H+Wd10sCEPZJ2/UgDB76903AHVLJqhJmcjjKqC8fLK9rDu1rZ7ZPLmOImrxCO5xk1q68tX5Mdohb09zrs5dZaK1bivn/YfXePCeEzcd2liSlRbGQeaVKNW9nViGIrikOntocZW+RBqad49obvPWf1c2AP/gUGwaa565lo/05st91SzxOAXnYMK92y5xYGj3GjGsF4dxfXyK4WY/nEB0bzs9jH7V2U3oktj4lK+K7/SUN3WtTtgJe+tc2ukYm1juruw8Z9CiBJTNNmtZtjJBx2l6sw5Dl9udHl8AB+NiqXyJAgRCHIqPHE+7qTX0CBQEXYVthlPI9edy04copJdi5Yov44eJ0BicBhpz4Bq3DVK9PiUfBGynUEiFd9uv1r3MHGUj7/b6kD+MADgKBmCrySHrkHBgBXkBz5tJQuFtfPkWnIPvCKMfH9fLSNqkpqhsQw+5KAAAAAAAAAAA" alt="5m OM4 MTP TO MTP 12 Fibers Corning Fiber Trunk Cable Type A Multimode 50/125 OFNP Rated, Aqua" width="530" height="326"></h3>
<p>&nbsp;</p>
<h3>What Is a Breakout Fiber Cable?</h3>
<p>A <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html?fiber_count=7340"><strong>breakout fiber cable</strong></a> is a specialized multi-fiber cable assembly that separates individual fibers from a single multi-fiber connector into multiple individual connectors. Each fiber within a breakout cable has its own protective jacket, allowing direct connections to multiple devices or ports from a single source.</p>
<ul>
<li><strong>Purpose</strong>: Breakout cables distribute connections from a single, high-density multi-fiber source (like an MTP/MPO connector) to multiple endpoints with individual connectors, such as LC or SC connectors.</li>
<li><strong>Applications</strong>: Used in data centers and telecommunications where a high-capacity port (like an MTP/MPO) needs to connect directly to multiple devices, such as servers or patch panels.</li>
</ul>
<p>Breakout cables are particularly useful when connecting high-density equipment to multiple devices, providing a convenient way to branch out from a single port to multiple connections.</p>
<p><img 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x5gctNnrR28uTx49ZGz9gY8CU/MuemxtNdelaUpoHqQMv3OVWY9QCr633L+HKEMVVrxbcYYcdhiKxAoEHiKIlCQjCf5jb/55peKKzaHkyxtvZSZh1+rguwcXZ+CLJGfYjU4LyNL9iHp7ICJjsM/ECyE6VK2BkWQtyEqIXTfBIL6RQgbP+GzL0gJyToPwPSm/eqiK+dClJ8BGaxAFu9Bb+kLYAgg5QiyiHI4DsEmkW+HDQYvhq49B3HrNm9KFYrUjFF0j9+GrLsHXFg4KyHLlD6qYUUA5yycMVCqZkR5U0eWL9gl9KavGYz9faXv2nue5LfxMbs8l+x/Rq81I9J07zNgj4N+cY6KUNXzbdbpA9JzjGkDrgtnUwnrJEMGgAzEFNiaASxvkWZcAK4CR0QRJXCByLgShKqDub4EPLxH6EbXmew+x1ctCr7iQYvKbNhYv+cxu8BixwUCBQKPKwIFyXhc4T8zB3c0enXPW/TJ7tcmmHW/yljydlWuQNU2QerVEHIFHHrIop1+rgl5JBjnfqFIFqcRzR8B40Aw2AdZWY/S4HOgSpuRJfuRUTBXe6+f6qoqT4MoXwzONZL2bT60i7pNOCxMtgTTnUXWOQ5VG4cevBbOtZAuboMsD8NhCDYT6O79BCA4nAh8iy2jxHPFwYIaoGQ+QyVLwYSysrQmUdVLI67X/gtn6z6l+eqvs8bm+TOD6hPjKFHzzo0m3v8clx0fEJJvYXauliRNgKVPt8kRzdFUNmmCIVFZ1oEl4mAJdieZSRljXOZSBP2XdCru/48RyWD0N9x3I3Fm/Z8dmCcZjD7PlS+TcZtRZL1zlmVcKsdYmDFeck70Z0KPWC4mjzExtYfzoSOMD31DNzZ9nbHh408MhIuzLBAoEPhBCBQk4yn0fNDL5t13P02Oq8kXcHPsD6WcW69rpGqs9fHklJNhIlIvtiGODviFggaxIckQzR1E0p6HLGvo/hHovi0o9T0fDgFMfD9M9DBslkBWKVJ8DUxCYV23g7EKuBxA1qQ5Jl0/Xt4lHajGOT62PG5vBxMVcNbwQWK96R1IFneDZfOwnPmSjaNgMGnBtQYLKnCyBEYrnKEF0ZBJ1KjqFqNK598HsfFWaysfKA++8ClRSmke+fIgq5jNJjo+pnjzKu5mtbGzq53pXW6yE0C2yJxpCpt1mf9lDRPOksGWO2c8cSAsHTELTyCWKQU9LEQ1iNR9z8aZAGMcjn6n7yAmyISf/nuKhBBR9NSEOpKWXT80nZeO4kkK/cYcCSB0HMeYdFzUHJejRgZrrJBrdoFP3irVubcK03cr658q4uefQv9WFZf65EGgIBlPnnt5Wley645fnayprb8kxbHXyvLAFGVZ0BAzGWwEWIakez9M7z5k8Sy40FCsht7SHOLph/3CoRsBVP9ahH1XQ1cugkmnkXV2gLEEvLQFzkZIunfCpRG4HITpzSI6cT+AGKJShqqvg+q7AKb7AExqoEsNGDcKZ1oAH0Y0uwvZ4v2wMY2ah8/nANPgjFpimScbUOV8oTMZWNb1o+t5eSV05RLwYPNWxlbdEjj1Xnzwrjbe/W73RPAH0Jq7vM4vL/jv8T+jWfyz10RLD12JbDsEO16xtnZ1ZhYuoXRVbk74yHhSImgaL5Ev52gBJ4JAZIEW/PxH/dTffe/D4gzNrcl8mYoLIgsS3BMJ+kX0g/aj8t1QeYRJOM7BOBl06WuAZXSjBM0C9h+z3ptBRIacxRKcU5kl/yqny8xrc37/dKp04cylsNbkpEUN5s9keB61Tv81xJrPBDX1VeBFPfo0fdtpPfTFhwsECgTOOAIFyTjjkJ9dB5ze+corWXrfTWDNK3RtUqnyaiZL54PLMdjsBLJoG3pLD/mShxB12IQhmn0IprsEkL+ivx+67wKUBq4FEzUk3T1gLAJEHRkFgMXHwHkNzBi0j9yHuDkDIRjKK9YjHLgEJpuGsy1wPgRLwWHd44gWHkJl9OlgcgV6CwcQL+yGi+bBWOwJBqeyCZVzuIAIQn8eluflFWQJhIsB8gRU1yIsXQgn138TfOBrHffl9wGXY2ioRh8wjN2wvAKeuXviS1f4FAcWOKDFgQNfQ6lkhFhc4pX+G7ekyd4+zo5d4ux8mYvgGZmJf4KZY8LEJwEzB5PFsKbriVVOJGjh/j4b8QtvlSDVgagLB4T1EfOUZcIEh+UK3l/hyVse0kZkgLnMtxL7uonLfJEElsNlFrDO+y/oa54YUMnEqxHLPIZIh5A5GeFU62IQTOdER9DgPYqqpz/L/JfNFQ/63DKDyVUq0lasAbORJ0aMlSDK68DExVBq4E/BR/81MM2vYagWF9N8z9zzWxypQOB0EShIxuki9iT8/MLxv18Tzdz8Kpbe+zJd1ut0bYPmej0lcMJZlXs1uvcgiWagdBkCJUSLJ5EsHgSMgajXoftWIxy4yo91z5JjfhaKjY/ApUcAVvLj5KOFA4hmj8AkCUpDw6iMXwbwlp8aS8PXfKU/ShEd/VruxyjVoYcu9sPZosVZZK3dSJtHaE9Oai64lmDKggla2GigWxlcClhGb9AkyCSAM+BcAeFKyGADdPnCXpqFf8x5/TbnDt5T0RPxkXYlXrnyht6jdWtzIvGAAg6ymZm7FLATw6oiO4sImT5vwrJwTZbNrpacXcGwv2Oy7DJr25vgyxsLsKYHm3V9Jok3vPqyBqFDesJy+YLWeUPlDCIRpEBQyYL7xd4rDlLCES5eNyAjJpESwNCpmRQsJWwcUs9RMt8y7Bd5OhTxB2NT8uUYQ7UVk/mSyPLyf4oMLJ8U+WSIqZCM4VtJvF/Dbw5cSO2tNLCMSaHI4cHp3goBFgTgUvvIeogAjAgOTQKm36XO75s/JkdmezDUwmISCNUPEawD05eBufr7rTv2gcrIyjZwXsLYpd9teXm0bmixnwKBAoFHjEBBMh4xdE++bzx0+9PW6TB+L1fx83VtuC71Gq4rm/0i77KTSKO7EbUeArMOQvTl0eTzDyHt9iBDBVkfQTCwGbK0Hs7RQjmLLKbJrBrMSZ8CmizSNNgWmK6iuuJCOJbCGGqHpKFrHLRctffdCq4cuBJ+0ROVPqi+zWByDeJebyaZf7BpejMTSBcUF5kUWvg5KfTmLDWZRIlshCDrqmW05DEwG3v/BieJXw8Aei2CcGOHsf47nAu/ELsdn9by3MTZlaYysqbJ2LN/KOlw+/eHS/wLJcZ3MzSPQNUHS4nrhcYhDNSFF2bpkRqz7fPg9lN54Rxrg+tg54B0FiZr++vOfSVEAPIODb80WwHGl1WD5TLHqQXelxh8TYUIloQlVcBRygldJxESMsZmcGnm01YNDccztE8qL0iYjIDg1oHqKqRamB6TIZyoOutYxPUopK51YLL7aWaNFeX5XnRgD9QgLAbAZQlKVQHUIGWZxAkIETxkXToRdU7W07gJhZOwdt6rJtXK2stMNEshcMrY4BKXHuXSdQPOUs44KznBNOOMajSK9sW09qmyTIXgsuoJBYW2cVJBmPEELMtafkaONamfEKz0eT3IgT8TbM3tOjDf3HNicWnDhreQWlVsBQIFAo8zAgXJeJxvwNl4+CN3//TbBHa+UpXLm4Pq6kCG63wglzMcJtmJuLkNLj0JKWswKffdJ6Z9Ao5ZyFp9OZp8vfdlULmEFjcQyYhOwqYCSXMBQIr6ivNgmYUxTUheR0Zv0cYimr4HNok94aBx8zyw3gYggjpkYyMZVU+aVB3qLR4fyVoHBrPOkQS2VxbKhUJTOaUEGQgw8mzQ9y97C06ZFEkZYLRzetNmAXgwCqYmF6Se2AO2YgZI/8mlR75lS+sSycbaNuulqTkZlsRREUVLsGmvjGyW6/pzLzDZ3DOcmZEmPslk2LjMZrjYmWk4swhum8h8eSNe9kmcIhKn/BHc+xlys+UpVYL8DctmTCHhnPJVDEHkiKoWy2ZMl8Y+ht0QoaAShmXEoUAiChk2fXnEKxvUqUMD7ujXQI9zvUeF41Gc9XaIylRaLje28nCV47xs4O7Z5lzVqjDo9nqwWvKEp4PKiHZkwmoax/VkeAYJ23wD9a4+ou3Ysa1lnc1sjlq31Hmy7zKWLK430d5hxpL1DFGViazKhKsy7pQnFqSc6T6IcBhMDuftsGQYtSlcOos0JTLTA6MBfcHGHvjqr1qnP2rFwLb5jjgyNfVqmvJXbAUCBQKPEwIFyXicgD/bD7v3zl/ZWAke/D0uTj5dlydWqdoqoQIqXYzBJkcRd+6C7e0DSN52AdLWNHpzlOzZQ1AfRmn0aQBlXCTUiZg/ZrY3h6zXBFN1wCmEfWOw6JA2D44QmYvhYob2gTuhSipP/kyp8C9o5InPYfAmQ10BL6+CKq895vjYiWjpxOF44eF1tjczxMyChksagtM7Moco6Zx0qCAnHELkaaKcFnWS4qnTglZn4xdnzkvgagicMkTE+FGH2t0M2QyEnXJmoc9kc0DWPidLZsvczMGaCMabLWkfmW+x/U5HxinZwcsT3zEtLDdw5OdARQYyWeaEgD5D6gKRhGWTJqkRfrfCz5choYLIhC8niZIvO9A10SA6KjNwSb9IXqCMkRIE/dnR1zSZbncBpVWMixIRLeoMIplDcANj6TOkFqiISTzgLNqw9iSTg4M26+23ELOMh4c5y4472znO9XAvc2iaTKYD1bEO6vWlH8fj0jrx/4wszj98KYv2PI1lBy5l9vgqxjoNLvQYXFriVPoJK1DBCESJIvLHwUDX1IYlZSOdg0nnwVDyGTAQG+4zJnu/EOP3V/TQIdZ/fdGdcrb/o1Oc35MSgYJkPClv66N3Uce2XvkznB37T6o2dIUuTQpFoVvBBm8AzKLtSNp3w7kYkofI2i105w55UlEZ2wJRqcMk03mvgc1go7k8+dNk4GoA5eEpZBTyZIhPCBjEcBHD4p6t/gJoYZElqtNTScD4dlZSNsgwyLy0oX0bLNdrwfTKQ9ZUt8Xz2wZdZ9fFNpqrOJv4AC//Uk+Eg0KiAlp8A/AwBAOVWOiLOV4+44FUBSIL1LHizYr0Jj0AJgcBJ2Az8po0Ye0SkEZwpCQgArLIKzm+lOHVBiIF1OJJF+e8Z4QYBZEK5ls/qTaQuyYJD2IOlG7qHPkn8oZSEOGR1BpKHgXpvSfLO/D7zKWLdFmVSX35gAwVZNokU2jerZHlaolvxSA1JM+zyM2X5MHIm0qdD9KiS5Se/PiYC0En61t7PPlyvmxRA1gNjJePOMT3MqYXGCvv40i2OYx1dNC31LN8AUF9vtF47SPOLJnb84crlxa+dXEQiOtFtncFtycnOefrHGLNtIKUdcjKKrrv4JLCvoiIzSCLT8Ims7mBVU2Byak9Do2/FaL+pbRb29u3+hUkoxVbgUCBwBlCoCAZZwjoJ/Jhjn779ZuE2v4eGXSuUcHwsKytgw4vAeM1mGQv4vZdsOm0N4SSqTPrLUBVJ8DCElxGE16pMyHz6aBCjsFEJ+FcinBwE4xZ8m/g1rsSSe1oYunAQ9+Bi9ZhTy4kqRCUKklKhgbX1HJJBk9aQMm/0Q8ZjoOJITAXw3QoGn0WluasZD1QErYvK1Ajg+IQAS1CAYSmqbE6b5H1Cy0t5KcyImjRz1UOnwBB58JDQA54eZ6okUsSTzocZYBwC2vzRZ9UEu67OjI4TuWivCSSB1pR26fw7aHMew1oMc/DrTy3IMXCkN+yC0uEx5pc7VnOrCCsTnV1+BaS5Y3IzXfNoVQ2oYyRvGHUKx90bJ9x4S/Et47mJRgiP8ulG0+6iCTR7/k5U7vpKRpGZ7+cbZG3pRIJk1WA9QFsBEyEu5lzO8CDHY5Vd0BMzDg2MN0YecXuH+dn4NDW11ynVPMV0j7YYG5pPbg8FzzjPKxDBqMQy1H5pHa5bB4mOe4JLt0jplaDiVUPct74OGNDt8R69MH+Qtn4cW5H8b0FAj8yAgXJ+JGhKj44vfNFv+3S+35SV1ddQwFe3hQqVwJuAUn7m0h6+7wiQQsoUzU4xLDpgi8FuCyC6c6hNPxi78dImvdAhjUYn4tBseERmCGKKqwwAAAgAElEQVR/xzF0Tx77d2D75E9JfgsK6KI3e1I16DgBGKkb3txp4Ujd0KPgos83PZjeEkxnEWlnESZpwlkfZ5kv0nnWAjipHFpBUNgXlR3IdEj7JBJAZRWfL5EvuHl5JS+JkEpBb/he5aDJs7zk/QGknhCB8F4QF8PaBNa2wUyUt4f69tM0/0VqBPlDTpk+/X6XT9CHVS2rD769NE+f8CZOUjLoa3xZmTjV+bH8E53vYzlcyxMnogoWxp9X3qpKhIN2mR9xueuDUY4F8QsiJKfOg77HN4/46yKCktMlIiOkFJEas6ycUFYJETHeDybHAFQfAC/fJ3jvs1xMxUaEDxh56Ym+visfsaJw5M7rXqSC+Aak+ydY0HctcwsQmnw4IxDhFIQe9m251pDJ+DiyZbIh5CQgJnZwMXAz58NfD0V9Oxt8ZbP4yS4QKBB47BAoSMZjh+2Tcs/H7n7muVq03i5K4QtEZe2oLlH5ZBMYEYfOt5F27vdtiDSR1Vpqx2znb+9pD643C1ndgqD/mT6+HO4EMj8Xg1pcW96L0Dt+AFGThrWd2sjkt0wMfGUjTwElkgHyI/juBunVDSIHpIr4hY9EBNWA0INwRsDGPa+SpHHLB3zRgu+FDSIC1IdCSgKo3ED7FxDUHuv9DQGYpkUzL61Qd4rvUD0VtE2qB5EOynTwb/507YPed0KzW8j8arOe9274kkrW87HtjrIu8gSqZY/GckJmnum9rGqQUkNqg/GlF2IEjJMhg3tvBm1euXB5o6qnQz4Vy7Oi5XwLUkGIiJzKrco/+R1x4t+oIPRHMlueIle57+NU7gW1lubKC2FBf/blFy+95CbT79adKOMiXW6fFYCsg4tBMD7YAeNfcHLsIc7774fpu78abjjK+q9+RH6Jh2576aaBIfUbiHau5C66mMlkhM5PBEPg4WrIYNz7TJxpwkRHYVJS0IioToLL8W1MDH+a84lvtFxj68jIDfSgFluBQIHAo4xAQTIeZUCfCrtzO8/Tsxl/Kw/Uy1Vp7CJVvRAyPNebObPeDj9wjd7iTUp5GST9U0tlB6a76I2RNHYeugqGNoztgbMQND+Dvpa2l5B2DNLO9KmE61xF8C/jzHdZ0JpmaeGkRdAvvAyCWle18gPViBiAshdIraBMCHpjl4OQsuq7MUxMC76BzTow0aJv9SSS4IkQEZrl2Gt6eeeSgflSDZUUpN8/ZTiQ4ZJUEz8UzBMN8lHQgp8rHLkBlMo7lN9RBxhdr4QzCWxCx0u8uuNS8neQwkJ/RxyBSjPLm6OwKoqgyInDd/+ew54KxfK5WIY0Ff/2nrtKyBCZZ07AunkfurFMLHIFJ/eK5CWXZYXG/9kIx+U4pbJS8iaYgWCUvkl5F6SaELkjjwgRB2J3atkrQgQk98rQcf3XOakkefnJUkYHeVxg4HgNXPTDsYE5wfWtXI1uz+zAVuumHuif+LmDp/vzc9NNN/E3v0KfY7t3XQf20LnOZM/mAuf7ElswCBmuhAgmPDbU8WOSo7DpTE4s+QoiG1uZHPo8Fyu/HrbYHazoRjndW1B8vkDgByJQkIziAXlECOze/YKg0YtforR7B3TpkqB+DmSwOfdppDQ47R6Y6FC+eGexJxlpZwk27oKrEHqA6uSnjIVJ7m2g8KnUgFc2oXf8bqSt/M3TL+T+NTvPgszf2HMV4hT5IOLhF0PJIAINHpQAGS6bRMmESWUJKm8EgGhA8LL3aKRRDBN18+Ft0bxvnV2uXOTeSHqT9wRneZGlMgURHRraRoFRMgSjPA9Bng4yTS6fqzdT5obVPAfjVPmhBCkbYCz0xyHvBRlNSWlJO3NIO7N5NDiRFn+OJT8Vl9neQWoFdkxmNmseo+4RxlUkuG4yHjCTLh2GGtAunZ63rA6QSZNyJric4UjbXqFY3iypLUj9eBFjSb1R/s9x3JaO85XI5mDTNiR6RFgqTA2sAcwgY2ldMN7nmOt3LK1ztH1UOPk5fEeLJhWElBzCpQwmKa8kyEtKZJolkuFLRETmqD+ZrmGgzdjAPsiRbVxUvgI3fG9PXHxgePiKfytn/UjP6Int11Wsi6+TmL+WIb0K3Gz2OR7BsPdsiGDEEy9SNigwzibkFyLiOAmhxu6yYvRfXTbycdV/Q29hoYdQypUDIyO3/UgHLz5UIFAg8H0RKEhG8WA8YgQOH/6jUjU6cF2abH9lUJZXqMo5Y7JMeRoJktZXYJJjuWyfdr05Mu22YCPqwlAoj68H6G0TAaztgZyZKXWedNvQo5f5bI1o+j4kS9/1Z/hFmc7Wx2nnE0B96YTemk8t/r7qYCAUlVJooJqGkGVK8Ib1b/q0sOetppzyI3gFzmjYNIVNM2TdJZhoBi5t+c+cajMlJcMrAL6NIfdDeO3CKynUPUJGVAGuKbKb3vApdXO5tLBcOMjPPScd3rzp53nQOVThLIdNHEySey6sHTicxa1bou7sbqDmJIsOKhUiE9Ws1zt+jEyurjwWDQ5d0ESwBoPy3CPNGLqx8tGdQnvs2OfKLD26pjf37SGeztSE6/XzLOpLzVJDZkepJHU+bHOEydoljkd9zHUhJHUCUeJoAKlDMNkPrus+lt4nfHLhs0OoUycnHNYrHIzXDzHev12o8bsNBr9cc4P3srFXdU73Ad2/7Wf6yqJ1FXPzVzNEzwW35wrpcrIRroBQw76l12ZLyOJDsNl8Hq3Ox2HZqn9suRu7xpURarlSCPXV1JiPTExMUNtUsRUIFAicJgIFyThNwIqP//8RcO5DambPtvN59tBrVMB+TpQ3jlMcdNq7Hy5r562ZaRem14SlEkWceP9EOLgKjhNN0D7BkaUWSesQbCsGL9cRDm8GeBXx7E6Y1vK/78skw6/x3zMay4+mlzTTRPlSQu5dIPHD+uPJQPsZJ7nyEPjSRh46QW/ylFFBi33gA8d8XLdJYZN50MwQE1P4Jw3xyo2QNiOfSK5S+HZUn69BL/G5hTInHcueDlpkyZzqX6mXh459h3SQikFv9z74Ip9YKyqwqECo1Sd0OHqnFZMHTdL/hcbEy794Nj57e+/9tY1B+/YBxoPzMjtXVyJYxXh7AxdygzFzGwXrMaGofEXY90GWBvKWYCofERFx9HzQs7EIa2M4UllYfZGL/h3Qqx6yGLmdpfLz9RVvmjvd6z/y4PWDMll6NnOLVzOkP8V5vJGULhkOg4eTkGrMq08mnUWWHPKZLDF/FZrpZd4Do1UArXTCBD7FmPyy1vorg4ODh0/3PIrPFwg8lREoSMZT+e4/Ste+c+fNekR8cYol268X1dG3SB2Mm+REXiagORxJGyZKIHQZxg4fldr08xBlf3gajZG284TPqOvbWNP2LGRtEHpwI7hoIJ7ejqx9NPcqfvc/3zUvUovEqb+ndlHyT9DbckLlhSTPivApmiSdh2AhdY9QdDV5F6iUQqSF8i5osc+7I2iImDdbOo6s3UHSOomsM4MoK8GwPgRKQ7JkH2QjtXZxN1N9Lig1LE8X9yfp0rmKY5N1vTXc0VwW2i1Fn1MpIcg9HeQb8bM68kmn3hxr6TzzvAxGYVq8DsapU6J2jwhH7hb6gqTbU58ZmnzFlx+lW/eo76Z1/Obh2ROfmQzRmeBSX2U693HHos1Clp8vMONNtEKUADUAWRrxaZ6Mlb0qRWUM75fImrC+m6YBJob3CjX2bbjGFypSfpoN/9YjKaOMOJZeyt3iNQzmesE7a4ngiNIYpG99HfD3oJecj152JeJUwBDJtHnHjdKBkUIcUkrfyYX4khDiXwcHB4886uAVOywQeBIiUJCMJ+FNfbwuafHh16zlQfRuxuZeZbL5ZT9GF47Cqwx1bJQA3rcotSxbnmgqlhgyQqYdv5BzbqH7NiGefsCXLUR9ALp/k1+EeifuRbJ4fHnc5/IVnnp6fTvGd5sb8g5Qkadkkk+DpHBJ6gaJCclyZoSCKJXAvZxPszvIKLrc4bGc3EnhW9QhQpHo1oaAlYiTwYNR5P7ZxQtbNY+OOTViet1DM668zvX3bXYCaq698K+jAeuOOpuuEDzYnMTHzhfcnAf0JgXr5qFaRDi8skLGUPKOkD+FjJN5foUPBCPikWWAKPlJtlKPZUYM7FBq3XbI8a2crfh8qf/a0zZLnqnno9XaPjKz84OMme3jYal6geSdzcbMPY0xeS0XXXAaaqerkKXxvO2USkdM5gPi0mmfd2G98bVM3Sl7hZrYnpn6P9V7w//AHsFskpP3vWQUWLwQaD8XLrlBsO4qugcyHIWTz0Gq/wMsGsjIHJxliJMImc+6t5BCQKowFUIcUVLeCsb+cmxs7FtnCsviOAUCT1QECpLxRL1zZ+F5RyfftjaLj73b2uOvspYGWCUAlUqiyC8ijJIx6S1ekZmROjC4Jxg2i2Fa096EpxvD4LyBeP5Br26I2gB032bYTKEzfWDJpPowszRBNB8qZpgag7MxTLLAdX0VQzrPqNh/aiMjoqogiw/sZOUxx4UJJC9dz9IH86wJ6oYguhNUcu8GLfg+K4J+NPIQLN8lwmgEGfkuhpekGt7D9ZrjgPp0eRQfZ+ym7zvLY+vWrWp1+RtDrdlPDmvXHrLcrebOXMBEcC1DawtzM17loHZc78/QZTBRBtNENsjPQa2q+ch16j7JO0dI4RgyIhw7LuTYdidXfiM2o98YHP3FO87CR+I7p+TcTXz6/mQ47X5hjKnwPMHls5lLX8LYzCohMjDd8K2ntOBz2e/NrrCUs3LSt57SBFaHEoQa3CfkigeZPm9HZegNv/NIrnn/zheOqXTuXMXSF2ZZ+ZVp7MZQeQH0wC/42SiSJvk6ICGSkaRIMlI18rKWFApS6Y4S4kEVhLczxj4+PDycR9QWW4FAgcC/Q6AgGcVD8agh0D5243Uunf2YyY6MkNeAvBhUKmGujGDwGphoF5ydgyNDpB9Mkvm5Ey5JEbej+1K3yQZs+4VBbciPbe/NHvBjyWV9ALJxLpkhp5N26yNJO7qZyAttGZMlR/2sWRzrsK/CuItt2vUDzP2mylCqjPbs1gU0zoewXJRr4XrmFi+Oo7nLpYheyO3xPKCKCIleXuyJCNH4cSIc3gBChIMCtMg7QSmdFepWOCTk2F6IkXsB+5Hq6Pt2/CAwd+9+c6COHx1guj0h3fF+B3cZh/5JZxcu5myxj4K1SMwQvpxCKkvVe0zyEejUHktttzRcNA/g4i7MeDA6z4N1JzlfcXtmS3/bGH/LXY/aDX2MduRuuUnOjh8aMfHxVbCzW8DLr+Gs9UyBWT/UjocjUMG4j54HL3vfis2OwcbHkGUdP4tF6slFLldt5Xrdt0tDb35EZIOUjVaE9UhHfzMLL79OVi4qSVVDQGZhMg0L6Q3BqTFIkzhXOMg0TNRUSiqZtZRUeyHE/+z1en89NTV14jGCrNhtgcATFoGCZDxhb93ZdeLd2fdOmmjf79h03xuca+XGybgD12tClM9DefLlcNEDiDt3w7Jenp2ZRj6kyrYX0U0mP5hi/Ydktu/tId/3Kl3vg3MVZO2DvnwgK4PQjfNSx8buS7qL7x/Z/OlPPVIE3E038UM/GzUQf7sfyNZJpq6BnfsFmJNTwi3mYVQ+1Ink/DIgqcxDhkRKuKT8iyw3l9I8Fcqk4PWmKK8+LNWaWWvwN632JXePb/j5nT/s/KgLQsadYZEdbxipz5Gi/DLrZq7idrpCb/c+a4ISTMM+MFWB8G2roe/IyKg7w1CeBbXGUsrpcEeq1YeYXLcLbORz1up/ro29inK1z+rt2NYXl6H1Ko7eJsFbPwW79GJml8bIxCvKY1ClCZ+oykTNq0o2OwoTHUOWLnmTqNIrF7mauo+p0Vsqw+949yO52AN3vnOqra69MUP4Bi2DehiGkGEAJUKfAis4Q5JkMGmCNEuRGeM9G2T4VVRuEXJOKfUtwdinDPAv4+PjM4/kPIrvKRB4MiJQkIwn4119HK6pdfhNV4EtfDpLHu6jiaSUaEnhVmTmpITPcPiFPuI5ad8OZ9twzMAkbbg4RtJrInYrp6aede+Bfbe/cDW37c9odu9FujIAIQXiheNASF0Bo9D1LZlj/V9J4+jdQxs/eeePe6k333yzeNbmbzZY+u2hLE5WSC5exOz8S5mdXcGReJsGZUCwoAyhqCMi9CFT1IJKygapCobKKfSGKxtO6ZGTXK+dBR/9l6jb+NuhqTd/dxDLDzjZ/bf8x7A+0BxK4r0NJgcvANxrnTl4JbcLigmzHATWgCj3+yFlQlJKaupxzrJuTjhAoWNDqQjXz3O5ZnuG4U+wtPT5+opfOu3OjB8X19P9frf1RjUdnBgQorrFpNNXWMz8gmStcyhhVZSGoMtENob8bBrrKMTsMEzvOJKsDemE4+HKJRms28XY2s+VRt74+6d7/H27dl3Z6jU/aU06IZhAoEKosl7uMMnNutRZlCVENDKkaepVDfKMeLIhg0QpOS+Vulcp/Qkp5ef7+voecXT66Z5/8fkCgbMVgYJknK135gl0Xp2ZPx7P4j3vYuaB11tDkdnU/tmFjXrUqnhYNaaUql0wZrPDyOK9XgGwJk/czHrUWTJyd9Trv2Lq6lsjWq/3fOMF52o28wnN9lykaw0/8TXtLIAHwk9dVfULYuMGvhRF+r3jmz74qJUHnHupOHBvWgvM4TpE6Qrmyr8Oc/gSZg97D0k+Sr0CWaKY7LIP4FqeZuLTO61L/HVxaCeC0Y4M1y46tmp3mvA/Glj9rn/+UW+p2/3mYCY50e+695Zj8fQ3arfnctijz+CslZdOVBUyHIIMaFBbzceh+4ApSjClcE8aUKuGUlla2wSfutdg/G+M7v/8wMANSz/qOTxen9u69UOqkX29NFDaU09Y/aeZa/26YCenKI9ElIehgglwTWRjDJYm+CYHYOKjSNM2GEKrwtVtodfstW7wQWPEoLHDDWsr/2No9S989Add0+7du4O01RozzL7OmOzXHbNaCQVN7c8hkY0StB/KR7kuFobKKJ5sJL6MQgqX4GQOVWmg9ZKUahvj/O0jI1RKK7YCgacuAgXJeOre+0ftylvHf2kzs62PZvHhp1GKpss63otB6Z1Orv6oqF+2XbB9r2Fu7nwahEb9pjah1tYEJp6G0T/7J+Op/k126V+SNICbbgJ/xTVXniPdwidK6sRFslxffmtfpGlmkOVJqMq5ibXir5Ko/b7hcz777yeq/ZhXt3PnS/UKoBp3dupWWnuBVuwdEoc2clD8Ofk2JERQBwurlOsAFYTeg5JmXd+K6lUOk1EZw8jS+haTqw8Dtf+7MvqOD53Oqe285Q3V+sg2zTvTFYe+31YyfT23R/zUVkadGeEYZHkYXNTzUk62CJPOeaOkNQ5C9WeqvLHL5Ya7DUb/vGODL4w9goCr0znnR+uzpO4EEweqMqm9HLz1DpbtH/fhZ6URlMorADUKJgbgLHl/DiKNKOuiC8erNklWZ0m6knM1yXUw2hayuptJ+X8NrnjRDyyzbd++vcJ5r8pd+Kk06V1J3UlaaCgiGjr0yoakNmia9mrtMslI83KKyZUtQZ9XOlNSLimtPw7g/SMjI4Vf49F6MIr9PKEQKEjGE+p2nX0n2z75V6PM7r/JJLfdaE2b08LqyyDUNWKD25kef9fQ5gtvW9x//K+Ym/8l6jChpMws6cBFHT+BlemLk6ST9E9c+rnczZmHerJDX1l/ruO9v6tU7YVMSW939CPXOYcqjUOGG9I01X+2OFf6r1OX/flj9o+4u+UqeXJAB1ATW2w8+2Zke18icLxKE1YFmVhpzHy5Ac4akLoKB0oPbSKj6atZBNgETA44HU4lTK7cb9nYx1pt8bHJ9b9+WsFOFOVebaEOiBcIdvhtzJy8CCwGVAmyMgoVrsj9C94oOYMsmfXqBg1ik8GQlXpT4uSmu1I7+od9o+UvMnbD9+2KOduesq1bb1SrSg8HmVlxoxIz70K6s49pARaMoVyaBNQYmBzOB/JFxxHH4+h0+pDFNHctzkPA9Aqr9EDCRe2LjpX+y8ia5277Qde5devWcqMRXhu1ur+d2uhZ1F2kFCkbIXQY+HIKhYzRnBZjcrKR/yKykfgSiicbUqZaqTuZ4M0sMZeRX1QoefvIyPgLzjaci/MpEHgsEChIxmOB6lNon0uHX7le8PY/ZPGRSygp02ZNgJSMzAFy6mN88C3vLMt7dNy57U+d677AqxhUy46pnLIArldDVYbR6dZ+f2LLp975vdAd/GJ1s9TyE7Jev5Dmb/lYat3wxj9FQUpqjctM4w/Tzpr/PrrlP518rKEn8kNSzLH7f/6Nwpj3iuyOOg1582Pfgzp4eQhK90GqPpiMxt4T2SB1oQuW9fxEUlnZ4KRaszeL+/8yygY+NjL1xtMiSHQO++5+f13JEz+nce/bYA+eL9EB0wFEeQQyXANOLcOUoElkI55Bmiz5dFMZTkCGFzrwVXeUHXseG/vN047tfqwx/j/tP8f+JnZi5+HfEHbfe7l7QFkZIKyu8mUUyEk4NoUonvCD72jEexx3YNJFcGbA1ThUMOq0HnBw+g90KD5Qn3jx7A+4HrZz507FWHS9S+0n4zgCFxKBDHK/BvFOXYYkvwZFuS2TDcrWSEilMwm47wyiRFjmOBeM5rxIxpxWgbHg75qYGHv/44VncdwCgTOBQEEyzgTKT9JjNI/82SDjh/7AJN/8FdiOnwmSxU0gJS/G8EFR2vLu/k1//9Glgy99K7Mn3+FcZ4yUCOP9Gp08mjs2kPVRODGKebEu3LDhg9Sj+Z1t9+6P16uLn/kZ2/ri24L+4Yu4cBAlIhcVpL39EKW1lNi4O7NjfyHVMz5eG7/hjDr753b/8bOS7rfeydJdV3O3VzlKvdBViPIgpB6ACob9wBXKDcnSBWQJeVZosSpDBWsBtRmOl96XZu2/GJgsn2DsJkp/+p7Q9B/8AB2/5wXnObP0Hs6nXyzYomK6zGV5BKq0BlyN+hgRl52ESaaRJAtg1kKV1kEEF8CwNd9YSvY8b8WKRsrYTd9t/X0CPLMn7n/bO5m7+3eE3a2YKElZXgenfwZWrFhOfO3CxHPI0lnE0ZyflULD2oRaAR2OQPDSA0L3fVCp8v+qjl05y/xgmu+/Pfjgg4PGRO+xWfzLWWaUEEIoqaDDEEEQQumSbz0mCY6CvMgYmqR5B4r/O+pIsQZSEuEgUgIEfnBuOA/g+jiO71qzZk3CGKNglGIrEHjSIFCQjCfNrTyzF+KcY80jr14PO3+zTY5cRHkSht6WKSLcSsvUmk/ygTf9dv/4l48v7dv5p0Dyq/5FlHKzsjZstwnnBmGX9kM0GiiPPBtxsua2wfUfuPJ7r2R+7281urO3vYZlB98bVHWZ6wpk5VzfWWGSA5DlDWCoPGzj+K31w5u/zK4+84slhU0d3nbgdxVOvFXarcohKzsVSlEahg4GwNVQHujl2kiTRT+rw09bZWXIcApcnUfJpu+KTPzR+W5zev36DybUMXs6d/XYjp96mrBLv8PtyWuBVoUFZanK5NlYR10ncKYNl51AEh2HTRcAUUZQWgPHtxjrau9DJfhAvd5sPpHIBnWlnAii3xX8wJuytFux6qdDHfSB60EIXfEZJ9QqncXzSGOaUTLrB/Ix3oAKxqCDUZocfB93/JcHK8EDGL2u+4PIxl133bVSa/tOWPdya21JCil0oKGDAFqXQEPshKTUUrcc4EWllAzG2twwmlFHioVURDYowp7KKr4V9oBz7NVCiK3Dw8M9RvnyxVYg8CRAoCAZT4Kb+HhcAi38Olz6QBbd9x/BIh+alUaLQEbtliMHRO3K/9I/9ad/2zz4qhc5e/D3nGleROdJYVI2ibzxk6sqsvmDvj2wNHkZMhO6hJ03Nrb+v/+7fIcd//zy/nKw47Xl8uI7g1pQF6VJqPoWmHi/7y6Q4UaYbGCXceItA1PZLYzlJtIzvZFhtB5VrhE4/CZuH76MsU6Z62pFlvogadS4pkRTAZi2VzaMJxwdMFmjoWgQavx+Jhp/wU3187OmPL1y5a/RdLbT2o7e9dPPZmrpNxUOPZsj6kdYUao0ClnaRKPVATcHQ+3Enmw0wUQfwsp6WLFpjoO92tj6N2sLq5ps8xPDs0Hg7N36Ww3ner/jbPPtUg9Bh8NQishGH4QO846ntIUsXUQWz+ZEzyRkjIXSKyAVkZLaR/6/RJb/xuvjx/r7LyZDx/fdFvbv75vttV/cjbq/bF12ARyrSSml8kSDlI0AKijB0aTe5cRYUjN82ysRjeWcDaKQ5OkhosEpT1aJluDyC1K4v+S6vHVgYOCs7wY6rQez+PBTEoGCZDwlb/uPd9GkYnSOvPp85xZ3mOxQPuQs6fjwLc7qGcJz/hdqr3l7P+6ZbcZ3/4Gz829xoNZKl38uaoLxEoKBZyI6eSuy9iz02PkIauvR64x9bficP7vq+53h4Ts2D7C0+Xpd5u+QJV3V9S2Q5fWI2vcAtgmp18GYoV3W8Bv7Dvbf8XgoGqfOm0ak8+adz3StT1/H0Pl5wXojTIc1We6HDMbzzAca3WqJbMzDpnPIki64akCFUwCb2G5M43+EgfjSoqucHHsE3omZ+155lXUH3sqzQ09nAsM8qGpdXgEervMj7mHnYaKjSGiYnelA6DFwtT5iYuVXrGt8mPHKHbWx15/1gV6nMN97569tzEz0VeeWBpWqhCocgNSjUAERDUpPlX4WDI14T72y0YQhRclR7lk/QvKzUEo97/+wRvd9XX3pyYmJie+Ykb/3mdy1a9dQFrdfnGbxKwFcwiH6KNdF6QClchWK5uIQoXQU4kaJsdbnqxDZIIWFVA0/5p7m61B7dO7dABd8wTn3sXip9SepENObN2/+bkz+j/ejW3x3gcAZR6AgGWcc8if+AVsn/mKE2Tv+yMS7X0FmQlInyGtA1WQmVuy2pZ99z/C63/jE4r7XPZdh3+87O/d0XymhYWg0LK2XkJzdLY09NzSt7YLj6vcAACAASURBVLx75JvgtRrCkSvgMtON7YoLR9b/+Z7vh9TRb790EzN7flfqpRtkqRYEfVf40eHR0m0gRUXoNciy2meZa7ynsb+y4/EkGqfOf/+2l63RduYNmh39KaA56VTYkEGf75ChzAdSNihe3Q+VS2aQpTGkrIKH68HExDbn+v9SKfnVpnvWsZGRq097wTl274uvE+bo6zlffLZTGFJBhavSWohgyhMd6kRJqP0znvWdP5KyKOTatmOr/pFx899MHBztW/3bZ32w1OE7/qgUy85PxNHRXwZ61wjpBrSuQAWDnmiQwsF1zSe6UlBclraQRvOw2TwyP+5G+hKK8mpT+Z6MT3xIud6trlb+gbjvu+++0U4W/aq19hctzAopZKVcriEolX2Qm8gT3fyUX2rxJlaTR5TTxF0LSyoLhbsZi3ani8XFBZTI5yHFQzoI/2K4v/9LqhofHR4+57Qn0D7x/7UpruCJjkBBMp7od/AMnz9FckdvrL8s7X7pE8bM+NHsjqTntAfOB1ME5/3twKZ/eJ3b/S9BU3/4Rmemf9ehO0r/sLqkAxO1YRIBBMOfrA5e9Fwm+GD70D/7fejxC6DD1TbqNW4Z2vjhn/w/Xdq+2695TknO/mdVSi6X5YEw7Lvat7bGza973wOX43Bs5LPOpb/+x389su+mm246K8x0R7e/dJNE65eZOfZcxlpTLNANqWu+44PrUZ8f4uwSbDKDNJ4DHLVf9nvi5NjkViZX/Y1Ij3yuvOK/PqIx4yceeN1bWbL157mdP4dpNqCCPi5rm3yZxoFKWMeR9I7DpXNgFGcerALYqoOM930YPPzMYlra+0jKN2f4EcUDWz80Drv4Wts79GLBmlNCiSEZNLw3RgUDEJpSU0sU4AlDE4D/X/a+A06uslz//dop07f3lkIqgUR6DUWqdEEUUYqUK6IiICCWWBAVL14LKuq9IP5FLwhYaAISSpCSugmb3nez2exm28zszJz2ff/7fmfChauQbEhgwRl+SyAzc8p7Zud7zvM+7/O4aV3vABmlAPUaITDholYxnnoFmHEXKRQerpx03pYNGzZY8Xi8wvf9odra2jdM5ixbtugAGchLiZInGJbRZAhLYMYJ4yYwxoEyFNlQDTLQlh71vchqoIEbtlEK+TwsW9YOixYtguamRkilUjBlylSoqqxaatjmrzxPPt7Y2LiJEPKeGD1+p697aX9jswIlkDE2r8uYPapMz23V1HvpJ66z+VzUpikPA1DTQBQFakxYTRJnfzXVcNV/Zzu/sW/gL/imkt1n6Mhy6enXyUIGfDWxKyCpU6MxdqtVNumDzsALorBtKbBYEqzKgwEkHcjkGo9vmPbjN/Uy2DB3+mwzCreYUXaYEasHIzkbpN8PzvALQCjGp9eDUuL7Gcf+Uf34n3aNVkS5Ny/A5vZLpwu69RPM3zwboDCJmSIhrCQwqwmIqMTYNz0KrBNInX6QsoCBYMCNtoIE+zeEl99H/bpVkYarRuWzgefUu+6HEyH7+LkQrDsRSG4Ki0SrhKgBHt1HB5IpmQHf6QGv0AUqGAHKk8BFGwCte4kQ8ZOAt76Sdsq7mprOG7VWZG/W9J9te/kL17aAVJcpcM4hkG0WnESwhSJMDGBLAjOSOogO9Rp4rr6bBb/QA56XBomptzQJplUJjJflCLXvyZNJD1NaUc0ZO1hS2s6YWkiI6Pi/YGP1iqUXBUHwFUrpOMKFTm5Fjw3KmLakJxwFwHjEIdhA3QbmoSCrkRkegueefQa292+H4z54ItTX1+s2CmccWae/SKXu4txfPDCQ6542bVoJbLzTH6rS/kZdgRLIGHXJ/rXfkOn84mdV8PcfBjIHRAYQOBlQnguU17okcuTvysb94CKsUHrDeZ9Uqv97Sg1UowAuQFOqwjAEngM+nfh1aU35kfI2HZiqaPoNpaoq1/lHCKQPVuUkMOwJfj4feUbYH/lIsukkHPH7p48t8w75iLCcb4g428eIjwcROwz8wiZwMn8HQtG/oBE8L3p74Fm3V076wZaxduW2LLl0Jofu8yHYdCRh/nRuijhDHYHVCFRUgFLYihoG39mi2QVQmBJbC5Q3DQOt+D1RiQdcm71SXn7jqAWCfSu+sI+Xm/dhzjIfZURNpzbV++Wo12ARUAEKJLu1QBRjzhlqSHhjP+FNTwNN/l66+WeSTXPe9NqMlVpv2LA45QwuOkrml52h/P5DKFOtXEQjptZrpIBbVWEmDeHaqVX6OfDdft1G8f3BMBSPVgCzpoMU+4CEuGZAGAIGRttVoH4KlL4ohFi/A2ysWrWqwctn/1MpeSICCi5CoIGsBsXgPUY1swGU6hYjtqhQo4H6jEw6DVu3boG6+gbcvv47bKehAZ3WbDDezSh9nBvsUaXooq6urq4DDjjgXRE5j5VrXDqOsV2BEsgY29dnTB1ddsP1tYqvfybwNk7SlC+6erpZgMAGEt13jYidd0Oi/qMPda+6vDImNtwoZfpaAFfbXQduHpQzDL4XX+/5sfObD18yH0+ub9XJj0RSU0/w+p/m+aFVwO0YGOUHAQRGfyAO/3x507Voy/ymj86/z7rcitAviwhv4rHJYMQOBD+/CpzMi9pqmyHQ8GP/kXGitzVP/t4etx/fExdo6+LLDlRqw9kCOg8HLj/ADTOCo6/cagHCEwCBC4G/HQJnq6b0KbWAikYA3ryJUvuOgFQ9H4y0rSgfP/pskr6OL5yu3AVnU7J5luTmvoYZAR4dhw6ZOtZeBv0a5Eh3u9YyMF4PRNR0AK14EEjDM34+tais7eI3ncTYE/XZE9tY8fJPKihsPlL5mfNV4B5PaFDBzSgYZlnoZ2JVABM4EcIBVAGkNwRuIa0ngCREIbBOBkWT4aLPKBCsBVqcAx1inM6jjD0SofyvqdraDXi8y9oXf0kG7ieVpK2UUYOLEGwgyOAIMvRUCdN5JxpsINuHQEN7qgRasxG2UfDPcJIZ2y34etw356yLcfYEA/pXwvljVVVVJb3GnviglLaxxytQAhl7vKTv3w1mt3723/3Cgi/gl7BCercwqCdGgDVmefy4u5It3/osnv3wxk+cTGTPv0vVNyV0+HT05AkCkkCO+4nnjLu1+Yjf6wW/79WDjxGxfR7igiRzXX8ECRKM1D5gRiZ4jp942vFPuLBu4psbbK1ZdHGV5S691LL9T/NorMmIzQAjuj94uaXgZF4GyuNAOYpBoz/2C5HvVI1RoIG16Ok4/2Dqrj0NYPgIxckhpmWZzKwFhmADp0GUC4G7BXy3W99xU4rnVj9CRP1CBdWP+UHi0fKmzy8d7ScQPT62vvrSGVQNX8pg6ADC/RrDqgFmt2L2CoAKwHd7IHC7tECVEBvZFBT5LlU08WtCko/3ZI11Eyd+9g1GaqM9jnfi9d3L7pmSy604zXGHZgPkDhGclDERBwtHjI0q3ULBELxQr5GHwJPg8QmgSJM20/IwbVdp+kGLZmkRbDDG+hllfw4AHqSUvuS6rsgO9832HP8EIviZVJIUMAJcGICAA5kMVgQcGHqHUymhKwp+JUsNZlAYGsbKh60UvA74NA68aoDCEaTQTkbJfyrCnu7u7n6pxGq8E5+i0j5GU4ESyBhNtf6FXzvcNecQJpc/53lrBNK2fiED4OaQWnepPXMe2Cddn2q4ZFFPz3XRSH7N1VIO3qpUBrD5jKFVqMVQgb1diamfd8s+8eDre/o9y056OF4z5WRn+zPUzazV/hl2xUxQMrHNDVpvrJzwnbvfqvSLnju3qkosvMSORT7DI5WNRmI/EPYM8EYWh4wGTmrw8RDIyE+zg5FbG/fbPeHkO3X5u5Z+6FCuhi8GmTmWi+w4bqUI+oJwoxlvZ0P9gNMF0t2mo8YZKwMQTRlCa+YqkrjPV7HnKhpGl4uilKIDa388GZw/nxA4648lnBzELbOG2fXAzRYgLAmgcprVCJxuDRwpS6HIdhsz6ucBrX/Kd8V9yaYvjPkWCl7H9hd+ON0iPRcAZE9RwfAkxqmJqbbCxLC7OuBGFKiIgK/qIGDjtW4CmQUfW4R++N/IPCAy0K2MHT+ErCRAkF24X0q5aGSkr8xx5MdUoE4gihwFSpkEx1yFAIY/GmiwsP2C7RQca0YkgWF3CDcCnD4Jzbw02ND7ldpJFBkNneMjGCbCvtC1efNf+7YM/vacC85Z/059Vkv7KVVgZxUogYydVaj0vK5AuvOyh6W79BQFkpAgD0F+AAhwIMb4ARY/9d8Tjdd9G1+X7fzUDBlsuUUGvR/CXjNIH4IiiwFsxrPKmvK5mkk/bn99Wbe8csJhseryvzEesfLb/qy/vHm0EYzYZNd3yd9ceuQlO8v3WDX3A5WJONxk2MHFIlZZJiIzgdtTwB9ZAoXMPKAs9j9DAi2BlOX/5ZGJd1U0fubFsXxpt3fe15Ab+PNRNqw4VpH8cYx5bcKuAmq1aO8HvNWW/mBx0e/V/095DTBRvxlYxYNSJh50hLmkquqGUdHoGEZWrfommXzDyZQFHyfUm8ExE8Vu0ZoNQiwIAvTX6NRpr7gSUoEpsE09lFY8ALT6sUit+RQhY5/V6Fl7T3VueNvBbn79sQq840AWJnPTEIZZqe3gDbscPPuDwEgkTLjFf4qTIKGhFi76GPMetjMwlwTbGQjCCZBngdKHKaVP5fP5FU42O0OCPCbw3OOBsOMY0hGGAMEM4AYyEgg6ODITupUS2pHvwBuhe+iOfQaY/aOZjRDg4Mjr+nXrALNVaqtq7506ffpTkXj86bKysk1j+TNeOrZ/jQqUQMa/xnV+W2c52DXnEzT4+89ksD1CJAVZGADl451s3COx455nydM/Fy8/8VXcSW7jh87yJIre0mWooJdBAQInC0pGAPjUr4r4OT9JtVzwD54LPctO+HOiauppOB3i5TYDpSaI5GRgrGKL4yW+VjHuzv/c2Ul0L718MvNXfE4YI+fzWEXKiH1AAw1vZBEUMs8BgA3cmuBLUv8UUZFvJRq++sLOtvluP9+15keNbOShw2iw9Xhm2Jcx5gKL1oKwm7VTp+7hez3gOxhzngYgmM1RNUxF3VIFdc8KHr/Hqv7imtGeR/+aCxJufvgIGmw7lVD3w4yPVDOrAkQELdCr9eqnk14LnSA91J3i6HADhpAtYbx5XqBSP4/VXrX8rSy6R3tMe+v1a9t/Vi0L6w70nMyxwpBXyCAf1aPFkX1BlJ8BDO3gNcHAUDABEs3nNLOBLAO2NFA3EYIQxAbYyshl0zAwOLjdNu0FwjDnMiF+OWPGjMFXF79yoOMGRxhMXOXKYDxHUGGiVoMDZqFw9NXgKPQM2yEabOjR5lCzsQNs6H3LAPp6e2DD+nX6+YrqKqitqYOy8opOg/EXgMNTpiRPldXXl8DG3vrwlLa70wqUQMZOS/Sv/YLBrb9r5f7Dfwz81ftiopkeWc0P4e0rcGvSdhU57dqyxqvuwSr1dlxUK8yt11EyeC1ORuCtmO/lQLkZoLSlPTBar66e9Pvn/1lFtyw4cVYkFV8ooklwtj8NRMT0lyuyGSow5zlk4o2VzV/VYtG3enQtuWwf4a+8RkQGPiZizQkRmQHcng5efinkhp4Je+jGOJfwxnnEj/9nrOmr9+5sm2Ph+S3LLm4yYeNZgZc9g4rcscJkwOxGYGYTEB7T4lDf3azFoWEAWxyoaBiitHZeAOV/GskZf6qb+KVRh8f1Lb+8LvA7P0Rk50mU5o9khlFFrQYQdgMCQFDgQuB0hYyKnwfKoiCMVgBW+bgkBz+Vp8crooI2yumfKisbnhoLtXyzY9BgI7fmFKXyZwRB/gwWn02sstnACAMqwgkPAiyUTeBMyGtmWlIDDdRsoJaif3sfDKeHYOvWHrBtEwQ3+saNn/hETVXl0tr6xh8RQgor29tPL3iF41WgTlWEjNPtEhGOumL2SeivEQpDGcVJlGKQDTqEarAhYWhwAFZ2vAqJRAwamlrAjkT0SCwCFk6pIgCdnPOXFKVPWZb11/Ly8s1juf6lY3t/VqAEMt6f13WPnVWm67qblT//RimzMYKWyDqfxEdPBZ9EPvQM47PPTzQe3487HNp44bEgB+9SqrtZy9fQGwOtxgMJxJzycxAn3lo+/vNv+kXXs/SEB+M1E8/yR1aCYgRkfqsWHnKzJes6kbvKxv1MC0t39uhdeOkERVZfy82BC0W8LWrGpgA1Z4Kf7wA3OxekX0C3S5/ytuWuK28rb7n9LSdYdra/d+p5NXcO31q5cn/mrToKmHE1ZwOt3CoDFm3VdthAMKNjCLzCRgjcPm1lTRhGzzduVLRlCWGRO/pyzry2tjmF0Rxz59+vsXlyZRv3s6cCFC4hND2ZYsy5jSOvDVqvgb4evrMBpNurPVGkOAbSwfnbgNWBwY1KxmEBKH4vUPqX2uIExmiO4Z187dr5c6Y7+a37G5Xn/gYTXfX4abGVgQu4Bhu6JYISzXAaZIdQE1sZT/71cd3qGE4PQzRiweSpU6GxsQVs0+xTQP5GCXmgsaXlDytXrqwvDA/MIoSdAoT8WwBK+2EwYwfQQL0GCkSR1cDIeIxtDTEOCkLbF83X7ZVJkycDoQYE+PvmSyAUWQ+KjqHIiASMkS5G2AJK6UM19fW/fSdrWdpXqQIlkFH6DLxpBYa2fW88c56/L/B79ieALEYB/EI6vFOKHbhd0mNPTjVfuQA30Nt7R8zOv3SJ8jf9MFBI2yOd7oByskD5BCD2lM+l/FPvJBNPedMJhE0vnTw1Vml3WPE6CArrtV+Dm1sNhj0eAKpWu7LiyxUt37l/Vy7ZpvmXjLPY+uuZ2H6RmWiyRGwSMPMACNwN4Gb+Br47BNxs8AkbtxFI5d3x+q/dsivbHQuv6Wm/MKroyGymuk4ikD6dCtXM7TowsIXC0cyLQeD1QOBsggDTVkHokVfGatuBVz8dtfm3SHL0HhddK66qMNyNUxXpOZ5A5mOU+hPQ10NEWjHYDYCYIH0MXiOQlRdA3m/TOgJcCA3DlJSxHiFoOyfiwara2l+NhVq+1TGsXLHo/sBjH2Y7NBO6ncFAoEW41l/gor+DYQjZBRSIrly5Cgb6+8CO2JBKlUF5RTmYQgBBQy0Ua4JaJSh7FYT6Sl1dy6pXX53fEHjkg0Rhsqs6DikIbJ2gRgPbJ5wbRcfQUOiJgGNr12ZYv24NTN93f0iWV0Lge+B5LgTFNopmNPDwFNHboYT6jNKNjNMXGDcera6uvm+s1790fO+PCpRAxvvjOu6Vs8h0XfSVwFt9LSgHDQJA5gb0XSo1WwIeP/eZeMMXXrP+znef2+wVhr6q1MClEkftcBgVvTG8AjBr5nyIHHF9WdMXn32rA1UKyLaOj9wbSxnn41QKE0lwR5aClC4IY4Lny+ifAzf1+YqJuzYd0r3o0hYmN9/IxMZLzfLxQkTGAzcOAil7oJB+Rk9oUFYHzGjbTnjyLuqLH0cabhm1i+ZeKf5ONjp37hw+oayjxiSr9iVKfpwwcgE1QGs1mNUAlKN7J7qxhim1OPIKJAki0jQMpH6JUpX3xuoq7yLkilEbOXWtOKtCBP5s8Hs/zsj2Y5hgSWqjTqQJgDWBQ06BvDdeL3yui54PGAgW6DtyIYzA4GILATIXlHd3XVPbM+9G/XZlnx0di6aCzzoCJUM2QeAUiAAD/S6wjcHCUVLtc4EsA4pDpQLX86BQyIUCUMylQZGm9EHpALQdLRCKrhgvAZFPCmH/bsmSJRsaqqomEgqzgahrPV+2ahHoa+0TZFN2eGsQWLJoPiQTSdhnynR9TFoXohNfJXiOr0fBd4AelHXgcSArQgE8ytkmQtkTJqV3V9bV7bQFuSu1Kr2mVIE3q0AJZJQ+G/+0AsNbf3Aq8R7/buD1TaFg0MAd1GZaIKJArOOyPDn7wETlx1bueHNm/elHScg9IFV/JVLJaNWMrRKAFDDR8DXPP+n26mlX7TTcq2vJR/axrS1/sFIf2JdARtP9ztCTetEkZuuwDKwfJpvu+NquXrbtS65sCPJ/OY1E7TusRDPl1mQQ0ZmgVAHczHPg5VZp+2hmtg4T1vC4DFp/mGi8ckxPnrz+3Bcs+IAYZ1t1ruMfDyRzOefewdwuC9kFoxaAxkCikVdhA3gOtlBcYLwKBZxbAJo3AbM/G626aeGu1nPH6zo7b7eNwb/V+c62g6gZ/wp4fVOBx0HZZ4JIfQwoi2iNQuB64HieBhpoMIXgU6BXBBcFwdkmzsRjvpQ/qK+vH3N6gTlz5tCPnHPm8UrB7YFU0zRoQEMsdPDUeSS4cCPYCDUT+DwgT1H0uUDAgYs/nrc2pAsw6AfloQBCcPS7UJTAIKVkLeX0wYaGlu92dHTEwPMmFrzc0USRa5SEZhxt3WHmhUBjJDMCq1eugKnTpkJVbb0GOFqngVtGYWrxx3XRdTwUi6JAGI8OgREKWBklI4KxjYTx5xjnv6iurl4y2s9A6fWlCuxKBUogY1eq9C/4mnTnZX+U3vJTQOWFVrY7A4DfkSLSLIl9wY+SjVdes6MsvRuurxXQfRMnGz8bBAgsKEgPA7dGgJqTupQx/bqKttv/e1fKqObO5lvKxKXxePznIl6vBYzS6wMns0A7YAKpWyWlMSfZ/KPf78r28DUdc6tiqXjl+UzQX0aSZSCsicDsWUCYBW72eXCyHThyiCOueSJa2yVU/T+Xz3qoquqEMekQ+s/Oe8GC0yJNhrUfIQMfJ2rLWYQHdUa0EYTVhIZd+i5aup3gO6jXGMClHjhvAG63rA1kzd8CPvXnZdXnjXqh2TD3IkuUDTfn8+ZHpZv7DI0dV2lVnAjcjIHgtqbsHd8H33V1GBiCjSDwdKS5EBYYgmUYZYsZE3+g3HuwsrJpTNm/33fffWz69ElTAOjJnuNeTAGmIBtBBFqDG6FQE4GGngYJ2yGEFsdPpQonURBg4LmjxwX6XaBWRpvYIROix1YlBRgEIPMVJXe0tLQ8vHLevLibiMyUrvfhwA/OBkIaNItiCejcvBmGh4dg+vT9IZFKAtGZKFwPv2B7BA3ydjAZEmuPLRSFhl74ozTYwPprZ1HXHfE9dwET/J7yyvhf6uomjlocvKu/h6XX/WtWoAQy/jWv+1ue9eCWm06n/vzbpT84Hr8vpZPRP8RMAIt92APYrzbZdN5rpkuZTRdPVTJ9N8DmA1Hsqe2ovUIoEDUPfFaZ59xc3nLOLo+Ldi45tsEU4pFoedt+jBtonw1OGtn1bcDtib4ilc+4quFrFQ03/n1XL5/qPNTu7C0732Lr/4tH42BpjcYk4GYtuCPt4GQXaTdLbjT4xJiUljJ1t5tOfb9q6jVbd3Uf7/brlJrD08s7EsOF7mkmC77E6OBJ1OQg7BbdQmEYGheMQOCsAy+/CXwMQGM2GNY+ORBtWzy//Nayhhvu2p3zWPPSnITyllaqsk8/CbRiHDctsA0buLCAGkIHguGdte9hC8UFH+PNZaCnKAQzfCFEmjLyN+XL79U3N2udz1h5KKVIX19fdNu2ziYG9AJQ5GZfZ4qgPgLBhRFqKBA0FIWa6AYael1otxjtr4EPBFs7wtC0sRZRWueBICHwfb+7e+32gb6VS4xk/Q9sUfN0dbWZUDkyxQd2QyCD07CFsnzFSjTfgv323x/iyWSxBYNCTyNkVLCFgwyGbt+EAEP5UruVIssR+OF18H1Xg2vLsj3LtocZ4+2EwK8jMXg4lWr5hzHzsXI9Ssfx3qpACWS8t67XO3K06c5zH5Re1+mgHIaOkjLfD0oxMGNTwYNjP1wx/osPvP5A0l1nHQpe7tkg2CbwA4XUsHTQDbQSiNE6p7tw9q3Tpp23y4mR6DG0fdkRM4kQCyLlHwDKTQCagMLAQ3qEkNkTXAnxX6f7It8YjXunWnO1uW3o2YmKxZZZ0QEw41OBGvsAtydBUFgHbvZlcJ0ubS/NzYk5BTUPA634dqzm2jeYh70jF+Ft7GTu3Nl8QrWT4GCfTvyeGxjkJotYLRjRZgBWD4xXgPQ2g1fYAAHahfsFoEadMq3xaUXaVgHll8Vqbh61PTke8qtLXr7BD4KbOTfiwhC4gIEQNnAjFDBqm+wiq+FqsaKnczuwDWAYpiMYSxMCdwIt/Li2dkLv2yjDHn8rgo3ly5dHAbz9lU9uUDL4kJ4yQXCBYEm3gUJWQ4easVCvwcJkEuxkaG0KLvQINgKlAKdRQAaQz/bBK8/dAT1btsA+M0/3J0+avq66dsa9wPk9tbW1ncuWLUsQ6Z0qff+GV5cvnd4/2A+zZh0C5RVlQCnqRExtcx7qXoTeL1p74EPHyhfbNa7ngFMoQCE3DJQoMCMpbXWOgEkp5Tsj2RFK2WIi6OcnTZr+nvrc7/ELXtrgHqlACWTskTK+fzaS2/bZs3xn2XcCd2gf7DEHbkZnODCeAhb/JCTWjghyzBxsruuH6rkumnU7PxH4nT9F22kEAWg5HbgjQMTETh4/8KZk/S2jHpvr7Li0nMvh2yLR/CUiMQ24Ua8dJvMDjwHD+HFjnOurxK/SIw3fbpr0hV2m2FFc2rXkqAlUer83ja2zzMQUEHYrcHt/kGoYnOxL4I6gdxUDYU7wGW96VbKmOzPBxD/U15+2/b10pVGv0RI7br/AXfxprtaepQRNWVF07kRWYzwo6oPUWo2NEDh9EIAA02qS1Ji4TaqmP7rGjDsqKk7qGM05r3n0UXOkpux3MpCnUUa5BhoRW2sYTGGFzAal4EkPfMcF1/XAK7ZQsNVgGhYIxhxK6avA2J1BEDzQ1NQ0pqzK0YJ96dKltm3TEz3H/17gyfE6x0QLQ5kGUwIdPBF8CBaCEMkAs0sAWxfF1FXUaqBFeTa9Beb/9auQKG+AKQd/DuxICghRilDmAiEbOBf32Lb9mw0bNmyLFQrWsPRvfGXh/CunTplaXl5VpUdsGaeAzqy4bwQ+hhECB31cQHWLBlmNfC4HmcE+IMSDaLIKTdHBLRS0rkSYpvam4ZQGlJIccrKLpgAAIABJREFUp2wxte0fuvn8Y01NTfnRfA5Kry1VYEcFSiCj9Fl4QwUynefdL4Mt5yiZJ1q8me/XeRncmgkBO/fkirYLH3/9G3o7Tqk1LO9blAxdijQs9pml52h6WPHpzyv7zJurmy/8pwZcOyt958JDJ3ARvS9W0TQTbZ6ZMQHc3DJwhp8HYdUDiPFSgvWFZP1tP9zZtv7v8xteOaWW0+y3BNt8qZ2oAyM2Eag1Cyi1wc/PBzfbDr6XxTFXxc3JUkLs69J37kg2/WBMLXg7O28EVXD/uXRls7d/eaT/Hio3TWV2Qk+hcDTzMibo8DPlrQYvj1bhOSA0AkZ0H6lI7WqnUPsk49OmBMpayK2KX6RqDtxpLoZSiq1cPP8ID+iTvu8InMqwDAu4ZYLBLRAmahks3Ubw8I5eT6GEmg2lMItFsxqKciYF5UsZ55eMRWEiMhvr169vyudHPhm43qUMSAvwkNnAxV6PnhIC3Aj/1LkkHPkFCtLXDhvgOSOw6NnvAiU+zDjyaxpwaX8TfF848qoIZsMyupZzekNNffMfEeT84he/YAfPmnWh9P1vAFENwAWYqAkxsHYWAgUtUsVj2JGrgoAmPdQLTmEY4skKMKwUZDMZcAojmv3gRTYE9RphLgpRlFJpMuMlYVu3tre3//WYY4557QZjZ5+90vOlCmAFSiCj9Dl4rQIjPV/7UuC8fI30t1Vq22g3p8PNkDlg8VOfizdaxxHyvywGvnFw4zkzGXUWyWAb+ltrEyIcXSW0DMWV98SrvvBlEpmw22OhPe0zDhZW+QtWagrDbA4UfxaGnwQvuxSE2QzE2AcUxD4dq+V3EjIHv7l3+bFy3ulxW/ReZBnbf2DE49SMNBNuzQBqNIFfWA3eyELwCj06yZXbkwFo6zLCYhdFKnNLRruvXT6ovfzC7hWnXW44q79FaLaCx5upgeOu1jhQkADlIaOxEfK5bn3H7at9wPUmABO1wI06oMx6USn61epxwVwg58mivPEtj3jZ4vlf85T/ZSIVM5hBhGWCsAwwhQnCsPUdNIZ/eUWdgOOEWgF8YAvFRCMsbLVQ9V//M5n51cbGxq3PPPOM7gT09fWp8847LxQ7vMuP9euXt7gj7i2BVB9BaxCG8SNFVuO1EDR08cQWik5RDcNct679A6xa+Hs49vzfgOcxPYmD7UYUyOLvEopJse0Szq1gTYxVXIirq6urn0aUsmnT8v0He7PXBUFwBiU0qtkMQwHlVgh0dMIr0XXGVsnwUA/YhgXlVc2Qy2UhMzQAvudAJJ4EJiwtUEUtB2qxqM5QCY8VQYvgxgtuEHxw7dq1XglsvMsfuPfQ7ksg4z10sfbmoaJeIS0671L+to8CcXS6pyoM6akEI7K/X6Annl7V8m+Pvz6LonvBnEikovdCzlb+3HPQajzQFojKywMRU3xqHf7NZNMXv/F2jrtv3uFx18peFIknv2+V72cwgYZTZZAfegz8/DoQZiMAnwgKopfH63rvJuQXo/J9GFh3X9LLPnKGdOZeLaLWTCPWwERkKnBzKshgEJyRhXo/GLPNLcztmAqgYtcoat8bq7mu772QzfF/69+38vYDAu+ha7lcdxIY0ZQZbUULcuBoeoZJq4WtkM8lIJ9Lgu9uB4mGTjwFhlULwqgFQoy7lJDfGcpbmyZMONl9qxoU7/aPTQ/236CgcDglImJwdAtFHQGyGpbWbOBEBuoTfLfIamArAZNekUXjBphoSiU4BAo+RaQ8D1PLlApeGBrKfqu3t7cwVha9NcuWnOBI+eUgUAdSSk3KCEGPCsMwX8sjEchQMAY4ifXMfVfA/kddDA3jT9PeGiiG9bxQoBmKNHESB8lEZDWYBhrYxlSEPMA4/yaldE1dXV1+eXv7Fa4qfFkWZDVhXHADs2TQBC2ix2wRsThOHnynAMkUps1GIJsegpHMdoglkhCJVoRtq6JtucJgQxmmvSJI2sHE4P8Lgz0zkus5U8pkYeLEiW9qrvd2fu9L733/VKAEMt4/1/JtnUlu6zXX+87y62XQV4VhV9IdBuWNABU1wKMnPZm3xNnV1XPe4HOR7vpEReC43zNE9yWuM6z7v1rN7jlAeOOL0jjuy5WtN+Ed19t6dHdc2MxV71e4rS6yElM4NydqG+XC0OPg5TcAN5uBGuOAgH1phDbc9/Wf9uXmzBkdq9G16NxDqdryPca27m/EamK48CKrAdSEwF0J7kgH+IVBYCIF3JoCAWlbwhj9ZDTnrSajtOl+W8XYg2/eOv/Qg4RB71fQWcMjKZObTcCQ1WDTwXUrwXcy4Ob7wXd6IQiGEVxg+BoYZg1QGlvPROzXStj3bxscXLczYW9HR4chPe9UIN5PvcBNMGARpOgNG8dYTTCR1TBM7efge+gtEYpC8QdHXlFUWRQn7qDytcSBEHiOEn57LEme7+pKZ6dNm7bLAuM9WMp/2NSqFUu+4HtweRAETYQRmxJGUByqwQbm5zAGvZuehjWLfwbHf+xR/bsT+EVDLfTukqG/hkRxaPHvkc5ARoKixkNhOwXNvsjvFOHfbVBqNTQ2Fla3t9+TcUZOIkDjjHGTcgRp4QQMtqQMTiGSTEHg+ZAe7MVOKJRV1GrNDApE0ctDa0WK47Y6fRaj5VHbQYgW7qJoFSAoGNz4XsqO/TywrHRtbS3OrpcepQr8QwVKIKP0oYDBDXNSjC/+kXR7LwRwtKtn4GaBotNh5MAC2Id/eNHK4b8e8zrBJ5atv+tTjUJ5D0Gw/gDfGwKCdstaLY8+AtPmyugFX6qoPeWlPVHijfOPn2mazu3RROIwHhlv4EKPX35O+q8gnU1AjWagfDwAKfsuDcp+YjcMdI+2pZFeMLsyR4auoDR3FbeNSh5pFIY9HZjZANLvAXfkVfALGGjJgEdagNDJoJT5b9yqeNQuf/NMlj1x/ntzG33rrv5/KvP4bEJVBY1MscA4E4hRoUW8yse730FwC9vAxzwUbInRKDBRCYZRgwzHGsrEl6j0n0q1tv/PZMhbg7tVCxZUeuBd51O4CJ3aGFCTY/vEsMFEVsNEYSgP7+IDZDV8DTTCB2ZyFI2l8K6e0nChVeBRRp8Vpn1HNpudO378eIyFfdcf69evn5TLZS8OHO90SskESokg2Lrglm4XLX72VigrT8HkQ76IzUmd4KpTdfFfenEvLvq6hRFOomBddjiNanMwbGsQ1EH517oq/8eJE/fd0NXVdeDA1u7P+b4/GzivR4BgGBwM0wbODN0kd90cjKT7IR5PQqqyHq01wsh6HVuvNNAITcTCmnvYxsL2KYbCKYBIJAKWHQNu8EGvUPiPESfzayHiPSVm413/2I25AyiBjDF3Sd75A8r1XPs53115s3S3VuEXkPTyWo9BjQpg9smPAK34RLLpC/8geMxtOaMp8PzHgWan+k6/Zhckzt6TODBef3ti3APX7smz2frKtAO5Hfm+maw7SthtwK2p2rlTW4QX1uM+0VAL/CD1XYNYP7EbYNRAA49388v7ncjpyJdMm3yAR6qj2o7cnARAAgictTpPxffSwFgZMGsfILxlERC4NNcHa6unvZHt2ZPnv7e2hS2N3lXfPEy5j17pu+aJJHJKlTCTwK1KnbaLltjSG9Hn7CGrgWZeygfKysAwG/TILyHkNkXp74Sq2JBqnT38Vi2U3t6O2MgwOy6TTn9SKvdQwngtjn0KwwDDsjTgQPEiukvhooY0Pj70nT0yZbgAShRHFu/s0RtC6bv6AaDkDsbEb6WUm8fKRMTq1cumKE9+v+DK/RiQOsUlRVHnMw9dAYcccylUNp5UbIkgW4COWtgUwaFXpW3KMdY99BVB4BXWQAs6sG2Cf1cEIVywdtOKXck57y8UCtv87NAsL4Afur5TT4BUKkrBtFAHgxMlef27Gi+vhEg0qYGK9vXQQCcEG/hnCDY8GMlmwC9k9dhtIlmuW1jYSsUFxC3kABRZE4tHv0yFtcxxnK1tbW1De+vzWtrue6sCJZDx3rpee/xoB9bdkOR81fdk0He5whFUBRB4aQBfAYseAIp/4KxU03GPEHLAG7QOaLn8+Yv69udk3cJApvV7CBOgfB8IaQRq7X97svnWPQoy8OR7lhz3IcH9H/JofJwRnQDcnorLDziZZ8EbWantx6kYB4REvhvQtgcTtTMXETJ6RXxvx/kzVWHFZ4ENf9CIpKq41WCI6DQgLKUdSP1CB/j5baBIAIY5DpQYLylYn5FQ8WyBT+ysqjojs8cv1l7eYE/PbVF/IPd5N9f1LW5Ug2GVAzPKgZmpUHYY4N3sMHjOAHjuEEh/GK2xgZvVIIxKoDS+ivLU/1MUHq9sGllMyFuLMtetW5DM59l5ged9Wkm/hVJWhroLYYTtE2Q1kMYPPSZCBgMnmAI/DCPzPVePg+rpCcAWBCakYjAYWa2k/Lqi4mVCSPdYARvLli37CFHBZYFUH+CMpP5w9w1w9Jmfgca6yboFJHAElmI+CZp6hXko2MII2YQiwECfkaJWw3Hz4BdwslSCMKMQiUQ1CwSULHZd51e5XOHPnPMh5eUvz+WyFxQK3qRoNB7F6RHUZ6BWI1lWAcKwigJTHaSmp1JCkBECjpHsEGSHB0EFDiSrGsD3FXhuXrd8TCuqXUAQnYjQL2QjKPglB3hURKMby8rKSmBjL//ejvXNl0DGWL9Ce/n4Mp1Xn63kxm9Kr3uqDjWTbpicKiqBRM7sAlVxdKrl0/8wtqg23GWl2eZLOXv5J14B72xzWpiGLp+EjU/TyPHfTdR/5tt74/B75h95BrfgNiORnMjtNhDWFM0yuNlXtHaCsDhwoxkUm7SSEP/qaHXHXELuH/UUQt/yz9cFzjOnMpL9FBViJrfKDRHdB7g5HhS4IN2N4CGr4QwCNSuAG+MDwtvmS6i+x/UjD1c0XLLbUzV7o267ss0Vc69sBe49QqicKsw4mHYVCBPBRgqoiGh2AYW9vjsIXmE7+G4/KOnqxFwuqvQPE8kVhIkvCSJeTTadtHZn+12+fPHEwPMvCgL/NKnURMG4pVkNwwLLiuiph9CqOwQXGmC8gdUIaX0dAKZbCOgPAWlCyLMK6P1CiGfHUjbKqlXLvg1ecPz9v/3+hIkzjyibMe1wrXlAUyxtUY5TKRRTW4vngoxFkVlABgPdPvMjWcjnhgAFmnY0AYzbmtlAoWwQuJgZ43PT/rVhsP82Tb61b3PPsKe8m6RUswBgWi6fi1mmCfFkGdAwS0bvV7uY7shjAQKe68DwYB8U8mmormsEIAZksxlwCyNaX2LaMUCXX2whohsp1l8fv+CrCWV3A8Bf8vn82ra2tsLOPgel59+fFSiBjPfndd2ls1Kd19gZte0byu+5TsoBTT9jmwTpcWrOABDH3eRFZt5RVXXEP9yV9628JM4M7xbTGL7ax1hxdI2kQgejEVK1kEc/eHOs/sa/7tKB7MaLti056mwuglu4HZ0som3A7el6cXFHFmuPC4IprmYbKFK/SkHy65S2PhWvu2S3chm2r7jobC+3+ALKnWMMyyrjkTowItOBsAQofwCc/EqQzlaQ4AMTTUBFW4byxns8n90trVlryss/OCY0ArtS5jWPnmy6kdZjCeXfpGxwAuNG0jDLdEtEWBWa1dDXWWELJQs4VYQgy/cGQSkHCKsAy6rTmg3K7D9I6f3Iqmxenkgc3L+z/S9duuho6XmXKeUfSIE1C0NYkXhCawmQpdAgFtULOAFRDCFDvUY4hYEiyRBHardNXCx1PocadNzCg7nc8G+kNDoOOOCAMWGo1rluxb7trzx0/pYB95ijjjpnUiD9chRpMr3YC80ycB6mvOoRVt1CIVqb4RTykBnerltY0USFtobHvwt8Byw7qhlFXQcNOojHGJ2nAnWbJ+XyTCZj+YWRa3L5kWNMYe6DII7gfnXoG+4b4+Vx1BYBG+gx13T/NoinkpAoq4VcbgSGB3oBiIREslbbomPtEQQhQ6KPtwj0EHQQSnHe+HfMMF7K5XKrS2BjZ78F77/nSyDj/XdNd/mMMt2fO0r5G26R3tYjCKDdMd4BIY0aAzCPXueTqtMqW7+y4p9tcGDd5UlGR34mzPxHPWcrBP6I1mQgQCG0YSGxz7k5WX/JXgMZeEy9i478MGG561k0vq8ZG28LayoQFgU/v1yDDRkMA+XFyRNa/h2AuntjtVcs2+UCve6FnUuubODq1csYHf4I5cF4EUkIbk8AYe5TXHA7wcmtBIkCWJYAbrYUFGlcqETDfTKgfy6ru2bj7uz33XjPhg0bLDn84gGFwefOpKxwPGVqP446CauyyGpUADOiACQElXjOuoWCrqE+ur5y4EYZcFEDhMWWM1H2AKfkqbLmU5/b2fm0t79QrZQ4BgJ1PmV0tmXbKXQBRc8MgrkgeIePd/Zar6BzR/Uih0ZTeiIjkODi3ffQoP5T22n7EkxTrI4n4neXVdT+pampaR0h5F13sERTrQULntovaledHXjyOKDk0HBkFFNXhW6ZaDfPYgAbgg3URGDrIp/dBrFEJViRFOQLechlcPpHQiSWBIkOJkTp1oc2AMOmFqa9ArnfB3i0kMmsz6QHpzKDn0uBzQBCJ+K+NNDAHz3BgrUGbdZVyA1BQ8t4kJLB4GAv5Ib7oaq2Sbdo0NMkCIoJs1qYK3ULTbd7UDpczHchQP5KKX2Ycv5cOp1eVRKI7uw34f3zfAlkvH+u5ajOBPvvUbnmJuV33Rx4WwG/EgI/DypwgZuTQfF9b5R+28/Lx1/xT+/C0103VYDKPMLF9oPd/GaQXhooM/QdDaGtC4l1/s3J+o/sVZCBJ7z1lclHg2HeaMaSRxt2g40eF5RXQuBuBic7HwJ3G3CBOo1WUKztT9JjP082feUNrqWjKVxvx8fPk/lFZxCRO4QbdouINjFhTwMmEiCDDLi5NSDdLSADD5ioxgj5Pqlq/8yMqj+62eS8sraL3zM96vb226J2YXB24AxcpCB/EBe0WWC6KmowTAQaCaA8oqly6echcBFsbNeshgzyACQCyIIwXiuFkVwCzP4xEeYrwcCMzX7cn+yDX1BKbWlp+ccwrlWvvrpfAME1lMIZjLOUds/EO21tLsX1JJNWHWIboSiOxDYBthLWr10DL8x7AWrqaqG6ugosMwrJZAwqKiv6o3b0eULo48DYI42NjV2jufZ767VqwQKxirGDAkY+K0EdRyRUoGsohq9RDTIwRC5kNDA6PpseAEY8SFU06jDCoaF+cHJpiKfKgPOoFofq/CAZhPkpuOgjq6GFnaSXEPInxvkTSqnVg/09h/pOcBmAmkQoi+E+sW2D2hikNvMjI5pRSZVVgeO6MLC9G0zBoK5xoq61koEed9VskhamYpw9gj+0mg1BDra6cN8IXoCShwHIA4SQF+vr69cT9DcvPd7XFSiBjPf15X3zk0tvuWQSCfq+Lv3tH1ES26UKpL4LNYBaR/YBq/lQsmnOK2+2hXTXVRUg2SPcyBzs5VZC4GeAMvQ5QHV860KqmYy9DzLw+DpfOeZow8rfKCxytIjU2IY9FSgmjsohzWh4ufW6501Eq2JG63LlJ+7Ie5UPVbdd1bM7l7+r/VONzH3iWMIrb+AiPZnbKSoiE4Cb4/QXeuB1g1dYD9LdDkAsPfFCRctqQsp/49Kyh8uqrxp1pPruHOeees/KeV+sB6rOBZX9sJLZGVxYCWGmQFjlwI1K4CbGjeMUCnqkpMFzsWffq1NtCXigSAJMqxoIr8sFrOExH5qXU0IOBqJGGGPthLFH6uvr/yF5deXKlTM8Z+ROSsghTODdvaHv7JHOxztt/aNtR5leVLGF47k+rF27Bl78+9+hsbEBpk2fDolEUrdOdES7vqsnfUDhQQXyYSnpvLEyCbGho6PWpXCJ67rHgFQzgUIFggQEV9qUjHHtjIr6iHiiDCKRhG5fpAd7wDQEpFCU6YWaFQQYodcFcj04iUKBFSdIimBji+/59weB/zfPK9j5fO4QSvgZoNR4NA9DK3j018D3YUsFj2MkO6xbJU2trWCYCc0i4b907V8HMnZ4bOAxIK7RWpEiq1K0K9/KGH0WFHlKEfJ8Q0MDMkuj1kztqc93aTt7twIlkLF36ztmt57efN6ZAJnvS7dvPAB+GfmgUFchakEZR/0WRNvNZfWfQlOIf/pAkKEkecSw5MFerkMLANHKWEmMm25ZSK0z3zGQoRmNpR89Gvz207klPmrY1XVGdLK2IMcFCKPcg8IK8L1cGA7Gx40oKPtl4EZ+k2q9edHuXqSty648jwXzTgAyciwTZpsRrQOB9uO8AnBSJ3A6ta+GknmgHAV2bRkq6p9VQdUfXFUxt7z+k5t3d9/v9Pv6+v4UH9yweKaX23YcZe45lPrTuIiAsFIgzBpA0EGNGADhAIEDnpOFAKdw3CEIvEEAEgWwDgAppoIEdKHE6QktFsxSAi8AkPuYlHNrW1s3vP7c2hfN/xUodQFl1EKba52xUdQOaN0A3u1T1GuEX2XhHbyE/v7t0N3VBZVVVZBMYgsh0ABDJ5WiQBHRCcCrhLCnBDHuHcgMtI8FI6/Ozk47Nzw83fHd/7Hwh9OJIofq+HZkNnB6S4fRSLAicX0emeFBcPLYvsDguygoX0GANcBRVz36ilM5YU1eG4zdMZmjZNoQ5mLTNB+QgVqWGxmZ5HiF45RSxxCglVghE8PtDEMzRugQ6jp5aGqbAISEpmCh2TkWPvT1CMdsQ4CjwYYGIEq3b3RibRFs6GwVQrsJI89TRZ7mpvl0VVUVgg2NXUqP908FSiDj/XMtd/lMRvp+XA/uqzf63rqrpY932wQU5kUgxW/PBDCnfiJRd+B9hJzyppbBmslQ5BHD5gej6yZ6RzAeAQXYM29eSKwzbk7WX7DX2yWvP+nuBR+oDMD9lGUZn+d2pMaMtgEzJmqdhvS7wB1ZAn6hV2eRMN6cB9HwJID4LWGTn4tVX7ybrMYXG7nzwOHEiFzGaO44HkkCs9vAsFpBgQFK9oOf36CNrPALmYk6oLy1k7DaP0pW80ABaha9l8Zd1y24M+kV1h0dyOGzCHgnckPWcZEA067U4lAmYkAF6jUQbKTBK2T1uXuqDKR1GEjAthIu+LjohJMUOieD0m4C5M9csftHAmfhDkOtpUsXHSX94BQK5GIFUI131BzvsnESA5NOOdciSZ0JgkxF0dHqf8c+dzhY7nDTxP3igh2OiGqwIclThNPHYobxRPuKFSvHgkV5e3t71GTqID9QH1ZSnQgExmshJbZOBJ630GZl2eEBEIJARU1z2EJCC43iP1LrVIqLPkbMB4EGCYFTgEAGIKwI2JaNIG2zDIKl0nMWKunPH3EKdSDphfn8yEFMcAuZDMwzyWczGnSUV9YVjdCYBnmhKHUHqxHqMl6zRS+2UhDk4d/pDBbs2lAcNw5bKYyQbkLZ3wVjfzMZeyJVU7PTEL5d/rIrvfBdr0AJZLzrl+CdP4Bs15f2l2rzLcpbf4oMRjQliiwGgABmH7CIi9bLo/VfXfhWRxaCDHjEsM2Dccogn34eGMMRRw7Amtdye/acWM1Vo454f7vVWLXg8spyuuSDkg1ebZj2ASI2TghrIhBeCwBZ8EaWgVtYDyqQwIw6lxmN64HWPkGC1N3RhmsX7+7+t3ecf3DgbvyEhOGTTdNtY5FG4FYr7kO3EXxnMwTuJpB+FsWQQEVTmhltrypVfT9hsf+OVl2xdXf3/W68b/HcG1ujtjpD+sPnKDUyixtGVBiYiVEOhl2hgRwVtqbRfU+BzyaBJOV6YURLa32XGxLuRWZBL/gZCnQ5Zew5KuWv61padMz8qlULKp0cnBAEcAZRGCHPbKTzqU465SCKIWKhQDIc/SzSGtpnQi9weGddNPEKBaMh2NiRUEqB9DLCFjJB5mZzhR+NFWFiR0dHLUh5Cih5buB7h/iBnzJMDEEztL13PjMIqYoqiMTKdFYJurS+ntXR7ELRzKuQz0FhJKOnUHD0lKE/hmZ1mAYREPhDhmk/K4TxSqGQc3t7u6pBkmNNw57huI7A9yfLy8GOxjWrEtYdmSG8FlwzRfqBZIQ2LUVGBUEOhu0hWxrGzWuwsaONUpwE0lbrlHZTgJeJYE/ZhD2Wqq19A6v1bnzOS/t8+xUogYy3X8P33BbSWz5zOgl67wi8jY0KUIGPTEYBCKsGYh51H7Fm3JysPu8t/Q0GBi5P0mzwcyuSPB8gCrmBB4BSE02wAHhrjlozbovX3DDn3SrOtvnjD6fCukJxONeMVFpGdArGtgMQG7zCSvDyq8JJEJpAS/I05Q3PUpL6nSQ1T8dqLtu2O8e9fdW3GvLpRw+xTO9KgOzx3DSAR5HGbgJKUyDlMPj59RA4W0MVPq8CbjZtJqTqYQlV98dU4hVSf0Vud/b9brwHw+W29bwyVUHuSAb+Z5RymjiGnlnlYFjFFoqIgmTjIaBNr4kRccHfkY+hx1Fx/BG1EtqnQWsm0pTSl6VUf7KUeqC6rU2zTEsXLJhMOT3Xl/IcUGpfQgnFO3phoBjUDBkN1C6IcNz1jYttuOBh+0C7ZhbvsPWaiB4VevRSMxy9w+n0E9lM5sGDDzvsoXejrv93nx0dHTFCyD5uIXe47xQ+xYSYIbgBjueA72ahvKpBh8zptFSBDAEu+MjUaGJDtytcJwfDw/0QODmIxFCwa2m7dvwcoh8J6luwJRJaltNBpWA5IerV4cG+p2XApriFzHWZ7EgsUVYOJuav6HRcHHdFMS6KUvG/w5rrDKMisxEKc6Vu4YR1D7NQtGBUogwjbF+hDkSPHePfMLaFcrKAc/6UYdiPpFKpEtgYCx/E3TyGEsjYzcK9V9+m+h9NFLwnP+O7q2/xPbx5xjQmtFJ0gZj7ghIzrvGMw39VXX3MG8LQ/u/59q38YtywR24xI+JqarRAtu+3QMABQmJAaBMQ0XZ7ovG7e9zxczR17138wYl5r/eciA1zmElMMzYJmNEKhJWB0guWqKSFAAAgAElEQVT+MvALW8I8CKPOEXbbpkCWP0F88ctY05ylo9nXjtcqNYf3LV+5L3grjgAir2E838Yi6DGBrEaTXvwCd4sWhgZeMXTMqEsz0bKGsHHPA418P1L5b1t2Z9/v1nvWrbszKftWHkyYeb3vDBypwDXNSAwsuxq4UQ8qeqL2clAo0izeyeIi4/sh2NghVAwXuXCx0WFoQdAllXxUmPbvAOBldO5csWJFhZtLTw0Um/0/ZMY3fF+CFoXi9IlgIHDRwztsFC+i30MY7qGnMLQwVS9uONZaBBs7pjAohUK+ACs6lsHmLZugtrpu+bQp+94788ADb3m36vrPwEYhOzhTiMiBQMjJuXz6UKJUNJ4q1wFomO6qA9GKzELYjqAgAwXpdD/k0gMQjdoQiVfqcx0ZyWhQgN4aCPBw8deOn/h+ZJgYHZRKvRj4wdyh7du6fM+/npvGTMRlmjHS7qxFoPHaqC2Or4atkP99hK6lb2yhYPskzEXB7x8EQ6jTwJZXeP2J5JR1U0KWEML/WNtQ+59j5TqUjmN0FSiBjNHV6z3/6uHeGycwv3eO8jddgDHeup+qaUwF1Dqsk/HJl8QarnlqZyeq5s7hw+P6jhEWe0LY+4Ez/EfwcmuA8iQQWgmEN/yGll1yfSx2yG6xAjvb/64+v/T5j5XVRl492CPqO5bp7MejzWBGMG+kGggR4DtrwMuvQaZYsxrMaB5ivPYFShL3+qrtyd018OppPyFK/KEjCMmcRzi5hAkJItqs4+KRwVAyC4GDrMYWHWlOWDkIe1waSPNiIPa3otud58i0OWMiUXRXa71u6e37Uj97TD7X9TESjBzALcF49HAwy08O7641S8E0lR6gRkDT6TtEgkWwEeAkROjeieOT69avzUQse0NL2/h5iVTqGzU1Nfrz1NHRUS7d/KGBJz8BRJ2nxyUN9Hko6jWKi97/6jU0V/Ja4FfYQgmzOfCOenhwAJYtXaJBSnVNDZRXVkEqVbZdCPp3TsWL9U1N39nVOuzt1/X29sYyQ0Ozs+mBf3Ncb7ZtRyPYrtgx8oqaDQQPOHqKbQ30shjsx4EaDyprmsDzFWSGB8ApjIAdiYNhRUODs+KUiMZlerFHZgIvB9kIjK7yC4W1maGhxxWRtwaBnK4j4EW4Xz1ezIuTPzq4DtkNqh1ii5rc4qRLsX2Fia+vAczQXE36EihHJBqO72rtDCEBZayLEfKSEOKRypqa3+zt+pa2v2crUAIZe7aeY35ruS2fPkzByI99v2uW7/SFdxxakGUAmIc9odiBXyxrvLB9V05kuPOKiZSbq83oFAicDZAb+AswZgHlKSCs+RllHPqlRM2VL+7Ktvb2a7pePmg/YZvXQbDt40Y0CWZ8PDDRqBd86feCl1sOvrtV32kzUeNwq22rhMaFSpb9INFw9Qu7c3xz587mM6IjdYEROVOBcy1nfS3UKtdgQ5itunUTeFvAL2wE3+vXiyAKQ7ndvNLzD3jGpR9c6CvTZ4wtqa6ufk+Mva5Z8/8SXu8rzdSo+gwpdH+Kpo5mRvwQPUKKd9saaGC++A6bcN2zDwGGjhnHFF8lYfPGTbBu3WpoqG+ElpZWpPYzhUKhI2LZv42Xl/9qh3Nke3t7m/IL0yiw7/q+P1WPt6IwUo9gmhp06BaKHnkNFy4dNIqOoUWBYjadgQUL5kMqHoWmtnFg2+HIpl5oQSkKsF1SssgwrCfr6ur+fXc+C3v6PT09PdGhbdsaPRUczjn7uO8FhwMlhmZw8JxZqFfBMhecPDj5LMSjMYgkKiCbHYb0QC+YVgRS5dWAuA5D0DTQ0GADk1bx0wivLfZasAmwGQjZ4Hne4sGB7b2M8W/jtdNaGFGstXYLDR1LNSulf7TSM9RsYGtWO7Mi2PjfaHkdylZsq+CfeOB43fB9mtkgyueEbmFcLALG/ru2tva/93RNS9vbOxUogYy9U9cxu9WR7svPBJX/ne9tsXDEUCvSUe1Pk0CtA37AzLNui1YdtUsixIHuzzYLYj5uWDVTCE9Cru/XIP0hPa4JrDULdMI3Uk1fu22sFGPLsvObmCycTYOll3LT3FfEUC/RCtSo1oZSgWY1cMEf0vS+MMc5ird2yiDxH0P99N6WGTcN7s65rJx3STwa6ZslVOdZjA2eQw2jUURRGNqGAlAAVdCMSuCgqVkWXDkR8uwzWUlaMpSbyjR5Wkr6VDLJfxmL1exWG2d3jvvtvGf58jvr6MDKBkiecic1mmZh7x579toeHO2yi1HtO2zCkVnA1R/bGJ2dm6Hj1SVQV98IbW3joFDIw6IFC6CyqgYmThy3LRZNPGrR6J21bbUv4zEqpdiSJfP3ZQrOBkm/groLboRtE3SxFHoShYZ22ShQ3JE4ilBDBrDwlZf0CPe0ffcHwli4+Pme1hWEcfJI/4OkivQrSl8ilP6sqanpsbdTnz313u7u7shIf3+dD3ClH/hXKaVsrW1AEag+bgZOIQe4zsfLK9ANHIaH+sF3R6CsshZMK14cNQ0XfKy/Bl9Fpong4l/MMwlhBwBnZAsotT2Xd37jOfmLC4X8ND0ajMyGtijHFgpqZHYIQ/F4wrojraEHgDTOC/U4Ou0V9SEaZIQx99hKQ0yih2SLrEZoKEY9ymgPEHhKSvhZc3Pz/D1Vy9J29k4FSiBj79R1zG4103XpuZT69/luFwT+Nrz5CUEGqwdmHnKrYqf9IF43a5cyPtLdH60E3/y+iLZ8UliTwRl+DAqZl4AKjIKuhgAa/8uTx325qvWcXQIt70TRejvmxGT+gTZg9k2M9X6UR6sBY+OR1cC8DeljwuoK8Apbtc26MBvQtXO7Ug2vuH70pvKm63drkZ87dw6fGHk0yQQ5htKR6ynNHcSsBBjRJmDmOKCY7ur3gJvbCmnv41CQ07RFNrYZDGGAYVojeCdJff/WmpaW9wxlvKJ9yfclhWs1nc+McPwSFyScDtF3qOHdrgYYSNcHEnL5HORzOTCFAV1dnfDCvHkwc9YszWhEIjYuZDklYTtnbG4smfxxKpVaiHH1S5YsSYogmBlQ+FwQBGfgKoVCSFz0BN5pa5FiuODhXTYuelu6NsG61cth1gcOgnhZpRZD4oIX+jz4Wi+AHR5sBWifDQUepWQNSPV7Mxr9bc0YGbfs7OgoHwyCakbhF17BPVKP6CKrYaBNuQGGMDWL5LoFnXtimQIqa0IfmR3jvuHUjQTfDUWZ4WSKH07ioD+HZndQVKqJBhRwbIDAX1dw3O5sevhgJWGKNg97rYVS1MposINMVpiJEhqPhswGArqQVQonjTzX1ZqZUMMRtnHxmDTAKF4zbAVRQvKcUZxHf5pz/h81Ne8N8P1OfMeNtX2UQMZYuyJ7+XgyWy86F5R3n3S6QPr9Om8E7+II3wenQj71xIsH3X3eeW8d0b3jEFX3nZGs2nzR/2fvO8Dtqsq031V2Oe32XpLcFNLohCLwi4iIiDo2iqgoNlSw4DiOoziEUdR/xvbLOA7O6IxlFGJDBxXbBEF62k1y024qKTfJbefeU3ddP99a+ySxEpKQBCfHJyYk55y991r77vWu73uLEMUvWdlTEPkjKI99WyvYhNUBiOnrmZj5kVzXB3/wLF/WM/p6pRby0f4lnSErvUbE227gtphnZabBShE5s8c87KobERI5k1JGWRZ2elrA5PRRRPhIRsSLWMdnSs/ooMmbBwcvdzKV7pN5vOlNPN56JXd5h5Vug+XOAHd6EUTPQyk8DaHPUPU9vaNTKtCLpGVZyrHEbhXzHzIpv9zR0bH6UM7haH6GiJpR4I/Q7ph210QKtISTlPSNKsHIKJNocwIbiTU1hYGtWPYE6urq0NrWbt5DO2mLDN8YpOJVxeMRAfcTPVO77qxVNdatW9cQeuXnx6H6v1EYzCITL62E0IufowGGtunmDI89+hCam5sxZ95pOigs0ooLw9UgwEELIEkwCQSZVo+EpJAQoMQ428y5WMSl/K+urq4/aVx3NMe7v7+/jXN+MaLgAyrGOSaRVsF2TUprUC3DKxe1BXm2vnmfQRYBMh06VzPPUkrbhhtDLUPQpD9rgJFUSDgVJBiqDCzgjI1O5vP9nl99JQEUw9eg6hWBOvqd3FrNHBsFjLE711+oZTDG8HOfoVfClTFdFDqPWD9XqPVSAxs6iA2sakmR50L+JFLqn7q7u9cfzfE+caynH4ETIOPpx+gv5h0q/1+N1XDdjXG48+PEAzDtEgdQBDLOgpKz3tTY8+FvHOwF03O3uO1tcyDZ3VZu1inCmgpv/IfwissgZD1ZacdMzP5X3vCqT2QyC46baoZ5mIFt3Hi5nauUTmJx+VbBhl8jM82QqenaBlzIFsTxCEKSu5a366qGdEgtcVJJidbHYj73C3vyLb+YNetPG5b9qXEkkDO0dKnLnKaXiXjTLUztOIU5Ocj0mYgzHwAEkfMi7YOgd9ZhoMO+hGAENpRjOT4XbK8C/3pXV9fHDna+jsX7qMKwcePGK71K5YNRFJ5NCw23qLRuyum0496/w02CtYgYqpUHVDY3VQXiC9CCHwSUl6FgO9TWIOkpfRcrKca3CiHf2N3drb1OlixZYqWFmFaNoqvj0L+eMT5dh39pYij97qAwOYFV/Stx+plnor2jWy+4cUJArO2ufdpZa3tuw1WgOj+BE92KYCxmCh4XYpPrOLe3dnTcdSzG+PePSdcOoD7nurdWqtWbyqUJpOsb9IJfLVEuXIzGxhZYdkpXHXSYmV6wTZgaXWdtsaffjdS1pg6h6g7hAqVBBAGFWmWDMeyNoihfLBbmVErlROFDY00Ab3/CrJEpc1i2nciMSVVCV0FKN3M1Oo+GZK9UVarJYJPqCv3w6u/QVRFuWiqM+cISZSHt7zqOc3tjY+NxAfqOh/vhWJ/DCZBxrGfgKB5/Yu83Z/J45+1SbL8qqG5DWNmm9e5aumZdCIi5b6rvufGgQQadenHL33REwv+UTLlvtlInaU5GZfQ7UEEJwukGkzM3Ct7zwUz3LT86ipd60IcisLF1zZvbnXDn1Sze9C7bZrOtzFRYbh+E06vLyZE/iLC6CYFH5EwBKz0nBpsWBmHL/ytx59be3g8cUqLnokVXiivPKMrhUnALosF3Va1XNPOGt8J2uvSDWTGmgUboeagGAYLA17s6Kvu7jquEkBEX+K1S5Xd3dZ30R9NyD3ognsU3Llq0SJx66qlpv1p9rWDsa3QNZBxlbMKJL2HaFzp5VO+8iU9gTB5qqgf6XYMuqnLQn7VNdmwsr4kwS5RCxsYhxI+yWecLTU3tKwng3H///aKtsfG8MAz/IQrDizWhkNpProWtGzeiUJjAaWcuQF19kx4BqlRAAgi5Bpb00oRUUkJQCyUhqNbUG/pcaY+t4iBW8S+fOumFM2bM+YMclmdxeP/kVxPYECLohq++p7g4i+5dr1qEoJyTpmZtXKYXa+2aatQ/xl+EG3OupLqgl/8ggBeG+lgxjQX9LwbEAWCDKhuCMWJ0cIqeLxaKGiTq+aV5tgz5V1c1iJSq+RZUXUraZpCI6S8TQKmPlUieTVXJ/LcOgKM2FnE2tK+HOWeaCckRccsOIOL3cVj/1dHRcUgVx2MxX3+pxzwBMv5SZ/aPXNfeTbfMclPx7ZYTXkkAIyyvBuMpKHq4yFmDUp50U7Zr4S+e6ZCMbbzqAmk7D1qZOcxKzYI3+StU8vdDyByZTYHz9jtgT/lUpvWjx1U14/evc+/ya08HNn2CYeilMtPELLIld6ZAyC7Ekalq+JWtUEEZwmmHdOeA85aHfHbKbfVtb/jV4eQuPPnEO0+O3Bd+PXJmnmlZOUgrBcd19eJLC2roV+F5pqpBkkTaWdoUv65JdnwvA/u2sPDlltaewRqv7pnO49F4/6pVq9qjKLqdqfgtgtY0Wng0V8MxKpDEvdO0T0wmCZEQyVeDXrU2Rm3xoQWPAAstXGYfTmmf9hbm2h/7ype/9J2FCxcme2Ng3coV1z+VJLowDONey+Jsef8KOI6DU087E+l0xpA8aXctKKyemJ5k002LKaWaEjkxARqKouWNEsNEyRMAJAd+qrDYg5lM/ZeddPbbbW1tlHh6XGRxrF+/fo5XLn+7VMifLizJsnV1mrOh/UW0tTvXfBndijCVAShtF04VDL286/EPPE/fj/sAQKIMEpLm0UpUJMb0kySqlXIJlWoJjGSpVP3RTq00XwlHho5NLTDbnIepaCQeGwccl0AFAQ2SPtfcRLUqSUfLG4IubZhMRUZ7fGguUwy8wfO870+bNs07XubiaPycHU/HOAEyjqfZeJbPZWL7wpnCCj8hbevq0NsFr/CQ3mWQTAxyPpjofVN9zyefUSWDTnlH/+U9qXTmH1L1LddT7Dnt/itj30NYGYJ0WsHt2QBruyHbaf07Y/sf+s/y5R7S1w9v/XxnWPjV61mw5q1WSsySbq+gUDUrNVOLGSN/K4LKRsT+XqKjwUrPghB9CFX77XWde28HnuczdnCclt8/wWXLlr2Rw/+kbds9ruPCth1IJwXHdnXf2ieegOeBSvimjeCDcwu2bcO2LXo0L2Fh/A+VOP7l8fxQHRwcrIvj+K+qlfJNLFanc8FtQS0UMpRKFj0jf6SKBu1yOVRMlQXaSRupo++H+7w2qMKhgYFkKEyOY9nSBzC2ax3a2xsf6Ol7yftgWatreSQrV66cHnmVt7JYvf6hxx7pJd7pggXnIFfXoMebKhM27eqpsqJ327S7NlbYWg0RR7plQwqWMPDgV8oIg6puHaQz9bAs17hsRj5Vlr6c4XJRW1/fcQE21ixbNtVX0d9HcXi1bbkO51zq8dVunYlzJ3FdEjMzuudosSYjs1q7KkEX8AIjedUghNpZib+Jriho59X9eSYEwsrlAryqZwABVTI08df4amhgR2ROngAd/dlaC2U/X0NPfRQjiGrHNlUmAhsmC6eWiUKgSfM1wImPYus5eQ2A+zo7OwlsnEh8PaSn46F96ATIOLRxe05+asfaf25ubJq4STpiYezvQXXif0zWAbcAPgVM9Lwl1/u5rzNDbHtGr+GNr7hYSvfHqdysrEzNRlBej+r4z6BUhQyuKIH050JMufWxtf7Siy9eaOqux/Fr5/Lrz2fYdItkQ8+XqUzKSk/hMtUHaXUgCkcR+4OolHcA4QSEbIBMz1Oc5e5XauZn0076t6zpholnenkDAwPzw2rx3yMVnW5J6Tiuy2iH7zhk1Z3SgJAe7LSjM798rRag/Tu9z1Q1yFsA3xHC/nRb2+R6xmb9yZC7Z3p+R/r9ZKgVBME7BFMf5ApZCO6YADQqp9NCRddDZXySvvL9O2tNDFWIghhB7GvZJVV3RnYux8BDd0C6rZg6/zpM6ZtLC9hqLu1PO47zizAMi+QaStexfs2al27etP7vBgcHTzntjAXZpoZGQdJaat/o8DUys6LddWKZba49UTwowK9WUSyOo1ouwCEgmK4z9ugJvyHyfb34upnc3WDs05Zlbe/u7h4/lJ+tIz3umzevm12teB8N/eg1DCytM08S1Q2BDeO4mXiLaPdQ42+hr59OplbJiAhwBSCCbq2ypP+NEleTOavZm9PHAs9HqVzQChJqbujqk0XtGjPf9N+6DaXVR+Y89IvykLT6ZD820C0sqiwdkP5K400a3Vraq+Sm5UgUUw16JB6WMvuPnld6YMqUKUXGmOnBnHg9qyNwAmQ8q8N7fH25Gl/cUA5WvVta8e1QBZTHfwoVlSBERrt0wjn/s1xe85lsm8mKeCavsSVn1au6tre7mcbbrczJNgWS+aVHUJ18TMsUpT0VzDrlPiamfiTd+tb+4+Fh+3TXN7Zp0RS/9N1rWbjiSuGyuZbbkaL2j0ydBAgF5e+CV16PyBvWO1wnMxWMz/Bj0fezqOrdHMm+gHk2D6sYa5t/1Z+1aa+dy7Ztg/MnRsduiFT0ag7eadkWt1IppKi87Lq6zEwPX9pN0w7xqfK/Bhu0m6P+OlUCdBy6JbYxpm7nlfC/h8vlseMhxvxPjXd/f//JcRz/LQdeypmq41JIo0ggUyfjbVGTnBL5VTEifRo7avrlhx6Gd6zC8gc+ib7ZL8S0k99M7tTaUEorV4z8cZfk/HNeGH47CIKxWgDaHXfc+cpzFsz7aymsUzkTOS4lsx0iKtI4GxXKgTttSlkh9US5mEdxchgpx0Eq2wLPD0ABYjT2tuMaOiQdm0iLtHBaFnFE3s4Y29Td3T12rEv3g4ODrVEQvDMMgxuiMGpinKV0bglVFjTQMBJji9JSLZNJYhZ9TZpIqhiGQa3t4YknkchOdYWDQEEiVTXZJEZJwiKlScylchFxECVmXUKTgTmnipzJXqE5owA2LZs1mtf9bRQS1SYqGM2RoXZWQhTWVZXEe4M+QvePMfQiQitgSx5zJh6Abd8hgIfa2tryjLHjFog/3TPqufDvJ0DGc2GWjuA5lvfediW3mhcJ6aKav1cHhQlZB7AclDznHiHP+Wiu85VrDuWQQ+tfcrZt2V9MpVrPk+n5YNxFJf9LBMU1EFYO3JkNhZlf9KOuT7dOe+6kju5+7Jw+yMrHpCy/TKbrmqTbKUiFwkQPeRIh9p6EV96EOJiAsBrB5Dx4QXc5VjOeFDybiRX/Z8T8e5MstfNg1SiDAytfX/Yr71GI57GI5ZysC0c6sFxqo1Cgla0f5AQ2CGTUKhv08JWCWiimCsAhfq04+6coip545JFHJg5Wnnwo8384n9m8eXN7pVJ5Zez7VwM4k0vUE1LQxFCtQjF/ri12RFA0m+oI5cIuLPnFh9Deez5mnvlOeH5F+zuYRS4pnRtvBVpsHgbHZ0TZe3D9rl35Whulf/nSW8Oq91pmyTmCc8kTQylqQ1ELwKax1FUVrgmo+THymAnR0NwJpaQmkJJNN7W2LNs1CbPJwqyPS8V74jlw/KeU9heFEBuOB1LiwMCKMxCpv1axulTFaCReMxFyDT/GMuFxBPI058EAD10dYAS2TLtEh6AlKhTjGlqzDjcqFY0vyF+DFns9FgQAFTyvojkbZDmqdOVDQDr0PgnHIeVK8ncEUhJyqG7tJsek+dcuGsSbCQlsmGwaDUASN1dEBuyYazKVEZLBCnBP2PZvpGT/Xq0GD02ZMmXX4dy/u3erzHB5b7ZUKqFYArbsAVZsHw6/dNO5o4fzvX8Jnz0BMv4SZvEZXENpzy2vlFbjt4XbnaoWn4A38XNwRg+RHJg18zeR6Pnrhq6P/9mY9z91uPEtn2+I/QeuF6L8MTs3o9FKzYOKC6hOLIZffRLCaoa0Tobiubfk4ugu1vv5Q1JlPIPLPaJv3dP/V+9GtPr13LXOcFItKWF3QaZmajAVBzsQVJ+EX56AF05HpZKFkI2wnE5Iqwmcp55gnH0qVu4jbX1XHHSlaM2KFZ/zVOnFXIn5VP61UrTbc+DYKVh2WisC6OEa6taJaaEQX0OTGCkGnfrtQmzmQt4VRNHdQgifBYFQYVjo/OY3d7ADiJFHdLAO8cuWLVvWJYS4iUNdC6W6iI+oqxraxMu4htIvumeZJK4AsOaJL6M6NoAFl/+LjpIP/ET2qo2kyF9ByxBqCa+JPTb/PhPiR5ZlrW1vbx+lPv2KFSvmI/I+EwfxuZBWoy7bO2TkRQRcIi5S+JiFarWESmkc2VwdMnUtKBULmJwY1d+fzTXqBVXbdJO3AzeR8vsWWA08BCIV3giIxZlMZkdra2vhEIfriHxseHhr5+hw+ZV+tfpqBXW2ELxeK00SMqXma9B5JxUlQ8olzowxyqBqEi3qBvTRvWjUJ2SspjNiNAhJDLUSJQipfIyQJEK1UoHvVSnQBiSXsohEui8LhRRHhhtCf2eOrc01DNhIXhpshKbCUjMS09JnXdkw5FCKUtHARVJ1I2nLCFbiXN4bKUXZNNt7enqeESj4xW/XdaUE721syZ1V8dWZxWKEXSMBNu4uYXQyGu3rdu4Zy0ehYnLk1PmZ3Vedb9p1/5teJ0DG/6bZBjC5893nS7v1Djs9/0zKzSCCZhzlIWULIPug+PQbS+yl/9nVteCQIsf3bHjLdBnt/pBw4uucurkpac9CHO5CdfJhBN4uSNlMJMpNjNV9OObPezDT9rrh50LrpHabDDx85cyW7M6PMjZ2mbSsdul2cSs9VZt4kVNk4OVQLmUQ+LsRemPmYWa1wXZbwGXzKOf2txmL7pyMC5v6+q4nQsXTvtYve+y0qhKfi5k/g4FPJUUE7eo1V8NJ6V42veihGoQ+Ai+AH3j6gUsLmqNNkSyEcXSfJe0GqDgVheEai7FvBpxvmDJlyqanPYmj/IZ16wauivzwzWEUncoZ2mstFFIwUBldl9IpObU8hAd//B5ceNktaOq+QLct4ogUOPvzULRrpTbTot248YPQlQXOt1qSfz+McXdvby+18LRmdU1//ydK1dJlUvEZSspGS3trGPdKTcD1ypRpgrrGVl2CL06MwqsU9H+76bp9Mfa0yFIpn0BgTfGgA+KSYNhIYWkcR9/w/XDxvHnzjrmx2uBgf0/gsfeoKL48jOKZQrCUJoZqwEq5M0keCbVR9EJt2iiJYate8o3ixlQXiBy7LwQvsY03HhdE6DX5NZx8R8AQqghepQKSvpISRYMyOzFvI3Chc1hMLLxJ2a2BjVraqz664YdoI6+kopJIcamlQzCICKImzj7JRdE25xrE7GBc/YeU4idxLDZ1dXWN/Llb/tHBwbpggp8a+tEbbCmu55Zt50shdowqrN5aQr5QRUPORlNWYrISFSTn93c3O/cMjZYHQ8F3dTY27PrAVf87AMcJkHGUH57H+nAT298907LrbpWpGW9gzEV18l4EpdXgog5cNkHJsxfBmvfR+rarNh7quQ6tfvPZltj9MSuDS5zM3LSw+xD5O+AVHodfHYJlt8Oyp2/i9vyvFlnTP7e2vvWY7uQO5Tp3r7rufSJ4/BWxbT3fddNSpLqh5AsRYaoxEPLG4OMOHUcAACAASURBVFdHEQV7EEVVcJ6BRbJXuxlcpBcD4t/A2P0Ha7m+ePFi2Vifug7ADbGKT7KkbCCgQf1/Ahu25YJJ8jwhQiSZd1Flw0cYBclD1JDnNOs+4SnQ7jTmWBTH0f9rbGxdV19fP3YoY/FsfWbjxo291VLh5bFi13DgbCaUSwsbmThpsCEENg18B+M77seFr/5WEn5GlhWUvWF20XpXnXhb1EymdLpnQm40qgT+K8XYtxzOl7X39KxljIUb16w5eayYv1bG7ErG+UxyA9VtA4pEZ7EebwoY870KihMjWm7c0Nyhd/iU7qpAOSBmV62lltQSoB21iTXVLQITShaFlpt6yLLcTyul1k6fPv2Ym0gNDPT/HxWrd6sovkDFrFObnCYE2BoxlOLktQRW8zUSMy9dYTALvW6hJCm7JHmtEUONdblxDqWqgjY2o7nQyz+BlAiVSkV7w9A7CeSYDJQkFyUxcNNBcEmInals0CupbNDhYVxbqZJBp6OD93TlhACnARs0V5S1Qv9FPwsJCN0imPUtcJCvz9qurq4/2Gw9vGTTKVEcvZBxcUsUsRbFJHbnY2wc8jC4vQDX4ahL23ruh0Y9pGyBujSHa0sUK8FYGON/2prS92QdbJW23NPYKnZcf3HfQW04nq2ftWfze0+AjGdzdI/D7x4d/VadE2x4q2VlbxOpk3JBpR9e/l7EURXSbnlq7et+NGKzPtLQfcVvGVtwyOzrkf5Z5wq38XaRartEuidBOlMQh9vgFZYi9PZAyDbYqembIBv+TrErHkq3XDp0rMlwz3S6Nj16w6xMeuuHhdq4gLvZU+FcB1i9BCKgVAgVFBFUxxF4Qwh8wlFkBNUAabdCysa9XDj/pZR9j2xI9zc1Xfq0ahQCGlM6W07PF0tXc65excBm0EOeeADE07AdaqEYcyp6uJIttM7hqAVRJZ4PtDhoe2edb6GpfKsZ44uCSH23r69v3TMdh2f7/WvWrHl+7PtXAeryWGGqIOGlkEg5aTzws/ehd9qZmHf2jWYRN+ZYepHZRw5M4uT3xcrHNXtsw9cgpway7lQq/oVf9b/kZjJPTJs2bUgpxdetXH51xfNeyxS/SHHWTIsSjTGBOwJ0frWkqxj1Dc3INrSYvbLuHBieggY6B1RVQt9DFHoIq4ns1qXWV5paARNh6C8Ky9V7bcvqnz5v3jEFG7t2bZoymS9f4VWDywTnl8ZKpY2ld61tYQBX7ZeuLCTR8Ga9p+s3ehTN0UiMzAhEGO6E8RghWFDz6dCSWcozITAQhahUSR5MQMz4XmgCMLVRtK25aV/pX4kt/b5M+X2QI9aAjwAeLfh0MAIbNcCjmy4Ecqi2lUil9TmY735YAXdLJR8JWbiaVElLlozVl6PR86RgN/shLuLScifLCttHAqx/soR8KUIuI5G2OUYnQlT8AA0ZCdsW8AOFveMeyE8klxLIpeUwY3zYD8N+we2ftNXzJ7Ktctt7X3r8qsEO9ef8BMg41JF7Dn+usOvG53Or5bN2atYCuozqxE/hF5dDyCyE1Qsl5v6bdHpuS7e8a+fhXObw6vOvYZJ/wnLqZjjZk8DtLsQB+XMsg1/dDctpheVO2wx+8teq0dxvNHe/cvvhHO9YfXZo1RVXyPjJdwfy5S/lVgesdAsYzySZDAFCP4+gMobAH0UclbRk2CKgYbeB8Wy/4NbX4GR+MV6KthwMMXTdunW5sFx4VajCVzLOLmLgTeSVYTnUQiGgkdIP4t9/qNJiR7vnWqx2TWZIuzgFFTDwHwqBe5h0fvl05eJjMdYbBla+uRqqK1gcn8OE6pVWmv34G1fhBS/7W3T2/h9DtKTFiNQJpCZI9ssmaMtEydd+0WKnXS0T0mJsqgo0N5tSqdS9jpX+VteULu3cSeNdLRdvjvzgUsVwIVUmUumsPgYlnNKy2NDUCsfNaKMp7ZpZ25nrHb05LvFlKsWidt2kU0ulciDlEBU2CPSRDBdxPGxbzl2WlHel6qKBpqYZTws+n825WLt2+bQ4xLujMH4+FBZw6veQYVfN04KUY0nriuLdNcjb18qocTRNZYMWes2R0LyJhJypZacGkGgzLmplJQu/rsqFPqrVasKtoKA6+nejOKr5edBxtXRYV+hqbZT9o0JAh+TO+vvoHH6/slLLpdEeH7VoeeN+yjm/XzB8e7TAdo2NV04Wkr0zhpjmQ2D3eIjNuzxs3lVEKmUh63AEMbB7pIpsSiLr0vcBo4UQpWqEjMORTRsSbaEcYLIcaZCVccTubFr8T9blP5fK/smnbpr7jHghz+b8H4nvPgEyjsQoPse+Y2T9O7udOvF3ttN2o3DnIfK2oDL+Y0TBGGy3DVz27QrjxrfvmKz71fz5C4238iG8tg/c3ORg+bWSe++zUrmZMjMbwu5FHOxGtbgCoT8EKXKQdt8W5p51H/MaP5nuefuOQzjUMf/IzifeNTvk5XVK0GLTrKsV3KoDs9JG8ueXEFbHEAbDCP1xXekgfw1htUJaDbu5qHuAwf1OnEn9qq3t4oOSu/b3P9rDId4axeHlDPxcenjZLvllUAslpb0ziNpPOSCmN24Cr0wZ2fAUzDpMPXZTARCcjyuwO6XN7+vs7P3NMR/Y3zuBNWvWTA1D78UiZtfF0rnwO//yJrzsypvR2nOWXmB0CJoOXaMFguJTjf+pURwkO+pkodNmWlUPYVDRbSWqBhFQ0AFsiv2iUi79NJvJbJkyffqPBwYGbB55Z5XL1bd51er5bjo9hxYIAhmO66Cuodm4Z5K/B/0ioKFDwJI2QBSiWJxAMT8G8Bi5+haQHDbwqxpg0HwZgiJxBmRJgC1Tgj3IOR5OpXIPNjc3Tx7LuVi9YgVZsr89DqMLAdarK2AUfqYtw40dPF23qTAYvoypEhg1iL7X9DyYZNfaQr+PpBmG+woRBiyY7zIvpb01jK28kauacTaVDS23TcABzfv+ysgBI5a0UEyU/e+Cjf0hcCYTpVYdoXmh0674arhQZhOeF3dAiOxklWPzHh+bd5ZQ9mJkUoasOjYZoOJFaK03AX5+EGMkH2jOSn2WuFEcfghMFAN4hEb0T1zyYjGyaWsoiti3Gl3/F1Kohz7/gfP/IkiiJ0DGsfzJPYbHLu64+jpmtXzBcuc2MlkPf/JBeIVHNDNe2j3g1vR7udNwY6rpticP5zQntr+1yZvccC1n3vvtVG6GnZkBRtWSuIigtBx+dTs4c2GlTwGze/6d8eZ/SDf/9XOuokE5JAumpr/th/wqSvpMZZogiHuiCZ9U1RBQsYc4LCCojCLwhhFHhCVIOdGi+Rpc5pZzkfllFAXfbtvWOMAuvvhpTcuWLFmSTln8eSGit7NYXQqgiRZa4mmkUllIkrty8pXQ+zldOtatFAq9Spj4tIOnh7M2ZNIPeJAr4jLJ8E0lnfu7urqOu1yUVatWvYCDv+iX9/7rdS3tXb1nnfsy3b8nrob2tyCwoRcfAzZM+JkxkjLBa4nldSmPOPJgOcSZIT8w6s3TXJFKIlCWJdc6trXQSeceam1t3bV8+fIG+JVLwfCiIIpf4FUrJ6VSKaRz9QbcJDvsmgRUx9gzDr9axmR+BNXKBFrae3UwYbk8Ca9c1sDITef0wnugCiWR666OlFrEGFucTqf7j6USZfPmzVNLk5OXMBVfohi7Vj8XaouyriaQLTmF1plxN/4YdF8lKhRNukgAR2JsFpI9e5LwWot1p3uVa0EQVYQSsELVtiS/phZapwm0+ri1qoaR2WoOxwFVid95fiW0DWqb/DHAYSLnlb53wpijUo1R8ThCCIRKYGgsxMbdHrbvrSCbsigrBUEEDOcrBBJQl6JEHYbRyQDlSoSMK1CfkxpOFCohJkuhNjbTEucEQJnfmeHthEW014uPp7Psc1+4+eL84Tx7j5fPngAZx8tMHOXzqO54+0kBgtu403KNTVLTqIjqxC8RVAb1Dpuix2PW9/HAzX62qenDh1WynRi4sinA7ms5L9ws7ex0kZ4B6U4DUx6qpTU6Ul3vot1ZEHbnf3rRgq81dV3/4FEeksM9HNv02I2zYtTdEvp7LhYy7rGcRthuq7ZWl3YOTKb1bi0KypqrEfojiPxxHcSlc17sFkiLIs2dexlv+HlFjH+1t/eqg9rNDAwsnakUe03key9Sii2wLNmQztbBddP7ornJ34DkhgeWrWmxJdmn7hyQUXrNFpoW5TgaLxQmfxKF4V3pXMNjs2fP/rOM+8MdwEP5/E9+uOiNW7b1n/SiS65+U6iiXl1Kp8RPkRh5JX17Woi0KRMVNlSsS/CFiTEE3iTSmTpYTg4+BdAFgeZbkPqBFjUGFluW2KgYux+R+nWa8wdbp00bWr9+fUspn39dEFZu5EzOJm8M2l1LmwiKRs2jd8SUcgqOUnEShfxuZHKNaGhuR5n8FCZGdfuqrr5VV5z2kRK1+sSU7U0WB5tgDCuY4ItdJr7T2tOz4VDG6kh9Zl3/Y30hS72ZsejNYaimULuN9KEaWGhQp2XTyZ/N3xszriRVJ1nINW+GSLIJ6Ktxh0woXo0cmhAy949FwjfytVTZuHySvDapqtTs0RPJsXYv1XLbP1zqiJhrWmnmZ2K/9DWG5yuUPao8kPmbRKHKsHmvjy27KqgEDFmXqoAC44VQK5o6msgbBah4MUYnfS1dbszYcB2GahBjshjBIzRisu1/B2AQ5CACcVQtwo5GkHOdV6TmnHTfV244dE7ckZrrI/E9J0DGkRjF5+h37F332iudTPZTTnbaDGn3IfS3oTpxP2JvF4RNO/G5e8B7P5yp4i7Wt/Cw2M/5bdc2+hNPXivY8Ot5qu50KzU9ZaX6AOYiqAwgKK3XLQTpdEXcmfugkO1fS7Xc8s3n0tBShPvewVOm5Yd/c4GK8lcw7l5NToZOqklLWIVNvzIAtyi0E7FfRFgdQeCPIAyLBmhJqmoQ2GjdzWT6HsTeF1umvfqgKgkDAwNZBOV5UaxeJYS4xk4504gMSt4OZEZUM1Oip6GJUje7OZL8UbopPdj1biqO9eJYLExidHhvxbHkunSu7sHu3t6729u7Hz7e5mRwcNCJqtUr/TB4Kef8ddTjNz4LJl1USx61x0WthaF066I0OYRUuh6ZXAs8j/gSBZ1Hks416EWRdrV6N059fiiq52/iCr8VUv6y3nV/M7RjR1SM/PPjODqDM3E5wM7RXhI62jwBGsRXUECpOKEtyLunTNeOpeNjIyhPDKOhpV2fg+HLmDaCDpyvSW4TAytd1WAsD6V+E4H9KIqin8ycOXPvsZoLah8JEV0ZBbgkCsIXgaGX2iMmqMyAPN3SqFU1CGgkclFd2tBCFMPVMHE0xJVQ+4iZhrRrVEIEjI3yI5mLWnAbcWwSi33iydCib1oopnplAM9+i3TKt9HuoQe8aI4J6BgVUIxqEKJcClENGLxIIlQcQ+MxBnd62JP3kLaJg8JQ9UOMFgLUp6WuYAR+jHw51NUL1xVoaxC6NVKqxJgoB/oeMNULE+OnazuMgI1CfnQvRoa2QFUnkLIizJ876319fb1fW3jjwbVNj9U9cLDHPQEyDnak/gLft2fV29pT2d3vE27zDcKd3SSsToTeGvgTDyAKxnXUuXRmDCh12qcynXIRYzccstqEhm/byg83ptWjlzE+9A5mO89zczNcYU8Dlw0IKlsRVlYjCCZJ5hlb7rwtypqxSPAF/5pquvSwWjZHe+oWL14op2bHZwS+uoYx721gfg+V4onoaqfatPspk1n9rFFhGZE/Ca8ygtAfg4qr2s3Tsrsg7DZwnr6PAb9unX7lZw72OtatW9fFVPBmsPgdnMmpOouDyKYWGVgRKdKU8ImQaJj/xleAHtSTEwU8/NADeOELX4gdO3dgYPVqnLPgbNTXN5Tr6uqWKcRfi5n8UW9v73Eld1VKif7+/hk251crxG+PY9Wrd7c1W3ICHEmkPC0oxclRqLiCxuYeMG4jnx+HVxyFm6mH7Wb0gmes2mmajJIh2Yn7kvPNMfBLPwj+Y9asWcsHBhZng2rmxXEYvTWGOp8Lq0H7atS8NVSsbbQdy0ZDcyt8z8P48BCEUGjvOUkfRxMja3wZ7fGQLLC0JOlCgakGGJYC2wLGljDgPsXYD6dOnTp+sPfGkXzfokWLxKmnnjrF88rncoW/Avg1RuFjeA1cL/ZJRSexBzfBd8lYmmtJckkM2AgJfIeEKwh0JPyJ0GTVaAdXAjJJladG4tBk3kSyTfOm22ZackyuoeZcTACcARw6E7KW9JoMCPloFEo+CsUQXsDhK4liVWHTnio2D5EUnCGbYgjCGIWSAeUtDUTajVH0IuQLERSL0J6zYLsWSpUAxYpCxTc8m/2vGsCgaloZO3dsw+7tG+EXx/Q5Nra244Jzz1jX1tFy4xgXD/4lVDNOgIwj+VP3HPyuie1/dS6LvE9yp+OF5NBJFuNBeSm8ySd0r1pHtduz10Ws9bq6jo8tOVyZKbmCemNfmcPTHf8hMDbHznbAcmaAVBlRMAyS1PrVYQiehUjPLgox827uyI+nGm85ppK+Q5naLYvf3xCmrUtVVL5SqeqVVLJ10s0JubYZ0s2CCRuKiIhBCaFnuBohyV1ZrNU+3OqB4zTtAexfBe4Z61REjW/WS4mrygt/0vUnfBU2bBg4Pax6n2GMXcJt2tVRCJWtHUCpqqF9D6h3oHvdRAw1Xg5jo2P42te+gtknzcZkoYjeKT044/Sz4Ni2LjlzxjaD41eM8f9Op3MPNjU1HVYr7VDG9c99hhJe/XL5xQBeG0NdTQ94apWYHa4hhVIse7WUN46duUZ4nof86B4wFaKpfapemIhkaPwdkoyUZIHT3gqa0Ai67pVMyN/Ytr0I2LN517bqTDD1ajC8CWBTdeVIgxtjPuXYjj5+uVLE+J5d6O3rg5NqTFQu1CIwO/oa2DASWJP8ahJGzSKp6ZT03wQ2hOi3LPaFsbHJR45VPo1SSq5cuWSGYA7JjN8Rh2FPTWWiCZna28JIXvdJTzVoMq5k5LWuo+QTySv9kSoYJF/VsWhUZavNRVIA0fdiIsXWXZgkWl4b4gW+rhoYQijd+0byWlOjGIt0aq8YYzQCDhOFQPMlPJ+ADseuiRjrtlc1tyLjGqBSJE5FJUTOtVCXZih7CsVSoEFG2hHoak2hVPJR8hUmdfWCLNsOBBjmzqU5zY8P48nNazCydwdY7GtOztRpMzG9bwpaGutJ9vpoa1PdnZm8/Z33vve5LWs9ATKO9FPuOfZ9atfCdKHy8xfGTH7MSs04R7pzwXgaYXkZ/PJKhF4RdmYKhDP9MRVOeWe256MrjsQl7t1w1fNVZeutlhy/UGS6bCfdpwmhtI3xSysQeDs0QUqm+grSnfEbJubenWp6+7eOxLGP5neoJXdam6OtfVD+NZGq3qDiYpd0snBcqmpQ+4SyTjKmjBpXE1+NCYT+KBAXECsOy5mK2D1PKd4xCiZpjatjnA0xLvpdy76rpb39D8alv78/Y8XRv4Qqvk5nNVC0tiDlCe3oqKRPoMH0sTUxT/ellY6S37xpEJVqBbbjoK2tVZNI9W5a70Z1/kRJMLYVYN+DlF/t7u4+roi6S5YssaSUfQK4LFbqDRw4Ry9KCVcj0uoaH7m6Jl3dmZzMozyxFy1tPbDTDUnp3qhRyD2VLLK1qRMBjkRFwVjiLBlGeQWsZcL64uzZs+9atWpVO6Lo0jDwr42i6ELBeY5ZFhzXgDxaDUuFCRSKE5g1a77mYlA7plZC16miicRS79CpnUV/R8en1Ve7U5p50C0Us09erli82LZT3+ns7Fx2rBx0V65c2ehIXBRE0RVhqF7KgC5DpCWQZUi5+xb8BHBoR9HEBbUWvmYSV81irJ1DkzaSbm0cYBuu9VB0b+tWjBlDrRyJQg0SKSlXh9TpigqRQ4282IANI3cNQo7xQoCKD821qPgKG4d8bN5d1S2rurQFLwiRL4YIoxgdjS4ixTBZDlEqh0SlRnudg3TK8DOK1VCrSn63ckHLLJF6oS3p9+7egVJ+GCO7t6HieWjt6MKMGTMwtasTdemED0TVoFhtbm3K/KC+6n3khucwP+MEyDiaK85xeiy1/XmpscrUvxNy4iYr1d4onFmQMgOvtAJ+aSUQFcDtqbDS05cFuODz9e1vOiKL/ejAJfP8oPpuIYbeaqcaXaqkSLcNYBmE3kYEpXXaJEw4naF0Zq0RTte/ldS5P2puvuy4WtQOZlq3D3yuqVoavSCORv4qDitXCCk63EyTzjYhgy5h14NbrllgiKtBjqEeOYZOAJkrEPFuxLGpPFA1QpekOQ85sINL/r0Y/he7u2f+zrisWrp0LgT/GxUFr1Zc1Bvlg4BNQWNEjKSSMn2Xlv9ZhvlPfoz0kA5MZ4z+TL3qmtdErdydBF0NC6Z+zYX4JrPc3xwPgV8HzgVxVJRSZyOOXhdH4cs4552amyGpdWTr1hEl2ZYmx8Dho7ljugZfRmZJ22rDUSElAi102i5bkYtoAEU8lsRzhNQltutulsJ+SApxbwQ8PLZ7dzaKg/M4E7eUKqUZZOBFDqGMxTpMjfJQ2jt6jIqi1sKi/9Crq1FgUOvhwBaK8Zow51GramiwoSsbakKBbWFC3O84zn+2t7f3H8x9eaTfQ1wNx4nbPU9doqLoJhWrsygsVwNd7WVRC18zMtdaQist/PsJkbWzSgzNEjMtAzASv4tEhmycOxMuSKJmoU9rJUpocmxI/mqi7A1no1bhqAYS5bJCqRrDjzn2FoCBrZQ54pNZlg4ZzBep7REi60ptrFWohpgohfD9CCmHa8InkT0nyj7KlZj2RQdEqhyYsRIhnx/F2J4n4TqWtlDfunEN6hubcPY556KjvRlWIpnVeImIwGFMIDjPufj6/33PWe8/0nN1tL6Pje/96RmNbS9dfrQOeOI4x+cIDG99fyerrvqwtPzrrFRfg0hNhxA5BOVV8EqrEFbysNJTYGdmbQuCmX9f3/OhbxyJK9m65NWdufTmK2K/+iW40k5lp+sWDZPtiIOdCMqrdRuBy4ZQpueMCDnth26m+5Ms/dzz0xgYWGjLiYlWWHVvioOx97I43265WdjE1dDEUAIa9TrMi6oaYbWAgPdBWX0IqmaBo0XHWFsQyKi5HbIJxrHEls6dbZ2d3z1wXtavX9HtV/wLo1C9AUxcLCXPaHKidPbFalM5n1tWwj0gwiOBihoZb3/53gANKt3r6HTtBSEYK8dQu6XtPPJU9sdHurq6jiv+jFLKWr9+favv+y9mcfw+peLTaVep49ilhaBaQbk0ifqGRmTrm0wJPSnDG0tqwwswwV+UiRKgWqbWVgWE+dLZeg1YdOhZ5Fe9anUPU/gBt9076orFPaOMzfS86m1+6L3EsdNuGHoIQg+Z+kZks/UmVj2pjmjCYq2qYdQ9erE0u3MzD0Z5YXb4mv8AagNQUqxZojlnk7HCDtuyftHV03PzkfgZPZTvIIBnxXFvrKLXhUq9Q8WqXTd4dPskMdyiwD8au8RlkxZWAzZ+70VtJB0vTyTlxPMlGQMzR8TXIOu1xIyNlET7jNhiUOWK1BuhF4A7NiKksHVviKGxSJMz3XQaY5OetgW3OENzzkYliDA6QcZ1MdoaHA1Sxgs+ihWTgdJRbyPtcuyd9FCpKt1y+cMX+aSQL00VI3t2AlEF7c2N2DtewPadOzGyYwOYUlhwznk45dRT8JRUOomsBzj9rOs2kgZok/VZZ/Wtbz/jgkOZi2P9GVYd+8pgENbdl2u75j3H+mROHP/YjsDu/he3OdaTfw+ZfoOdm1kvXVJ/tCPyVsEv9SPyCuCyHnbu9J2Kzb87237zXx+JM97d/+IMFx2vRXz/TVKwBSIzG05mKpgkP428zlYJvSEoah2kphWEO3c5+NQvppvf9f0jcfyj/R0rV/5Lo+uNnhWHI9eqcPLlXMQtltuIVLodwmqCdOs0MTSOcwjFXKP6CEkRQpkkNZIgiR2MpwPZg3OFkFtir2Vbv+TcuqO1tXVfku6WLYvdyclUC1PyzSqI3g8utD220HHwbpLJwWDpECxyWSLwwPflf9TcMmmBpaqGIv6GDroioFPzJGAVptiTT7VS/iZfLP78WPED/tRcUvuIc94Rh/5bvHLx7dKyW+1UCoFXRegX0djao83LqJJBY2P2oIb/oBNF6aEfhCgWJlAp5DVnJl3XbDgtpEIRBNKI3xISAJt0bHs3Y+IHkVJ3jI2NsVJpvLE+U/+ZwuTEJX7gy1xDA6RFQM/Wx9VcBVpkCexpYqOxatK0wQRQUAVDq1D0wnoA0NBqykTyqn0lAKFYQUGtVVzcMXXq1CNSeTyUn5NtK1c2epIt8H3/2iBSL+OMtVB7hEm6zah9QVLjWoWB70t73W/Etf+ous6mCbkGcJlqTwIAQ2MupytDCefCfEdi6BXHui3yzcVDeGJrGaN5H34Y63YTVVio50Rz0d2Sg+tQWItEY0aipd7RlQyqbtD7HRvobsmiUgkxXqQ2C50H3SfEAyFLf9oEUGtLmPC8Yh6bNw7AsRhOmj4V23eNYO/wXoSVSYSlERQLVCV2ccppp+OMMxcgk3L3Zb9QW4ZRGUjbn0u4Fh7POvKGj77jjCPSsj6U+TyUz7Di0E1KOvPLcdy8xovq3tbY/pJjUmY7lJM/8ZkjPwITAz1NERpuV5K/3sn05YQzRbt0htXtCKtL4Zf2gFlZZafm54U75TuCX/KvTtOlqw73TNSW/3BHJz7WDDn1h4i3ny0zXXCyRAjt1TJXrTypbNZkVN0+cWcOCLfv3x3R9z2Wveqgo9MP9zyP1OeXLLnTykRb62SsXhWpiQ+pqDTLdm1YbqcOUbOdFsTp54GLhkRaavIcaOfm6x51wr6PTOncuFySFTKqXIh+Lvh/ci5/0NHRsU/m+Oijj9bV12cv8kvlG+NYXcwty9YtE5taJ2ZxtYijoYmSRnJIL2Ls14h32lcj6ZHr/AkifcVniAAAIABJREFUqNL7tRcBJ2nm3tGR0Qc7ezrvuPvuHzy48DiLkl+yZEm9CipnSMd5s8Xly8uVUhNJeesb27XTp1nwyFDKuDbqhYpWrhgolwuYGNsLKA91TR2AEvCqVe0WSo6dBBB02mvix8EViozzUa7U38VS3pPP5+vKhaHne2X1X6lczqIkUz12Nv1OnA3iLJhAMA1atJLCwJ1aFoupYChtplaTfVLZiRZdWk9rPhXJ0kp74VEl2BYpxWe7u6fcfaTu32fyPcSRyURRXZRKvRpx9KEoVjPNdSndKiJSrMkhMZbbOrm4xpvY5/p5ANjQ3AySu+5XoOyzCk/AB3295g8l3zM24eOmO9dicJyhsncr9aggc22QdP8mHBBDDjXtp/qMi+7mrCY803wQkG/LWajPSgyNVXVrhDgaB4bNG0Bj/oZA4M5dm7F+9XIE1RKaWzs1t6lSGAcPy7CiSV0VI5JpuezBV0DfzLk4//kXIZdNJ4oboqgpxASatFEbU1ywjfN73Nvf8trTvv5M5uBYvpeNDZ6lnNw8cOu0GKpxs4/Mx+tbrjkipfBjeWEnjn3oIzC8bnZOxA2fjVjh2lRmWkY4PRBOH6JwBJG3HF5hh44bsHNzPNhzV8NrfEu298OHDTTojPcOvLSDMfvvES5/F3fq4GSmQ7rTwUQLIn+L9tQIvXEyDIuEO6/CrJk/hey+Pdv0ppWHfsXH7pODg1900qE4yytveadX2vMKxli9m8nBzp4OUfcScOFqMydaLSIKe4rJOMvs5va5dkbEn6AdGS1OnNj1BD3Kju3++Cn2we1d0/Y7dtIDXwiRcTne7/v+h2NwR9qkOCGugiGG0sOWOASGXGhcG4l0WCvf73MMJQUAyS9jQ2hbtnQ51gysQVtHQzBn5vzi7FNOfdWsWbOOO2tyCppLpVLpxvrs1YX8xEcU4mmpXEYv9GaxN6BJUtS4zkEhoyyFifG9KJcnUFffjEymEaVSEcXJcV05IEMvncCq7TT2u4xqV3OFSSlERUr2jh1De38V5vM5tyH3oTCMPqDBGS2Elhlz4mpQhahmz00cglrKqV68kqpGLW1X3xN6bkLdw9eTkbSz6NxpKafmG22qmRCPS8t677FycF28eLHblctlYctbvTC+LgbqaF2WBAYsAsjGrfXA0DW98GsjtT/8GTXVHPpZSO7NpK20X5VjWhg0vjd/bRceWDeK0hPfgFXaBEXZQplWyOkXI9U8FUKZn6Ea6VRzjjRHhiGdcnByXxsa0g48n+55ouuQVJeOS60ZMtna/6r6ZQyseBS7Nq2CikJkmzrhpNJgKoJFjr/VAgrVCMJOo665G20tLRjZtQl7h3ejvWsqXviiS9Dc0IiYMe3fQQAjIC4LIhoupWKxI5NJfez2G05+TgANNrxmphKWC2lPgcwsUIJ3j8XK+X6Fdd7R1HTZ6mP3+D1x5GM5AmrwcmdXiX1ZWhuucdOdKTs9HcyeqhUfcXUpvMp2xN4kZGZabLlzNgbh9Fvru//mriNxzsPr3pLj2HFl6A19VcgyrGwfnPQMMDkFKhxHUF2JoLpT77St9KyQyTkDnNW9P9X6d/cfieMf7e8gE6+t98OOWjuvC/KrbwVGu+yGy+A0XKR3tABZvRPUoBYG2Q/XKhnxPqmlkfmFeoEcG8tjcP065Ooy4YyZJ62sb2j6Ujqd/kFjY+M+m2Ii6I2PjztN2fSPqxXvBVxXMziE7eiqRi3W3KJ+fyIX1NbHNQ+HRGpJRl6jI8N4/LFH0NBYj/lz5qKuqTVRoaiKEtavbdv+ZHt7+yNHe1yf7ngkvVyzZuVZfrH0Pm7br2BMZkgAAtiwaeFPot3pz17gY3J8tzZiauuegWrZQ35sj96l1tW3gLg1JuHTSIG15XWSn1Ir2ivGKuD8t+m0+FQ+X3nYz4++3IP6Lu1WtUsoKYASbw0Tqc50ZcVwLvYHjxFioPaNJqIm6gtdyUiizHWFiX7VbNWplRLTIq7o/3dKy1oUA1/pOUbOoWSeFobFs3w/fL+KxBUcKk1tIbr/yNuEYJG2hadqTkLq1LJTXWWo5Zn8bmVD81XCGBGNSyJ7rY3Jdx8r4Ys/342R+/8Noviktgc3phsMzHJhdcyG1XchXLLg1wqiRCebIBtjpKXJEajLpjG9vQFZUlz9Hrig8x7avRGrnngA5cIYEAZIN7Zr6bILIqAWUaz4mrza0taNts4+pDJ1cPV3KWzduBo7dmxGtq4Bl73kJehsb9eVLLqd6LJ1kqyx8VIcbKzelV+/7Z1nHpGW9dP9rBzOv7PRjacphCU9isJuhkyfBss9Ram4biMTXbc4DZcuOpwDnPjsc3cEqPK7Z82L3yOjtR8XqaY6NzuP8kUAXo9Y8zQ2avUDFxk4daeMMjF7Uak4646WadcclEPlnxsZOvbe1WdNf8rBcpG0i2dS+8ROUfvkJF2+1i6hFTp+AZbTA5k6TQXxRXdF1vnrXWkvLwXB/7S1tR1U0NjxMkN0zbhtIdv6ssmvBs7F18j0HFcKC5ZDQMPsqukZrCj0jBaYgPrQiQJB/znC8uXLsG7tBpx33jnIZtIYHhlDNpdRzY2N/dxy3jB//vyBA6934cKF/LUvv/zSmIn7iNhoQAbt4mmhtffbNWsVShJalfg50K56YjKPR377G7S3t2HmrLl6saS/19JBzuEwpkKmQiGte3p6eq86Xsb6wPNQSrE1a9acHQf+D1TMurkdJ5JHIzslcl7FqyDwKmhoaITrZnWvnUBGJluHptZO7fhIbRO9EGg5sJkbbQpeW+xppSLwQVVAx/l1e1f3i5cvX9biCPXflVL1XBpfDS6oXUOtE2rfENBJCJFGUWLAhv4i2sGbRBYNKnw/QJRwNei/9b/VwIYGPDUzLyiSQNuO/c1UKvOVhoaGzcdiXmjc163pvykO1MeDWNWbc6BrN+FrnBnXViNRNRHsNevyP3a+tTaSJkczpnNGvv9wEZv3hnhk7Xbs2bQU8PJgQQnMLyEOPSivBEQhGJnl9Z0Ht2MWNAVag41aZSNh1SoFn0A+GNoa6jGzow5ZR4DFlHMSYsXyB/HkpjXaF8WxJCohEYyzSMUFeOTN4odIOQ6m9c1FU+sUCMtJbOPJy4UIx8D2TeuwZetaXQ277PKXYdaMKeZ+0nNMLTGBmAAn3WsRn3Cl873z5uALr77stOO2IMDKu16nAn+LjqOmXYmQKcj0VNips6FY+0isGu5IN/FPA1cGh2vEdCxu5BPHPPwRGNn2sffyibv+IbZFfSo7F9xpA5M9iKNdCMvrEVR2gsUMVnYuhD3jf2JV9/7M2ngtu3jh0wZ8Pd3Zjay4rluxrbdxbL6OpZssIoRKZ9a+9klYXav18MXojQisS2BblKKpd+XLgiD8JyHs/z7epJVPd83075vWrf2WH6srbcey6SFLXAnyeaDdkulXE+mNmb5w4ozYv3w5Ng6uw5lnnYW1a9ehMDmB88+/EHV19di0eSOmTJ2Khsa6d0cR/860adMmDvx5fvjhh1OOxW8TMXsfE1wyS3At9aRMjqRnrp1Da1HanCoqAZ549GG9A51/yhnaQ8JwBUzZnhw2Ddio0e/4eNqybt2Tz985b9688Fj5Ofyp8d+0adPZ5WLxb+MovFyAp8nEjB789MAnu3GLC+Qa2jQBd2J8GCqsormdnFkzunxOO7V93haJYydxWAhsEF/GuIbSYq+DWGlsvKfyZBZOTEzcKVhwabXk3xzH0dmWtAXTpFySXTr7FBgacBzQPtFmVrTo6R2u4QLQ+Gu57QE+E1T50oqOpI1iPCU02KFqzXYuxG3lcvlbM2fOpGf8H5NJHMwte1jvGVi5/LuBH11BwT26OUjtKo2tCWCYALQa2NDR7vTz8EfySIxFeYz7V+Vx588p5dlF1rFR9iM8uHoNwvwI4tAHj8rg/qSWi8MvG8ARBhDpBsiuk2HV9+jWIVUxdG844caYYY7hh1VK+sHUji7UsTJWPXE//GoBjmUhW9+Cvr7pCCslrBt43CQwMxdNTW3onX4yMtlGYy6ulUz7KzMmgZdjaGgHBtcv0WqmC15wKc46Za5RLxF2j30d1kaAUf/cCwtZC4805zLvBifPFva31J4rbBj66MKFTx+weFiTdpAfZtXx21Xkb4MKtiCo7kYYVKlwBem06GRMYZ8Ehfr74kh+dG8xXNPXd/1hZVgc5HmdeNtxNgK7N3zwXDt88B4V7G62G0+ypNOhSZlxXEHkb0RQ2YE4KEKmumCl5u+OVc/nM5H/z6xrYflwL2VsyTvqq2Lj9bbYsZDLOCvSPYLaJ9yehijyUKycioJ3ijbBIQ4X2TdbjgvXJra6/Bc/Vre1t7ePM8YOyxb9cK/jmXx+w4YNNwRe6TOMiyypEAz5jAylnP32yPoBnOSQxORW6OuNwoYN67Wh1uw5czAyMoLt27bitNNPx4xpM/TumEm5lDF2rZSjOzs6TivVzmtw8KeO57W/2Kv4N0Px50lLutqeWe+oia9AShYT+kWqkm2bN2Lr1k04/cwFaGpuNQZIAe3mjUU5/TLlbuN6SU9WrngJQv1EQnwJUi7p6uo67PvjmYzrwbx36dKl5zmWuCeOoiYiChBnRQgHadfVlYpqtYLS5CjS6RRaOvr0VxoegPG2oH0n2VRrI62EQ0G8AerJ64VSK3KopJGADSmHOOdvLBaLOyrFyQ/GUXANYp7ilhQ6B0VKzdfQRlZa7pq4Z+7jzDBj2GViZg3Y8DyTT6PTTslMjLI9zNXX2ji1NVrzHhlbLDm/veL7T8ycObPEKFjjKL/Wrl37vGql+GEWs0sZZyndQqHrTcCG4cwkFRlmuBpMVzx+l7AxNBbgY3c/iaUb8/C9KqY059Bal8PmkUls37YBUaWCmNY5FYKrClhQgfJLiEKy+zS/mHQg6togc62QGSMrZzSX1Un4ezfCH96sK3buSRcjruTBIh/ZTA7Z5jacv+BUTO3pRLlcxrInHseK/n5kGjrQPWUO0ukMHFKzGAtXXZU0p2+qJoLHaEw7GJ+YwOOP/xaT5SLOOONcXHTBGZovpGdYW8OGiHQ0AJU/Qer/Yc7jiclyOFOyMHCZ/9FPf+AF/3SUp/CPHo5FpUUqCndAAw1/G4JgCKE3aRIZeQa2exJk6hQotA1Fqu5zsVf9j1x3Ks/YVUf9JjweBux/+znkB065OwzGLpOZ9nod2253g/EU4uBJnT8SeKPaDttKz6NK2B2M+bcPTc7Iz5r1Xu9wx2507dnnI5z8xxjBmVa6LWWl+6CcV6EaXwDPY/B9D75f1YsbLYq2tGA72kr7CQF8bqJSuaevr+85A5LXrl21NKzGc5mMUpRnYhPA0OqHpKyuSXImCltHuScqkB07duDBB+7Hk9t3YtbM6TjnnLPR0NSonRVpF0uLi1ZASHz5qeLlx5VS4weOy8b+/raqiv42CII3MfA6KmnQQqsrGUmsNplRLVu6BM0tzZg9/2RIYWu2fC1R0+zgjeSSTK20YkA7ohtLbIBNWFJ+Q0bRp6pC5Ht7ew8qbfZw76Fn8vmBgZWLlB9eFDO00bU4bkqDJuJhBL6HXGMTMtkG09undoSxTt2XuaHJmfskp1TlMFUear/owDodFMb0fCiFspDsPsb5XeXCZEexULw6juJThJB1uo1SC10jkEhzWIs01/NPc0oW1gZsJGhDL0BkoU4cDjqu5ijQQslI6pnkeAjd0NGFELo2KcV9TOGT0nWXt7a2lo92ZYNaKAP9/R+K4vBGgLUxwCE0RqagZE+uJdskv04AVy0nxWS70PUDj2+M8dighxWbxrB1eAK7x/KwEaO1sR7D+QnkR3Yiqpb1Qk2gnLLvKMydUXXCLwFBVf8bVTaoWqVbTnphD/YRQ81qHyI17xKISh4NdTl0T+nDBWfNg2sbQzftoBuFWL9uPR5Z2g/m1KGttRMtDQ3GEC+pKFGVhOoZluSoy1oIAqqUxCiVCli9agnG8nnMmDkfFz//LOSSe5AUJ1RzCglcah6KuYlGxqsYLxQfb8qIW71TJ3/53auO/TrN4ur3FdGB4ngEUbAdKiCp4jb41REtF+TchnS6YaXnA2I6ItX4XS6df0yPN69mfRc/Zx7Yz+ThcuK9f3oEiKQ4NPDo+51w9c3KbuxxslMg3E4w0Q4VjSMKNiMo79TBQcKdAmZPe1TIpn8Mq5kHlg4+b+Liiw+vhLdr1RvnymjDB7kYfhVz5zey7HsA5xxNuKuViinGO6TdCIPmFTgpKvNb9Pt1lYr/m87OzmFGJLznwGvD+vV3ViqlyyQTUyFJokgKhMQ1kWLFk167IQYazwZyq6TrDynDIdlh6wWGOAJ6J2hyS4R2YhRPWK64I58v/ezAKPd169blEHmXVcqV6xHrdNEWKrlLx9JgZ3jPHmzePIj5p5yGzu4pZpNMJLXEwwGRgh96ye6elDCmhK9L3bXFVVeK+QbF2GedILinfcaM46raRAve+oH+FwSB+nJhcqQ1W9fYRDtnr1TR11Df1AyL8kgSmWSNnFnLg9HlbPJMiMisySSsmvkIDW9FJXbviWtnkoQ+6Vj2z8Iound8dPjkKAxeT2idUAkpUOhYZGBl5J4EPpIoc10pMsDBAJ2kqhFDkyG1EmlfFoqxLqeNJIFUrUJJ2gG6wKIwyKX8hmLsx+l0eusdd9xRPNpS5OXLlzfYkt0ZVoPzI+2twVwCqOQHUpNsU1u0Zg9e88YYKSh84d5RnQnU05zC5r1VbBvKY2i8gJHxcaQsiRJV3AojCdAgIEHgy9dETqpugMBG4EFFngYSiOg9Acm7DNDQCzqpSyxkTrkUKWHhwlN6MWdGt65OaA5FZMaWjGMJaG7etBWPLlmKaszQ3NqDpqYWpOne0UoiBtcmJ16OaqD0+VAVh150Dw2sWYbdw3vQ2j4FL77oPDQ31RtpNUmZdZvOkFhjplCpBNj85G5MTBS/19mY+cSCVzcOLDzMZ+7hPiaZl/+4YmIapJVFHE4i9Hcjjqiq8ST86hAiTQpVOvrbcudA2LMA1vGwgvu5KGh+MNtujzF2eAvH4V7Eic8f3RFQ6koxsX7iIs/f+zkpijNlujNjuVPBrC5tmxz5VNXYgjgomHhzZ8p2iGnfU6rxa9n20jrGDo+rsfGhd7Zl69a/TdkLbozd13RJh+5fw0Qn7TzZCPv6V1U/0KnUTQoBN+XEjLFHbS6/IlPxz3K5/R4SR3cEn9nR1q5dehZTzr/6ftTDuerQPg5U1UiizHWFIAnh0rK7ZOeqFzVK9iQlCPlbkPohISPSw1CbeNE+lnFyEPqyK+VXYykHD+SwrFz5YCMC99oojt4P8F4hhGO7DgY3rEelXMLJp52JhvqmJJvCLHJUzqXyvF7Uwkjv5ug8NFk1aaHULKX16UZq5Ckuwk9ihbuDOH587ty5o89shJ7ddy9evDhbl7beBW6/UQoxwysX08KxkatrNOFfCTHTtEKM5LdWwq+1UGhSagu9ce4k8GFssmvR5CbO3dArhBBjTIhvlgqFjdVS6Zow8PrARYuQ0tbtEosUGGTiZdoH+zkLhhxKX2JwBvVCjGkV9fj13Oj2SeImSvUPA/aSWHsj29T/z/l6wfk3mIh/1tU1dRVj7LA5Vs9kpkiFooLq88sV721M4RLFWXNyXsZDJOFm1Dw1CHQtGZzEP/14JyaqFjqa63HylByxXLFpV+H/s/cecHJe1fnwc+996/Td2dnetOru2AZjmqk2EMCAY4PpoRMSSCghCUlwIF8KLXQSEyDAnxLTQyAmFNNsjJGLqiWt2mp7L9Pf+nHOfWclU2WDjUg8P4RkaXbKfcs59zlPwexiGTMra6jW62wL32xWEXs1xOTeSqhFFOgRCqihII4GNRgeoxkxycTpmFGzQYZrUsFM5eEOPwjKyeOi7b3YPpCHYyuWuBJ7Sq+8nlKRI+jExHH88OabsVKuo1AaQEdHD3KZNPJpE5EwEPg6Ffmuma303wKHjtyJyclJpPJFXPrIi9FVLDDyQWgJKc5oTEbHuNn0cXR8GhMzyygUctcN9ne+6dPXPGr/3Vn33/RzRX3+hTFUO5TawNHSugubB41QosYxhP5xhN4KQ31SuTCdTVD2NkB2H4cofhFx/tNuObXzflTjN31oTv/Xm77tASXT9v8pDmtPMJ22biNFqAY1GjnEIbnaHYHfnIOQDgx7ENJq/1is8p9IR7kfic5rfm3lx7FDt78xis2/Vsq2LduFaeubbssRkMYnzaZHds/sFmrTjZlMk5SsGlJdK4zoQ1FkjP8uqFDiG24w7iyVXhqGwSsk4iEYMkvNBUsfFe1uybzp5HRJ8nZohW0RR4CaDM0RIMImFZtWsBT9nKFJgCvV+tobVlaWv3PRRQ8/ePIZuH/P7Q9tNoM/Df3wAmUZPbffcZttSIWzzzsf+Vx+Xe7ZivhmQiIHe2lCJCEZVNhYckk7Q2p2yC2TQ8B8/jdlmrO267zXto3PmWZm8nQ7Lod27x5oxuHfVyrlxylDddF8nVAA5qjQsWBTNK2A0Cm32tjphORUmzRpQzNCOajpIg4LGXhpgil7ZDCyoZEhKcQ+IeKvrK6uiEat/lAR41xhGBnta0KNhqMzORLjqRZngRoHSbaaej/MiNI6MfUki3L9d/oYMVLAox/tj9IqlFKJO5WI/zyI1Z7BwcGj97UAYHR0tBR4jRcHTf+pQRRtEEKUeETFRNbW2EeBzM2uv3UB7/qvccytBchn02jP5jHQXcDm7gxmlj0cX1jG/FIZy5Ua6o0Gj72iQHMyoqanmwnyOmG+hscoRkSIII1NeIzi87F2s5Q3lGLrb9U2COG245zhIs7ZVETWsXSDEcXanou83DhkNsbs9DR+/KObMTW3ACffg6GhDchnstzk8donR0yjWie4JjRSm5iewPLqIjZuPhM9nQUUcy5sm0YzETewy2tVHDo6jsNjEyBL1b7eHowMdL3tvI29H+yM/InfVsiaqExeEUsjDaEykKoP0hyEkDbicA2hP404HEfYPI6gOYeIUA3qeK0eGM5WSGuEbKe/E8f2+yqh+Hpn51W/duE4/Uvr/Z/w5BUY2/WsNkctvMiIjj1XWMYG0+nPKmcA0igBcR2BR+O344jCOpTVBcMaPhaptncGgfOfhZ5zJ34dbs/BO3deHQThm5WSmwi2pkbDIjVE4ivAAUlNsgP24TVpNk1cDQ33G4ZqWobxwyAO/90w7C+USqXy6X5kyUSqv7//gbVa5Tkyjp8spRgQHPalk1X1bpZY961CR5Aq2VKHTFhcL/LrDYdWJdCaeM0almbHsLg01oxC8wbb8N/8hKf/0V28LW677baS4fuPiySetePWWx8WRGH+vAc8AO3txWRHT0VPSzBlgq60Yru1iRhZBwT8WYgr4DX0DpKVKJbDAWKGYcyIWOwMwvA6Lwi+HUXR1OlkUb5z585O+M3nBWHwZNN2t0ohuqjg0zlHDS6hQ61IeZZdsqJEq0Barp3sb+GHCMguPuFK0DGipmxdAXJS0aFduxDy681G4/ZarXJR6PnbhBBFIaXFRl7cbCQjFOJqUJNAxyCxfE+YhToAj2f41NxoI7WWU+YJky/i4rXQGM0ZaWXEQsrPhlH0CTOO9w9s3Dh6X18vO3fu7Bdh+JI4Cq+MhRyMgTQX5sRDhALNPvXtaXzkhmksVDwma9qGiUI+j65CFtsG25lXNDlXxsxyBStrq6g2PNTrVQQ+kUE9RM06Yr/OzYRGNQIenUTNKmTY5PGYncrBotFEo456dRWxYSM3cDZEuhuD3QVcvKkDxYKjG43EY4NNYxlhBFZXlrFz124cHZuAMlNoa++Em6Z4d4sbJeZdcUosd5pa9owYlSDClsFOKOljaqGCSqWKzcM9jGhMTM/jzsPHsbi4zCPJYlse2zYNYsNAF9KO9ZkQ0dsWgN3X/hbSXMXSvq2xSg3CcDogVQYQRShrEEq16XAXfx5RQGjGGEJvBqG3yjdrKXMwU5tg2FsRi+5jgP3upud86RvfV+NXnQZkk/v6Avi//H5TO16astxjD5bR6PNj6TxVOYWc6Q6AnELJ2CgKpuE3jiLyFjl0DfZGCFX4N6l6v5Sq+N8SG665R9yefft+fFbo4U+iOHy6oYw2Cr2ybRum5WoomeDEgHgCHrymhyaTQvVMleRpZJJjGHIsjuU7lWn+oAMYFb8DzcbhHTvyQdp6buBHz4vieIuUMq9YtqujtNnAiaDkZEdNN2FGFViBQHwNTUDkCO0gQK0ygyMHv4Wxw7sRhTZ6hh6AzRvPuLNz6Ky/NE1ntKen5y7eGrtvvfWcg4cPv2Rhcf6yLVu2DHZ0tNuKbcnpM9D7k9SS/lvbnWsFjPZsoM9BjP96tYJGrcwyRNtOQ1kUJ693/sTyj8JgyjSd6w3D/oydsm863WTIO3fe3G9I9+VxGL8QIu7Rcea07trbobX+XCwSqSKhFAwoJERCWov1HI5WhDlzJZKwr8QTgwupJmbOCCn2NOrVsFapdoZBsEUICrzTTQ4hKpwu2yKGtqy5idxJzMkWrsGVT49QTqTsJlko3OzQ+ydJr0wWJnTjBDlUAtcJw/iMEOJ7/f399+lo6/Dhw3mvVnu416xfHsV4jJCKApYYLTANhfd/5Tiuu3kW5WaImL8zEWsVUq6LQtpFb1cJvcU0VqsRltbKWK3WeXzSbNTRqNfh+UT+rCMiYmhQhQhopFJlJCPlpmA7Gb6HNKprTACma4oOKo3NUgPnsvS1u6OAB20poruY4aZxXRNMy86RtEC96ePQkQns2bMHa2tlKCcLN51FNp1BmhQoBjUciS8I+5vEODw7j6HuAhZnxrHmUwR9zGhGOm3i6NgUE99TroP+7k5s3TiAjra8ztahqyqWn+nMyGs3ZIs3X3XVfUuyFnO3dsSwUrDS3RrSVikIip42+iBVj1YOhKQtnkTkTSBojiPwFhEGDY6HVlYvTGcLYI4gjtyvCVcDAAAgAElEQVQPw2j7r2NT4mtnnnmV93+58P5f/O7zdz5ti4ynX45o/lJh5s80Uz1M/qT8DURkpzuGsDHO3b10uqHUpqOQuXcrq/OLYfAQb2w+jTPPPPNu5ZDs27fzrKDpvRBx9Hip5AbDNB2LUA2L4rdJjUE3XcEFlRoNiufWXI2ICyJxNUzTqijDuEWK+LqmH321v79/4nQ/fuPj465Xq11Qa9SvFMBTIMQwQfW8i06KPaMaiU0zE/vohsMqFB2wRWTEenkGe268FvXKGIbO+n10DT4MKSej0zIEqlLIb4Zh+FFpmreevC5Hjhzpuvl733l0//DQE7LZ/OOFQKll4qWtuQm+JrdQ2lmTX4bekRGaUqusobK2yPFfpM6IhcXHhMYEZAKmSSU0zmG+w4+EIT4fReKmKIpuPZ3UQVOHDw9W/ebTm43m5THEhUIgQ8REjWRQw6dRBfa2YMKrHkVwlUmIlyxaSFCmlvSXfUa4KWReREJu1Dkm1KMoqaaiMLyzWimnm81abxTEvUIZBvE0qNEgBIOaDVp3auKo2aZCy+/d8jlJUA2mbSRoCh2bVpQ6/ZnlCxTSxU2LVq+0uCZSycZPnDrfKpT5HSnl7t7e3oX78poZG9vVVln1nxr4eEYcx+fHQIkaoX/6/Dj++/Z51Fn7mPBLEnUT/Xc6lUEum0Uum2cpaTMI0Wg2NIfLp0ySOkuU/doq4vIc4voi8zbonkLW8dSg1yurCXk3ZDJo7GvhnHTSyPRth9k2jGJ7AeeNtGOkMwth6rA0vgRp3bVrJ2rVKo6OTWP/6FEsLK0g5Pwf4o6lkXIzSLsuZ6fwPUoBfhRjamYSawuTqPkRsqUBBF4Tod+AbUgmhI4M9mCwrwdp104GZfq9yCM0ZYmbHFtda8b2F97wom33GXIrpn+8+RZEqw9UjoSyO2GkemDaHYCg8UmJSHtQKsdKkzCYReSPs1wxaExzeiFBncpog2KuxiZIo/coIucDNZG/rr39KadV7PN9eRH8X32v+f1Pyapw7fIoWvpDaQRnKqcjZ7jDUGa3ngl70wgaRxAGq5AiD+lsQhB0fCiIz6tHKMZKVb8NN/fjUunx06e6hjMzM53lxdlHNPzm1XEcP1YZKseNhu1ws0EQp+ZqUKgSjVCa7CmhUQ1SoJgMVSqlJqSMP2MI8/MwzX3FYnHtVD/Db+t5hw4d6vTq9SdHUfjUOI4fLqTIa28FKnImw68tl0RaA2o2aKdK8HjTb2Dv99+K2to4tj/4j5HKbUqcKrXEUQeu8a9JQHxGGsbn6vX6vs2bN6+vy759O3r8WvTsEHiOiHCGtAyT0lzZW4L4CiR9pd+TXXXo+1hZnoPXrKDQVoJpZTgDpFmv6lGW4ybEN3J4bHEEuFjcJCG+Yrvu50ul0uH7Wlr5y47vvn37zo8C7zkI4ydBYrMOVtPJojpPJoHAeYxFeSItZIAKdwth0mMMRpcI8Uls26k66f4wcftM+BrJ/P4WP/Dcer1a8KoNGUnZYyglBR1/4ulYNMLRxNQWV6alJNFqEh00xk3depy8RpvYuTT5O/0ZdJO6zuPRJZwg7T0G8FXLsr7e2dv7/fv6Oti5c+dWRP6TEcZP9YLg/Ld8dsr9wf7VRHVByhr6Gj6vQxALjlAnIqg0U5x+mnHTMEhpJSgXRBOla7UKqquzaC4dR1SeY3K0k8rycWk2a4iJm0GrxlwNXytKaD1sF9K0YBU3wG0fRDZXwHkbihjpzcN1jBOEzmSEQmtPLq1HjxzBnaNjWCrXEMNELAUsaoBCBSeVhmtbcC2DGx1bANVmDdNT46iHgpOAXRPobs9g0zDloBRYqq7JvpoHwvLkxATdtdW4gPqHCzcXvh4u/Wjsvpg6iKk7nn9p5O98sRFOPkSY6FNuFmaqH8osQZlkQtIOZfZBGt0JlLmIyB/jEYpP6hNvEXFE8y8HhjMEk9wYzU2I4syHhSh9M9X+hN9InsV9ffLe/373fAUWR9+Ti8KvXxAHx69Qwr9c2dl+w+0HqUAgUoijJQSNw/Abs4jiATS9Phq5wbQHIKUzKs3011Qs/19h8PIdd+dTHNmz59x63HhuEIS0s95impZJyYdMCqWdnUXdPcHxAe9ciCxFECPpzKkQULNhKLWmTGOHIY3Pp5T6cqqjY/LufIbf1nN37dq1TSJ6VhzFTxES57KfAI1Q2NdCp3tqvoZiJQjtpg/s/RrGbvsgHvp7b4eb3cg7Ou3lQEhHEpmtyYdUZNakELcKIb8RxPGXhoeH72Idv/PWW54chdGTYiGfqYTMKUqvZMllYlPOvhACzWYTldUFOK6DQkcPGrU6yqtLCIIm3FQWhklR15qwyjfuFplyfRctPi2EuD6dy32vra3t2G9rvX/6fXft2tVmyvjxUYgXRXH0YEF8AWoqiKDJTYbFqEIrxI4LQRLprqcXutDrEQoVeR14tr4WBMsnYwud8nqSxwbiiXq16tUbtaHQCxW9L/NziJCaoFrcbCQkSW442Kqb3jIhF/IOm6B/nZGhs3DI64F+J4SDsf7EOVTLSPkzMD9VNA0pd4TAx03T/F5vb++vpWa4Jo7liyYWewYGTv3aO7hv1yPml8tP/4tPTP7+nRP1PvrM9GUCXlYyWG/RWAGPRAy01sqEL1KQhs2F2jIEHBpRBA1Ul2fQWCFH4xU+LlSkCcVgtQmNVE7yfyHDGV4HCr4hm1Jlw8l1IlUcQjrbjm0DBf6VTWszLXrweiaTM+LHjE8cx+7d+9AMDAyNjMC1gJ0HjpPnBUuVyVzQNm3dbBgm82lWVxbhCxObRgZw/vZhZF2bkRI9ItGOwAzmsC25/g50VZkCE/mU9clsLvPRlX0fH7235cn0mcT4nreMyNWPP04ZjRdIo34RdXgqVYJp97AEUUhij3fyaETIDOKgjDCY0sqTJhl5zSEMydyEpK5dMN0tEOYWGrccDbzwGmmccUOq+KDx0+WGcP/nuG9WYGrfs4bM4MgVQlZfrAy13XA7oZxhPqeoMW3UQjSqaS48gbcMg2TSdieU2ekZKvONMIo+ns5mvp++G6jG7JEjXYuVpYs9P3gugCcYhnIphpvyPzSx0GEoPww0J4F4Gpz5QI6I5ONAIxR2uFRjQsrPA2IPo3WkoTfcXZVKZe/pBNmffCRHb745F6SdR0SQL4rj8NGAyLXGJ4Ro0Hej5oOKjO/XccMXXoyzH/gMbDjzajSpwWC3zoDdKtche+3SpDkGBJ1LsSKE/JaS+JJhu9/s7OxcH2/t27evp1mpXCWleHEc4wxpSkncDAq7IiIokSJr9SpC32OfAApmrJZXUFlbguO6yOSKfPNlqW0C4TOGkYRkncjeEOPKML7nh+GHh4eHb7hvzuZTe5eDe3de5AfR5YjF1RHiYU3+pJ2zJudqRIdQGl3omWSZNAx0/9TIhh5pUfHRDUfLOZTQBb0eCRk0ScqlaZQ2o6sTv6BeJa2ItqK3tZfKugKmRSpMrOI1QpFQO9n6k2UQSXNByB95ehBPQ4+6WAJNReOkHJX1ZkPKJQA3CBH9p1IWjR3vFl/je7eMXmJZmZHx6eWRUNl9kbTG9x5Zw/hco3nOSGbfAzfmdx5ejCsvfGLP/M87Gtd97bbSO7947IVLa8EzGo36GV4Y2fSVSDqtH/r3IBkVESHcp7A0aSLmsaqEDR+puA6/Og+/ssTjCGqAebxFbqAsbU2Mg9lURIEsScnFNaZmQ+hgPdfNIDZTUNlODtDb2J3DGcPt6Cw4jK5otQn9rscnUsSYnVvC2uoa+vp6OC7gG9+5GSsNgYbvwfdqSYPqwDRiRgcppr7WqKPQ3o7zztyC4Z4ijNZYlL9z0nBwjg09tLSZjl8UickgjL8fSfHRD7zmwm+sL86pneZ361nrGpm9e6+02ioLj4KcfRFE80opKzCdPIx0PwyrBKFykEYbpNEPZZR0d+jPIgyOa64Ge2osI2ZSaBbKHoLhboWQA8eiOPNtKZ2/dduvun98crcOz+/+kw/veGk+545egqj6EqHqjzSsdMZMb4C0zkXTG2G1QdBYQKNOWRBzhDnCpKA+sy9QpnM4hvlNYbT9e2nw0ruFauy57bZzpRE/ywv8Jylgm7RM6XKz4eq0RVPvKugm6ns+xaMzukHnNWvgecwgqaCWdaHjS/ROZeCThuV9qVg8MTI43Y7SoUP7zqpXm08RMZ4NIc6ggqTzXEyG62mccfzg13F8z4fx6Gd+GoaZ1btXai5oJ50QQslfgwodExHXCz2pDRjdOBpL8QWlzC8IIe442R589x13PCkKGo+LoF4pyPKBCixD+Iq5F0SOJCiZmom1lQVm8reVKAPEZV8N8jahnTQ1O5qsmqAaCTdgnbTo+z+MY3zPdN1/2bBhw2mDauzdu7cdUfTYMAgup0ZXSrRpeTE1Fpocy43HSbJTrg1Jwmir0dD8Ge0tQlyJE0oQLX/VkfBJrDzvU2MEFAveaKDRrCNoegkSZEIm4ytOek2USDpOvoVq0Fmui5COO9fEUG72yCKdxgzcACb+Gslz1iWkSWhb0hQeE4i+FAv1DaXUzQMDA9R8/MLHt27cNxTH6qVxjEvm1zAkhOhfqgEzyyEWVj1YCl5n0T04udDY5/vB3GCH/Y1Hn5vdW/bE8uMfctfXfu3bb+i45UD1guVa5b2VerhZN0naNUS3GJoETQgHEYwp2IzO/UCQV4UDeFWo+iIMfw2hV+PMGmoAaJ2CegUh8S9ajRmNrgxbIxjsD2PAcWxWsJCLJ3HABKmmCNXIljDYlcc5w23oanO4sePGLUFJdPKrRrSaXoDdBydwx+236rwSN8/XbbNRQbNBluf6HOLxDo3YwgjF9jact30DNg10g1Q2+vDQd9ZOoEkrwx+96YVYqwWoNui44pZcSv4gCKz3f+qaB94rQXl3MX2/4YZrjA25nZuNeOZqES6+UMnFPsPJwEgRKbQL0myDMOgL9zIxFMJEHK8i9KYQeccQeJOIfHIObehO16Kf2wplbm7GIvXlKE79V6bjeZ843W7K93+ee38FJvZeeZ4VHnq8oZoviVV6RGWeAZjbKVIUYaCZ2pE3Ds8rIw4rkEY7DDLyMtqrSuW+AxOfhjP47VLpwrvF1ZibGr9AxNFLIhk/VQopbLroXYclk8TXYFc+VlwQMZRsyXWjoS1/9c2Wd9C0G9RmSQdMy7glDoMPdPUN77ivDYpO9Ujt2LEj71rWQxCHL4+BR8dCZNiOObFbv/H6N2CwbxBbH/LnmkxIttQM17d20RoyZ3vwhCOgC1viS8AEQqxIgd2GUJ92stmbVlZWDrRQnr1793Z71epThJSvi6Jws4buNU+ALN9pPf1mDdW1ZaQyWbSVehjepc/Qej/exSeoBo20CH0ixRsbjCXcBduyQ9N2Pm8o+yPZgnmgra3ntGk29t1+++ZYqSuiKHg6gHOlIPtkQjY0V4LRIRqnUKNgaCfUFl9DUyV0EdGSUy1D1o6quti3UId1yWkStkXBZ0RwJoTQo2bDp4C0ZGxG78OoljZwa4XfaX8N2tVrFUmr0aDzTVvWE/KnVUmt5qOVy6Jlt9p5tMXdEEKQ9OKglPIHppQf7x0c/JlNwtTU0uChsaXLvCB43Fo1urzqSYve+vgyQPkj9YaPjoLL71tuxKjWQxRzRr09Y4wurPrHQsTHu0vuf29ud3747CcNLZ98bZzxrP/4YbnaeDBvDpijEBEWue5bQmtLxn3M0QoDBKEHn4q814CoLkBFHptz+c0q3wucTJFHT83qCrx6RY+uqLlQpGIzgFghlc7AJ/ds9q1oro8uKE7ezpaQzhbQVcjg7KE2DHZnuUbq/jlBHBLExfNCjE0vYue+Q5iZOMwmXU4mC8vOIZIK1bUVnV8iLUYmyamU1o18Qc7aMoztG/uQduzk3DmB4dBxq9QDLFcCVBoB+HKKgZQj0fTiL2/oyRxVlvGe9/3xuUdP9T5zKs+7a7JM8hPLtz+1UPPnLxPR+JVCBlcYVgTllmC43WzYJVUOQrVBmf0Qsog4Jge1eQTeccQB+cJPIQgp1TWCMgswCSJ3t4ZCDByNIvPzDS/9gfbe+1GNUzlA/5ues3T4yrxXr18VI3qu4T7uQmn1utIiJYNkC9/AKyNoLsNrTCEM6tx1GxZJqvs908yMCZX6pqFy/1boe8Rtd2dd9u3ceVYsvWf6XnCFkGIb8TMs24Ztp0BNBykaqOOnHTy5hfKucd2wSF/AdCNtpUCaBDUDNxq2+tfZhdX/OJ18HH56Xe7ctevsWOKxYRheHsfxg5QyXCpm37ruKjz0iW9EZ/8lunHgGX0yp0/Mm2gHrf0UqLjRSElnOLDREzVdbG3MzpVHoeTYT7Lp/mHDhk3fEUKsK8t233HHpWHQuBRQr6UYchqdWI7DH7NZowLYQFuxBDebI7Hhep4DW2O3CitxEygAjuLWvQaCZoN5JU4qB5PSs5QM4jDaHUf+QUel/mVg84bv3J3z4958LqMavn+GkPIPwih6ZowoxaMSk5o0Xeyp2dDcE0IVdBPXsmXSdUdzNaj5YkM1inhnnkQS5c67dK1c4ddgTEP/HLl80iiM0A1COdgdlsm4CTGV+Tp6bKP9GRIVSmtrnbyOFvzo92/l0pwweyO+iCYXtrJEtByZ/7oihLhdCPHlIIo+NzIyMkYvuXfvkYcvVsKXVar+wxbLcb9hKLVYkxif99k0K+MayGcMrFYCrFY9vv462xxGt1ZrAWqNELYlq0Ml+5BpqUPLK96NgYw/+95XncvKsCe/5is/vHO8/GCKV6dz1lQ0ytCrqk2uNEpEaJ0fkJcOCRvqCGsriOqrTBAlfwzyj6GHlW6DTHfCdFIQEUlYy2zd30I1LDcLiufwuPlN9CPr5mY0trLguBk4dhZtuTSPTkZ6cmwl3prmUBPAktcIOD45jR/tPopGs4ml6WPwa8swUwWYaTIBy3AD0ajX+FzgcU2CjKRTDs7cPIBzNg8il3HWX5scR5cqPlaqPhpJkORPn/dZ1/Trzfj6Ul7+z8Ub2/7rFVdv/4007D+3ydAnwRlWW90dAexXSFl9lYwn2D5VuYROUAInWermANULw+ymhF6E/iLnn0T+MYSNGfj+HBcPMvdSZg8M9wwoa6QcRvkbYpn9j0z7FZ+6Ny/w+1/79FuB0dH35Jzm1OPiKH67YfcNm3YbDCsLoZyEzV5B0FiEV19A4C8hjmqQqg0WSV7N4pqU6RvjKHxf58bf/9rd+XYHDuzoaFTCcwzLeH/g+dto50hEKsvVxFDLdLhwce4H7RZ5d9Payesbuo5iTpIwqQNS4pBSYq8ynDd1dXXtvDuf57587ujoaM6v1TaFMnoeIjw/iqLCdR+8Cr//4g+hrbRBG0AxQZEkpxqCZ6eEZFyilQ56jNIiAvK4lG6oBOUHPnMOTMO5PZVOX0u5FyePTwjVCOqVy8IoemO1Wt2cyea4qNEum4pqe6lLp7wy9E9yzySlMhkRUHEl+L9WraBeXWHODBkitVQz1BwxnyT0m6Y0dkjb/ko6nb6ps7PzPlc7/KLjevDgwZHY95/W9JvPimM8QEopJKMaLZmxLvbsq9FysUz4Gi1iKEP+CZLQQnI06kMEUa0GuYsCJPHX4PGA57E0s+k1uRlgMjDLnfUIp4Vo0HsTl0PboydtwklG1y0Ug3bXxN/hVmZdmRLqsSI1LAlnY115IQRxd/YJpf57bLI+XqvHL6g2w0eu1eDQ6HJiMcDkksdoxWCXi1ojwEotRK0eopA1UUgrrJQDhvkpPCyfUvz3nh+j0gjR9KNpQ2Jfqc3+qm3Fn5qbmdleqTavPrbgP3tmsZzmscO6m6peY5pXED+Dzl8/bMJvVuCV5xDWljmlleWhgae9X5wMIjsLYbdBpYpaau3XUSsvcqQJHUc6JpoLq3ku3LSTfJh+3jRhGTYcK4VMLoeRnjy6cyba8g5SjsmjE/pR4tXsGR3H0bFJLK5WYbtptOVSmD+2H7PLqzyeISUcTxhcigLRvjNhJNgUjJQzKcvApoESHrB9GB2FLK/lwpqHtTpFDJxsWv6zZytZ2piGmHFMtbOv5H7uPa++4KO/7r3qFzYZrRc+ftsLe0157Onwjr1AoHwBdWSG0w4z3Qtp9EAIV+dTmAMQooA4psjcaUTeGAJvAhFJFn1CzghZ6oBhboDpnuFDdI1HUeazdWG8r1i84rT3Jfh1F/r+nz+xAhMHP3lefelbn1amvc10+uG47ZBGF5RtUxlHHDUQNtfg1+fgewsIg5rW6lsdsOzOpmHkj0CaH7NtfDTb/fS5U13ba665Rj7nGVc8uOl5l/q+/0yhsFWjGg4cJ8XohlQaZmzlO7Qiy/mmzhC1Jmjo3Z9O0JTS3GGE3ru6hjd+8lQ/y2/jeQcOHOiLIv/3EITP+8gH//RBj3/qa0xKjqQEVS44ZC/eCp1iuSvtsrTCYX09Amq8PDYv8psNRKEH0yF747T2g5DyeOT5o8qOP33LLbv+vSWRi3fsMHfL6OJGpfZ403auDKNok+fXONk0WyjqoreewUG+GomJFQ1IAh+rqyuoV5ZZoZHJFpnYSDNqgsKJ0KsR/oiIb4EQckkpeTAS0WeUsv+zr6/vtCCdHz16tFBfWxvxwvBRSsm3E+RNRD1q8MhHo5VwyzbvTAzVJNF1j5OfGqGwrwaPMBInz8S2nUQFLedQPSrQIgNCIYh7RIgQFTP6t3VPFeYg6aaD3ptRkeSc+Hnnqh6h6BEWNTgtvkgL3WCnUOICtQzhCLnyY8yvBDOr5aC6sBb1xsp2q03gyFyT/h6FrEJbxsTMso9anaLpY/R1ppmHsFQO0GhSKBlQyltwbImVso9Kg0YT2rk2sdWfzrvGIUvJt3anqwdu2r80UMqqN996eOni1VogDUKEJGBIG4Ykgit0tg8Z9jUqaKxMwK8ssgMoNRmUX0ImWVYqh1DZ8IWNyEjBcLKw0nn0FIuYmp5kxRTdH1qp83Q8iTvBzbuZgmPZSNsWutsK2DzQhmKbi8XlMrt2Dva2oZBNYWZhGXv2H8HEzCJqtQZMQ+DsbZsxMjyAZm0N3715H8bGp3RCOqj5kVCpNjCKEoaoewFCSlGEhG3E6O8qYMvIMEwzw/+2bgr2S24+dO/T8mYEjmVOGgpfatYb//y1dzyGEah78viVTQa96NzeKzNefemBCFZeZ8i5J0qzAeW0Q7mdMC2St5IteRbSHIEyeniWFUUzCPxxoDkGvzmbSF0DQKZhur0wnLMg1eBKBPe/63X7PcX+59x8T77A/T/zu7cCMzNfT5end7w+rh95tZAomG4H3FQPpEmjESIYW9o0KlhF0FiFV6dRHBHKAxgWjem6oYzivFKpH8bCeFdp+EmnrDCgZM39+29pD2u4UJrGu33f30o3UyKDupk0TIfyKLRTIKEa1GQQH4B2bjS/bWV/cEATqQVYhkgwMY5LpQ52uJk/tdvb95yuR2Vubi6zMjs78J1vf+kVbW3uy844/zE02OUQObIEp1EQ7dyIyNZyq6SbMjcbnDMSJojCGqKgCctNwTRTyQ1eywS9eo2K2oRjO1/Od3T+W1tb2x3JjlcePHhru1fH+b7nvaZWq11GjV06Q8dcB361HEt5NMWokUCjUUNlZYE5HB09A4hihVqtjHqVUC6FbDbPCAuHw4G4Aeyx4QvEC1Es9ihTXtvfP/S50+WYEF/GsuS5hlDv9f3wHFpnYbQCv2j9T6TrrqekspGWHknoEK2EyEijE0rj5ICvFqpBiAcVvCSCXtuS6+KRNAfUZBCyERJfo2XelniqsD16yy30lzQbmi9C8R4039eBeC2vj9af+bsJgVo9xsJqhKVyiLWGhGlbODoXYGJejyf7O11Umz4WV33UmzE68iaKORvTS1VUqZEIgLQj0Zm3CLVg6L/pkfLmpKOaBIUZSiCMxWERrn03FUd/NthvdlbXGo/aM+m9+Njk6gN8yiZhRjIVZCNpkALmW1SXjsGrLjGnIvKazIvJ5ItwqLGVJgIoBMS7kCYiO4VsWx/SmQzCZg2zc7MI60tEG+Lrh85fSi1OOTlkXBdZVxM2C2kTwl/F7Eqdi38xm0LGtTE7P4fF5VU+lsW2djzgrI0Y6OngGAS6rhZXKthx637sPDgGRNQAUUp6wERTO1OE4bYxsZrcRInfRE1UOmWjWOxCd1cXUrapu81f9DgJ5OCxF0Iszk+V/crcde95+WVvfvjjzrxHwo1TajLoM+297kqrbWS5O4pqL1GYeqkU5U5pZ2CmSzAcQjWKEMqFkGTmRX4IDqe6hsExnepan4LvzyPwaywZMswOmO52KHNrLYrTO8Mw//+k3PTF9N0g9p0uN437P8fdX4GJOz9WrFYOPc6IZl/a9OoPd9ysYbn9sN02SLMLkjwtqLpFBFuuwqtNweegvhqksGByDkqnZ1q5SUj1XkN4H8sPXPVLWewnf8q9e/daQgRnxYH/pCAIn6Ok2pzJ53hXrHM3aC6ekCFZQqhJd+StoeWV2p6c7J6pOM/Pz2JpcS5qb+/Y1dHV/dYNGzZ++u6vyn33E1/4+Mc7Pf9Yz/kXX3Ftvdl8EFkyCyKGKost1xnyJgdJJgMm8ew0B27UUCZ9frPCRDbDSjNZllj3pNzRRDQ2eiYZcEVIMQVhXD8wMPDq1rejtQ/r9a31Zu2ZQoirLdPZwNbYZIvNVu/aU0OrYSQqa6uorM2hraOEVKbI6a9ry0to1svo6t3AXAOd8qolnvQzJBfViiDhCyFmY8TfiIV8/9DQ0K333Sr/8nc6cGDXNq8RPklCvI3HcVzQtWHXOjH0ZG8LLtiEMujX5dk/SScS105OeeVUzpZFOJE0k2aDGklqHhO2R8tSnPgaZKdN60YoFoetkWFY0mgwYseIR+I8mpBLT/5mJ49QCNVYV6Xw9RJitRJjpQIsliMEwkbFFzg83cDiaoDOgolMysL0Qg01kpWHEbYN5FCreZhe9uH5YZp5RrcAACAASURBVIJe2Eg7ipuQCsP++nu3/EVOVE9NvGxUl1DKqh+7rnP5tW98xPQNN+zNfODrc91eo3JZJOL37Rlb0m6mbElOXXQEv7qItfljaNaWOTiNpKrUIOXbuuDkOhApB5GQ/N50roUxJbEWEdN6WVlGI8hufGmOkPwGIqFgOCbSqTyKGbILd2EYAo16FeXlWZS9kP0vYhrLeJSXotNdt27sw1lbNiCbzWgVEju/EnVVoFyp4bY9R/DjO/Zr2T2NrIIGKCCXEA2nvRfSdFCrVOCRhIYIxgi5wejp6kNnZwmW+fPLPge6SQFTkuqujuNHD2NtfhLd7anKox91yWf6+opv+ZOr7n6jccpNRuukOrzjsXk7mD5fyuY1Uqw+gqTByu2A6XSDDJcocVPLXTdBGV0QoKS7SZ1/0qRf1GxU+KAqIwvlbIBhbwuE0b0ah8WvN6P2t7V1Xso7n/sf/7tX4OgNH3VU/tZ2z8++2vcmXqMMw7BSnUhlBqEIHbPaIYTJzHBCNfz6ErzGPEKPegnagXXAcogTVFiWRu7HkWH8Zan3slMuInEcy0OHDmU8r/xICfkO0zY3mQZFqLfGB3pezjfxxCSJdoh0M9eqB2LDBZiYnMIPvvctXHzxI9A/0B9BRgumae9Syn710NDQvtP5KI6OjvZ79SpxZD5CG8HWjF4HblEcvFaFaLUNUCFfi5UZZLJ5pHMd7Jxar1TQ9OpwUhmOGpCSGB2tFFKehVcjiIO2EO/qGRr6OL3Oddddpy4YGclURbApivCHYYwXshW3SSMb8tYgVIPsmANUK2Uey5S6ByieEctLCyivzqKrdxBWq8lJrNJ1omgiOU6ao4RaUJdSLEghP6xM+4Pd3d2nPGa7F4+f2Lt3bxpB8AAp8X7fD8/WGSi0Zi2n1iT4rmUvzlkwiU+G1pes/x83DjxC8ZJ4FI3EsTQyQXrYIIzNoxJqKfE1/AD1Ro0JogZZW1OTmYxO6Lhz6N06MZQaEM27+OlHa4RCPAFqyMu1AHPLARbXQqw2NUIzuRzi6EyTUZfB3hTKlQDzqw1SN6C9YGGgw8GRmSoqVc0fIH5BX9Hkgjm93EQQtqLQY8RkOMGPxP9BCPheHY3VOUTeGjb15V6zMZ+99vWvv4ySPfnxurd9PT2zFm+K/ehPj8xWnj+9TDJfnT/iVeZQmT+CWoU2M1pV5boppPIlVqLRmIQQDH5XIdGMY9h2TpPGiWQrDNhuHoW0jcXlRawtLUCETSjbgUtjQTeDjOvAMQlRiLC8VsZKnSzBSe5aRVoBD9w+hIHBHqQch4U+dDrzWCdBsOitCakYPTSFG360i68/xD4bhInY01lAuU5kigPcEJVrDUZhqdCrsIFU2kF/Xx9Kbe1gTz4+gUIewJDDLpmRLS3NY/z4IVSW5jk8rtTdjzO3n1PNp5092ze2f+ahZ3Z+9jEPGThlk8K73WTQR7rhhkca2zvPvMCr/PgVBo4+xTD8Nth5bjRMh4KxckBsQzr9MIxNPD+NgtmEFDrNJl5+fZ4iGQGaB1udxNMgUmgzijp2Rcj+Rabjad+6Fy/u+1/6NFqBub3XZNYa4nFxsPgFv7kEO90BJ9ULy6bxSYFMsHhnRSnAYXMFfmMBzQbNQCsQwmJSqGX3B1LllqWt/jo0g0+VSpefsjc/7awtFT4BAm+HlJsMw2bVAhsn8a464SeQLTr7OCTZH76PnXfciptuuhFXP/NZDPsTPFypkFldM/B8f6ynr+/fBwdH/u40Wu6f+Sijo6N2rVYbVkp8MvaDC1hOSRwBDmnS3AAqNKRUKK8uQIgQ+WIX81fKKyuoVFbgmgbcbBsT2Ajl4V0R81ZIz88Psg6YE4i/YLnmB7q7B3mkRI3ezp23bIoD8YIwDJ8tpRwkHw+dw2HxZqRWq/HNPpvLcyFcXpyFYyt09W5huTyZLVGBJQlyK+lUSzxbqqATygJyZYaQO23T/LAbRV/K/woPh/viuFHDdfbZmwcCTz4lDsOX/aQHIzUKiBiqEYUkB0VoUiwjNYkipPX59Mb+xO4+9CP4oRb5tEYYoBFKkj2+HkefkAiYHNr0Ua9V2DuG0RSOk9eoCjUVRDik1kSTVTXq8vMe5PMwO1/H9KKP5UoELzZRDw0cnqlhYc1HV95CIWNjYr6BctODioGtgxn2bTg+W2MSI/1lKWuhmLcwMddAua4REkIf2BBMa770L6FHR/Nzkxg9sIsb4ZRjYdtQ73eytrr6a//+yrvkIdHI9GX/9M1ctexvjyGuvWN06exGQOdQAL+2wgoTGlmwAVYcwHSICuAgkuR/Qe+nk3VpdYnvkHAYeHREVNgGTLQX2mArgbn5adRXV7TPjKFg2RZSNjl3urANAzXPQy2IsbEni/M3lVAsEL+I0EBCIci4PUbEowty7dSjMhplEAn7yNgsvvnDPVgrlzWiQfeloAkhfPacSZeGkGnr5qakXKtrzghZrAc+2nJZDAz0I5/JsEKMjrFrhDg+NobZqSOorszxaKjYPYze3gEObVNKhaYpax0Z9c2hov3/veXVDz+lDd09ajLoxLruuivVxf0TFtzBZ0t/118rTA9K8h1wcrBzmyBlF18QQrVDWdshVTvicBUhSVxJfdKksLUZRD4tUAxhUqrrFhjOGRHQVQ9C5x9Wvfhf+vuff7dc4+6Lm8L97/GbXwHyaCkas1nH6f1q2Dh4sWEacNJkNd7PpnDKyiIWJMlqIPYq8BuL2tY+WNVmUaoEm7g+VqGOOL0jFPHzncLDLg0aXpsfxz/s7u7+nhA03Pj5j6N37rrEC+J/CRFvUxbdXIkYRqxwnSiqTY80tMrOh2Ti5fv46le+jMde+nhMjR3FD370Q47wTmfSyKaz6OkuxdvPOsdLpd1vG6b7J6VS6eBvfuV+M69IN94DBw70/GTs/7d+s0GOnaSMg1SEKljs4UDGRPXaGkgdks138C5nbWkOUeShWOqHUBb8ps9QMnNXyHo52fVq/grvqekv55VSH+kfHPxr+vREyL3kkkus9lz6kUEQvgkxHsz227z2Gkkilj0Vtka9jLXFGfRv3AbLTDMzgZo+dmQkYyLiznCs/Am/D20klpAZmZ/ANIamgPiPWIg3Dw8P/0Z9Ae7JEaH137dvH3nAXRQH4b82vWA7FXTambbQBz4OiXKDyaGMMDHzmOtRRONFtgZPmo0whkeoRpK+SzJgljwmmklWsbB0eT3MXedzNGrMu2ExrEluloIbDDqYLa6GDl87MUZpNTPlqo+JmRrmV0Ks0hRGWZgrxzgyReOAEAM9NF6LMLXQRDMMUcybGOhI4dB0DatlOm6Uygts7M2g0fBxfJ7Qi2g9mI3ZKDQCIqdORqwiVswcPXQnxo7uR9CswnBSyBVKePAFZ4cXntn3DlMab379885dRzNax+eaa2Jpbry1a2Gq8rQdB5ZeObNaOYN29HRti9BDZXES1XoZwnB4rMHoGm12iBANwAfdHyg9+K5llBptj8ZYVgb5bAGhX8fS/BT8WlmrTlhBpMdTJOlW0kGpsxOXnNmNUhvd4+jc1Z+SACP6c+v3k88tMq6bnlnC/9y4E7MLq7qBJG4MW557jChamXa09VFaegYrq2uoNxs66I5Un0ETnaUSzti0ASpYw579owhXJrFSLkPYWQwNb0GxWEqCDrXiaHlpFoV4IRjpNF73oX/+43efyrl+j5uM1ovH11wjF56x9IDG2o2vVeGRy00rSMV2N49QUvmNiENyRLOhrI1QxjBDO1E4g+Akp1BKdY0jn4RVMJxBmOnzIGRfFKNjVxzZL0qXrrhbvgin8sXvf87puQKjX3uPjc7qUxSmrmvUlmGnS3DTAzCtApRd1AY4ItYSs/oK/CaRQmc0qiEzMJ0exOZZcaRGQgibgyeVlLEyrO929fQ89hd9aw4aa6y+1vfCP6ObJ+3cKXeDM00SIylBXCLiLtANnXIRaNsSBTh25Ahe/opX4M//7LU4+9xz9Y2YpIAmZQmQAkXE0hR3WLb5AdNM31AoFA6fnqtP9ec6tW/fpq1xgE8GkTiPiKDk6UBoDjUNtJ9KZ/OwLAfl1WWUV2bQ0d2PlFvQCZ6IufkiNQ492EuArap1lgrfOJNoriiO9yll/M3w8PAXkyIl7rzzjk3NWvOlYRA/RynVTbu/bI4kr2QFr1Umvt/A0IYtiGMqeno3y+ZEie01FUrPp5FBEj6WxNxz0U525VxWpaDtTWQr8VEZRH/TuWHD3UoAvjeOITUbx44d62rWq88Mmt4rwhhbqIFgdIl+8TmYIAm8O9bha7og6QwNNpE+ibOg5a7U+J0gZraMvOj566gIF0tdEggJqlfKzMEhVC9mcqhuMlrNhnad1Db11AgtLDVwbLqBpUqIWkBMAAOHp2qYWQnQ3WahWHAxPl/FatWHSeFCA2nUvACHp2sQEflXRugq2BjodrD/eAPVGqWbCuZAWEw+lkToTAY95M0RYWlpFvv33oqFuRlYSsFKZTE8PIyLzt2GjmKOFiUqZFI/UEbq8a/5BRHn1OROmA8r+bXmH00sVP7qyLzH77GycByrS7OMYNA9gdw8yS68NUJtSptzRFqeJj99PnAnS1wXt4C2XA7V8jJWFibhN2hclOx3kvwa282g0NmNy84bwGDR4eh6PxmV0OvSn+lBfIlE4wY/iLlZm5ivY2JyEpPHj6GZXG9ivdmImGuVaetBqW8EfkgE0lU0KdyNGu6gASsK0GZ6aK6MY6URolDswsYNZ8ClkQ2fd2S6GWF24hj81eMY6mr7bk//xjd+7G1X3Hgq18Cv3WSc/CbTu575YVS/d5VU5YxwczDtAgx3E0temWRjkSX5ZkiVRRyQD8IY4nCceRpeg8YpROojqWsByj0HprUVUdSJENlXecL9WLH4xNM+FfNUFv3+5/zqFTi24y97gij4vFcff5DluMrN9MG0idTUBmVnOCMgjpqIfHLgW0DQoMZ1DaHzcETqbFBDQDN+Isrxrdcg/b/0nHT20kKh8ANBmP9PPfbuvaUbofH6MIheLaSQyjIEyzvJCtpMgq6Ic2AQQkevqqWudE+fnJrAu/75bXjyE5+E8y94IPwwZDti7UFAUdu8gZw2pPiE6Rr/Vir1n1ZJoj+9FqSAsE3zJTKO/jFGrGSSP8IaffIE8D1USFKKCMXSAAzHSZQ3Oqac1oVQDSoctIOmosdkPRpthB6Cuo9IRCQbnlO2+47Nm7e+87Of/Wx85ZVXRoQ4UeBaEPhv8YPwbMMwJUldRRyiUi4jncsgl9NeBWwkxsVODws0T0ZLGglx8jxqjFqohm58aATByJR2cNX2Eiq+VSn7rVLK/zrZ4+NXn6n33jNG9+073wv8t4RhcBkzW4Rgbw3KyeAmmJAE2hkniqD1HTWPqHjlWxMU5i9Qw0ejpVbKK5t6tezBW7JsblhOlAUypyOHSZJ5WqSooGwfKxmhkJLHICBfYWYhwMxiA4sVMEFytRFjdKKKMJIY7LIZjRifb7CvBZE9+0sujkxVsVyOII2Yrk2M9DjwmhEOL9QgQiJY8qBdb+PJDZaoj4TWCEIRPRw/fgTlpUlU5iZQ9yPkugZwzvbN2L5lmJGX1miBPmHKUT/wh8551JseifCXIZqvf+tXzzsy7b15ZjV+4uTCgpoYO6YTaZMGTFgW8yq0e64NYbp3WS99NqyTHXTTTQRYaSGdKyJtGVhenkd5aV7zKJKQOvqslmMjW+zF4y8YwYYuFwGbm+lXpKNCjYYyiKgRs1/I+EwdVT9mdJXySKrVKo4fH8fc3BT8ILm90YiMXklQx2Ij3zmI9lIvVqp1VMtEDvV5fdXKccTNRQyNnIGeTlKMEvKn+ViNRhkzxw6gICvYtmUrhob7bugqib969XMfc9OpnP2/0SaD3vDAjU9/YEaMfs4wxweksgVSBZ6vC2OQiSbCovyTLUwK5SIRko/GGGKPxijT8BtkwBRAmS4MewMM92xAdCOK8x/5CQnwGvfo5hlx4YVJQs2pfMX7n/O7ugI7v/7cdLaQuzoIw3fHcc22nC7lZEowKCHYJm8NghZJWVBH2JxDI96AUI0gjg0mbvl+wGxuRY0B7/piqEgFwrK+Uq1WX7Bp06bqz2s29uy87YqfkNeuoVGxNJXJVtwUBc/jE5qHa0+HFjmPiyfLtmPmD9DINmZLbA3jcygZ7TiTsC9lqHEl1Zv9KPrkhz/84ea9nYL46xz/I6OjT/E87xO+17CFkjYl2VJxYwlkdQW5XBsHm1GhZ9IizcwTNQ7vwBJUgwq+T/4MSdJrrCQymQIcy00Y/tGkoeQnLSf14Y6OjkMU5b5///6tc5NjL5dKPcN1M11+6Eu/UUOxs1fD16QCoubRpJXVng/aIJOsyTVvRtth6yyUlgyXs1BaDq70malYJukOlqluMWPxtEoYLp0OQXjjBw70lf3msz0/eL6I481SSFOPUHQRaJEyqdkiEy3qqLU3RsJXWHdH0OMk8rXghFdeH2rEtDSZ/RFYin2yikSXB1pDkrs2atRBEKpC664TXv3IwtxyhONzPipNiVhaGF+oY3Y5IAtwlAoWZpabWFzzYBkSfR00XgDGZutoeBHXhI6Cg+6ihaPTTZSrDQrv4vh1+j2JEUvKLLUZOn10afoQeooZCGXj9h0/gpNpw8UPfSj6ezq06VYS705vRmWWFcBS/ODCTYW/f9ojh//7V10TD3rBf7yhHIh/XK75WFuaQaOyojN02DWL7gMK+Tyd9yQvveuDprJhswllphBTcU94MR6dnGYKuVyezf6W5mfRrK7xeIaniOSbYlhw27txyXkjOHsgA4MgHEIEEySDiK/zKz4mFzxGFe/6oIgEiZXlZYyNH8XKyjI39EyVXa/0lGNkodg1gnShHUtra6g2mrD9Mjb1dyGTTnPjqmhXJGIszM+iPHsUGzocjIxsgptpI7O0bzzkvI6/esgDt97yq9aRm/pTedI9ec7UzmcdkrVvdCozyMbE00iR2dIQlHIRyzSUNQhlDjGJJgq1U2jsHUfoTcJrLLIOmNo4g5xCU2fz88Ow7XZp9L97tTn7ue7u5/3MjO2efM77f+b0XoH9+/dn7ehHT/RXb35FFK49yLCzLpNCLWo02kC25HQOxcjCj8lDweYGg0iKvJsOPO7y2WSKiHOsfKB7sDGZTtsvEsK8ub29ffWnV2H37lsGFMy/CH08CzLOSINyvrS8kghvjHCwv0GyK2bSVyIdDMJ1uJ5toBNmv4bqicSlkzQNZXxEmOa7yuXywc2bNxM2fFo+RkdvK9Uq/iubDf+PpZJ5N5VSfsODH9RQKHazXfJ608WFisKiiLeiXShpDWq1KmrlVeZ1GJaJdLYtiZOn6z9Ak7w1pCCb90/ZpvXPPjA6MjJSpmZjx46brrSF8Ya1anl75Ptuvr0klEVBb45u3ggmZ+6ALpB656sRCpJwtj5DyyVzvQk6KU1Up6EKsNBA//ldQoi3DQwMLJxsk/7bOkB79+4djALvr+MYVyKKs4S0MaLG3IwWaid4ZKAbkMQXo0W71e3CetOgz8sToWstNUUSo6HRoQTtaRGZqCGpVcuolOuIlYu1KI2xyQYWyuR0aaIaGjg+rb1L+jpsLlLjc02G9Yt5A6WcidkVj4sk/ZvrKPS2WaxsODZTTVAoktbQZ6PWj8ZvnJGTEHurmJuZAvwVbB7qwULZYx7BwsRBjmm/5BGPxLZt22GyqR+1nbpxoker0Uhbok6ze9+OF6+56sx1+/ufPq6XvOyzfzi3Wv27mZVqLoChqL/wamWEjSri+jIsUot0DDBS+TMPv4Llw7cg1Xsm7EyJmxL9iJmv5MUClptHPpNFvVHGyuI8vHodEaEKZChHDqG5DjzkrCE8aHOReTnM8/BijM3UsFwjqesvOxMFAj/G3NwcJibHUa3XtTsrT8NoB0QXRshy/Y6+EUjbgRH56MjlkDKpITEhggrnpqA+h8195GOU4fTY7u5epNP2m/7pdY9986leC/dak0EfYGr/a14VrXzuz0xRa5e2cmWqA1ZqANIsQcKCoAA1YwhQ1NlVEFF8fDCFmFJdm9PwKSyL/PbtLAx3Gwx7MyAG4HvqpYbpXJ8qXn1aOPmd6mLf/7x7vgLH9r93Q1RffF2zMn6lNPyC43aZ5KtBtuTSakNsbQNUO4JAeybQeeNTFgl7BxAsHPB+lRhXBjsqkg2HrFqm9bkwxt/09PTM/Lxicueenc/3Pe+PAJwpDOkSRGrRbp7dMWmUkvgK0L2R7Gt4d6jHA8QA1yFMJxQpOvODfrGzEpHujvzEVOqaxePHv3rxZZetUFG956t07/7kj2/+7hOFMP7CMu0zvGYzF6vYyObaYVs2FyT2WWAioTaWYoYl2R57dawuL7KvRcpNwc60s0qExigmz/p1Ii6hTbpR4DHGv0HGH4widefAwECd/v2W73/3H6q16nNybcVeqQxpWRqyptA1xRHbWvGgPTKSsK+EEMqIFxFDE1Sj5UypEQ8iDp8Yoeg4LTpVVKBE9NwQ6nsDYbgkNmxo3Lsr/Ktffd++PS8OPO8ViLEdsXDZxIvWjbhDlp00r7rJYGIovSRD/ScC/7jctULX+Nw84a3RGqXQa2rXzlYgni50cys+rt+xhG/tXcPYTJUtvm0FZNI2fC9Ab2ce2wYK8AOBtUoI15boLjpc7Cfn66g3IpgGUMgYaC84mFmoY60SIW5NL5mrQHCM3qXTGIFGLeXyAo4c3I3Iq2LbtjOwsLSGmVlSKNZRW1tApVKBbSpcfPFDcd45Z8FJpyGFdsDUgmqtzqCHZchyxlZ/UMr43/qDpz1g5Ret+kv+9vorDo5XX3tsbnlbubaWa4ZCRWuzEMtHIPKdcDu2QPK45MSDhzq1NaxN7kLkdsJOp5HpGE4oMJoTw5ky9L2EQiZXYG8Yks1WV8j7ha4LGrUK2NkCtm8cxCO2F1ENFSZnK2iEre4iGSWtty/0zoTKtZQ3dIwF6s0A01MTmJ6eQpNSjbmL1BJmajTol5nOo7NngP8qayvklIeFyUPoMGsY6uvBsbEJ3H77DripNB7z6Efjogde8KY/f/lDTo8mg77/7J0vu9hfveEPDVV+mlJeGk4epkuSw15AZnSqqznI+Sd84gfziIIJRP6EVg9QfkXYZAMv0x2CYW2HUH0I445bERsvTkfhqLgf1fjVd6f/Bc8YH7+uPVw4/IR69egLBGoXmU4+SwoUI3UepHMuYCRysiSSmi5WSnBshTpFIZGLaY6siYxk6UywginN3cpWf6GU/YOfh2rs3PkjmsP8ZRzjKqlEjhQPpql30WTBvM4NkDr7g28kNDJIXDJpbKODrTRkT0WYnkK7+/nZadQbDRrHvK+n1P2v51x44QFBGrTT9HH8+PHe+srKM1fLy38glNrqZjImFTciJFLj1Gq8WlwJQoEr5QWUV+bZ5bGjawjVSoUNtagZo90USVU12qNJtQTX8kOIIz/pwt5shuF3ejZsmKJ1uf1HNz0rNtQrYz86SxpmjmyrSQ1kWo4ObSNvDzbx0qoJTjYlVVCS7toamTCqsV5otVslvTnN2ulndGHiRyCkvNGS8l9X6/VvbN26deG3fWgOHtw1EjTivwmj6AlxFBUJOiJ/Ea2iIf4QcZG09T011DzK0nahCXh9QmTVim/n8zMZL7WSXltGV9xIGwaOz3j4y0/sx+1jq0zUt2jWYTiwyLuDzmu9hPyLSIPDPQVs7MkjDAUHnZmGhGtJVpTQhTe1WGOzLbZu45+lz0UyzRNqCtrpz04dx+E7b0WtsoRCWxdSOW3IRvJScsykXyCTR4ofiAI86IEX4QHnn49UPsdltyX+SGLLGOWwTFHuzFnvhhLv+qOnb/+FCsa/e/8tAz8+tPj7oxPzT19dmz+v5MaqO6fmphZXc/Nhez6STgsb5dNCxRHqlTk0FifhqxzcbBbZ9v5ktKHHPzptmM7xEB6NU00XbW3t3OyVV5cY8SPbfuKh2K6LroEBlLIppE1qyFvNhP421Fjoo0pnLLXGyblOYWuJJb0hYoyOjnKyKxE/T3ifJ4SkpDFx0nnkMjaM6iSG8wb6urKImmv45nduQpmaQyuFSx/zsOoTLrvkb17+zAvfearXwb2KZLQ+xOjNz85ZRu0dZvijS5SKN0tbwHRLUM4QlJmDkCkIoyfJP6E0u1WEPsXGTyL0xuF784h8PR0xVBvMzFlQ1hDCuNePQrzKlL03OKUnHDjVL33/8363V2Dstr8/o9mc/eM4XPk9aaU67cLv2Ub6PJ4Ra7dCunhEkhapEyvZlTJBOOi/OUGUCE86spwu12NC4lrTdL/U09M8KsTP7loP7N39dq/efEwkxVYppaso9Mi2eNfskIdAC9Xg617DksQvItXFiR10yOmJ09MzOHbkMM9N24oF9PX0Y2h4+PpcJv/OrGnenu3pWTpdUY3x8QN9S9PLl/th+FQr5T5ISZXnKHEzSRVlS2VtxkUVY2F+Bggq6OrfjCgWWFtZQa26xnyCdKbAxZ7gel2g9AiAR1G60aDb6PWAuNaPops2bNgwT+tyx803v92PgyuVNAfpfSURc02bkREe3SS5G+zVkRhY0fFoRZXTEdemanpsoNEuKpTan4CKc0yvw2oGnr6s0vkhwvizZip1rKenh3zuf6uPvXt3/VEURM8Mw3CrhGxX7HGvJa2c7krKB7ZY1/whQnl+Wm7JX4B7Yp22+9M5JExsBlDzBN7wiXHcuG8Gwb4vwl+c4KYxKp0Le/BcDuyipFPJpFv9UMl7U8PRXcyhvyON7jaHCxbljtBrM5GTDzOhKesWYQiCJtbWFnD0wE5MHNrF5dTJdiCVzbOvBl1XtXqdLcZtSyJT6IBru1hbpByRRZx5znm48MLz0V4s8udoNRjUPtJen/4nBVZyjvygdPIfev1Vv1zG/PRXfn6o3Jx//ZbhocylDx78zKe/tuPBO49UX1gJjD6PNK3an4vPeE8wQAAAIABJREFUI29tFrXVeUZVs6UhuNkik3B1s5O4jMbaTZgUMnR/8ChvxE2jkMuDkmPXVhZQL5c5P8VtK7GfVHcuhVIhD8ch/g21FDpvl361kmU5jZdaDyY1R4iaVUxPHcfS3CTqURq1QMDTxrg81uRND10fkcebIFdUsamvxByMTb02tg/Z2HPnGG689TDmKwpnnnX2jsse85A3vuo5F/7PqZ7890mTQR9m794rrVRl+VGunPtrEc+cI02ZFXYBZopsyGlulYJQxBgfhFAd3ClH0RwifwqRPw6/OY3Y105sLC20R2BYBFf1BkHU+X1LNf60HPUcvV+BcqqH/nf7eYd2frAzrO5+PFTmRWb+0ous1DabTYqYFZ3sYBPEgDJH2NEvkTXqMYa2BSdImcYrq6urHCPd3la4KZVNvzWKxPcHfo5R0+jo7o31SvMf4zh+OCBLhmlK0yZHREoh1WmLDPcTKTHZQunkUiLYaWOpo0cOYmpyAt1dPRgc3oBUJsO3C3pIgUPSlNcBxvVTU1M3X3gak5wP7b5lwIf7qiCMroAIB6QyDCYikhqHirthoFmvolJeZIJovr2LZZFLC3OAIKlcT2KyRqiCJsry6GI9tlzfkHmUrNn97zSk/JIwzf3d3d0LO3bc9BwVSFICbYRhFDgwyrDW0RRGOcgLgvgFxMdhIyVa5STNNDFX040G7TAJ+aIEXjKt0q6aGl3hEHrdjAoxJ6T6kBFFn5SOc7y7u/u3yg07dOjQpmp5+SoB+QwRizNZMc2untqeXMtdT0S5t3w21nezJ98GWAVMx0EfD7bPDyIsrAW4YXcN7/ifKZRv+wKCxaPcPDIRMo4gMx0wBi+C094HZaXw/7P3JnB2VuX9+Pe8693vnZl77+yTTPYNCBBlEQWKgAtoUUDctVpR69JWi621Gqr9q3VrtcvPpVorytpWBXFBBUEUyUYSsmeSyWQy+9y5+73v/vd5znsnAVxAlkSbq/MJmczc5Zz3Pec53+e7qKwCCbt+klDBLax8hoLCpDojHpGpu3JuJVm3ZazVqJUZ4j+4dwNK44dkBki8nYPKTNWnxDxUG5LQmE6n0dW9EPEUEcINuM0KDh3YganJI1iybBnOPfccdGazpNMNuR1HtR/M21BFPWYad2guPnDdG1fteyKr4sv+/Obr9o/VLvehnlOo2yrFIJB7KFmpE0mWEEySe5MXBqEXspiSihEenrDoYOCTv1zYIEJphhGMRtNGtVhA3afikNAiIKoH6M1mkI5HYRg6E2Sp3JClRqvAoKf2UC/PYmxkGKXZCTYaG1yyFg1XYLJYQbnWZAUKFRrQdKnIcpuIO0ewZulSLOmO4cIzs8i3q2waNldqYttwBZn27r1nndH/geeuW33r4x2rZ6zIaL2h0Qcu6IOofkDB+ItV1ekj0okezUM1u6FqqbB9Eia8gmRxZXYIDQjVcMbgNmc4v4JTObUO6PE1UPRuByK/wfWTN7q2cntbz6t/58S4xztwJ3/uxBiBAztuvzLQ+68XSnIVqQzmCWthsFNrMfWdoxvZ0RMsIRwWJsfHMD0zzQD5osGFyHV27jZM7RuqGrkpn88/ZuEZGRlZXJmbusK1g1cGQjlN1RWVrbANKjCI8U+ci9COm7gJTEAMQHLAkYMHcXhkGL19vejq6ZOtUW6hyBZOi7eoKvrewPc/okciP+js7Jw8MUb7V7+L7Q899FoB/08h1GcJNYhw6yS0IqfFlrgX+U6CjANUynO8+KXbs0im89zOohOU5K3IjUuG0rXgXmK6M+gtc0kUZa/QlNuCwLmpv3/x9j17Np9WLVqv8hG8XFO0xYxcUAaKbvAGy/wXhvtlHk0LQpYnW6kWkKoLii6X+TSsCmp5a4ThYi0SpNwPg6oilJ8KTfsfMkDu7+/ff7znZ+fO7S/2Pe+druOdLqDkme+oyhAwzkHRZZF1NE5eFk+PRjZkW4koRR5qTRt7j9j46Y46Ng03sWfkCMZ33iczPdwmAqeOwK4hIHI13W+5ZTA6l0OPZaQ1P/ujhOZfYbFBc0h+Ex3pFNoTMSQiNEfkyCrRLEYv9u3E2KFd3Ppw6lWQHYJpxmAopIohDxQXETOKbK4b7fl+RGNJaXJFSDcF6pG89eBOTI0Po6dvAZ571jr0D/ZR9SU5UzKViP9kLzOBmqEptxua+rGVg9qBl563onL7xrFYN4B163rqv2lur/v4T5cfKcx98OHh4tqGh1W1ZkM6XPM9T88fSHSshYcxqiLVHjz2VJhQ44SLENnGcqjI0yLItGX4mq3ULW6pWhRmR5lAQiAZM5HPJJGMUny8nEt6UlUhZUsDhZkJTIwdQq1UQCBUZLJd6OtbhHg8Btt2cGiygImpaZlvwt5DAsKpIeWO45zT12J5l4sL1+VhGjor6zg80SDzMHN3JBr5hhnVblq8+PEVZc94kUGDuG/zG3Omc+Q1mr/3lYpWWa7qZoqUAio5NppZCCUORaf4+AEoSga+X4fnTrGnht8cheNMwrNKvDioagxafDB0Fe2a89zoN1xfuyFl9O0S7Rc/RjVwvBeDk6//1I7A5ORkZ6lU+Jzv+1eRfwORCFs9ZD4phTbMJK306HQW2oJT+6LZbGLP7l04OLQfvf09WLXqFLavZpocZ0goN7mu/0UhxJYFCxbMPfqdH9y/4wXlUu3tAso6CHQTt4ALDVWiGi3lAy3yxNWYmhzH3p07kM93YtGSZfCI/OVIR0NOzWRFAClXVD61kBWH74tPmrr+g87e3rue2pF7ap9t586dzwtc51rP884TitKrqEJlONb1oUcMxKJxtmouz01DER7yfYslUTYsLOjzs9w0JMmyqypLTeVc8CZ/TH8dELerinKrZprfr1QqpWqpcI3vudcqin4O+ZczQ58VKGSkpElkpYVssPunJKbKEzltOCQ3JvMw6YpJbQM61RMszx4/qiRBymJQBuMFAiVVKHe4QXBDLBbbcryLwaGhoaXlYuEKVdVfFfj+abRpsasn2eIzykdKHGnkxagfFbWsRHmsnRQlnH7/oWnceO8s7KaKaMRE03Gx9cAwGjNHpPrPqkI4FYbk4VFqaQMikoLWsQh6pgtGhAK+yC2WBitEK1qGXwEQMwSymQzaiDvhNdmC+9Deh1ArF6CZMWTb26HBxsQUZYDYsKn4Exrn5vR0L0Cyo4ufn9WW4eXcQjHJ2n700F5MjR1gM7dzzjsXKwYHEZDcOdzzuTNG4BbPpahGdPFAR9r8qq4Yd3mOc2bV8ZbP1ez76+X69s/85blMPv51j+s+efcf379z7krba1w8U7LzTUIJSM4tje7nmRPzL85vuIU9hCgHtUCYrxGqSTwXRiyKeDzNBZFVr6PCqi5S8yiIairnpHSQb0xU53j3Rq2EyfFRDmmzm3WokQRy+T5ks3mWfdN9QWhdZW4aM7OTOFKRr0mLjWKX0CaKuPi8s1Gd3ImzT81h+WAX2tIJGCY58BrsZ2LS8+jap1Cf+ejKs57/Wx25j0uRQcO74+63J1KJnetEMPZ6XbGvgFJLk8mSFumGZnZC0dMQahqq3gdF7eTrwvfIwGSM5a6kPqGgrMCnKpqyDkjquhyq1lf3/Y7NHqI3uFri5ra2K34te/ipXWZPPtvxGoED+/b9me02/9r3gj5JPCSmvQx54k2bpX4yNpxclQmWJPVHsVjEhg0PoqerCwsWDs6TMuWmJgODAOVhIcR/qnrwva6uAfJveITUdHJkZPHU7NRlruO/VqjqmWSWQ9wAqbTQuE9Np2hqz1BBQ2FfZ5y5DrF4kg2FmKtBX+EmSyd5Po3zBkCnIN4w9/p+8Emhqhv6+vpO2PDAsbGhgZnJ4gsA5dVC4Fzi1pI9eyQWhed4sK06atUy0qkUUtQqCeFjaZZFJ2jJn2mRZFtkREJ6ZIy7jJ9vQexs8Rx4nxSq/mMhxPa5uemBwHXfZln2sxVFXcbSTuaJUAtF2mBzCyVsH7DUM7TUlqhGy0tCchOkp4SUwPI1w+2sMPiNNmY+qTIIfiAQ4luKonzTMIxNx7uFsn379ssC130JhH+556GLiKxcbHAbTxa/8vo+Wni1JK+tOdk/buOj/z2Chw7OsT4jEYkgE49gsljFyOFD8K0SR6FTKBcoL8MlRKMJ37Eo+x3CiENNdUGPpaEbcQidyMHSNIryZkgG6tYKnH+TGzwVdnUa06P7oQkPkXgG3T19WLSwH7lMFA9t3oQ9e/eyjT1JPzO5fuS7+hGLxZk7Qw8i6XIdw8UoufySFbqKybFhDO3bAaHpOPec52DNykXStZQJQI/kwfLvaGKH74sfeD7WuZ77XNeyvh40K9d/4rpLfmsr5apbblEXDre/5+e7Zy+cqztnVOpWvpWrEzq5yyWSilT+U1aqLdkwQSq04bOjsC9be3RvNDwgFoshGonBDhQ4jTrKjSYfUjRV4RC5fCqCOOqYHh9GqTDNiE0ynUO+sxeJVBt/ZlqLGo7FyapoTCORSOHhCRuWR3ZdKlSrgO6og7PXrsa3/+dGdHVl8dx1i3HOmUuwYlEnTJPQQYkqapryg2hE/dsVp5y18bet+8etyGi9sbFNb17p+/teI4JDl6uKdYpqCKhmDlq0G5rRxoWGolHR0QeBGHy/yoTQwD8CpzEK3yWPjQovBJSTYsQWQTWXIAhyQwGi/wUk7ojnrjlpS/7broTf438fHx/PFQuFl/me9wYowVpFVSMyRVRKKg1aVEIiopSxSsMoIoOyg2Q8zr4aclOTrKgWrCxPrpiCov5UU5QbjWj0Bx0dHY9xnt2xdesLXNf+U59yNxTRozC0SO6YkoBXKMxi/95dGBhYgKUrVvGmSqd43lT59HxU6spZHAx9Sk6B3NwUT1WVO1Rd/bKi6A/m8/njboH96y6ZXdu2ne8L/02e651v280BIuvRwtms1uBSmmq+GwbHwofZGfO+Fq1CozUusoXBqAbNC8Hc3NOWbQ+OkRLwVYg9gRB3uL7/jdnZ2YOqcK6AizcJRTmP3BBZBWS0UC7pq0HFCifOhlH2sh1DrRNpRc4yQ1IFhdbkjGrwv9H1IVENRsrCDUOiAeLnQRDcqhrGT4QQu4+nc+jdd9+t5fPtb3ea7iVCUV7M7SeWFjNCxwUwf80XXGHRoSggN+97d1nYNtzE9pEyDk4UUK03+OQcMw1Ml2soT4/Cs8mci9BBh82vRGAhcBrsZEktFC4+aIz0GEs9+bXpereq8GsF+E2yKPCQXHUJx6yzMVdHDgsWDGJwQQ/ybUm+bsjJcsvGDdixfQtqtg891Yl0RzdyHXkkEknmJXDpGc4F+bAYusJQv+34GBs7hOH9u2B5Ps5ZdwbWrFmBZJz8OcJC45hEI84n8gMQkjM5W6YslFsWtgcf+uh7L9/9eJZICvz71xs3rLz950deMDVXvTQIQMiGdCjhmqL1YrLAkNdPy2L8mKqHiKGhzJ1aKXQfOL6CRDIJzYgw4levN1C3LC5MKIxNb07BmzvEJoUduR5kc13cViIEgto29WoFc9OjiCtNrFzYhemqj62HZrnIsHwBvzKJxV0ZrBnsxM233ETW22jvyOKyi8/BFRctn+ruUCeFEAOEzBqG8aW4bv7zklNO+a02Ese9yKCxJ/WJhpELDaXwJk3MnC/UIKVE0jBi3VCNHBSNPOjb2JBLUTqkTbA3zqRQMu/ynXG4dpGzFRieo1AtczmE1l+Fkr4v8KNfsir2j9sG33gS1Xg8d8rv6c/s2LH1osAN3gwleJGiqClCELiXSNfEPAGQNm+pQGEJ43wvXspMqS8se/LECTjqfsibG8Q2Tddv8ILgy319fY+GCcXh/fsXz8zNXKqp6us84Nm8mYXcgMOHRjAxPoZnn3U20m2kOpQLigxD8vjabXECmHwYEFmUzaSlYyhtqorwFKHsDXzxPaGrX+vt7d1yok7V0NDQQKM8d2G5UvqTWDz1PEpVbdbIqElBe7ZLKh6YKxEaRzEJkAMquKCQqAYVYrJ90TI1Y4JaaBJFffj5YgNBUxHKD4Wi3Ol4te9WKpUB3wpe6fnBhUKI5fQ6HHbH8yH5GdLjRJ7mZdKu3HRok5F+Bq2WSauNcyw5NXTIZGTjEQTVWUUVD/qBuFlRlNt/FXn4mZozSnddsWLRKuFrr/c8948EcDoVXfK6ll4mXGgcg2zQeGw91MR3NtWhahHeuCeLdew5XMTkXJH5GLRhWs0amvUK/GYNvkPEapuLMIWQDUp/Jc4GuU26FkDoBs0bpfOyu2VICg1NoZJrLoXuW+jJdWBwoBuDvWRxQJkgkq9E74m4PVu3bMK2rQ+xGRUFf6XaOnkzzSST3J6kaytG4YYGSWQp0E/KlKkpUZidxqFDe1Eul3Hm6afhjLWrkE7G+MAxnyPSIqFCMCny0OgsyT436Kry8bOWrfjeJ//qsSFrv24u3/L5jbo/WT51qlB67dhs44/KTeeUuiUPMMx7Cd+XRMJk24TTZImjIaj8YSsxhmgoDI4s+F2PFCkux83H4nEOJCQklArAhm1Ds0tIBxVks93IZNr5Wqfr3qMIgOIkrPIs8kkNfX396M0lcd/WgxgaL8qo+iBAdfYwTl25CisGOvD973wTwohh6bJljTPXrnnwtKW5m1cP+GMQWGsYEXKtu+20057FScq/7XFCFBmtNzn5wEWnenr1TxQUrhSo9NLpQ4l0QovkoWhZbqEoKv3ZD0GJnH4Jrn0E8KR5l2fNwHOJ7C24ONEji6AYiwGR2+V58W8iSN+U6Hzptt82KCf//fd3BPbt2LHa8f1XCsW7zPPFKk1XdU01Zdoh9R1bcDl73MtIZWbRhxwAdgsNkQXa9GkRIK4HQ72MLojJAPi2ounfsW37+4+2nqbYeM2zLrI89zW+p1wgBHqoLzu0fz+aloXznvtcmeYYsv7pNM9dW+IBhKRHiWqEVthsS96CKGU/WSioe75zFxB8PZFov+9ERjU2brzvPMXXL9QN8021anmBbhhIZtp4U2cfh3Bz4GjxUL5KixIXgCGK0OJn0Ly0uBt8Mid7bcIz2B9CQtCKUGYDBLcIVfths1neUy9V1/l+8KcBxHOosKPCkzahRxca8mRP1wSVOrTA81GGiaEcg06vHZp5Sf+IENngjUlu3Pw+Qt6IH2CPUJR7dSG+WrftjcfT0XXjxo0xQw0uBtRX+75PqqiulsqhZdo1j2xoCv77Z7O48aezgBrD4p4M2hMmyzH3jpUwOlVApVaF5ThMmiaJJXExyKcioOKYgi7J0jugwsNFQIout8EFBhcfHEdO/03FIplhGkitfj6iWgTPXt2HJT1tUidBCBPvv0SckIRosjbfu2s7tmzajKlCCaoZR6K9G9l8L9KpNmRSCW4duIFgPwiF5oi1RJLoWamWcejQPszNzWHp8lU4a+1ydOZS3EKVMnaJNnCtqQjMzJaxdddhNG1vQyaR+Mt7vvCynz7RlXH9Zx9IHRiffd7wbPUy2/avmCw2806YhMuKEOaHSKmJtEtrmfRRISJ1sfzuqYXCqCoZyvlwyHrdJCO6KK8lpGTxnQbySRPtpFbjQhLM0ShNH0YMDVb3pFMJZDp6kIpr+P7PdmCqWOXrlwjY1cJhPO85F2Cwp4NJs0ZUn1u8YOCb3d1t//G2VzyLw9BmZ2dTlKHzq/yEft3YnFBFBr3JsaH3DYjKT88OvMZfqZhep6gWhNkOLdIDPZKDoiYgFErkXAChdHCkredOwLMOw/fG4FkTjGrwSVSNQaFUV3MphNpX9vzY7RDJr1giveGk1PWJ3i6/Pz8/vm9frmhZZyDw3uADVwhFmLS5GLy5k0GRLDaku+RRaZuE5mXromXg1erJ06LDxUYrtEhRt0ci8RtrtcpnHl1oEFTd2ZkZtOveRQiCP7Gs5rMe3vkwXMfH8y+9ZL7YYfUDp7qyQFKqHGgR5vfgM8ucURVS2fNKSOu2x4un5Tq2ooghI2L8bzqd+9yJXWhs1COq+irbaqz3hb8wlkjJyAD2cjhGAcJzEvprhB4bfBINWxWPyCHhxFfZupDk0JArwTYXwoIi9isC33O84LZyuaD7tnuF73mXQ1GWMCmUU3alCka2peRctEimjDRxc1xak7f8IloFKDtjHpORIjftFjG01eLiWb0PAb6vmuadPT0924UQktzxDD+o+PX95mLXDS5RoL4+8P3T5R5GLahQdRKiPV+88zBuuG8CDd9EezKOBZ0d6MslEDXIFryK/UeKmOPMC4Lrm/BsG4FDvIwmfFsiGCKgeC8Pik/oBRUa9DNNwHe4jUIyVD2SQCSRgZFdAi2eRU8ug1UL2tDdFmvpWuXOH6bYUZvHoVj3of3YtHEjjoyPcWsg0daFBYPLkevIMYLR+hUaYja+m6deCOZ1HB4dxsxcEc868wwsGujkDJSQGhGiJwFmZkvYMzSCQ2MzEIpJZNMbXnhu/xdeceWyTet6frPi5FdN7XUf/0HPVNl5yfBU9dLJknVetelkW2TYViEk0VNJ/GTHUw6Fowav9D7hILTQP0uiDxQ6SOIQKjYi7LwboTaRKhBTfdjVGdQLR9AW0xDVgenJUVTKFSxZfgpWLV+IOx8YQr1hwaMioz6HRm0OL7nkUnR2pEm6OhmNGp/Nt2duu+bFK/c+mcv1hCsyWh/m8OYrzle94VcqmHiZUL0c6a+VWB5mpAdCzUBR4xBaDxSVtPamzD9xKf/kCFyb2ihz8LyGjI83u6CZiyC0wQqU9t3wE7cG0L4ez71y7MkM3snfPbFHYN+OHat8BVd7vvvXZNVPeRfUTpPR7dSCkHkXLJHkTa2FahzlShCiwGoDVn/QekebkoLJ6XEcOfDQVH1u/w+U2OKPveoN79jx6NHYunVrXPO851mOfc3mh7ZcXK3Vuy++5Pmhj4PcYI9FWKTTJLUCpTU5ST+lb4HHGSx2o86LNRVBqmkiEokTqXFK1dX7FSj36ab5jeOtcPh1V8S+fftMp1Z+ke3al+hm9IW+HyxoqR0kd+boRseoRuh10lL2tdxSW6iTJMse5UkwCZPJjUT8k4sxgqCoKMomAN+06qV7qs3G6YEn3hn4wbN43slBkREu2VZrmYCxHXdICp13i+SdgAobWfC1pK6tQoNRl0dYo0tkg5tiAWYhxDYjErnHdV3KQ/mNSoWn867at29fyqrVzvQD7/IgEK/yg6CzJWWlz0/qqM/89wHc+ospVB2BCLUg4kl0taWxoLsduXQUthfg4NgcxmZLqNWrqDctWE1KRK7LlohDxQaRQh0oIGSDCmcHvl1nzgYVyZFIFGY0xSZTjWYNeqwdkfxSdKSTOG1RB3pzZAsu78n5nTVsZ9Gpe+zwYWza8CBGxycgNBOpdBuynQsRS2f5MKCR/QMVT6wJDw3VOK1UWmubmo18PgsvUFnhtaCbws4ELMvB8OFJ7BkaxuT0HMtl87kOrF6+pLRssPOu5f2pz69oj95/7rlPfA5vueVn0R/vqyzeNVw5x4P3umK1eV6pSn49UvLK5VDo7UNFhvA0BKpUqcjFh65plYsNRSGETbZPHGrvgVBBSoXVocJFzJlDxJpCOqIjHo/iwN6dGB4+wDbwy1asxiUXXfDD/WPl2sxc6cUTZU+zi6NwfRev/eMXOgPdmQfjEevTpw5m7zn33NWFJ3s9nrBFBqMaG58/YLszlxmq9zeqGO+jTUJEuqBHO6GbeQARNvAiW3JVa4Pv1eC74/BdYj9T9sk0PKcs/dy1NHM6NHMZhNpzxPej3/W9/I0Jv+cB0bPuN2qhn+wgn/z94zcC5fJox5FDc+cLVbnece01XFyoEtUgUqaq00muJeWTbQkJ1UvCIW8mrbyLwEO9WcHojjuwf98m+OjCgsVrke7qvPeUZWd/Lt/Xd9ujP6k8Qfr9O7duerkP/PmCBYu6k+mUlFiyTbBUofBmF0aQ02LPr00bFxcYDmqlOTg2tQI9GBGy4pfadXJMdJwmPMcaF4pyqx4xvrR48crtx2/Ef/0rB8Et6tDQyh63gYt/6T30QcdzF7QM1GhOGNVgK+zWfLTQJlpMQ6lpq7BgvwTpGilzOAggkDA7n8y5DSUPwRDiCAL8SNWVH9cr5dlGrXmV67kvFVDSfD2ELRTppSGLHVItsNdHiE7wE1HxJ6ENfj/y2pBOoezvwSiURJzYBIxlstKEM/T4mPWBe3Vdv6W3t/em4zlHOzdu7A4M9Y88139jEOAiwsuId0Tj9vc3D+F7W+dguaFVtVCYQJiIJTDYleV8EkNXMVuq49BkEZV6A7V6HY5V50waul8CQjRssvm2oDAhtM5SV1UEXFxEzQgsx+Y8G6dehqJHEMl0I9K7Ftm4iZWLOrC0Oy2HqGUzf8yA0eY6MzmOTRs2YGKmBNVIsNmeGk0gmmhHLJZAxIwgapIxnA6y1ma1GQJMlss457TFaDQaGJsuYmy6hIXd7ejvymDfgcM4cHgclWqNr4OBnk6sXNyPzs4sKdZK8Yi2LxaP/31bh7jrjRf+blk2b1l/e6zWDFaXGt5LZsr2NTPl5hLywGjZq9PHZIIxt98U+IIKDSk1ZqSGvDcom0dW0tIUnOTX4TXoNUvIqg30pHX05aIYyKvYt/8g7t+wH1PFOpYvX40rr3jBZ+F6/3Xftv2D7W3tH9q0ZduafNqsX37JJR9e0Bf78euvWPu4ElYfzzV8QhcZ9AGIFBo3Dq+FN/e3CCYvUDXfUKNtMKNZCJ0c5jIAiL3cC1Uj+xRacCZDW/KwfeIU4Hs2FCUC1eiEFl1NUteKj+xBzzWuL9r6d/v7rz5up4vHM1Enf+bJjcDBvXvPslz7Yi/wPxx4AasNJKoh3Slpg5EOj5wJzbcu+yeEUdi0oVSKh7Fr4xfRLI8iu+BFaOtcg0QiB91QEUsk96paZLuu63+XzWZ3Pfrd3n77N7Jw9TWdnd2XmlHzjQJKJ52kJTlVentIb42jplHcEPA8NMpllEvkYu0imc5ySiIZitHVhro4AAAgAElEQVQRmUitvPF5HhUsRc3Q9kBoN6qq+vWenp7jnrPxq2aNknWF553nus4rAbyW9xEu/sINPwwrmydlsq9FuMCGxFBWNYQeG1RstFQhNF+cOxISG5mSyR0V0RBCHIaifNuq1e6qVUq9EMp7fN9fTYUJczQocI29VqQqqUVOJZkg98b5upA8Af4fv75scbFLZkuGGyqU6EdZURH+rvSeZkXBfhEEt+qRyNe7u7sfg4A9uSv98f/2wYMHI83K7FLXxmVeELwuEFjh+gLX3zyMe3cW4BDxmKS8JGKlYgk+EmYMmUwKndl2xKImb37TxTJKNQo/oyKjwbkixNegQgPNItCUShLiZCQyOUTi7WhWZ0DOnh6pUJinYXOxb3QMIDlwGlLJFJb1tWNVP6HWj40clcCjj9npSWzdthPDh8ahmlHQVm1bFiMkkUQa8XgKUcOEaUYRMyVCViqXULfqaBTHYUODkcgxOTKmUzulztypZCKGVYsHsHhhHxLJOHRVzr2m8rW1Q/P99yXr4z9817te9DunJ6//5N3ZXwyXlxuq++bDhcYVsxU7LZODifJDnJVjkByPVEFh34eLC2l7L8uM1p8+XLuB+twR9CRULOxqxxnLEjhlUYyL8NGJIn7ywF74iaV4zUvWfba3Lf63F164unrdx+88+7a7HuhY3Bl1rnjRize8/dWnPsYT6PFfVY/9yRO+yGi95SMbLlyuRvJv85ub36KK6aiqJyCiOVagaEYeECYUjZQoCyFEjJBSWWjYh0P1CbVTaixNVrR2aNHFUAziamT3e17qJ4EXvD/Z9bqpJzOYJ3/3xB6BHTt2tGtCnA3P+4Tle+wQKrka0lujJWmUao6wdcE3vI96o4pt93wMrjOHwdWvQLJjleR10FmDoX0OpPICz9+kmua3e3p6/uFXjQbFprs1vM31/be7ftDJPg6UgWIQshKe5AmhCImItGBS7gAlEuc6SV0VQb1R41MYvX9yQiQ1Br8Hfi8MDY/7UO43TPXWaNS7K5N5rJHY8Z6pIAi0Xbu29AaeciUCvDvwg37OOyEUISTpzrt1MiogvQ3IFIt61YTyUKFBRzj6b/Lh8AIihoaEUfo3jqc5xshLbvIFKMpBAP9VL5e32Xbzra7jXCaEGmcyLvESiHBONvHHBI1RAUiLvixY5KYnVQIhkhLm0xwbn86224yutDgjMvI73DKLPjAUNdXvdPcu+NDxnI8tW7ZkIpp2nuu5ry1Xahd/+Lbxtg37Sgzhk3ySAqJ4nyfOEDRGIzRCNpJtzAVIRU1o8BjRsB0LlmWhXi+jUS7AK08iqE0xkhFLtCOebJP/VitJlQkVi1ZDqlCIm0TyyPYeJBecgUQygyXdaawZzHK42rEPdogPlUDlUgmbt+7A3v0HuBhKpPPs+tmsVeErZCQWg0HtxWgcpmbA1HV4nI0yi6nJUcTa+2BEYmjWKtxq6O3swCkrFqG7s4PdLmUibQgctPpnwJ5sxvh81Mx8/trLnzhH49jP8q6PfXugZhvnDY9XXjk6Xb+gYXuJsIxlpDJg1QmTmqW3Bl1BVPByEcKJxa3qA45VhVUaQ2/axLqlbTh7TRq9uSgH1tGPz1WaqDZNLBzIvc1zKv954YUXPu3Jwr83RQYN4+SBf+i05va9UDgPXGuqY2ezJWI0j0g0C9XoZaIn+WoIYwCqmpPhVNw+GUFgj8G1J+E6ZSYdKVqUf0eLrYGiUv5Adr/rG++Jd6j3CHH10ZSf43n3n3ztp3wEgltuUQ+uOm2NJdwrPM/5EBMQaaMP+/KsduCsCykd5QRPz8fODf+JmfHNWLHu9Ui3r2KJG3Em6IQgXQbDfAjmZykFVVXuDaD+TW9v72OC+0Z37eooNKtnBT7e6we4kDZW6oWTkZg8RSsc9EXfr1XKKBXGkOnIIpHp5OKiVpxjIy8zEoURifIpmn1iSLERyhNJZagoYkoE4jY1CD7bPTg4/JQP5lPwhMQR8KzamZ4v3hb4uApKIFNyOQuGxkC2PlqtDOZN8CmOwp1IzSDzThhRCFy4tkwTZX4NZaFwMFVYaIQnP94vhRiHED8TCu4uz87atuN80Pe9PnJrle0TKhql1wq3ceg5OEZeEnW54GGSnkQz2DYptCeXCa+SL0J25bzI0ufiTSIkl8qxC4QQxUCIzaqq/nt/f/9/PwVD+js9BXFmms1m/uGD9pX//M2hd41M1RYS/M5lEo0ldYtorJmgHMqvhQdPS0DRiRRK5EIFhkJzQSGAVdTnxtGYHYZbneH7iRxACYVzyUfDs+E1qwjshlRRhPRMQZ4OmgE93Yl410rE01kM5hM4bXEOEUMWaa0H7/2htYRVb2Lb9l3Y/PDDsJpNJDNZRNKdqJRmUa/OQaG51Ey+v8jWnJJjqYisVKso18qIJDqQJd5JZwYrFnUhlZJGX/TeuJUU7uOMHISpvqoiproy5j/mPP9zV1+92v6dBj78JeJr/M/myc5i0T1baPjY/rH6AnI4ZaYP/Z+RDKo06Dv0bggRa+lRiKchHXGt+hz82jiW93Xh9EURnL7ERE8+xZ4hvM7pBuExMA3tgBGL3jM1NftnT3eh8XtVZNB8bNz4+VgPvpD1RPI6zdvzZ0KxOIJWRPMwIj1QDYKTo1CMHqgqZUMYTAr1yZLcHoVvT8KxZ+A5Dek/QKhGfClUYxUQpEddN/+TxM62N4gLLzwuLPAnc6Ge/N3HNwJBEIiHHnooHTWMi6HgFjLiYhIiETFpgQv/m9MsFQ3jR7Zi34bPYcmpV6N70UUMi9NGQmZevLEQ2S0QDKlKTgAfNGwRiN2abnytu7f3k49+Z8TVqNVqnXHTeLdj228UimhXjyk0dFXnla1amoPtNTDQtwROIDgKulae4Q043dHLxUbLKZNTRFnOKXkJ8oSDiiKU+1XD+KKmaT/I5/PVxzdKz9xPBcHd2s6d+ayuqH/juc67iGxLJDze8FthayFXQ+ghcgSJLBDeRCz7+WLDo3RV2uRl8UHcGokohFbx3LqQ7RQqxAAxGwA31xvlWxzHfb9db75AUVSdCk2KfSe5KxUbTAYNOQutKHXumYeZGUwA5S8qcigLRZJ2W8gGyVTo75QIKs2wyMtBPhQhPAEMw/dv0yKRr/yqwvSZmo3/+Nbu5E137b/pyEzlRbWmy1HkMkumBcvLQoMSwwnhoO9bpILQktxK0DWBBNm5uzVU547AqxfhEu+CvDKoXQ2XzbjoeyxlDSsFlqy2rN5VU5JwI0mkelZw+FlvRwqnL8shEdXDomT+V8O5FbBsGw/vHMIDGx9GRyaNc85ei7oTYPveUUyMHWSvDV2nQk8eIjiqXtUln0fVsHLZcpx35gpEIlTAyrpHkwIj/gpFLvPeGnyvqWI2qWvfW2iuev3VV4snfTh9w/q7I41asddQlDcMTTnvPjJXSZLlvRIQN4OQH4le0B9ctIYKmhZvpVmZgmoXsXygB6XxfTBFDS+99HScuaoH0ViCURxWtNFnEkG9v6vv7/L9/Z8R5Nb1ND1+74qM1jgUNl6VbpreS2CN/JfmH4BCVW40BzNCYWvUbiVSaAaKPghF7UDg1+C5VGSMIHDH4VqEatR4URBqDLrZDz12OqC2WYGX+baD3k+ls5f+4mka95NPewKMAG30qho8C774KyYCKgFbUFOhwS6RhJQJDQ/f/wmoooZVZ/0ZIsl+1pQzuc3zYNOpdd4K22cduxISCBWh+CIIqkJRNkJRSFXwvUd/bMn2L53puf4nAihn8mmZih0jIpnjjQbMeBTJVAe7khZmyISuhq7+ZRSVxKx9z3GZ9MUx3WG4mGz5hEZRARyhiLKmag9CVd/W09NzQgYIDg0NpZvN6qmeG7xf+MELmCPDqEYYIa9LG3CyNiakg/kzYbuKT5zkwxCevNnvxJFKArnRh6Fr1OxoyZdbngQBqkLTisJ1ry+XZ8qOK77iOFZMV3QEhgGDXi+MTmeeSEgOpf9uRdOzkVeY5Mr7EyErrvQ7OfY9+KQ5pI2BevusopH9dT4gA5T8eFjT1S/19Q186oneIpu2HXpLrWHHK3X1rH0Tzi8W9Ubx422l0j+945QvP5HneuE778wFinjNVKnx3lLV6qFx9RwWDHOHinNeWjbegYeG74N9ppQI9aKhOXWYfh2oT8KuyeRsj3JNQu4FSbSlqyoV42yWwY685DBJJ/KQt8KqFi3WDkRSiKU7Wdp6+uIs2lOxR3ycFqJBvinEYZqeLnLWSjwRw869w3hwyzak2gfQqFcxOzXMJl1sxkb7tSfJrYSMxVMZnHn6aqxbtSjciDnKTCo/WkZtjBjKbZPmmK5Rz4M1PFX/1qm98U+//09Oe0r2jOs+/q3kA7uDzLJ+7T9+tmvmoorlMzWFeMWEilFT1Asof0aGsFHsO32XeCYptYn+fDsO7tqE8fFxZDIZPO/slXj1ZWvR25Vhnx7a98gNpmfJopflO7q/ebLI+DV3CMXHJ+qFPk3xb9a87euE4kKNZBjVMGMLfrmuxyGUKITeD0UjW3INvjcB1z0EkEuoRU6hhbAfqEOLZKBHzoBiDjq+n6g6Tub6dNc1//xEbtCTP/v7NQJkA3zgwIE+x7GucR3nzfCxlNwpW4TMWuUgdv7s01i48qX8JU+gUp/uk8shh5xJA6+jqAbCjZB8NeRJVVXVYSGUT3X39f37o0coCAJ1/+7dz7bsxjtdy7kMiprUiKSmaixZpewBOkbZtRoq5QLS7W1sqEObGJt4ETnPl5uq3FBlG0HyEQhibillXFcESkXTjbc0bPvbq1c/OYj36Zhpcqlct+60NbVK862+510pFGRVndAHyZGQGzOhEhLulsdY+T1a/GkTb9mCt8yzmCTLm4I8lUukSXpySAMtuc17hPqo6i8MVf3C9MzUOxv12nMpRIx8CIRGLSyak5bcVSoxqM0mw/QkfE2IlrQel0oULjZs4ovIjZlbKRS6FkZ9S7UTMfrY8F6C44JJqt91XfevlyxZ8lsTXu+6b+iNrt14f6BFu4dGa2LOUvRCNXCmiy5rYVYtTMzmErhvz+H6HZ9592mPS9XywnfeaTrC/ezUbPPVDcuPU04GXe8ejRchNWHgGcknWWLtu7Co4KUTt2VBVCaguhXmMpBhF/E4qHC2qOggVIM2akYu6KOT9JJsxynOnFoEChKZLBy7CcdyuGUWzXQj2taHXNrEGUvzyKUfWWjIdN2WC6ssho6MF/Hzh/Zg+MAuNgtLdy5Bur0Tc7NHUJkd5/uGzdw41t7lAieWascZp52Cs05bDNMMeUCMUEnSLpcdbIgnDb6qVR8HJxuoWL5jakFtsDP1nX99z+mvearujXeuvzMVa8+ev3nP8Pv2H2k8h31oFWkSJ/NayFpfkptdL0C9MIouIn12JrFj64MYGZ1iC//zznseLj5/9cPPX9dRUoW71nGceDrVtkGPRC9evHjx0xok+nuLZBwziWL2gbOS9cB6habVv6BiAsJIQYm1wzD7oOo5DscRaidUbQGt3/C8ErdPPHsMcCdgNSfYh5/029BiiCRXQNGJq5FuuF7+O8Cp/xjPrtnwVF04J5/nxBoBap/cc889ak8+f4bjOn8fCP9SJiBqBmYO/wyTB+7C8nWvR67vTL6hJcGSuPaU2yAXKFrVyAVRSio9OI4ky9FzsMJBCQKhCFdX9Pt/qWZZn+vu/smxo7B+/Xrlqquu0oRrvcl2ves9388ZEROxWHI+9rxCMtZGCb2DK7jHTIsvLX5SZREaeIXvgYsNOs3bZHxEMlgiRTrQI3EimdqxZOozPT09H3p04NuJMDM0H5s2bdJSkciVtudc71PhR+s9FxiSI0FoBm3MVGhIRVCIUNDSzxwNWfTRg7gZVGi0WhoM/5OTavg70lsjrFdoOAlCUtVPVGYnH3D84HZCraRxl87ICvkRtNxK6Tlk+m8rdOuYPIyWfTYVF7YNryWBpYKQ9gmaE5a70iYhc2rCFA7ax6gMGdEV5WuqaX65u7v7MZyaBx44fOpksfJuVfVeVrG09PCMLSq2iomSg3LJRyqlo69Dx1TJw3TB8iIR1VsxEN3T3WbeUqjZD113zbI7ftN8X/COOz43NlV8wy+TgBMcRscySTLZojOw3KBpHJ3A4UKbCw27DrdOipIy1MDha9C2mlx8xTu6YMYzaBQn0CxNAeRTY5DxFim7aOfWYESSIFfYarUSNiloRIj3pMFM5BHLdKMtEcUZS3PoycYfg2gwMhTuaqVyHQ88NITDU7OYnZgAnCIM1UN7/yooZhLFif1MTiUr75adPM2nEU9j7Smn4NzTlyIej/ActR50TXFAWOBjdNrCWNGGy5yc8CFULxVRZ3Ntxvr/9551jzlQ/C731/r1gfKL2e/qPWm8cLLa+N+tB0rz6w9dMVSU0fsnxKk2O4LBbAKnrViKPQ9vwfjUNE4//XRccM7yHdmOyJvbtcKWTCajLOnre1ahXt+yYsUKGuin9fGHUGTIU8rY52PjM5v+2Kvd896IPr1WEHYWyUCN9sKgVFctCqG2QdEGOXANgcXtE8o+Ee4Yx8fb9TmZKqiY0IwOGMnnQGg5+H5m1LETL0t1vWLj0wkrPa0zffLJH9cI7Nmzp1cNvA/YjnOtEKrYte27aJR3Y+05r0JbdqXcmIjvwP4ahBIIXnglDO7zyculfIHQwItO1dTblz8rszgEgkOqUP92waIl3/hV19PDD295ll23/tp17Mt03TT0GPlhqKjVypykmO8hlYmURtJJmHu0fBqTJ2g6LdOmajUbcK0mLLvKvIJYso1VLGoQsPcGR1Ar2kcGFy/+4Il6XY+MjKwpFgt/4bv+y1Uh2NeCqjdOVqWNHYB5bAAe9akZBz+q/pCEAuJqOBwsRQ86fcsYdwpWlNLVo7oRean4QfAjHfj0XLn0AatZP1tRNCG5O9Q+kRLoeQUKm3vJwDUm5LGRFE350TY9qWCo5dVyD+VCkJANRjxksSGNyGTPnNc1ShRV1UO6rn+gu7v763T9rV+/Xjz7vKteaTv1D/tKbHCs4GGy7KJoqZgsUIsmwKKeCCIasG/UgkuJnFEVffkIanUHh6YJWRAT+bTytcU54wvloVsPrF//IdrlH9GX/+iXHjp9z6GZmzbsKyyt2/YvrWYEe5gQZN8qNlrvkgo527Vg2zVYlQkuNCg4zWcPF5v9KdR4GxDvQaKdPI581GbG+N9pqHwqWJQoTE2gYRNXQwPC5Fv5GmQJbyCeTCOS7EAyGmXTroXdKUnSDkmg7PBJc8oSZmDv0CQ27hpBuVxEYWwY8JtQvAYiyS6kepbBt2sozYzBahxDVaL7KpLCmlUrcP4Zy9GWibIrJhWpmh+g7gIHJiyUa5Zs73C5SwjM0f+meexJa/vS6eg1//Rnp25hmOUpeKz/17sTEzPeRzYfmHvnZKnKNGjy0SBcw7VqaBaPYEV/DmtXrYSuqWhP60G2zfhId2f6n1/2/JW/NZb9KXiLj3mKP5gio/XJCjteO2Dbo+vh7nu1IqqGYiSgxDphRvug6BkEiELRuqHpA+wU6rpTjGoEHB0/BssuQDg1vmCMGBl4rYEWWYQg6Ki6fubriaz2F0Kc9NR4Oi7GE+k59+3e/Wrfd/5u26YfL56d3Kudec5Lketewi6RfOJk1YNKPnthqqtENFqOlBzhHgauMW+CfBQo1dMl/buAGSXHw+j/i8WSn8jn85Rk6D56o9+2+RffKMwVL0+n2qNe4Km200QymUYyleFFldnyvEES4ZQMeag/TO/DRqNe5x50s1ZEJBqDGaNrP+ATOJ2aaVF1bQc6SfuMyP+XbGu7Z2Ji4icnYguFrotdu3a93rWa1we+GFB1X1A4FBVaVGxIjoTCnie03LPzp9SvcuukVXxxceFSDgmhGtLojI3XCDbnGAKS0B4tNgjdcBG4mqrdY1uNoWK5+MbA8TRV0RSFmfqhcywTVFvx6ZIwKm3JqQBs7S1hKJgPOOR+Gfp80Huia4W+uINA89pq5YRqGLnHUnIwPj9dsL9dqNTe5zjq80pNHSMzLopNH7NVH+UakIwFGOyKY3TawVzZ4pZOrl1HJhHByHgF5Qa10QQSEQX5dpJnKnSdHooZ4oPVSvrW9F/0WespoeuYx19/8u63btxfuH5kxm33YGkKqMAT/J7pvXJKKJvHkSttDfXSEba0JuUI+WX4js2tEipyfT0GS03BSGbJqhv1agnN0gTIn0O2JFTAp3ZKKPdVuTyBSoFppMJSNcSiCehmCqlEDGsWZLAgH5POnq2AMwE4to2N2/fg4d1D0PUozHQOteIkipOjLHnmefYsRDM9iKRz8BpzqM1NwnWp1tKlL4puYumyxVxokPU4FTqTRQcjUw122ZyvBMOxoj2Dio3Wg/6uCq3UlVa/uXpJ17809gw9tH79UyMoeMcnvj9YLllf27iveGbTgeEHvmLVK/Cqk1i7dABrlg96bQl956KB9i88e9XgzUuXJslo57g8/uCKDBrFQ9ve1qbZY2/SlEPvV4LDyUA1NDWShh7p47A1QexltQOqtoTRjcCrwvPJknwUcMfQaEzCd0vSzlWJQDcHoMfXQCidCPzsPa6LVyQ6O2tCXEoWjCcff6AjcPDgwYUHhnZ+aNdD97585Zqz4n0LVyrM1QglpyyNDJM8WdZIXA2XetekNpEnZ8pasOo1lu25gQ3DiCEaT7M6JOzt7g8gvqw5zg1fvOGGI+vXr3/EAr9z56azm037rzzLu8xq1oxkWztMhpRlm0BXZPAbn8bplI+ADZHKxTnUywWOhiYHRMd2YFl1aWlO7cNWgmm4AvhQmkJ4HzOM2L8dOXKkuG7dOklkOIEee/fuXevb9ldt111GOCWh3NQ2MtjXorXJE6HyqLHaIwy0Qk+LFleD0YxQEcKbPJsRhDJV3rTo5C5Re18RBc/zb6mXS+c0m41lilCibOFMRN3QwIvlz2GGCufchEZcR3ejo1N7NIdFemnM26V7MpRP+q7IjJ0WkbRQtDFRcNGwFUyUXEyUfNSsAFNlKpQEevMxRFQX+8eIABuwK+fCTgOlpsDYVIXbAqSoSKcMxKMKZucsVBtETAUihopcWr8raqofmRP1jT3jdzSPvRbv/sXudf/x7ZG/3HZw5hLbDjpIekf3ASuauEVFxZIPu15EpXAAdq2AX2bVMIpBlgGUVxNL5+BqMeYR2L4Gx8gg1ZZFNhPH+JHDaFTnmFdEltn0CHxJXAaNq0mokYG4EUcykcCSvnYs7U1hqlAB1e29uRSiEY3HcWqmhAe37MDkzAy/N7LuX7V8Kc48ZQl+/uBWbNg6BM6Spbm3ydnTRbStC5FYBnaN7puyDIqlFpFqYEF/L845fTmrFgs1D1SHtIoJalVQ45QeLSSDb2y2madmRgBVeFQA70vHtH+Y3r/vth987XVPyb7xrW/tTv78wMRl922ffOtMpXlGpTKXEI1pnHPqysa6UxZ+b2GH+pFrXn7O5uN9C/9BFhmtQT28+ZXni2D4es07cLqq+SmYMeixbuhmDwSRQtUEFK0/dAo14HmT8J0RwBuHY1EGyhx815L9UiMPI74KQh0ARL4QBMkvuYb1j8m9zbJYd+0JtyAf7wvrD+n1b/zCe946sPT8t2ZyfYNC0RO6bigc7kVIBhtnqdB5ZyBnRNlNl0RMB9VyEc1qGQFcmPFUaJ5FbQrKTLDhNBvS7TMS/ZSOyFcaXmPkpptuqj262Ni64YGbKpXS+dFkqovQBypSDJ0UVMQdkWmmdKqkurhRLaM0NwMzGkE6k+fAy3KlwAs+LdRmJMayW+pzswQzJD8yB09Tx4SKtwqh//xEdQzdv3fHv9eq1ouFUPqJ18oFRivRlVEABSQBJhmsdHGVxEpe+MNCg/cBCqHzQx7NvImXG5ovUJuCijH6fdlIoK1EU5Qj1VrtwUa9+mLfdQ1+bUI1GL2Q3Aw2dmupe6it1oqxnz/6Hi02PIeC8EgKLR0sW2nAtFnKTBGFT/lTBRfTxSbqVDCUgOmagnJNFhnRCNDdFsFs2cNMyYahK0glNeQSOoanm6g1bOgKWYMryCQN+PR8s02O92blS4i20Hap6xhqT2pfTcTE/yY6tL3rH+X/cN2nf/bsA+OFG3ccKrc7rp0RxKvgVoWMMW3UCihOHYRTneUig1omtGOnUhlEOwYQGEkmJbu+x0mpthpFV98SpBMJjE9PojJLbesa84cYlaL5i0SgGyYSJGmNx5Fri2NRdwqG6mN0poyDo9PozaaxdCCPw2PjeHj3ftTqDVaJZdJRrF29EosW9EiOqSawcfN+/GzzbtRbbqOODcUrQzMiiLb1MOeG3Ejp3iTCa6DqrDzp61uAjrY29usI5eGPQC3oL9w2YY+4MGuE2l0CMDSyWq/OOPXSZ688c+Wnrr32qYuy+Oi/3dF2aFq8Ydu+kXdb9aK46NmrbnvJGf2fOu+SM06IbK4/6CKDJn3//afmDd28Vhezf6qKUpcworoSyUCL9EPT0lC0GKDmoRmkRknB90ps4BW45BQ6Aac5Dd+t8gIglASM2BKo5lJAyc36QfoOO4h/1QnEhnz+6hPOf+APaaM/3p9lcmRk8Uxl9jWBJ14vhFig6cYxqIYRJrrK3AvaGAiir1aqKBUnocJBLNnBQU6OZfO/yah3maXQCmmDL/bouviqFii35vr6DgpxVHdPKpif/fgHF0TiiX9RdXOBoogYbW4kR+OCJ9xkSTJJhY3r1NGR7YYeiaFUnEOtXIKmK0gm21kZwJbYzBeQGxlLZ8NEUwB1RSjfVHT976PR6MQTiXV+puZp586tZ/iu+IrvuYsVIeLEkSGIvZUFQydg3uh5nCVRt9W4J8VHy43zqKdFy9TLZU4DKQ6osqAQPen0KVUo0l9AlALfm6hVKwutRsOkzyxYdRK+XohstF5Xmnmp0hb66LPMDxXnTnDgmySrSlSDUDEPtaaP6WKActXDTCXAWClAqVxnYqYAACAASURBVBmgWJf5nJmUwf4UU7PEvXBh6ga6sgaspoORGZuVIIRoRCOC471LFYeLE0ZPfg1LgDgi2YTYmtDEaz77V896+NFzSkTEQ+4P331gvPKu6VI9b3leTLpiKtwmKU4dYETDtpvwHYfHrq2jG7G2LlD7mlAXQkCobdEgXoyehKdGkc/l+fPPFqZgU5FStyTpWeMiHIl4O9qScUl6tGtolsfZB0ONpuE0a9CEz1JZmlty+OzrymLd2pVIx8kBmjgdcrsj5GHHniO498FtKDWlFJ34H9TeEYEFI5FBPJNnZRC1HOkw4KtRLiLb2zLo7epBOhllVJDvX7Z8kxRMn4oLhmEoUJEycAKofhNjE0dwZGQYCzviOy644NxP20L/zmvP0wpPJWJ4y52bc3D96NUvWTfyTN2Hj+d1/uCLjNYgDN+/9sWmUXmvKirroKoJSrFUzR7o0S5GNRQjDUUNSaE+EcQmuH3CkleWupbYe58qd5VSXaMrGAXxg8zDXhD7Z01EvxvtwLQQVz8p57fHM2knf+b4jcDD27b9RSD8P1GAFYqma9QjppMr2w+TFJHhdoU3iPLcFBy7yhLUSIzslGtsCESLYCSSYO6AdKQkYqi0B5ZrtfI/AZTPCyE29vX1zR3L1di16xcdVgOf8R1cqmhqniywW4UGnfqoRdOoVRCLxZDOdMCyLRSLBSaF5br6mKzISotQkUKqE2m1L7ka9D6oRSAVlsqoKsS/KL5/c9fChRNCiKfdgviJzuzOHdv/3bXtCxWoy6U/F7WwJEfiaP6ILP4YUQgJs1KVQ5sLHTulmyWRMPl0zwZr8u+ETFF90krs5fB2WWwUfd8v2XZzQa1GxlKeJG2y8kW6tbYyUGRgmwpFbzmGtrwxQh1rKItkXw1O3g3QsFzMFW1MlzzMVYGxORfTNaDcAChLyzRVZBIayjUXxaoDQ6O/K0glojg0WUHd8qEJgXhERSyuQfg+pktENA1dJH/FQPPnprWvWYXmNX6uq/6b/vefXvaYHB7eQ28J1P/07j/3lp9OvvHwTPP8AMEiy/bg1AuozIygWZ1lki2NlampSLb3Qktk+Rqjgkz6Twg0KZVVJydQBZYXIDCiyLdn0bAaqM1NoEqtC1IDCQVmLIp4JI54LAZTVRmZqzer880Kq16HEthIxaNYvXwhli2kg+RR0zMqMo56WwgcOjyBex/cjuliVaI5dC0QquTUmYQba+9CJNHOQXGWw/l4jGxTA6u7M4fOXBbxaJSLPJpRznoJ0Sr2+RJEBC/i4NABlGYnOVekPdeLZatOmezNJu/oaVNv00w8uP7N5z7ppNMnet88kz//f6bIoEE9tOmqM7Vg7zvUoHi5qjQ6QEx7sx1GtBeKRrHDSSh6NzRtAZt5ed4MfEI0bGqjUKrrLHynKoNytAzUyBKOkA9EfjJA5k4hYl+KtgcbTxYaz+Ql/My/1tDQ0Ivtev3PfbinQShZ3TAESSvZTY9WF0WFQ7yI8gxMw0R7rg9Nq4FqqciESzMWZ4tlYuTTV8vQidj7jCqEaaK/xF3XQwu+29+/6BGJiJQ1Add9i4LgTVCUZbRxaobBGSgUOEWSQSLVRWIxVCoV1CsFtLVnEYu3zweJtQoNqbKQSaKsvQ+dLWUiJxcbJVXRfhQIcQOAn/T3959QCyIhPHv2PHSOaykfhe+f5osgJTNopLNhq7jggoO4K2HOzLyhUlhUhMfP+QKs5TfCKqHQppxVJa3WR4hs0MZM6Z/1WpX5N7TdkHEXm7lx6B6RU2XBw0RVtimX/hCSx8PYiDz88nO5KJYdTBYsTM85mKn4mCh5KNQE6rYUrSRiBp+QZ4rkSwHEqeBI6aAkz4mC9G4xKbTPVJGIqShVXUZCpAs1fR5pMiW3RqlgIalpvVZBrTgFxaugLZm4IWaaf3vrZ6/+jafid77zTnM24l00U7P/brpkr6k1rATxGuxGkVsNnGbsNKCbCejRNLegfM7dkK60dF8EWlSiE7SJBx6avoZYKo1EJIJytYJ6cRZ2kxK2XQgaV0NHzIwSYZlLPjLEIzFh1FCQS+lYs6gX2faM/HTHJLjO25Dzt6UKZXSsgJ8+uB1HZiuhPb8sPAPikgQOtzhT2V4IPYam46NJ5G0qeqwGEjETXZ15tGfSiNJ7EVTAaYhohJQ1UJ6dwsGDh8KCy0eyLY/uvkGkk2m+BvLpyHjUsD5zcGLiyz/619cfF+XHM7F6/p8qMmhARza/o0d4u99iKJPXKJge9FVh6NEUVJO4GhS0RpbknVBJfSLSCAJyCp1A4IzCc8hPYwqeVeEeO6lTuO0SWQ4ovQiCxB2+n/jPwMv8JNVz+QmZgPlMXFT/F15j6vDhpZPFwlUiEG8Xqt9D8kZGFMIwr3q1DNe3kUm3cUFRrZZQK02z5DGRIQmfOq8qkPkXLfMsufhKy2ryZVJ2Bn7wfkXXf9rX1ze/EG3cuDGW0JXn2677Xs/HWqFqSY0klKHE1jTJfVGwdE8ELrKdJOWOSlVDKOOk4oLj0r0wppzUMQG1CFr26PPW5LQT7YcqbtA049u+7+/u7+8/oVKLt23b1vbLfeqDvu38EYR6KuepUcuEN3WZbMtoAs1PqAySbqEE3Yf5EMzwlDwFIsqyyRmlulILg1ENacDErZewBdPaqGlMm6SsaNYZLaDX5WInzKJpkUO50GiRVBk9kioUKmTqDQ+zc3UcmW5ituxjouhiugqULeJlBLyJRk2VeRjVmssW3vGYhqihYrrURKNJqgkgYaowImQE52Ou5DDy0XrI8qJVUsnPTYFms7MTGD28H/WydMtMptru6erKv++i/p7Nj0cR8ZF/+dGCIzPV9206UHtOtRkMuoFIUjuO/DBqlHYqDPbAoPh1UgS1ioyGVYfQotDIOZNwAPJ7YESF5FYqkukM3wvU7mtWCrCb1A6RrQgu4HQNpk425AZ6utpx9qpedCSjv3IJOpptdmzYWYCpmSLu37ATw+MFtqSX+mcpbyZlGB0ckh09iKWy/J4alo2m7UhvGsdGRzqNfLYd7akoR9jDLWJkZARTo8OsriGjsVyuG/mufhhmRDrOCqBZK8MIKvviUeddd/7bWx/jBvyHso7+nysyWhM3vvV1V3r2lqt1lC5WtGZG6BEmhSp6FzSTLuwIVG0QQsuy6YxENY6EluQT8JwiPJfyT+hCz0E1F0E1BuEHnWMBjH/ymsb/jpbNkdWrT7ZP/lBull/1Ofbs2fMe12pcCiW4mBxl6ZTFJ7RGjU2aMu1ZOJ6LSnEGgdtkx0EjmpJWy6HMdd6WnOF7AkLkhsj7D/WvSRYXiOtVXfxoYGDRfce+j507tyz1bO+djhs8X1GUlbToRiLUP1Y48rpaLiCVziCZ6WDIn0588tQsTapYBUMyw3kuAH1PcjVanIJ5PoK0Vr5XEepXoCg/7OvrGz2R5pZCvhqNxh/90iLqg57nrRACmZYHRqt90bIEn09nJfQoTLPk8iJELWgeHFcaaLEMliWaMvV13vGR1SOyUKBRlYoii+PC7WaTf45NvMK8CC50Wkm7VGhw4BqRhQXKVQeHJy1MzjQkelEm3gXQcKgQAmJRaRhGqAS9D1JSxKMkIwVmy9Te9ZmQSNwLQjBqNQfFGsksaT5biIUsMNgcDoKvy2qlhPGxQxgfG2b0LRaNseKjryeHwZ6er64Z7PiPSGfswXe9aOlvjTS/5ZZbEvftDM7ePuxfU/XFCy0HPcXCNKYnDsHypTU7bbKJWJQlrTQ2dduCQWq/kORKhTFHzQhK2vU4O0WYCcTjCbiOhXqliEZ5TrqGSntUvk+I0JzItGPlol6sGuhAirxljrk4WwVGS1Hc+ju1RRzXx8hYERu2D2F6poBGk+6HsNjgm4Vaih4isQTSuV5oZhIN10etaTHyRe0cJfDQm29HX8bAweH9qBVnmMsRS2SQ7VqAtvYcI1qsFiK+VnmGA+QGOxP7Fvfn3vXZ9VefLDJOpMXkqXov+x54WV9MjL1JUSavUUVtidBVTTUz0OMDUCj3REsCahaaTlkoxIquwfPG4VtH4DFXgzaOilx4lCT06EKo5iAUJT/m+8kfOUHsxoYv7u3qemokS0/V5z75PE/tCIwODS2bq1evUwK8GCLoosWTlnLiaZD5FUlKa5UCxy23ZXvlyZVg5FDtQG6J0mdAhmqRwTUbOoVx5rbnQAmErxvGFl+of9Pd3f1QMnlU97579+6k36z/se1677Ade6Vm6EnTNNkrwGrW0d5BScVxKYlk6D50OPTYcApBQAulNPGiPrpML5WbK6tPuMUgUQ0ZNC2mhRC3KEJ8ywU2Llhw4kTJB8HByNAe60y72Xy5FwR/DIFBlkGGSa6tTf7Y/BGZgRLagrekjWEyKPEkaK6YX8CeG4Q6kTxR8imkFFh+zaMavo9mo44GoRq2wwog4olQAchISmiJTkUHweuliodDE3UcmbExWwWmKz6qtjS9IuTCMKit4KLWICmkikRUojHlmsPfow06FVMRMcljwsV0mU7grbDwRyEXvGkK5jzMzY5j/PABFApTjPQkkynkszl0d3ci207JnQY6UtGfxCP4hy5f3HPttY9P1vzxL97dt+Ng8YrDs/6rZ8vNs4YPj6BWLUuiKfmA6AYXwvTFKcia2coVJYAPwtcQqPQZqJFECiCfzbDMaBKqbnLrhJw6KZqdw81a7SzDYA4FFRqnLsqhLSHddunBdaT0ZJs37qLvW7aPmYpsSzWaNuZmZzE1NYliiSS4Nieuyt4SSXVZ14pkWwfSmSxcxWTjsHrTkj4nno0oLIjyIQSKgUxHFzo7+xCNS7IqFRhUyFUKUxBWCd3ZFNYs79+0dKDtPW951bmPcAB+aleo4/ts/2eRjGOHffTBC6/WlJk3IZi7QNMtQ+hxqLE+6HpWcjW0NFS9F4qS4/6p507D98itjgy8puHZBbZ0ZQmb0Q3NXAzF6IPvt2/wffMreqTrhz/fnDh44clk1+N7tT+Nr0624K+88mXvdv3gNRA4gzYzkpAyjF6n4tRmRCGe6pDnyNCZsCVZZGSDzbs8eK7016DcEodOxLqUqxqm6WmavhOK8l0hxPcXLlz449ZHmt23LzVRqTyrVJm7UtGMy03D6OXkSwR8MjXNqOQFsPKhRYAMsyO44JFFBWdrMAFRFkHSMEBKbpk7EhJUQ6RjuxIE/6Uqke9VrMq+pUt/+2n3aZyCRzz11q1b87qKKz3Pf0XgB6cKoWQoX0T6mlD4nfQZoYKrxUNhCF4e9ecdQ6XnQcBBZ4QgzHM1Qr4B/aiUuYZ8Dc63kFARuao263UuMokYKhENktZSC8dgX4XZssChsToOz7oo1lwUGhoarsy+Ie8Kev5ag4o/IB5VETEU2F6AcsWF43mMXpA0NaIr3G4p1d2WzuExQy25Fz4qlQLq1QKa5UmMHz4ES5joaM8hn8+hO59DMk6QvkR4aM4TUfW+bCr14ZXpNT9+IkmjV77vO9eOFu1//P/Zew94ua7qXPzbp0+fub0XdVuWkQs2xRjb2BSDMc16BBLACZhQTCDhERLyiAghCSQBHoQQSMIfCMRgUxOKjQEZ425ZVrekq377vTN3ejn9sdY+Ixl+EDfZCP53EnHlqynn7H3m7LW/9ZXDs8V0rVKG26gxZ4jRIiEt4RPpHAxqM0blKxUDNC60oBNRUjPibGDO1yZNhWrBjCW4CHbqZdSrZLVfZzSBW4yKCjORwdqVIzh7ZQ+606bkybRFH5w7IsPNSjUyMXNRaRCXgp5FrTGBVquJ/OI88ouLqFRr0iWWJ1oiLOx9oRnIdHTBjKcQKAYaTRtN20Zo15D0C+jpHURHRw97dFCBSYafdSqMirOIqQFGBnrQ2dmN/t709wd7k+9746s2PvhUfTee6s9ZLjKiEZ/a8cZnwNtzrR5MP09VaitCPSFUKwfd6odqkPwwBUXtgaKSGoV621UE3gx8ZxaBMwffK8B3CdUgyVUOWmwEqrEKQPcMlMztrt/5xXT38A+FeHS7gaf6Qlj+vCc+Alu2bNFGRgZf2KjV3uA0G88yE4l+2rXaFDFtaLzYG0wQkyRAdoXkNYx6/hSi5cF3fTSbNdjNOgdE0YKoxyhvhHrZlLrqwW60HFVXHxRC/Gsqa/x3X9+qhfbRb7vzztEQeD5UvLJlt56tKEoymc7CsIgFHxEQyZeD/D0i4yiGjsktlOLRaZceBV5xAFs7cC1Kn2RUI8r6kJBzuCCg3qUo2peNmHHz6RQlPzc3l8jn8xt9z3k5QvFKRYRjNOa0GWAiaJSWS54j/HtKRiWnycj3QcZ98//w8J4sCNtBdBGywYZUUZR8tDA/PKmTigxSFbm2DYVSfq0E3CCG+aKLo3MtTBdDLNUC1F3pnknohaYSoVEWGIxeWJKvUGt5qLeIvaAgGVfYiIwLh7oHh8LhJNIEnxkO7USWCBGwHRRI5dAqIp0w0KyWcfjAQzBzA1i5cg36OjMwdJJVk3U7nY8sNGhBT8Vid+YSxr8rc9/6wi96uPyqb85L//e3n318tvKeubJziROEaVq8PdtmmWnQpAiHAJm+cVhGjOWnQUitxoDbR9RSqEzvhpEdhkGEUcPgwoCcNtlBw4hx64WQm0a1iHq5DN+lFhWhbwJmMoPx0SFsXNXPHiIssY0cQV3PR6FKniI+bEbtZIFBE09/56s6CFGtVrC4uIB8Po9GsymzcFgKLZNiCWoxrRgyuU5oMcoYEqg2ahjKmOjM5rj41FXyIrNRXlqAVyugI6GiM5NCJpNFMpnBSH/yyxeenfvAc59x5sQTvwOdnu+wXGQ8bF7y+981aBdvew408UE1nFpF2nvNSEGxBqBbXVDUHAR7a/RDKJ1sOhx48/DdKQQeFRsFeE4JCByOLVYNchhdAUUbQRBm7kdgfCHePfkZITY/jIp1el4Yy0f1+EaAElV3PXD36laz9XwrmX6doijnkcW3FYshle2QCz3tmBk2l8UGpztSmmXgMerBJLdmhVscRizJLH1a7GhXRH/1WjaTCg3DmNMM9at+EP4ol+u6O51OnyAbP3DPPee5TutPA+BFViye1E2pPpFESJlgyjHRkask+ThwBgKDF9KKmxdVP2oVtI2sOCQ0yk3hNkq06xfYKRRxm6YZnz9w4MCu0wm127dv34Dn2S8LveBVYRieK4SSkVHrURsjKr5oTWaDtXbYGadmRRh/WyjJxFnp8dBueZ0g00aFmLQnj0id0WVEzy3kq5ivEddCQ6EWolimv7vIN9TIx0FhciehSo0Wtc+AhKWxuRYtjLUGoRchLFODaQC6QjkfIZpNcqGUiFO7PcALZVQc0T9VqgXMzxyH8FpIZ9JMJJ2dOob81ATzdc7YcB4GBgZg8PUoU2U5d4u5EowFIGmZk5aOv/77P7rgs4/m23H9J+5JH3ho7mn5euuV9ZbzynLDHqo1m3CqBaA8xcTa1NBZiFkkYeXYMRm8xj4zDhb3boGaG4EV60Sqs1+2O4gYymZeQKjpbCxHCJFrt1ApLcGuUfilTNrVrBhGR0awcVUvRrqSPDbVloelmotiQwYL/vxDlhjtGScnEtd1UFwqIZ9fwFIhD4dQDdWIYA35g0o6iqVPpTugxpJIx02QbQupfgKngvrSLDSvzoRUQl4K+QU25dtw9tOwdtXo+y++rPNjl65f/1vrs7RcZPySb8vRB17zCsV74HJL89+iiBKgx6HGeqCZfVCNHARJXRnVoGLDQOAX4BMplNUn8/Cp2PDrHGqlmp3QzFEoxkoIdM+EgfUNF7n/m+nZ9IgRzo/mi7z8nNNzBHbsuCVhqH2XBYH/xlaz8VLqQ8dJukbIBC1qJBVlIqDs69PfiWhYXiqgVc0zDJvMdMC2XUY16AYbTyTYW4Bug6yUkK2LFhTsD6F+VwuCLw2MjZ3wNdhx993nuqH/YkVVX6go6kahaXHiBVDKJcH1pCKh3r4WJbpyXDnpJ6LWSTvfg+BiIqmyIyVzEiJiaCTL5FdFVtihUG6BCG/1/fBT4+Pjp42vxuLiYmpxcWa97wavDMPwfyHEsIxol+0SQpzavhrt9okMTYvw9cjLQm5zycgqkC0UQnsi0qzk2JCRF4WuyUKMi8gQuGdfGXfuq+FoOUSxIttgaqhyhLzjK+jNZdCZod06qT0C6GScFifVCaEZPlp2wHbbxMegYtMlOWUrgM3BfMQQkQvkw4sMOlTbdTA/O4mZY3tQr1bQ1zvE50spp0RMrJYXYdcryHV2Yc36p2Gwf4ivD24vsHELnQ+116iJoVMY3bRlaH/ziud03/ycp48efjTfvt/7y1tHJuerz2rUm6+dK5YvMd1aciCNacepNY81UiOKTuSJqNhm/EXAc2soHLgbSm4Mqmqio3cMYLtxKT2lBxVKFDeoGBabzpGyi3gapSIZedUYKSETr76+AZy9egDZmIVyw0XNabudnCwn2j0y2ezi6EBZQbDyK2QyaL2cx7GZGVQbTvTvUiLLIElIMloDyXQKOqloLBOWV4bpLMGEg+5sgm3+t+/YgUq1glg8hSuuuALnbjz7+s3vuPifHs04/qY+Z7nI+BUzt/+uawZz5qGXB2HtnYoorqQ+qmJmoMUGOKGViKBC62CuhlAyrIumQiNwZxjd8Iir4ZIHPsnKEtAset1aCJUszZPfsZ30rZm+137iN/XCWT7uRx6BPXv2GGrQWuc6zptDob5VM82IEyFzGGiRb/snQFU546S0NM9mWB09Q6xsqFTLcOo1qIbOpl7EZucda5twyL4afD8siBD3Q4ivC037ZlvueuTIkWx5fv4s1dA+6fvBRnYX1Q3oJnEzjGhhJXRFQKEWChM8pStYm+TIO/aIL8IEyGgXL3dxkufQJoZGo7IAiO/rwLcGxse/9cgj9dQ9Y8eOHUNK6L9EUbTrgyA4k5YUmX4q+SptYqiMcCfEKcrPkFGh0T5XLnLtkDMZSney2GhnotBzCDW6ZWseN9xVwp5D09y71zLdUBUDOhzoTChUkE6YiEcOrgNdaXSmLHgB2YZTgRfA1BVWmNB4U8FBxldMmYnQCiJItlUjbReMaqWEowd3YmHyIJqNEmLpbiRTWT4mDQEqzRYTMkOS5Hs20pkOrFm/EUPDY4iZBkJCM9hPXbb2GPki63FVm86lzC9uXNH576++cuTQo529l1//jacdyy+9YHVP8pzh3uyPFS+v37Kz+P5iS+tlx0xG9KSqyrMrKBx+AIgR7yGNbO94VPBF5M3IFI0zU0jyKlTQ98tKJKGEAZYKi+xLE7g2o3fdA8OcedKdjsuW5cOCzE4evyzUaCRlsSgLSvrOmBpQKxcwcegQFss1+DiJZhAaGMnCIAIHimbBMoBE2MB4p4mOhIGxfgu6X8JP79+HvQdnITQLL3vJC/HsC8+5/m2/9/TlIuPRXkS/bc8Lt1yizWTcKwPXfZupzj5fUZsQ1D6J9UI3uqFoHVDUNITWB0Uj7wNqEeYR+FOSp+HMw3Up8rjFNxVF74JmroIWX4HAz8wIdHw71vXat/62jdvy+fz8CEzs2DHUgnuVqukvEcCVtE3kqPLIS4HQDbqfkZywVS+gq2cIppVGrVpCubzI1sxdvSPSP4CMgFhSSTb3hIKQdXGkbGBfDXE0FMoPFUX5t+Hh4XvbR7Jnx47LfNd9tRd4mxRFzRAfQTOoNWBy60QGcp3kKbCsk/vOUk1xckGVqAYjGpG/B+/khCxUeAdPYisyOwL2hEF4g26aXxscHNx/ulwXpMaBbz89gHi75/jPB5CgNjvxMciVk428IpSm7a1BP+WWNTJ44t105BZKCA8RZn9hnAjRODDr4+++u4jt2x6Ec+RuBG4dItYJtXMljNHzoQU2lIDUQ3JR0zUNmYSFRMwAeZ3kknFk49QyEXA8cgIly3G5+LXpinJhlFFdktzpY3rqMCYPPIDi/HFue5npTpjxHBKWyXPaaDVRb1Rg6AY6O3q4uCzMH2fC6dp1GzG2agUMyyQFLNmdygTfiOKhCINEF3ODXamffOC6Db/zWOb1mus+kzn7zJE+q2NgSs3Pml/bevQ5sYT13iOL3tNdP1BFoEQtERe1UgG248JKZpFJpaXi6QTrJAqU4aEgrxPAJT6GTn4cCcTicZaRLy4uwq6WoSY6oFOxEtfQmYyjIxPn7000oe3S4sR7SUkyFYkCmvCRL8yjMDvJqhY90YGluoOGE3E4qPii64OKDZbE+NCDCrrNEOvGBzDcoeGip6XZ1j2/VMe2vZPYfaSOFSvW7T7/7FXvedcfXPT9xzKGv2nPXUYyHmHGwi2btcPxfRvj+tFXC3/y5apir4BugUihqimLDVChoXZw0JqiJBEENQQemXfNIHTn4bl5eA61T3wIPQfdHIRmrQNErx3C+HrL7fpSR/+rf6svtN+0L8apPl7ycAiC4ILQc/8sCP0XsSKBjZo0Djuj4qHZqHK+Qq6jj8HvQn4ezcoC+gbHWJtPgWtyMZOeDdIWu+2r0TbwYnShAaHsQRB82ge+OT4+XqLz2btt26gX+ld5rv8aKMr5iqbolOZKGQwnI9OlHTa3EjhlVmr/2nLb9kLKKhQmzUW7eBIMUKFCBlS02EWx5QJhPoC6KwzDT4yfZqjG/v071/lOeKkf4L1B4I9It05CwKVzK/NX2CWU0A5Ca6itEnm//9wFIkPG2B2UCbwS1Tg+b+PzdzbwnR/fj+JDP0FYnuZFiKLLFSsNpWsFjLELeNFS3AY0WqCY10HruuB56MokOaU0Zhicf0LQvaR3tqWprImIwH0F1XoZRx56AAuHd7KnBJEo1XgGVqqHd/JkL0+Lr+u2GLLPdQ+x1JKugUZ5EdOH6bLxsebMszG2ci1iMZJjs640QrmIqiFVL3HLaGq69p89ifDv/uyN5z3u9u/vve+G86cWtcsU4X/owHSV3ND5WqJEY+JAcHIwt63oPKnMkHPAyMeJBpEsNHx2NCVUzoSRSLI51U9dgQAAIABJREFUVnGpgKVaE6AwN4V8RAzkYgq6Mjmk4oY0RGu3SSJ0iN43TlwYu475+Snk56ZRLRc4qG189Qaew/nFAluSu0F0PFRksEIphNGaw2DWxIaVAzh3dQxnr07BMnS2f286PhYrARV9u7o6e95z+XPW/dZ6ZEiQdfnxiCNw443XqM89Q+vyWocv/dma8CHhH12hqiGEmYIa64Vm9kMlqasgW/IBqGq3vPn6RAo9JgsNewGeV4HwbIS06zP7YMTXQNFXuYC1x/OyX/XC7puyvVc+avjxEQ98+Qmn1QhwodFsjgtFeYMfBtcGIuyRkkqdcxg8z0Yy3cH+AXZL+hgYuo7+4dUsKfXdNorhS/trThSlRV6GNDHkT1yNyAsgFOKYoio/DUPx4ZGREQ66mpiYSFcKhTHNVD7h2v5Fmq6rqi45IuRYSosptQnaUk+WZnK/XKaEtqWu7B1BC+qJ9ok8lnZMOTHw5Wt5wQjCIDwkNG1bLBZ7f3d394HTZWL27NmTFJ53ViDw/sD3LwNCU+ZrRAWTQsFnMo2Vii45NhLaP6lrjBZ9jr8IUbc93LW3gtt217B/poWHDk6gNnsAfqMI+C2ElEzqUNKoDyXRCW1wI/S+dTDCCNWgd45MHYhnQMWGpevozGaQS5IUub3/jpQQ9J9kkT15DJMT96JECpLiLKDHIKwkO23GDfLkUNBybL5G0tkudHYPIEbtE91kJIs4DLVKAccP7mL56Miqs7F+/RnML5C9A2qWSJdUycPhOPqWrqvf1y3xno+97fEXGu/82Jbs9HTx3GojuHaqUPvdasODz2t/5FNBRx+tVu0j4WuSVzEZXidbfITqEOJHtZGGQDOQSpONt4bZ+UU0bErVJgNFA2nTQEdCR1c2xaoabj+F1CYLYWk+yuUlzE1Po1iYQ53cOa0k+vtH0dPbz601z3NQqtQxOT2FmkcqH5+J1HQcZnMW60Z6sXF1P9b1VXHWmj6+juj7bBiScKxqRjMeT2z5WSTA5rVr195/unwnTvVxLBcZj2FEZ7ZeF4e2eG7oHnmpLuauURRvLNSJb5GDRlJXvSOKj++Gog5z/kngk4fGcQStWS46ApfSCasMj5LUVY+PQTXW+qHSXQyD1FbX6fpodvDqWx/DYS0/9TdsBCa2beu2DfUZIsCfhMBzyZOAFnLKH2HSnVBRKy+hXs1jcHQVdDPFZ0htC2lzTT8l6VDKKqVRFMsXTxhnSQqgEKIpVOWQpio3Kbb7md4VK+bpvR56aPsau2ZfGkD8swhDRaHPJqMunaB54o5ICJh28ieCxSJHI4lqEDdDppmSH4QkhLbRFUmW5IyOSEjJsRlCUHjgdkNXb+wfGvnH02nadu3atVLxnYuDUPlYEIYZNo0iNIdcObl4k6ocRmvYkZX8D9qFxknQfanq4Eu3zeLOh6pwHFoFFeQbLUxOHoNLqgpSnrkNKDaF1jW56IBqQUkPwBg8C1oiBy1wGNXgfTqbpUnlJLXXUvE4S00T1PSPbM5rjTqOTOxBfmEKdq2IdDKDpamHEGomjFiK55W2+U7gwbQSyHYOoKOrnzN0mHPSNqziWiUABb5NHtqNZqOMsfE1OOvsp3HrRlCiKKEpETeDM3YIlVFEyzTUn65ekfroH71C7srf86kHztAVNfWht2z8udydR5rzt/71LcOGHr5y50T1948sVDZwYnBUdFFIGgcKhrJV0jbHov9szwBnoUYeNFQUkb9IQFwbK4ZcNotmo4WZPN2TKdBOBZnW5Sj7JZVALhVDjArusIn5uRn+Uy7mWUqe7uhFb+8wElyUSZUWqX6OT07CKRxBIUzC8YloK48t1jyOjevWIKk0cfzwLjzvorNxxTNXIpdNRbk2URGuqC3TsL6oxWJ/t27duiOPND6/if++XGQ8xlkLw2vU6fuWsqrRegn86gdUzI0KXYEw09CpfWKSj0YSwshCUYegEKoR1uG50wC1UJw8AnceLjmFklkS+fbrA9Cs1VDMEScMs/v8oPNTqe5Nj0om9hgPf/npp8kIECkUwIXCd68LgCuFonbQjZwWMGL9U9YJeQf0DI6xLl8j0gCHSNHCLt1BydWRdk9kD82FRsSToDWD1BLs1kmLpTSIKgo/uE01jM/2Dw1tEULYO3bsSJiatqlerb4NQpxHyhNqdxAkTMgGO4TSZ1OEeTvBlNsokvTYVqFIO21XohpRgiltC3m3z+RWSRhkvj6fgigqirhX1dVPDgwMnzZQMeXBxGKxMcD/tNtynyP4QQoU2hTTDp4Iu1EriYiyXIRJkzIqpkhy+o17Cvj/fjyNqcUyErqBbIJ6/8CxfBHl/BR8sqx2mxB+E2rQROC2ENgNaV2tWVCSfdB618FMpGAQuYVyOohrwDt1uZoS5N7V0YGOpIVyYRZHD+/nIDEdHpKRlDKb0HFw932w/QAu8Xeo3hEqzHgGnX1jbL6lWRa/XzvC/uFfDfKymDq0G8ViAX0jK3DeOechHpfGVkTI4PbFCYtybiO5pqXd15PT/8luKT21lnd9pdZcrLZaH/7ahy779mP52n372/tSn9+yd6jeCK52Pe9vDy5WqZRhKTcbaVEN2z5wOiLiZJC/RmRyJxEPBT4hxqELNyQiJ4hmi2QmjVQiiYXFBRSphUKIm6YhbmroTejIGgEjQaX8LOqVIkJVR2fvCLq7+2BYcTLoQMw04bt1zEwdgtIsYqS/G7snS3CELr1N3BApexIbz9qI4uw+7N6+HZlcFhvWDOFlzz8H553VD25TUvEXCpiW9e1YMva+1avX73ks4/Sb8tzlIuNxztTWrVfF+9TEpcKffK8aHrtIbZNCrR6YVn+U6prkVFdGNQjK8+bguccRugsI/TzsVh7wbf4CqMTVSKyEZpzhByJbDvzYN1VXfDA28MZjj/MQl192mo/A1q1b9b5EIm0rwZ+XSuVrFV3Lke7f81pwmi2ks1mkkrkoPp4WbOmxQTulwAu4hUKLkHQKJXSDUA1qqUj3zhPx5lHwlBCwAVFShfi0apr/0NfXV5+cnIyVZme7Ql38het41zE3g8iP7AxKyIpsFegcnx45hXIPhPaMZP0sU0pliBhZQMsYeSYmuh4LMri1KPQoeC0SCYR07xeHVE27Qdf1/+jr6zttdnF7927tDwLlksDDf9KpyOJI8lOkLTuNDZlWSadPzqRQFCxWBe476OCHO4rYfWwJC6Uyk3Y70wmoIsTxxSKahVlGMwLP5eA6BC4XG6HT4OJSBGRDbkAxk1BTvTDiKW5jEZ/LrS3ByR+B11iClRtArHcdmtUCfKeKmBWHYWUw0NuDgb4sdN1CpVzA/T+9lXNzmJhIRUwsg1i6C11d/ZynYUTz2xZz0lfG1A3mKhA5dP/eB7G4MIvugTE8+4Knw7RMnkfJA2E6KBcAsgYSrqIo5TAM1Jbr5nzHnUwI+/3/+sEXff6xfxVD8dbNtyWmi+X1FSf4k7nF8jX1Fhl1Sc8Y6dUi1TVhhGxwcU1XpaDfyXYOFx4KFeYaHGrnkaOnoqOns4sDCKfmF9G0XR4fapkkUYdfOMp+FkQ47R8cZ9UNOXzSPMcMIm8uYmnmMDrjKtauXolipY5dh2b5PTzFQr22BKUxj+c+89k4vG8rduzYBWHEMDg8ghc//7l44TNHZ4c6fd/33SFd1Y8auv5exUp8c/369YT0/dY9louMJzClW7dep4/HEmsazR1vMHDod1SlPhiSLNBMw4iNQtW7uPKF1g1NXwFFSSEI8nDtKcCfBbxFOM4iXLvCfXSFUI34MBTzTAgQKTS33w6SH+noffWXn8BhLr/0NB8B4gXY9cJ5IbRPGoa1wXWa8LwA2a5uthPXDal44F640JgvwLAwqxoilQcnhhJvg4iHhDJExQYv8rTblkuBJNQrjVAEW1TV+MfBwcHbhBAhpZjCb10TeuIzZOzEZFCdete045IBVu3IctkykG0UbplHape2p4DnklmSyyoGCu6SKgyyJicSJUXIS2IoJW0gQCsU4p5QiL8eGxvbcrpMFSFNQb3eq5jG11zXuyCMIuJPtlBklLsMsiPgXuA725o4MAuMdFs4NN/A9kNFzC6VUSqXEdcpGdXCwlIBbmWJHNU42VWGb7m84xaBDc92EPg252AgyuUQXExS6qdENsLAhRZLwxp+GqNaCZI3p7JYMdKPRJwyauSiT7VguVzEfbf/EJVynt1iRTwLYaURS6TR0UXW172ImZHjqRBIWMQZ0Pn6IwsO1/NwZGInZmcnWVZ98bOeyYiGAiqyXOZ5UN6rpGO25c9gJGdhqTTZkTDef+s/v/xxFBnySti8OVQaHbcNVMqta7ZPFK6bLdrr2rbgUXqMbCmxwkO6XFAhAZW+AzI8jYm25NjKDruCpcGuD1jJNDK5DGrVBubyBVBrBk4NauU4ctkO9PePIBGLI1SpAJGy14XZ47CLUxju7cToyCg6c0ls3X0Ax6YX4AmS/VqoVRdh+A286LJLsThzDPfecwf6hlbg6U8/b3HN+OA/rRqxPr0qWYPZGV+Rzfb0Wlbiwc7OzsnT5do/1cexXGQ8wRENqWTeu0mfd8vPhz+5WQmXzlOUACHtRKw+mPERhllDkYrC0/oY6vP9Y/CcoxDeApt3OU6RbzwhhSdZfdBjayG0kRBh9qDrpv/d8fClruHXTz/Bw11++Wk6AmEYKg888ICVTcV+v1wuv9913e5MrgM6WS7TAsc76BN93IgnIZM/WXEQtUqo0GDlRxTpTj8pN+GkHbgkySlC8b0wcMxY7Lb+/v4raVjCMNR2b9u2OkDwZc/xzlGofWKQ+kVjciDnfVCBESEd0kRM8hRkC8VnS3JKjQ1dupnbMlEzoAWLdu1y5aNFkF8bmXgJIej+7mhCfAmu98HBVatOmxsuEWVdu/oy3wu/4JOKIILkqX1CO1dqn1DxVagG+NcfzOP+w5TGmcXZY0m4Xohth5YwvVjCQrnCpleWZaHSciBaefhNl30cZKFBmSMeBMeHu/C5pUI22R4XG0wW5aKDdvI+jFQnUmPnRYTQOEb6u6CqBgzqzUQPao/QEktox923/QDF0pKMoiG0ihQniSyrS3IdPdwCyCakKywtwETwPfEIfBw5dhjHj+xDpnMAFz/rQmTSCWpIcM4IfQq3UZgnIY2uqEg5MlcIPM87uHIw+74vbr78a4/3q0f32Dd/9gFtfv9Un9Py375Utd8zV2nIz2M5L302oWuEVBCiIjN5QiUASWLJ5yNgFNBn8y42nAtDLjZsaMjlOhA3DMwuLaHRbKA3aaIvk5acG0EurAacZhlTk0dhOEWctW41ent6uFhO6B5+sPUgKktFtLQU6CWN/CEkEik8/5KLobM6K0A2bexfNaB84Kjo/vrmTRKxoO98xB4OqNB/vONzur9uucg4RTNE1/b09jetVvyD/1fD8RcqoohAj8EgTbw1AlXNyqwIqxeKsgaKYsH3SvD9gwjsOcCbh20XEVL+Cd2LtQS0+Gqo5loI0RP6fufNnpv5i+zgS7edokNefpvTcATohrpn1663VkoLf53KdmQlTEt/FGjEsyDSGeeHSI8Mjo6OSKEkoeSYdrqBRomq7dAz6uuznJHCmggJYS8LJoaSE7pjxszn9fb23klDMjFxT7pVVq51fP/jTOBkh1DiZtBPueulY5FtAnkcZKLAmRm80448JGgn7Np8M6cHtXK4lUJyV6aYyFaMdAvlww6FohzWdPV/DwwMf/N0mR6ak+3bt4/qCr7muf55JFNsFxuaLo285ooBPv5fR3Dbngp6OjrQ1dGFM0YzGMia2H2siOPzJcyX6ygWCVHw4Sk6QpK1uw0EraZMEw0cJjNqsBH6LqMaIaEaRBZtFxpUbBCq1NGP1NA56O7qwIreNF8TuiagU7AYowtyzLnQUBTYtTwe+MnNmM8vgdBWNpsy4tBjGfT0DGF4eByxeOKEm2bbgbM9B4RVHDt2BIeP7IeZ7sFlzzwfuWwamiILDRlrRleAvDbpOjh8fBKHp/NkXPUZEfc/OHXTW07BJikU7/77H7/kwFTpow9NllaRfJTQnLYhOBWvXOqEVAT+vG043X/9gPhFlOwiJTo0Di1ClLQ4urt7mOtEGTO5RBwJQ4Wphijmp7A0PYGelImx0WEcPnQIxcUpnH/BRRgcGsAP730I5ZrNBV7dV2AXDqO/uwvPftazOXNmqFu//8yh+B9cccV5uyOZzulyaT8lx7FcZDwJw3z8gav/XA8OvE0TC31CUxQigerxfmjWsGRGWymoymoIpQtC1OE5lH0yx7bkrk2y1xpAcKlqQLX6ocfXQ1X7ycBrAuj8lxDZG+JdL5j7wAc+IB5tWNGTcJrLb/kkjsCePdsvEOTf4OMlbA4Jiscm92UFlqJL45+2fwO1Q2RTQqpPpFsTt1I8T0pdJSkzgELQe+RuSQsleRXS+5BxoqEZ32657u+OjY05hw8fTrXq9Ve0mvXrAeVsTdNUlQigvHOXTqGEajARkrwk2B49csck5ILtruVN3ncDOIHN/ynzPojMyLi2NPEiZIOXp8jJmRZRoXzX1LT37z5wYOcll1zinw47PZa7hs7rXCf8aBiGeijhGCZ/Hltw8YnvHMOWPUt8PtlUFt0dOQz3dOCssQzmlxo4MF3GYrmKpXIFzUYdnu9IpMel9kgdPiXucqERQqH2iU9IEKFCJHttAp5s2VuxFBIdA1Bzowi0JHrSOsZ6UydQDEnL9DkJJKCiMppzu1rCzntuxdTkcYhYmn0lCCnrHFiJnoFR5nWwTJXHn9pakScIE3hVKIGH2XwBBw7sxdjKMzE62Ie+rpRU3ChSRk2fXWs0sGf/fkzOzFNyMOLpTvR0dH3qgg0jH+6pfm/6VNyzPn3j/sHbtx583d6j+d+v2N4KmgsZb0+nIBkjdPyEZgQe/V22S1R2L6Unqez5yagGYW9BgFYQIpbIIJlIwrZbMPwm/NoCgto8VvR3goIGH7jrR5ienuQ20coznoY3vebqQPcbV93004m3z5SDK3ShavmZvVi7Zn14yQUbSqPDqc+97dXnvvtJvFWc9m+9XGQ8SVM0cfs5ZyYs/IuqLFygKg3D15NCj3XCMMehaglAsSDMfihijHdCvjfLQWuhl4fPxUYBod/kokQ1MlCtVZzqGoRdqFXEN+++99CHppaGM9u3P3hocnJ3/gc/2Nl4mEPPk3RWy2/7VI/Akf37v1Jt1l+oaQol81EoGnMbaNdKmSO0SyUFCN042TgLFC4lHUFZZkq8COJpRMZZ0jFUIrNSMUKFgSQ3MnVCVafMMHx9qdW6f3Z2ttmRTK4MQv8vgiB4paoZMUWjQkOSQpn8yKgGFR5EjKQFSgPxFxia8IhywZUFoxuOS4uqLD6CSBnDJs5MqqS2i1Sg0Eu5PBHKfsMwPvsz++8bBwcHZ8hv46ke/1/2eRN7d5zr2v4nW55/DlQ1RgXSxHQdn7p5BvdOFGWKaBjCNOLoznagr6sDG1Z0sdHagaNlTBfLKNeqqDdqaNRrsoURutwu9Rs15l9Q/1+lAEYasxb9rsnzFUtkkc50crusWFqA0TEKPdGLzqSJ8YE0ZYswoTFktEW2Pcghg82rFBVOvYKHtt2BQ0cOwUiQHNPiKPp4thfZnhHmHpBJHPEyqE1g0nuxORst0AEUy6SgNCRjGqYLZbiuj9H+Tk4bpRTY+YUC9h88iEq9xsdIqo0Vo2NYOTqK0f7493s7jb/s9tdveyyR8f/TnG/+p59cvOvw0p9PzFUuqjScGAL222dCMifI0vVG1hUndK7yu8KZJ1FOCqMgBKNBwA58tAIFhiZgOCWk/CK6kgaG+1Kwy9O4d9sezBdq8AIFK1avxXXXXnN7Mu2++G2bLq398Qe//Wd375z4k4mDE7ErnvOMuWte9PS/esWLzvrC6XDN/jqPYbnIeBJHvzDxiTMbxa9cZ2DmVapa66ctTsikqzEI0QmFyERaBqq+EkLJIgzK8LwphM4MQiaF5pk5Tn1aIhS5fj927grwox8exb07bByd9ZGMp2Emlc//jJb311dd9arC5s2b2d1x+fHbMwJ79+59Rui53w4RZhRFMTl75GHZJ5waGhETaVfNzQqKnIiMsmjJdl3vBJrR9togEqE08KKFiZQSUegoRF1VlJs10/x0EAR31+tziWY1eIvvBdcDYVaomqYZxNMgFIIWIJV5G/K9pK8E7xEVAu19Vp20LbjJwItIoZw6G3l8SIdHUgxIM7E2qnHC01JRvv6zTfeHRkdHyZq8eTqgGpOTezrKRftNvhu80w+R3Xu8YX32B7PYdqTCfABqF8i+kIlUMo3ezk6sHOzAcG8KB6eLmMnXUK5J9816o8ELPddfRAi1a4Bbh0LGXU4NgdPg8K94uguZTBdHm5cKs/B9l02dMkNnQU/3I5VKY3VvjHNHOEX1lzxonp1GHft3b8WhA3sQz3Qj3dHPbpZNz4MWy3CEOqWExmIpxOJJxAxygVW5cLWDEGtGerCwVEaz5WBqdgZD/f0Y6u7AkeOTOD49ye0xuga6s2msXrECXZ0djCTQ/HZmY9/9WRrp5ubh2e2bN196ytKo3/G3t1y37UD+7fMle9wJgzgDMicNNE6MBJVuhGEwb4PxP0mLIORD+n7K8LtGZQFmUMFITwe6UxouOCOGdSNJFEst/Net23HvruNYecb5eMHlF310NDbwvmuvlWGAb3jDZqtzsO/3X3H1C+569gXj23977kKP/0yWi4zHP3aP+pWH7r3qdxLKnvdqirseoqZSoaFTGyQ2AiFMQElCNQahqIO8g/G8GYT+NEJnAZ6zAMcuYnayhu/d7OCO+3xMHBOoNzy0HAduCJgxC10dPdsvu/Sie49Ozn4ymUzO33DDDSdivx/1gS4/8bQdgaMHDz6rWqtcDyGuVjQlRnwG2m22F3gyVWorHaQj5cO5GpFZF3E12M+C4GRp6EU7PknGpMVdqgOYkU+yakUcV1XlH20vuHFsbGxp14Nbn+d53l+EodioqVpc+YX2CaEaZJEuCapy5ywJgUS+k/kn7MfoE2fEZfvtk6hLW3YrCZWcy0IyxPaMhOFe3TT/HYryvTvuuGNi06ZNtIr/2h87dtx/lvDDd9+/r3b157fMZ/dNN0ArJ/FP/JCgeOKhUHKqgWwmx66dY4NdCDwHxxbqaDTrqLVsOK0mGnXaZAQgj4qwnodoLiJoVdnnhMygUtlulAvzqFZLCIgoSqoeMvTyPGRXXwirYxiJWAKrBjOIW8R3+eXDQ9cJ8Q4mHnoQE/v3kn4eHb3DjHZUKZDPC9mzQzcsbneYmo5EXCaLzufzII+18uwEtGwfEpke1Ep5Rti8Vo1bJ/Sa/t4erF4xiiR7a0iuRvuRS1nfSVrah0VOv69NgjwVE/mRT3xv5c2767+7UGy82gmCla4XUEvrxFufIILyb6iVQroYFllHHBuZT0NFRnXpONKijtG+HpyzwsB5Z2aQTZqIGdJyfuveKUyWu3DumZ0fDTr991176aWnTeLwqRjLU/key0XGqRzN/+G99t7/v87KKXOfUHHsXCWsZAKTTLjIG2MIqkHcDIOD1lRtCEJY8IMi558QqjE/cwzf/MYkbvmxjYmjIWzXRkdOgR0k4YfSwEkj2NvU0N9NeSrGv9Tq9c/efvvtDz5Fp7f8MU/BCFCwl+J5n7T94GJVDcepT86JmicyUCKlB5Ewoyh49tT4mWe2tAOnYsPn9smJMC/makRkzRPmUm23UDoppSgEbhGq+oV4PH5XcWFhdaPVeKfrOJcLoXaqOv0fWW8TT0N+vjwmaqVEREDmXKj8OSfbJxJpIVSDjk2aiUkzL/50QlYio6uTho783rvh+38UT/sPdHSsLD8Fw/6IH3H48OHez333+Ptu37n05kNzVcMPPUZqvChLg86bGBJ+KJBIJNDSk+jPJNGbiqHRclBrtWA7DqMZrWoJzdoivNI8gvoCq04y2S4kcz0oFoto1akrSt2VGrdRQuJuRRkzqdFzYXWtQiphYqS3A5mElNf+4k2efkP3CypmDh3YjQMHD6Nhe0il00h39MBxbW7jkHyVY9d0sjWXpF/DSiPwW3AbZfbhSPWOc6ppvVqGrgTIpJIYGx7CYH8XF5xR0gjPvyw0CDUIkEsZBzRdfWesy/zRqSw0aGz+9O9ufvF9h4tvKVTdC2stvyMIQ+XnCwy+rvn/pRZGIhrU6qOCm4rv6uJh9CcVrBrqxsZxDWevJhMvC6ZO5l0mdEOD5wYwYun/jCeMj6xfv37n6YCwPeLF+mt4wnKR8RQP+uSDv/MRw73tCqGIjarmITQz0CnVVe+FUOMQOiW7jkCoGYRhE43qEWy5+Q589aZD2LbHg2UGGOqzsFQ3UahokLI6+aAbu042yJqOVDpVse3m1f39w62lpaU9d955p5StLD9+o0eA/BssIa6wA//vwzAYFopIUruEYHOef/KvoEU9KjJUYtuzjETaknMLhf2MqIXiRi0VaeYlJYhSAsgBaSzXlPzMENgvgE8FQvw3+WAu5fMvCBz7NVDV8zRNixNXgyzISYkiPTSoIKC/y+wTLjiYqyCzJZiIEIWKeexYKk296PgknySQ5lfsQyERFrYmlxEVRED5UzUIfjA0fnpA0lf9yQ9ftliqfbBUaZ1lex4v0NQy8WhJpdaJIGUD+1CiJXS4woSqWxyAZimkKQkQOPR9L6JZnoO9NAWvUZJmX0aCpcIcwuY04DfJ5Iukr1FIDXug0+KnIzV4FuJdozCNJMYG4sjELWi/pHVCc0uKFPguW5I/tP8h1Gxqn+no7R9BMt2JcqWASrkI3yXrcyIdy6KFyL6mZqDZqnNxlOklxMJCOq5jfKAH2XRappryvMkWhGRAtFsU8isYs9QDmqq9c7ps/uimzafeiOoP//J777l7/9LLQ4jzK7Yto45PPCJV1AnlKF3vsu3oeU1UFw6zaqc3E4PiLOD89T1Yv6r1qaBIAAAgAElEQVQfXbkY+50YrLKi3CFCboxdua6+ywYGBpbR419yd10uMn4NS878AxeeHYStj6hK6wUCRYQ6ufXlWEnCUlc9AYUSXdV+7N6xFzd++Xv44U8XGNZbv0LD5FICU4saGnWbb2Tkv083I94FRqY0dEPSFQW5bGZhdnr6r3p7++943+bNh6+++urlYuPXMOen8iOPHDli+bb9TMd3Xxv43ouEqgzQYkw+CRJFoL9LW3FuW0RKEFqL2NeJiJiRQRa5TFKBQYs7RclzyBkv8AQdR0ms0cIuQixCiFsVXf+Wruu3T08fXOE7eKsi1JcIRc2SfwZHyDMpVJXR6SS9pb+TcRfxNajokW5KJ5xBpRU5cUZksdFWyPAxMqhBPA9JDG2nhdB6oQqxS2jae4IguHd0dLR4Ksf4sb7XS//o271NV3l9w/ZeX2m4K1uuZxL/hBxQOTE3ylDzebH10QzA5k0OTB6fhKkgRj4O9RJa5Wn49TJajSqPB4dpkVKiVeWWBM3VCXiCFn5WGpHiiOSqBlKdQ0j2rOI26khXGrm0IZUiv/CQPiUKAt/FscP7MXHwADwliYHebnR296HSsFGullFndKXE14e0c5DvRfktdP9RjRhGx1fj7FVjsExCrKL7EM1d9BlUarSRjIcfhmmqB/xQvGvjqtzWt7xi5eKplni+58N3rJ0qVj6we6qwsdXy1xI5VZIvaKxOWqPLpFlZeFC2VKNwDOuGe4FmEQ9uvQfpdAqXX3QGLnnGGqwa62fTMrLbp8KdxmR8aPzc3ODgMnK8XGQ81lvHk/f8I0feYFmV1pdVf+sGETZWC9WHwoXGIDQjB0VNwvFiuPm7+/G5z2+H7Wp4+sY0puZV7DkiUK40sVTIc/R3d28vDN3gnant2HCaTTRbLd5BESEvFo81h4ZH79uw/szv+Ai2Gkbjgc997r+Wi40nb3qfknc+uGNHj6Morw/gv0EInEk3SLnIaxJVYGkpFRoRmsCCA4W5DhyJ3Q5W80lySnkoso3CYWtR3gUhFNLC+STsLoQyrwjxRSjKf9gLC80qvGsDN7gmVJRxTSNWqA5GNiIkgxYjug7pWNgXI+J/sBU5bS9pBY6ORxqJhdGxyDwWVkhwdojcSXPxFAlkhRDuz8JQPiCE+NH4+Pg9j3bgt2zZMRTq8Yzr65njS03j+Hyz6CimF7j1wkfe+vT5xwt9v+bPvn/lQsn+UKHqbmw4PhilofGlc+XzlDandO6kZHADoCViTO42ghYsvwq3lodv19BqkXTVZrUIIQ6+Y0skJzKb4swUhdQ8GiMNRF5sk29TnYMw0oOIxeMY7EqgMx2D/isQDWmgFWBmepJ9NfoGBuC6AXZuuw91J2B7bcdtcUvEbtbk9REQJyTClhQFqVwP1q87AwN9nTD5mqEFmxZgEknLCusXuRk0V8SZaHk4kEmbX4cXfOXT//u8nY92Dh/L897xt7e9fN/x/PXzZeesaqvVHZCPBqN77UiYdrStCqdZgV06jg0rh2EXZ7Bt2/1o+QLxeAoveN6FeO2VG0ojAwlHFej0w1CNGda+fLm64dJLTx2R9bGc2+n+3GUk49c4QxMT15uJ6twmJdj3+7pY3BAqfieMBFSrB3qsD1PHm/jGTQfwze+XsGLVAFav6cNdW0s4PlXD4uIiPKfGTHIihdGXpVatcLAW3dRIgWCRRj2RoAAexGIxJONxpFOp/eVK9QspI7Hlh3fe9qhvyr/GYVr+6P9hBNi7QYgrQs97CxBcCEVJS/vvNldDRpNz5kkU6kVLNK0PD2+dkKeyTFOVJFFSftDizy2UKOaci5WohRJBDN9VNe2rAO5dmp95lut7vxdCeZaqqBZ5aigqqWBklD19PrdOqJ3HahZaiOQiQ6iblFbIhZgK53bB046S54WKrMlPtIKigkUWG75QlK2KonxcUZRtQ0NDvzJK/tt37Et5pcUL41bmZU1fG1oo+8OzxSA+W/KPOkK1BfyDo12x2+aK9vRV52ZmX3zp+NxjvQBf8s7vfnyx3Hpz0/YsapG4nC3DGh9OZSULcokcyTZVg9orhOTUSkAzDzV0uB1C6Z9UKBpWAr5Th2M3IvkxQQQqFN2QxQVZzdMcka+OJhNjPbcJI0Fcjl5YiTT6O5LoyVjcTv1lD5pZiTiFoOJocnIG+yYmUK/VYKgCmS5q6ZpoNmuolwtwbCo2okh6bsepXGisWbMWKwZ6YFk6T1nbDVYWGm0kSuJRXhCi7vioNkNWwyRM9TtN1//UxpXZB//mTRs4LfhUPrbctXPdp781/fL9x+cuV3T9smKNPEmkq6d8yHFt1Qrw63M4Z+0qoFXGjh3b4EHFyMgYzlp/5tZLzh+69dy1VtltNcY1TRvKZDq/+MUvf/lrp8L/41Se7+nyXstFxq95JrZu/YzehZ0bYrhtUwj3D1RR6hLEYLZy2LVb4KabFnDPTh+ZrkEITcfMXANLhSXUK0sY6dOgmt1o+gaW8iXUqkW+SSeSCcRiCVimxTdl2jW1LalZrKVqSCeTt1sJ8xN9fT171q7tndq8+Z9rv+ahWP74JzACe7ZvXy+E+tYA/kuFIobYzyLiaZCsldsN7BQqEQEJDcsPZFJoRLqUYWvtCHnasZKbooSVZftFmnDxS/n+rMwKoWzxfP+Tvl2PlWu114Ve+FxVVUaFoilkSy6LHqk6YZIyIRknyKnyBs973YinwQgH7f4jFIC5GhGfpH3MrKRhvke7gcILWlUoyjcA/Ecup25Pp4cKDx/S79z6wBn1ZvhiVRWvbzjaWTPFEMfzDgp18nigWHcKgguRSxiHCjXvwEiPtW/1gPKfa/vNqUsvePTFxu/++c2b5kqtd5Zr9jm2B4tTan2yDSGPEnm+VFgRzE7SYiow7GYJdnWR+RbElfBdB06zBs2MIZYj5ZkGt1WB3ahwuBq1R1gCzwu8gpCLSovHjaStnOLByrMEkrl+9tfoycXRk43BIpj/BEFBXgRMc2FHWAHHDXB4ah5Tcwsol0ugLB3YNY6Zj2d72IqiUS2gWS3Cp6A3+nwqADUdyWw3Vq9YjXHKUYlRHH27vIgIvdEvbF+gbvuot4gMTAWjDDXTVXEgndC+05Uyf/jpd5/7/SfwlfilLyX31te/7+YNpWb97ZMLzjOajrfBJoZu+4L+WUw9yVdVt4Tzz1yH7mwS83PTVLwV164e39nf0/n3Ydz58R9velaTPqBUmhvPZHqPnS4eLqd6vE7F+y0XGadiFE/Be8zteHmP3SpfayjHr9RV+2IIF/c/GOLLXw+wfyqGcp1MmFS+IeUX5zHeTwTQNKZLGczNl1AoFFiLnkylkUpn+JvtONIhkDgbfCNhLwSSFiowyLlR146JILgvCIKtmqLd1tHbu+cHP/hB/RSczvJb/BpG4ODBg8N2s7kJoX8tBNYzMe1hrRMqPAhOZ1SDwOvIpVOuetQu4UzLE+RLRhQ4YZWKDfnzRKHC/IgILpdoxH8D+I6pqofnF2ZHFOBPvSBcrSia0Aw6DskXoWKHPp/RFW6BtCPpZbgV8zCi3AxaMCVHo93KoXaORD14X0zITOTNIbv//LAVVdkVhvgvXdfJxGv/7VuP9i8tLFzs+uJVrq9dsVQXmamCh+mij6ZPElsqnOT70ec5riShpBNqkIsrP6zZwX7H8378zFWxe962af0jIhu3b5vovuG7x569b7JyuRuKaxpNp8cj87EwhMMpXJIASwsrnQ4VGq16AY3iJLyWLCJo8Sb1Bzly6qkeKEmKZk8g9BzY1KCy6xEJlpARjfNICC5hVIg/gfASWUhSRHki24dYPIWebBx9uThMvV2cndRXyCMjwq6K2cUlHJ9ZQKlSRrVage+0ELQqUEWAVNcANDPOiFOrVoRdL0t+DfPBdMTT3Vi1ag1Wj/YjmTCjgkZeLaR0ajpA1QlYKstmWUwyjnisjFapQTam7g019dMijm/c9J4LHnHMH+vX7Zp33RjT49mXLBQqr1uo2hdUG25PlKaGemkGSaWF8zechf7uLCxTOxS3tK+tHIl/a91AuPP888+XEp/lx6MageUi41EN01PzpCNb3mCZudLFPwsTfkfoTV549331rs/dqOLQbAy2J2O2a9UqPKeKF19kYHopi8PTAebm5vkL39XdgWQ6w1/kSqXC7RO6sXd2dbddlvhEmPXuOHAcl/0KhBBF0zIfGBkd/+qVV15597p16w5v2rSJK/Xlx2/WCBw6dCjj2fVLPS94IyAuFgpSFK5GEDrxIqjo4OyTNj/iYQFn3LWIElVlsqpc3NvmXVJmSotXW4HyCxJJIWZVRbkzAL7QrBSztUbtEiHUP6AWgUaeHszTkJwRSVSVBc/D1TB0o+ddNvMXZNHTRlbYwIt4I+3FlI6lHcHO6pWTXA1FiEKI8DuLi7WfHJ13z4AQr6o1xfhcKcDxvIulBrk+yiAtIkjT5zhRMJhF6bOKAKXRUlHg+8KLmcrEQNb6cVdau7PU0Pb8w1tXPCJ34A8339IzVw1eZjvum/Ll5tMcL9SpSKI2ATMUKDKd/tv30ajkUV86CrtByAFxMSgUzYEZTyGW6UGgJ+HrSTbLIgTHa1Vh10qcUUOentQvJSSC5o9/RrJMmm+hKdDNONLJDm69dGZibEVO5EVZarRJmTLLo1ypYnZhFkvlOvtlNBp11MoVbsHQMVF0ukEISyIFRTPg2g3YtSX+SbwQIp8m0j0YXzGG1aODSCdpkyPg+AoarQBNV2abyFQ9ip+Wni7c86UgPbomOXJeqXqB+I9syvjxqy4evXPTpT2ntNjYunWr/r0HnHV37Jy7NF9qXBVAXF6qO6gvTaErHuJZ552DlYO5g5m09i+Ggi+96TXPOOUtnN+su8vjO9rlIuPxjduT9qrJyRtjSuGWdaG3/SU/ub3wmi9+o7mOigwqHOg7SVr5s9eo2LgmjnseMjFxaAnVShkDvVkkcl0cb1ypEmdjAb5L2vcUFxm8YPgek8noj2PbDK1S6qIVs5CIx9HV1XWwq6f3oc7OzntXDA/f0js0tOsd73iH/aSd7PIbP2kjsGfPno1qEFzrh941EEo/m3WpWpQ1QovoyRaKVCRJcihnnnD7REpKOUH159on9Hvpq3ECSeDFnRCBCE8Q4gH4/pfCMNyRLy2cBw9vDYUY57YN+WlExQajGg9LlqV/Z0hBkjWiwliSJKWslfga5K0hjSKpsJYpsxKho5YCx8jTWfg+itVWY3rBL1SaYXKpGuSmlgLMlXzUXCnrJSIku6NGCz99LBUYdC4uJXS6jOvAoHHTQPJgR1fD40033J40xA3nrU7e8ZZXrCLZ1//4uP6DWy7fN116IRS8ebHYTBJPQzJQqCiQi3yptIBm/gha9RIcKjJoEfY9xFI5ZDoHOcDLoZhyRUdgJpFKZKALH/n8Apq1qkxy5ffj5gNCHkcVqmGC0nRNI4ZUPImOTAdSCQMidDjiPcVmWdLv0nE9LObzmJ2bQbla5fHOdvSgp7MLjXoFBw4fZ9SFVSyEavlNGIYJI04SWxV+q45mrRKpXzRYqSxGhkewanyYc1EaDqIxlSiOLCykR0U754aKDCKyMiAjQRnXMMTB7ox1y4q++Bc/+Mb1p1zBcf0nvmfOHbGfVmy4r1oo169cnD22fqjDKl3yzPO+v35Fz9fPW9t3x4YNvcsFxiNd6L/i35eLjMc5cE/2y2b2X9X1b/8y84c/ua/8R0dn7K4wVBkKLRWX8NqXZtD0OnDPjjqOHZ2B6zpYt3oEvoixbn1mepoLCTL+6eru4t1js9FgZKPZJNVJQNpuxGNxJoWSW59OFtGsyTeovVJo1qs7M5mO24SqfvKOO+74tcoDn+yx/m19/8OHD482m/Wrhe+90gfOVxQ1zi2LyJWTSIU054LUALyzlk6bvOxF5l1SbSIXeUqobKMaJwLXWO1BRYrMMeHMM7l2zAmhbIUQn1lYmLJUqG8OfP9yQlTUyDWRVSjMJSBkQ5JTJaoh/5ygDUhjjxOoBu3e6d8YkfNocZWy3DbfhCLWF5Zs5Cs+StUQsyUfk4ReNAmdkChO20KdFI10rrRuUh4M1VWMXgRydx83ZMFDbSOOQJern23qysFcSr9rsNv8yubXrfvxI11D7958S890w32RE4R/fGS2scHzfV5mHdo8IESlOI/G4mG0GlRkOJKf4vvs8tnRO86ydlKoULuUgry0WBqpXC80JcTSUgGVpQV4duuEFwljGTSWehxmIoZMLI3OXAZDnSn2zciXKijVmujJpZBLJVCvVTE3P4+FwiLsVpPLjs6OLAYHBtGVzXBBdOz4LPZOHILDfRUqNDy2QaeMFd2MQY+n+BoihKVVp8IHMJM5dPcNoadvAMl4SlrOU1IwE3poKKnd40fNLrp+fASUf8P8HJkBQ2TUmOZXmo3KDYcPzX/g2C1vnn2k8X48/37Nu27sWCzWLyjkZzeO9CRbz37Ghd/78+su/JUk4sfzGf9/fM1ykXEaz/pb33DNxl37D31wdi7/EjLd8gIfjXoVb96UxN5jKezab2Nubo5Z+4ODg7wjWMwvMjGUOBf9w8MwdR3NZgOFfB52q8U97EQyyQUG2VK35Yk0DFJeKElcdrNJBUhhZHjwJ77nf/0Fl1+640//z1/tfbzSvtN4mH+rD43aJ61abZ1QxHt933uBqmkx5mJQ+0Q3uECga4QIPSekqvR3tsQmtYc0zeL2CaerSklm2ziLFwNakqJ2hbQSPxHdTuqR7UoQfNVx3alypfj0wPevUhR1nImgVNj+ElRDohtSOtuuWOQkSUdQ+vPw42j/NxULjZaHxSUPhZrAYiXAZN7BfAWou7Tskt8GFVNURHB+G+/gCaWgc/QIKWDLdcDkpFpKQ6Wig54r4+vbLhHSlEptJi1tj2WIz6fi5lf/8c1rH9GM6b0f++kl+w4vPM+D+Isj802Wp9p+CLs8i/LCUTQbFZaiExKjihDZ7mHkuochNJMj3JkzQrJXKoLMFEwrhng8iZbdxNLCFOx6lbNiqKXBMIlmwUonkY2lkU4lkTQCtOplNN0ATceDrqpIxkw2ASsT98LzmMPV29ODvt5uTiQlbxOaCyoyp6cXsGv/BJqEaJA3BxdDDkTg8rhaSYpMSDGvpFFd4iRgNZFDPJlFVzaL3p5uWAYRQiUawtcWk0M1iNCVJFC+7mTbzFAJ0GmgsDBH3I/FkR7rpldf+Zx/e+OrTj2i0b4RbP7Mf8e7vaTytrddukyGPwV3x+Ui4xQM4pP1Fu9617tid93+4+fMLxTeF4ThxQTrNho1/O6VKvYcS+LIDBnHeEzUsmIxLiJmZqb4i903OIhUKsU3rMX5OdSqNUYvsrmcNO+KZFu0I5U7wEgSGMHNklwXIpPO0E3gYCqVnhvs7b1teHDwKx/+2Mf2PFnnvPy+T84IPLRz5wYv9C8TQnkvRNBHCALnnhABmFAIUn0QEZNu/tR64OujvchLrwpe4COzLFpwJEdDFiJknc2FKl9HxLU4KZUUwLxQlD2KKh6YmTx+t6IqbxMBnkdqKWrXMTfjhD26dBttB63RT1lptG9VET00KnTaqAYhePmii4Wyi2JNxXTexmTBwxJFe4QyS0VyFiQBk5QMtKkm7gWhFlRw8O8RRi0ThYO+6A8pQmR4uPS4OGkqFfLrBcIpQ7hfHU6Lf/vHdz9r3yPN4D985r+7th8JnztXdF5TqLqvcDwPTmkahfljaDTK8H3yxpC5IR1dg4incuwQGrAnhjSAatnShZN4JYoRg2LGkYoZKC7lUSrMI7BbJ+SuqmnBiscQt+IwKMjWs7l1SmRR23aYS0ELPI1wJp3CUF8vOjo6GOHkjUeUOxKKgL0xZhcW8OCefajb1Lbi5DPp8kbFBjx+XSzdDdWKo9VooOUECEnOTFLYhIWenh50pDPyGiG0gp1mifsCBJF5BRU1lu6jWi5icWEetSLlODVoM1VZt+6sOwa74zecP5649TVXn3qp6yPN3/K/P7YRWC4yHtt4PeXPvmRszJrX9ecYpv7+ar1x0eLCAi7aqGKhkkGxpks+ON/owCxwQixMU8fI+ApeGMqlEhYXFvlG3tXdzS0U2j0QJFutVrmtkkwm+fcyPVOSv9pFB+1siCTa8hxoql50HXvivHPOveX7t976/qd8MJY/8AmNwMTEPWnXTV8Tuva1QSguUDWhk+yQfStUKjhOEjLZTjyKkW9fE9I4S8a2M6rBLp0+X09tXwvaPZPnARM7o7hx2T4RgSLEfAhsadbr323UK5eEwJvIGIzaN9SykRksESG0/ZNbKBGqceLspTyT+BIUGV+utnB83kal7mMq7+BY3sViNUTLEwi44OGGCltxROIO9n6ghY3MsAiloKVU49yVEKEv4LDzKS2ZkkL5c47Uspzi83YdF6rXQNIIPzHU3/OXH3/XOY86BfkNf3bLupYQr2nUav/nwGQJTotUHA1ui/iOw4tqPJmDaaU4xCxgrxOp6mm1GuycSm0qagH5RJjVTKRSWShwMTM3C6e6iIBOkDgzNL66BV1XYBFPI5Ks0jzbVGT4Nvq6sujr7UMqmYwC8ySaIEs8uQmRNwhgoVDAjr0PoVxtICREoz1CgQcROFxAxFJZJDr64QYqqo0Wc3sIuTFVIJfOYKCnGzHLil5JLTkqWHz2UrGEi5mZSdRKBRSLS6yooWJrZHQ1OnKddszSZrrSxvcHurVP/81bnr37CX0xll/8pI7AcpHxpA7vqXnzSy65xLKr1bFyvfaRufm5qyzdQyyeRQBqd5ycwnx+EY16HWeuHYATphhSnpqcZAVJNptDV3cvu/ZSz3WpUEC93mC4OpfNIR6Py1tnFMFJIVoNyiZotfhGyvbBmoZMOome/oHFvs7ur4ytWlEZGFv3pc1//u5H3L2dmpFYfpcnOgILCwvJ+cnJYd20PuX69sVCUVVVo6LA4BYbIRh0TXB8PPthyJ1qO8uE+RmRYRcRQH1XEkHbgWsE8zMZM5JKy8JVohoRva+lUAsF2JIvzE0GfvieIAzH2p4epIRpE0KZPxLxRAhxkdf6SYSEioaZhSoOz9ZQrSs4Nt/E8YKHqqOC9uWEXOgkS+VWCNUEghNEaaGj9iMVHG3Jp0VjEBLqAbiRhFb6kf7yWyQVWrVKFXZlER0xUG7HB278+DWbH8v8kGfD335xX8dD+w5euFhzr5tfal3dsF0u5IgAWivOw9firPBIJePQdIoPINtuKgyo1aJy8cEBd0Llgon8MgIthmw6hXqlgKWFaXi2dArlvgQl7mrUKtNhMhfLQDKmoy+XQEcmwUTOh99THn4+nHdCNuQRK7NULmH77n2o1OpwyKa7/eA2CBmoE/fLRKZ7BHoii3K1jkbLZlIrmY8mDBV93T3oymW5vUMvi8VUJrLOzk2juTSPcmWJ7z2ZziH09Q1KRYsqr1URtCp+o/gNyy/9wy1fePsyuvpYLr6n8LnLRcZTONhP9KMuuOCC5ywuzP5DsVi6gHulOkm9JImNeuSEcniuhzVrx2HbAtVaBfNzC4hZMQyMDLOigAoPIo/S7oBu4lR8kBto+8Zi2za3ZOyWLfveYYhYLI54zEI8meJdoaqqoWWadSse8xKx+JHBgZHvrlyz8T82b/6TZZLUE53kp+j1+/btG/cd5xKB8N8opVI1qJDQOW+EUlWJu6CS4ROZr3DxeTKCnVYDsh2na04WHVKBwpkatKBzoSEVIHRdScks7XblQwjhC6AgFOU2u165q95svsJ1nYtp0SQ/DSl1jVxLo8A3lf6NiKrkWCkUtGwf+4/VkS9XMV8IMDHrYKmhwCb4nbgXnMwVgnNfWfYiuL9PxFQqIiiHgx6aUGBoRA8gRQkRQ0+aj/2qqXBsB7Oz05ifmUToNtl0KpdKfnbNyp6/vOnvNz1mmeU1N4bq8OSPVhaW3E0PHS/9XrXprCEL7/z8JGyivBhJmIaOdDLFKg3ivTh2Xc6JSvJP6TNBRZVNbq3/j73vgJesLO/+nzq9t9u3swWWRVDYFcuCKMXYs5qo5FMsqJ/4SYqagGbVGBGNGIka0BhiDyRGI9iigEoRpS9L23b39nun95lTvzzPe+buBRsL25QZfvvb5d6ZU97zzjn/93n+xZXRhY5oLMby3IX5KbTKBaFY8eoGnAejqvCHqKKQxsrBOEJ+1XPX+NW6TW8sqHVCLSPVswunALWdj+xCvlhC16F8mseCDboaxBkjk65UbgQtw0KxUmPuC/1OkyTEwj6MDg4iEwlgdn4GhfwcmlVaMNU5j2dgdCUSiQxUnRKnaX6q6LZrKMyMI6YZPz5xNHrpNVe+o+9efITuHQe7mz7IONgRO4rv37Ztg16ppLbsuP+ht2maeq4s6xTVyjdxIoUuzM8jGNKRG8jB6IJbJ/VGA/F4HNlcjh8IZBO8sDDPq4ZEKolYjIy7BJGu0WhwC4VCs+geHAgGEI7QjS3AK1le0S6pnJhGF7VaxZEluRGOxe877Rknf+wb3/zmDUdxiPq7PogRmJycDNTr9RHbNr4qOXgWG7UtOoVSG4WspntOoSShFpUEkZkhUl2FSZfgaxD/R6hOPKKo5VU1aAHNdteCr7EEbLRd1/2Fa9r/Xa+Xh7pm9zWSJI9oigAa3MrxJK608uYqi6KiXAMm5+rI1x3snq5jPG+hZaswqOXBkd0EuileXfA5NFrwS0ScdsRqn9qBVOUgDgqDDnow9xoDv/kBS7rTSrWG8fHdKBem+XEbDkXg9wcwmEvXBjKZ933r42d/7iAuweJbt2/fLiN5aviR/Z0THUX/630LjfN2PvQQ2o0qXNXPluHUTgqQ3DwgJKMkA+1xJmhsXEWCY5G9uMhFMRzia4QRi4XRbNRQzs/CaDYE4ZL7TTZf31A0jaHBASzPRhGgXsavaQ4tPaceR4N+RsCsUG1jfmY/8nOTaJuASaThJfcJeh8dn8/vQ3pgGXt/LJSraFI2i+PwNfZJDr68TRcAACAASURBVJIBB1argU5lGrV2B9FEDkOjqxAMhEQrjeaiJKNazqNRmkY6qOH41aM/3rRu5NJ3vXFzH2Q8mYl3BD7TBxlHYJAP5S62b9+qXnPNveFsesVHS4Xi62wHESoDUw4CETxjkRCSmRQ6XQfFYh606soNDnG1gh4ChXyewUQ0HkcmkxEWxq6DWrmCcqnEEdV+vw+xWBx+v3+xwiEIeNQSFn/Tw0Qlc7BmA5ZjIhyOWelEevy441b/SFLxn1/60td+dCjPu7+twzcCe3fsyBmS9AHTMt/B7Q1SVchemiobZtHDvceNEFkPQvlBkk8RtMaB3h451GCQKmSnxOmh7A6OzKCqBslVJWG+5HEdyF9zL4D/bLdrs816/XzXdk8lJ1CFYuM9QiiTQVU/yjUX+2a7KFa6eGCigYUm8SY0bmvQ9kiRwW0QLpkIoy06NgISonjhcslfV2WW4/ZaI/z+3/Ki9uHUzBSm9u+F0akjoCmIhyNMuEzE4ghxtc9XzSaC/7hiQPvM9ref/jv9M37d7rZvv0n9SWHhBeWmdGWpbq4pL8ygUa3QiYksEKo2aX7EwgH4dY14UsxNcV0yOxOtLAUyK1FYdeNK6EJBKBpnOe783Bzq5TxcsibnJF6Kd5cRimYwNDiI5bkoZYj8zsmmQEW9S8ob4Y9C17lRq2B+4mFU6jV0HJXvK6CKR6/NxZUyF5FoHIMjy9DomJgvlYUMWVag2y2gvIdt0bNjazGYGYSk6XyOBIaIrEpARmotYDSbxMjwCFaMJH580trYpS994aY+yPidV+3ovKEPMo7OuD/lvW7ZsiUA17l53/j4qZTAatldFPIV6JqMbDbNEjHS+1NJUldFqZqY5AsLs7waJBJoOBzhnzfJvKuQZxIoKVLiiTgHM/VePekirZpIDcDrWc8KuBeAwWVxVXF9um5FIlEjHovd9r/PiQ9/+9s3/Owpn2x/A4d9BB5++OGIbNuvshz7X5lTQenhso9zRtiKnNUn1MLgiDQBPr10VnrIkKxVrJBFpYDALZt5MSC1RHuFivFk8Eghadw+Ebcfyn1wXdeQZXm/69rfKM3OxU3H/BNZVnP0gJGJqKjHmdQ5kzcwPtfEo9MddCUfTJqTXvSWJFOqKZX8BdjQqXpBFRb6ASsYJOjEveBjomTURQuo3zi+9JlWo4VHdj2AdmkWXaONZCIDzR+FrqtIxBLQqepCVRZZpmCwbjysf2wgoVz5D395xu+UtP66HZ/11m8+p1xvXj1Rqa83OezMQadWgW22OY2Vxi2ZSPLCga4HtYPIL8N1hL9Ipz4PX4wk7eTYKpSsbYv8xYNIxWNothvIz07AavWCmMljBPBH0hgYGMTqwSjCvwVoWI6MjkntJY8fw4iRPC1kmAbJTScwPzMB4pdQNUW0ULxHjRfmRlh2cGgZoskEZgs1VBsNON02fO0ZrFi9gVtD5CZKTRUf+fx0qpif3IeY3Maq5WNIp7PQNRW5VPCL520d+OAzj181cdi/JP0dPKkR6IOMJzVsx8aHtm7dqhqGcffM5PRG2zUxNzvHIGBwcIR74j0pYI+UR60S4mJQCyQ3MMAkMsOrbtRrNb5pUVuFSFVUqaDPddotVGs1dgj1+wLIDGZZ0iYskcVDRCQtitwH6sd3Oy0YRtcN+gP2stFlP162evX7v/rVr/7y2Bi1/lH8phGgkv1rX/vK5XYX19m2fbKk0bUV4Wa9dgXLXNmK3JO3EgDxsjjEfOjVBByY5gFCqJiD9P/E2yB8QkoO2s5jVs2uLMuOJEmfbVdqTq3R+FNJ92UdNYb5oondsx08NNFEvg44igrLEaCBdkkqENozQSCdyZE2umynKSoZ1C6huA5u67jkmXHAUvI3jQepSybHd2F2YjdWjI5idvwhWFoYgVgGobAfkWAIfPa9+Hl60NKKXJedSDCwPeb3f+Zftj+7dPAzzpXe+ZGbXjSZb376gfH8cRUiXzsuuvUauvMPM3E1MbKeQ88IZHCkLrt8OpAcGRN3/zdiYycinBrl+wEBDWohdSygAxWhWJqrFfm5KdSKebiOISoakoNANIVUdghrh+OIPA5o0Pe+aWosSQURgz3eDcjTgpVIXrXIcdCslzAztQ/lch5dW4bFk4lIMQQJSRGnAI4JXzCIFSvWoWXZKFYrWDGQQoC27TosDyYPEyKv1gvTyMV0rBwb5d9puo/ltiuGYl/4s5dt/GAqFZw6+HHuf+JIjEAfZByJUT7M+3j9a1/zzttvu+Mj07MzUbrhDQ4OCe8CTjXg5CdYlo1KpYxWq4VkKolUKs033EqlwtwNepG3RtiTuNLnS8UCS2BNy+ZVGnE4SIlC5c1e24Q+xwZB3Q67ijZbbV650nqRmeXxMMbGVuweHRm+SdXlz5omdlx33XVeU/gwD0x/809qBMYffHCwC/vDhmG9QZEl2VUkSag/RGS7RrJSIjp40e899Qn34RlM8KzgfdPcoDZdD+jy770Qtl4Yl+RVzZY6YXRM+3rD0lc0W87xu6ZaeGSyht3zHXSdAByWpGos1ZRp7rGEktoEVNWgVgHxMcSLFRH0c2qjUNvkt1AuFgfLJYloA7t23MkmVaOr1jEPYHbvg9BUBStPOBXBUILfTuBlkafEnhJC/k0R96Ggekk4pl71pb85i4DGE9nzY67Xu6/46eAju4rnTxVbbynWq6s65SkpgI5jGl1XiY7IaiAuEeijCgYNiU2SW6eNws6bIUcGoIbSSA+uprP2IJWQ5zZtB0oginQijXqjgoW5aVitGlybXDcs6KEEkzTXjcQQCYgcEdtV0LKIOM6lqAMAw7NHF3UizzfDc30liXN+dhL5uXG0OwY6rgpH8glJrSzBpWoWcWGsDjKDQ8jlRlCo1pAI+RAPBQCrjdnJcWjdIlYOpaH5dNxx20+xMDuJkbGV2Hrmi7BsbOSSj7z7OX//pCZ6/0NHZAT6IOOIDPPh38kZZzz3S3f+8u5tjmP7s5lB0aflREvKaZDg2gZKJeHARyAjFApztYIsieu1OhLpNBvwsEGOJDG4KBby/IAgWVs2l31MC4XOiEAKA4tGg1sx1IMlkBMMBpjZToQ4uuGSjTG1dBLJNP35D8tyPvzgg/c9snv3boqJPeib7+Efzf4eRNBa92Vmt3ORJMnPkFRJITBA1QdqpclU4aDWwxIPCzbhIvIhZ3OI3JPei4EGqZU84MEhZ6RG8XJTaLucHeq6mCuY2DltYN98F6U6OVM6qLccdB3y8RCZKbxtUlWRjJsBBj3eRVIsRZEvAgwJFB8mvCeewGWlts70xH7s3vEzWJaB7NgGVpAYRhdWs4RapYBIehjL12xEOBAS8eieokLwQA7cUqnFtGFF5GuxhPo3H3nzsyeEtuXgXy/78+ufPT1f+NtEAM/euCp7g2ws7Pje3aXXNk3/ellVJIeIluQ3IrnomE3Ud/8cRngZ9FAMqczQkuqSaBvRcZqGC0PRkUznoMnA3PwsaqU8bDL5ciz4wzHE0wNYvyyNoK6jY1KsAVUfuoDq4/eIypF4icasAomJLwTyPA4JtZvqFcxOPopavYK2Rb/1seSWqxkEMGkO2AZXZYZWrOVraNTyCNhNRO0KMukkhaXhlz+/GflCib1Pook0zn3hVuc5p554yUX/Z/NlBz+q/U8cqRHog4wjNdJHYD9bTjv133Y+uPPl8VQmKtlUbVB49UYlZPLKyOfzoiKRTMLn83MLpFQWxCtqkxAfg9Yj1EKZnZlCu91mHf3w2JgX0yxsgGlVSr8j5YrZ7fCDgVa54VAQkSj1qn2eC6Rgv9OL9t9ttNAxuwxywuHkX68aXfH14VXD5SuvvJKaw0/qBnwEhvVpvYtdux7cbHTNjzuWc5KiSmFKzCTi5qJxFlUzNM8G3IsWZ6WDJ3VcCjSYB0Fgg30URPZIT41C7Zdyw8Z/3VbEt35ZwnyXWiI+yK4FH2z4qbTu92EoFYefslboOIgL4WlI2N2aNspVDtE2IXMteqTSCl+0R37zi+SdzUYLex66E7P7HqCDQyAaRySWYfCTTqXQaLQwO/0IrG4bkcQAlh23iUPHOP+FJbPEU/Gi3DmbQ/xcVtT3DQ0Ev7TavHF++/btv4tj+msP8l2X/c9YLBwdjkb9e7L6nvhXvjf7pvm68rqmLQ26jiSTJli2yXLcRH7vPTDhRzyRQWxgzCN4Cl5Er6VCOyF5Lz30/eEEEvE4avUqk8cpe8Qx22wEFkoNYDSXRjAQECTaHrKgthe3TMn1VaTyikwS8UUWvF9xvyCAUCvNY3ZyN+qtNntqGDbdm8hplsg/AmiQ3b1jdKEH/Yi6LQxFdCSifgzFgGdvkLF7/wJuuPER7J8tIxTP4oznn773jNM3XvLO123+xtP6S3qMn3wfZBzjF+hgD+/0LZveWa12Ptio15NE/CSQwOz6roliqcDAI51O8c+bzSZzNIhrkUqn2XacXtQmKZcrDBBGRsdYbdILyiJgUqtVQRwOsmOmFWgkEubKxePJoj2uBm2TSKWUFksPFgIhBGhO2vSMHaGQ7+fVeuszQ0ND01dfffWTIsod7Bj1339wI/DII3emHUt9h2PhIldyY7Isa/RwIAJxL2SN/CvIqpy5GtSi4Awckrq6nKWx2D4haakhVBBMBWWbcjJ+c/DvtxTwbz+ZQ2V+Ak67DDU5BjU+LEiVxBtwLPjIEdIFkiTLjkehkk02VerYZ4r4EaJyIQzCfzexkx6GJNmen96P3ff9FO3yHMsvA4kh+ENRRAIBRKMZLCxMoFxvMMmUrL4Ms4NwLI2xVRsRDkWZIEufY1VNz9TOG2YalxVDka/GQoEPfPLdz9x3qPJ//vYzP3nfzXdNnD9X6Y4alhSWXEei2LWWYaNamkU0NoBoQBUJzhQX4AGwpVefDpf4HpbiQzo9wOOXL8yjWizAbNegJYbg8wWRS4QxEA+zURt9r7lqQYmpBOdcascQD6aXrErqIeHuSe6f5cI8SvlZyK6Qxhtml91Ym7aPOSwOXbElQEPqlBBxa9i0bg3CuoTnnBjD2hEfE22LpQauv2kH9swr2Ljp5NvXrUhd8t4Lt950cDO6/+4jOQJ9kHEkR/sI7etNb3zTO2+88UeXlsrFXDgSh6bIzJkoFMtQNZVBBt0UW602qrUqt06i0SgDBpIfLswvMChIJlNIZdKLPWd6GJDhV61W4xsNWZFHIlH4fDrfYJYSQOlUl9qULwIO7luL1Q5J53yqimQqhUwm9S8+JfyZtt3edd111/WDiY7QXHmiu5mdnc1Uy4WXGl3rz2RJPkVWQWYNLDHlsDMicnoZJD15K/sp8BNfiFV7XA2SulK/noGrQyV+G7c+3MJVNxZw/x23wNx7K9ApwpV0yEMnInDc8yEHEvQYg+524VgGNNdBKBiAT1UQjUQQDmrMlxBpW47Y5eO8Gh5/rlRZadVrmHj0HszuuhtGm6adBDmcRDg5gKH0ICzXwcLsOLdqKHuDVtDRaAxGs4T5mb3wh+IYWb4BiXiSz//xZYqeCofm+9hA9KvpSPBjn7z4lAcOFdC48j8eWff16x94Q7VR22bY1nJy7qbWBSlqONWWZMWSaGNylaEXfsr/L1oawiHdRdMGIrE4ktE4ys02Z4ZQeJuj+rlak/bLyKUTCPrIKVQTzq68fQJXwoJcsGDIocRGh1Qs8zOoVYroNitIZgaQTQ+iUSuzUSBln9D2DVcjey+OeJdoLnXmkZAbOO3EjchETJy9OYuAX4Jf03iBQnL9mRLgqpH9g9nwJWc958SvPtF53H/fkR+BPsg48mN+2Pe4bds2pVLKv23HAzv/xrXdIQpHIklhsViEpmtIJVNcxuVVhWEy8CCLYboREYAol8uiijE2Cp/uEzcn10WhWES5WOT/JxMvAgfcV19C8KNKh2WbbOAVCIYWCaJLV3i9f9NNiv0XKAnUp2PV6uNco1N75+DI0E1f+MKXHzrsA9XfwUGPwK6dO59h2Oa7JLgvgSSnqIpApfIeKZQlrwQkeyZeBDR6GWci+mQxzZTIyMWqgbt2NXD93TXcfs/DyD98K9wW8SSp/2FxyV0KZ+FfuQVaYoQrcLQ6lmwTmmMyB4B4IdlkAvGwzmmeui6O4fGO4D2fDHogMuie34/9D96J+uwu5otQ4JjkC0INRrFi+XGoVUssrYQaYFfQeCyFYDyHUDDIeSeVhQksTO2CLxTFyLL1iMVTPJ+FolPcWllO60k46UcrBqM7oiHlDZ+6eMvdBz34v+UD/++jN2+7e9fcXxRqzbVd045zFYke+AS4qPRDfIpFSghD/ANAjN8rKjAGpdBqPmRSOZb4lmt1VBpNmCSHVzSENRepaAzpKI2JTiwalsiKT4smmetYnMBKIKVVK6DdrrMV+PDYGmTSOQZj1VoFleIcWp02WiZY6kpBdg6lA7dmMRAL4HmnboLa3o3nbMphIBNF0K+zWkbWhK24rvvnZEW5UtU7V61ff5q4MfVfx9wI9EHGMXdJDs0BXXTuub79Mi648+67LvTrvhXtdjdaKpah+TWuUAgvJdL2CwlhT45K5FBy/aS0Vmqh0E2TJgmpUmamp7m0HY1FWU/fi9imPju1XuhzZMpDNwJyGaXgtd6rByx6FY/e//d+zx4cuo5YKOgMjw3f7rrKpdmsds/VV19XPTQj0t/KoRqBBx98cNC17be6jv06ScIySZZ0kidqKtmQewFnZODVyz9hcqew9haVBhem5WDPbAvfvbOAW3fW0OxYKDU6WMjPwqzlAaMO12wBVgeu0WTlgzp0InyDxzMIIIABuwvFsaC6TDOExjbZQaSjEWFURfLWRX8G8Rwl5VOz1cL0+MOYH38A3dIMHKPNAEP2h6BqFBboR9dyYUEVANwfRCI1gFg0KcATS1VlBtjVwhTmJx+F5g9haGwdEskMPwAFEdJ7kZpCnDYPwbKB8A6fLl9w1Xufc2fvLdde6ypzxu7Qu16/pvZkr9O139254fPfefD1C6X2trZlrjZNL0adgBiDCuFTsljAoOqD12qSGGiIEDQicHdsB+FonIPMSi0D1WoVjY7BSbC6LCEa0JCJhREJUKKzuIdInGXTRMVLgm03qzC6bbYuzw6OIRpLcW4KG63JLsrzE2hUCug4MrqWgy6pehwdemM/lg+mceKaVfjBd6/FSeuGcc4ZJ2L9qiziEcpwUaERwKEWmSLP6Zr6geNPetaXJEnqPtmx63/u8I1AH2QcvrE96lt+61vfqk1P7988NTn9/wqFwquK+RJUH4GMpLgF9gKweCUifAM4OK3VQjY3wHJWNt2SZczOzjIPg1xAR0ZHubVCLyKN0mdICks3KIqcpxTHpXkovMbxetW/flB6/o8kv6eqih+5XK7s99t/N5hdduPnr7nm3qM+mP0D+JUR2LFjxyvhWG+XJWkzIIUlhXgZRAKlh7NwCuX/yOWTnTepfSJ8LXbPdHDV9ybw051F+HUFPkVhP4dCvYZKMQ+73YBrdSGZDbhmAzCbcLttSOEBaMMnQI9koPpDUOw2FJsqGg63UGhOU5psIhpFNBKEzg6joqJgdLoolfKYnt6PemkWKlFFO3V0agUGGaqP+v5+GKx68UOWTKh6APHMKGLpUfgUIpaKnBB+wnGbwEGlMIP5yV1QdD+Glq3j1TqBdwYZvbYEW2sLYyz6O5sI7NBU+W2r8byfY/SegXv31DalgtqKdNi5/mPvfu5TMpb6q49+9zX37Gu8c77SWF83nZS0KKuhyoZLgjNR1fBMtLwT8nopnpsrHK5e2IqGZCrHxahys4VyrYmOaXE1IajKSEd8SISC8MngPJFyaQHNShEdiqx3XUSTA0hlhxEgK3Ruq8nc7mpW57lipTg2GobE0mITGmoWYBX3Yd3KMSzPJfCt674MWQ9ieDCDl551Es7csg7ZlI8BLSf2yhLday4bHFt5eTweL/e/psfeCPRBxrF3TQ7pEX360xf57rh14fk/v+vOjxQWFp5Jz/pkIt5bYgmKnLgbsoEXVTI6HbIiH4DfJxIZafU3NT3DK7eBwSHEYlH+PFU/atUa8nnhoEy8DjL6YhIc/8Qjwf1KkuVSpj9NwaViOOEmquoaIqFQdyCXvUVTtCuiSfnWa6751hOO0T6kg9jf2G8cgX2P7jyt1bXe4ljOGZIsjcoqNEDlthxJWjWydvQyUEQLQ0LLlHHzzg7+7cfT2L9QQYeM3jQJAVVD17RRqJTRrpXgGi24BCCoPWI1uapBVQear3JiGfzZFVD0INts04yjigZ197nFAhshv4+5EkRcbrcbWJibQ35hGo7VgV9TEQ5G2OmyWZwABX3RvmyL1C9ifhI4cpQAIqkhJNIj7ELJvA8vN4ScNhlDuA7qpTnMzexneefQyCokk2kPiPcyXw4MITvmSpIbD2v3urLygaAuv3Ch1n2JIiF2XE779Kffe8YHn+qUu/76X55w1ff2byu2uq8uN611FHy4mCjLx93T29Byw2stcaWJbgWC3NmTFHdsIBAKIR6Lc8BZqVJHvd1ly3JqTZFpV1x10CjNwGpW0WrXoel+pHNjiCXSUDWdScIEsMxuHfXiPEJSB6tGhzA+M4dqrQVb1uEoQbTNLuqzj2LjCZswGNPx3//1DTiyD/5gCMdvWIdXnv2sueecFN3tV5WVsizFdM2/W9V9H9ywceN/PdUx63/+8IxAH2QcnnE9prZKUfHNZm3r/5I2tzcardOoQiEqC3Sz4S6qMNyxTRSLJXZqzOWyzJOg9zQaNRQKJV45rFi1mldiRO9qd9qYm5mFaZmsLkmlUh74IDtjEZpFKyfRHhcPGAp1YimdRxT1WGdeVXvJdKT2iaIgGPQjGU9OaLp61cplK37wuS984a5janD7B4PJycnhaqlwFly8VpLd5wGKX2JnUMHVINDIShTKyYGC8byLX+yxUah1cf94FbumS6g0G5BdB35F5dJ5tVaAUa8AtgGX+BIOxZ/Rv+lPFy61OGQFSnQASigJTQ/wKllzaSncgd2uwjFaCCYGEU4Po1oto1krg0wsSY7p1/3w+XyCN+QamN33EGYnhDxV0nxwzS4kLUj6Tij+OGd/JNJDiIajTHpkdMJBa+DzUhUZ5XIRU5P7OG49NziGRCLNrZOloo6lfFQShOq6Ou66WNnskGWMU9o46v/MZy950QcOxbS69tqd+p5a6WXfuW36Za1W50X1jpkR/hUOK3R4GbCEEMpfQv5+ChdRlqXynYEyXqjaoCKdigJKAK12C8VanUGHJKvwuW2o5X2wKJU2lkY6M4RQhBxJhbyZ2qzNWgFmvYBkUMXwwABy2RR+cfd9qNTasBQ/IGswzQ4qc7tw2mnPx3AqiNtvuZFJrINDo92NG9ftXD06+OVnb/DdGg3Ymy3bHFBU9VYovttPPPHEfhXjUEyaw7CNPsg4DIN6LG5y27ZtgT17HtkyP1+8UFeVs2zbThK7nhQeIh0TbLxVLJa5QpHNZrnsTCsbNuxqNFlNMjg4yO0TepEKpVqtIBAMsk05kUdZkmhZLFV1HNfLtHA9Dgj15pm/L1ajHvlU1FEOtM/F+Hl+B+yeqBK/ozmYy94SDIav8ofMm/pVjWNvlu168MHNXbN7gQTpda7kBHuSVop5J8BIrbCWIeE7d9Zw36SC4wb86Ngu9szW8chUGfOlKijZl0rghmWBevp2pw7HNBlcUHWCZJMSSSFNqmqQrJUssU0ODuNyvGPBNlpwOg3mceiRNPxD6/lBqJM6JBCAz0d/CGToPAdp/ludJqZ334P5iUd4bhL3gB+0ug7oESi+ED8046lBRKMJ5hYQ5YMi2HtJta5ts0x8emaKWwXZgVGkUwQ0hGsmP749bgZdPeoc8UyXJbSolVOpTqwYTvzte1/2zOvPOGPokMm5t118bbJlSG+ZKbXPsVx7a6NNgEZUKghkUKtJ8GXolL3vHfE12Aa894gQ2SSGbUELRliR5khEDG2i0mjBMTvwd+ZZmUIGX+T2SyF71IY1Oi20qwvQ7CYGkhEMZnPw+/zQdQm33PUgGvUGXDXA1ZNOp4XywjheeOY5GEhF0STwKTv1kYH4/+Ri4S9c9KYt3zv2Zn7/iH7bCPRBxtNsfqxbt265qkiXdjrdN1WqVb6xUHw0rTi6HYOVJXRjyGSo3EugwUaxSAzxNvM0iFlPN2UCEZMTkzx66XQG8WRCWASTs6JNJksENLxkzp6MjismRIKjVVIPSIhKB+cvkOeBdzsmBUCPoc/ha4qCSDhELZlHQ+HIvw8ND3/r6quvPqQM/afZVDgspzv5yCPD9W779Y6LCwB3jSTLEnM1iKehaqg2HXzy21O4d9rB6sEUlg+EWYY6W27h0ckypgtl5gTRHKIcHMtosQslVRZgd0APcvJlUGAI8EFmUEQQJSIoZWlQgBgHslH1w4YWSSM8vAH+QAgBXYNfV5lXRHNbgGWPmySTEVQLM7vuxsyu+72HngxX1UXVQg0w0AiE6SE6hHgsiXCQWjXCW6ZH8ySjMeInTc9Msv9EJjeEgXRmkcPUq2QQkFkEGRI4hr5YqXcNo33X+rHMp7/9yZf8+6G8QBdd9F3fnM8+udzovLnWaL+k1Ohm2LyMj9yravJfNCaeEJfzRpaifyKBi9A5wwVi8ThkxYeuaaDaaCKoOMjGY9CoikWQ0CaVSRlGfR4xHxAP+pgcShUk4mkkY+rs/Q/u2ze1UDnFhuYjwFevV1CpLOBlZ5+HRCRg+XzKI5lU6PurhuSvvPrFp/a5WYdyUhyhbfVBxhEa6GNpN+e84AVb5ov5S/fvn9hsW1aSeBTE1u502ihXKgwiiBxK5jeO7aJer6HRbHImSs/7otlsYWFhngmew8PDrCihl/A+8EyWOF5bcD5YvcJuoSQ5JFmfsC9fLCWTNTKBEG9G9pj4vYoGh1DJMnRdQywarYcj0RuiodAXVq1de+fHPvaxvgLlWJpgAB544L5X2YZ9lqJIb+u5nOxJfAAAIABJREFUOdLKttx08MGv78FPH20hF49iNJfAyoEEUmEdlZaBvbNVTOarqNSr6HQ7MCwbjmmzkoQ5GtQqoaoGVS+osuESyGjDscR7CIgw2KAoc9eFFs0hOnYigoEwJ4sGAwJc8OKdwA81Cwn08tyT4RgNzOy+BzO7dgijKV8Qsubn+Hh6AOvBKBK55chmRxCKhNkfQnAsvKBAYTqBar2G6blJDiXLZgcxkE4zP4XNwjhnxPsM42sZ3W4HpVKBKoadaCR2y/Jc8qPf+6eX3nioL+s7t/9waKra3rZQrL2ibdjPr7aNRRUMVTGoWyIaJLQgIJDRC5nrKXUOBNoZjsPE2EDQD0n1i4qIY8OvSnyd2rUCpE4F6TARdUzMTU9ioZDne8ipz34+tpy86q7SwtxH7h2vP7dcbp3XNJzjauVZqWN08cpzz7VXj0Z3pJPBzy8fjf3nWZtXzh/qsehv78iMQB9kHJlxPqb2sn37W4P33z932v333vemQqF0bjAUTtLDu9Vuo1Ku8KqLQAaR3NiumUrQjsPtEC6vQkKhUGBZazweQzqTFas5YtsvAgthP87Ag+ADVTOIrc5Ww8IciEvVfO8S2QsCcHg6v8UC84GKBzdaZKpqqLQaqsdi4QdXLF/2s5GxkX/7+7//xAPH1CD3DwZ33333UEjT3mdYznmy7Kyih3qhYeNvv7Yfd+wi7wQZPr8fo5kEVg+mMZwOcZtk/0ID4/MVlKokbW2DSIsOVSg8IMHkT4o9p+RQWJAckyscrgdECGzQA0/RAwjFBxDIrobsiyCkywj5halWj5PEyaFe64AuGStAzBYW9jyAyV33wSbeh+aHpItyPs3BQHIEycwQyOhOQAxStFBS7ZJEVuIyNeuYnp+H6gux7DsZCXMsPIGMHvWZyKOU6VEqLqBerzLQicTSncFs6rubj89uv+LPn7/jUE+liz95WyA/tfCMpmW+caHeffl8uZMmsqtDDp3CxYzbJsJWg3w2KJNE2KQvgn6IVgh9jmLRfIEgoJIpnw2nU4ffrEEzq4gHNIpjx/juh/HAzoeYb0PE0ued8SKcvfXUb6UjgXdYvoB77X/d/KxQJPCWR3ftfkkkoBhnnvHCf3zW2vhNLz5jxV2RSEQwy/uv38sR6IOM38vL9tQP+jtXXRW8/ItfXD05P3WBLCnnOzaSROaqVKpclUgmEtxH93K5BYjwQqZo0szPz8KyHKQzaYRD4QOOgr/GVpkAimilCMBhW6JQS7ULLjOTMyH9myO6CYAIjoh4eUS0Jafcq2qQaiCRiNdymcwv/KHg5zod84d9t9CnPjcO5Rby4+ODC9Xqs1zgHZCcs/N1Gx/6+n7cu6/JWSOsUCDJaSyCVUMZrBqMw6ermCrUsXemglK9iUajjm6HQsoMfqhRmJbToapG+0BFwzYZHJCnBpfk/SHEk1kEQ3E0Ol1YWgThWBYBXUHQr3CM+G96UbIqrcTzk7sw8dAdoGxSmVslUURjCc77IVVLKDHI3AyKL9d1HQG/zo6UZBhGRFBqEVE1RmQISahTNTApyJBMtHYcLOTnUa3k2WGXzs2v+5g0mUzEy8OZ6I0rRmKfveztpxzyigad+yWfuGHZvvnO2bvmWy+uNo3nWJadFOBHhUuAQ8AISJIAFJzFsqgUExJ2UhA5rrAXp3RcwzKAVgG5oISoLmEk5cf6FX40a0Xceudu3PfgJBpdB2eeeQ5e+qJnfn4oF7jk1eednKdtvf8fvrPpWz+84+SBRNB65Xkv/sHb/2xTH1wcyi/jUdpWH2QcpYE/VnZ70uZ1y8Nq5OJyqXZ+IV9MVKo1aD4N8WgMCtn8SuToJ6oXTDqne43jYHZujh//lM5KrqBcxVjihbE0Cp5+18s+YTcO5m0Qy8wW4IM4Fx5Pg+3HRRybRzrrgYze2u/AlGWpq6qydDYYCDyUyWR+HInFrvjiF7+491gZ3/5xANdee62yfv36Z6gy/mQ63375Zf8xvuqByS4/ZMkbg3r81LKg9N7hTBIblucQjwZQqrSwd7aChUoDjVYLnVYT7U5TuIaSM6XRYFChuG243Sa3OkiNQuZZgyNr2Jwrn59lV0lZ1RHNLEcgmoXfpyPoI6CxVEotrtTiWt2TbtemHsbeB38BYoFoviCiySz8wTja3TbqRErUQ+yPQdbqBDQoB8jvD3L70VHoexRm3kjbMFEsl9koY/nIMLqdJopUvahVYNo2VzeC4SgyqSwioTAUroxo7URYv2UgGvjop9+7+bDkc1x11XeC37y/uyIWVC+cLTZeP1tpJ2w20ujxozyoz9UMcZ161RuJklzI4ItVKOIzteoClHYeK4ZySIdlnLQ6hONXEu9GQrHcxN0PTuHmO2ew/oRTcd7WdX99/Fjis5s3P3kDsv7369gfgT7IOPav0WE/wle+8rxlE+Ozfzk3P/e6YrGU4ACzcJhXYAwvKBKC/TRED9uyHczPz3HpdGAgx4Q+ep9Y7RxY6/BNmwyZOK1R8DO4NkEgg1ak3Iqh9Syt84ij4UKVKJWRVlFCv//Y+Ilfna5c1VAUvsFHw6F6LJq4b/WaNf8Rjoa/dNlll/VlbYd99jyxHbiuK4+Pj2e///OpF97wy9qXHhgnsyaHTZgE2KC0VPKm0DiLZP3yASzLJdDqWgw0CpUmyybbrToa7Q4soytacK0CpNYCl+glu4tgJI7RZWvQ6Rrc0iNOBwEPp1MT2x7egHByBH6fhqCPHG+942d1BcV8ibYfzU9+oDoWypMPY3zn7TAcQA3GOb8kEo1z1gaZexFBFaRsoYwPVYOu+aBSxgZk9poxGmXO2yCA02rVoSl+KE6TOVAOSbVlha3+yS2UKhnsJ8JeHNRClDuxsH5LNKR95Jr3P/fmJzbaB/+uv/unW5ftna8//5Gp8qvytc5W07aiB2C9Iton9B1mMzKqYhAIIdWMsHUXVQ0XteI0fGYJa1eswIoMsPn4CDJJP3yaCl3T0TYtzMw3UWiHsPa40beduiH95aGhodbBH3H/E78vI9AHGb8vV+owH+dpp5024jjm+/bu2fs6x3HjJFelJE162NONkDwM2OHQcVk1sjBPlQwJQ0OU3ChuMsTHYJIf34iEwU8vGG1peBqBDC57/2/Jlhj49DmZP0smSl7GgkT21HzrWnLmv3m69hQopJSJRaKzgWDw+88/Y/O/plIjP7/wwgvNwzx8/c0/wRF4zV//6Lh607p+fKG+xnAsBqxEIOz5qnBlA8TV8GEoncC65QMsFd2fb6JYbbLypGN00GlW0e7UYJUW4Dbn2BtDUzRkx9bBNNpoEhCh8A2jAatVht1tMhdIC6cQX7YJocQwu99GuHXizTNu1RGiFgFrBLHJLFOyLTQW9uLRe2+FSXM1EIUeiCGSyCAST6LRajKngqorkmetTgAdMgEGAtMmuu0GgpkRBH1hJoUqVpPBhBoIYTQ7iBAbfQnLcvoWiNaEKObJstwJB7VbQwF86GvbX/DTJzjUB/22q666M3jDfdNDsmb9yWyl9fZi3RgilY84CI1JneKgiOTdc+klIER28nRvsFArTCAstXDi2rVI+mt45nE6Vo5RtVOHSnwUjRxYZRiOjkjIf70ruReefPLJMwd9sP0P/N6MQB9k/N5cqsN/oGef/dzBcrn2gZnJ+ddKkhylpzzd8rpdg1siKt0Aqe9qdLEwn4esKhjI5fhmTGmVAodQZUFESzO3YnGh+KvOh1zdYHRCRmAU/S0StKj8StkGIktBZKw80Rftn0h4Pp+vmUzEZjdu3PSzZDr9ju3bt3ee6Db67zt8I/DWD9+6qtZuX7tnpnqyYYErDV3LZgknVQ+oukHtOYc8KsiHIhDAyuEcEuEQio0O8pUGGzbVK2V0GrPoFmdhNCuQ7TZU3Q8tnIYDHySLvDJqMJsl2CR/7bXyZAV6JInE2CaOcyfCc8Qvsdqp1/LrETxJpSLaA56r58I4xu+/DS2jC8kXgeIPIRRNMYdC0v3Iz01xwigrSMhjhsG3AN3sJAoV8fQQP3Cb7RZiQR9yGfKMIFIpgQniN1A9UGSd9Kp4rF6RpW5AV2/TdOX93/zombcevisEXPzJ7yedLs7YMV65YDrf2tp1LJLYcCWDPW48nxzRIiFVDn1fVdiOgVphHCndxurREex++C6E/A5e+oJN2LJpFOFQgJ1Ae5wUyGjKunaZpgU+dfzxx/eTlw/nRT2K2+6DjKM4+Mfirs8997mZiX35zbbjfKLTaR9H3hnVeh2RaIiTVV1HQtdssxEXuRnmKCiNlGu05uNmec/ZU0wtunFSRYTXiuz4Kf70HD95pcQtFGpXi0RH4mrQzUyQQonx37M5fmIj1vPX8Af8iEbCreGhkYn1J215w4c/8Fd3PLEt9N91uEZg2/ZrddVIrpsrt1/vOM5fNTs2OqbLvATTFm0TkwAr24OT1JNcQiUkYjEMJFNodg2Y7SoK5QpaxXEojolaSbTuuOVG6iMigXaqwl+DeD9iIooWBJlsKQq0QBSJ0RMQjObYwj4WoNCuA7dDQUA+wDNiwOw6aBb24+H7fw7TMCD5QgjGBxEMRuD3a4glcyiVSyjMT3E7h0A4KWgoAVUchwtJDyKZWYFsOoaQP7BYLRS7/nUtwgNSV0gwfJp2u64o7/32J848rHP5X2+6yf+f/51PDUQib941Wbh4qmrGSH5OAEN2hPqk9+KWqKTAtrooF/ZhKBbEcDyIO2+/CbVWF5l0HM8/bR1e/oLjsWwkxR4lNCx0rUOh4E+1AP54zRpB/uy//vBGoA8y/vCu6VM+ow0bNujHrz/u7Tvuv/9vqrVGtlIuIxiOIBwKkk8humYTC/NFBPx+ZDNpfghwf5z5FT0vQQE2qDRKrDaSnvbYGo8nhS6NfheyV4lXtrJEW+YlHhNDH9s6+W2n2bNMF6vIUCiIYCgwf9rJp330wne+4dZ1605eTL98yoPV38DBj8D27fIlmTOGZ4vm+Y9MNt9o2vbqrunCsEU6a0+NRKCTfT6pvWZRVYHaCxHEVMDqVpGf3gvZ7rD0kxxAqWVCNzQ27uJ/eB4PvUqYQgCD1CDEMWBiJRIjxyMUSbP8NBzUoP0W1QljFThoFGew+6F7EIxmMbZ6I1ctZqcn0aiXMDC8DJYjYWFmH9uYE/xmsMKfVSgYHWokg1XHrUc2EmVQTYdKD10G2N6r1yrp/UxY+TNMMaEqd5y4MvO50zdEb3j1C1cdVo+Y93zslsi9D0/GN6zN/PJHd+7LNRz1V0AGV2toTK0uqoVxLMtEkIn4cfutN6PWaHFlcmx0FC8553l4ydblSIWFjw6FyAXD4YvC0cS/jI6Otg9+IvU/8fswAn2Q8ftwlY7CMb7hDW/w27b99ttv+dml07OzSZ8/gHiEgtEcXk0W83kEg0F2+7TJGImqGXRH5FUolZ7F3VMQOmkFSSXpx7ZMeqRQOr1FTw3PW4MfLEwOJe2+uFGTz8JiKfsgxoRbKLqOcDDQSCaTPzjp5BMvu/zyK/pA4yDG8FC/1XVd6YUXffuEbtv5sATpZWR0bZguLAIaRAilwpgXFEpzwyKvFstAo9PixFa/bHFYWnlhAoZhA2Yduj/ErROXjLjosc5JwcL3gWzHKbyMqhkEiOnBp/kCDELj2RXwh5JQfBqiAQXaYjuAPkocjcUYU9H+IJ6FTQFhCmQ9gEYlj8mJfWh0TCiOgYHcAOKZERTmJ1GY2wfTINtzIpEKciv5Sfjig1ixchVyUS9s0AMbjyU6i1Ffqq+i7xYkxQ6Ggu2xXPDL8Xjg7y5/07rDzmnY/snbknfvm9rSbFvfnii2FNulZF2PswKRhmoZTdTz+7BqKItlQwO4866fY2pqAstWrMFztzwLK0eHPr1yzPe5TcvlrY16bWUqPQTd7//U6OjorCRCjfqvP8AR6IOMP8CLeqhOafvW7eo3S1/bMj+T/6ZhOelILAzZUdFp1bFQKnsgI80mW45XDubFo1i/LYah9UwDqb9Nqxe6OS199WLjeXWjqpx90gMdPdWBJNwKBCHOI5T21na/er5L71cH+BzUC/b7AnYiFiotW7H8A1/+6jf++VCNVX87Bz8C3/3p3Zlf7jBee8+u0v8tt4w1BCy7hgvDcljWarIxFGBRJYJaKZbJEeLNVhFOs8zJq/yzZg26L4hQapglzZX5cRjNkuAEKT4GF5RrIsykZLiKzvOMKm9sRw4ZidwqhKJJKIqEaNgHjbHJ4wAGfd6rjjBAdm00Wm0UCwtM/GyTKxXNe7uNqO5idOVGNE0bC5MPoVkrCattJk8S+dGGHF+NtcetQDIcZQ5GLwp+6UguKjzIsE5SIVE1ho6DqoaOZMdjvl8GNfzpN7ZvGT/4K3Bwn9i+fbv8g+oG3/pg4Ie3PjT3HAO6cDul7zvxtbp1tIoTWLt8DOtXr4LrdJjUnUjE96XigfclXO2/LnzrKUTHle+662oZOAWnnHKK1QcYB3cdft/e3QcZv29X7Cgc77pnPGNLq7jwPcmVYrSsqjfJtKuMcDiERCLJK0N+GFB4Ff3HCatCAij4dkxlE0fOtWGVyaHCkkjIXJf+3TtFi8AGpzZRz562YkMmmSGT9BQh9VtcAIli8oF1HxFRKSPFy2HgNHlB4qNgLH8o3BrI5L699czTP/Ge91xyz2Iu/VEY36f7Lj/0jzeesjdv/t1k0Ti7Y9qS5bheVYPIwN5VpZWyI6NTK6JamUW3WYJM0e+2zURk2bUQTg4jlFsJWfWhXppFuzLvyapFe4QtwKmSIakMYnvrcMGEsBEbWINoOA5FchCPEF/i8VUMbwJ7rTsCy2a3g0K1ila1zDkdBDQ4Kt5uQzFqGF62FuH0KGb2P4T6wn7RCvJeNO2VxHFYThWNuAAavfbJYyoaHsAA8Uno34uNQ5rjEnw+GWtHI1eGwv5LLn/T2saSL8VhmVoENuaw5bzxhcq3d003ZZa1KjKsRgVGbQrHH7cWK0aGiafiZpOBnwymApe++TXPOKxk1cNyov2NHpIR6IOMQzKMT4+N/NE5Z1fu37kz3Gw0lWqthkg0jGg4xtJTzqNiMMEJJPy3wB5eRYMrHF5gA6lWSD1AQGPJ3bRX0RDZEsJX4wAxVOSeiAwUkrHQyo+ULELF8tiXKDDTe2WZ0mAJzvRC2cQ76QFCXI3sQGZi7YqVH6x3zK8tX77c2L59+4GnwNPjsh4TZ3ntd+4dvun+4ut3z7Qu6Br2Ksu2la4lMyGUSJgu5WHYMhtg1fJ70W5VIbdKsCWVk1s1RUYoNQIpmGAvC184jnazjkZxGhYlsrItNjlZUv2DKhJeC4TmkmfyrSoSYtlliITiLJuNxgJQe2FhHqHZk1DxthgYw0WzUUepWuGk0XarAVvSQECJHEndTguRWByDKzeh0aygMv0op8tS/gqBBjaUS67G2Ogy5FIJntNLAQYBIvLj8BIFWe3F6agutV7o86IlSZbqkYj/jheePPjRfbPW969815ru4b6wf/GJm9LNjnXdLfdNbW47smY2y0q3NotTNp7knrBqwBjMhb4xllb/9lUvPnn/4T6W/vaP3RHog4xj99occ0f213/57i3XfvOGSzud2nmFQgmReBxhn4+rFVTNoLoDFxcITjymw0q8Cu9WvuQOShUJKlv31CBLjbvYa8MDGwQW+I8nceSgNYqp94CGaJ8wdOC/qXS7lEVHFQ1FFYRCDmbzqiq0X6pqxKPR8tjyZd/e9KzTP/uD6791z80338yF7/7ryI/A2y+/5bmzC/VL603j+W3T9nVNif0uOGhPBptZlfMTaDZKkNo1lr9SKBoZbSWH1iESTqJFGTmaD+FICqZpokKtjHoFDlXaFgmhYkIuKltVBZJKc05FIi58K4jkGQ1p0Jl12WuVCNMuDlNzbNRqFZTyM9xa0X0hWO0KG4Z1HRkm8ZS4uKZAthvIDY7CH06iUphBfWE3V2YIkFPlRImtxOjYKIbSSeEzQ2RRSWXAQhwQ+gKRVRj9ETRS7wvmKbIE58Nm8681I6F/2D9X+8gNlz33sJvRffKT1wb2VHDOHXtaF80v5DfrVknZuuVZe045cdmn3vEnp1x95GdQf4/H2gj0QcaxdkWO8eP5+7//0Onf+ub1X374kQdXkL4/EPQJ5SrrWEVoNNts9WaWV8GgB3+vocFB0OyDIYy+dIWAxoET/3XtkwNAQ5BE6QYvclWE+SCpT8j/SJBOPR4+YQ12UxIKRl538jG6Hi9EEFHJBIlcJhPJ1E+jcd8HBgai91x55Vdrx/il+IM9vI9+7p7lE8XypVP55isqTTPWsaGYJjXLXLRaDZTm96HdqkBqlWG4ChyzzU6bmZH1CMQz/CAm0yzDkRCJZRCLhrCwMIOFuRlYHZK1CgUTtfToD81fmcLNVB+TQYO+ICLRFCIhH2q1JpJhjePLhcGcCAGkHJVyKY9qeYGl12RbHookEQtH0a7MoVopo+u46DqkKBEZQBTqFgyoyA6uQtfoopKfQKdZh2OZPB/V6CiGR8cwlElDVv1cseC5TKxqQliMK6iFRMdOklobDs17qmrw3KYZTr9XkIwpP7Vb9f/z/U+de9i5GnRUF2z/+pBRq/9Fp2UMDQ6vv/TK979gzx/sBO2f2EGNQB9kHNRw9d9MI7B1w9ZwVancMZefXa7repBVAJ7fBd0JRa6lMOpZfLnCdlysysQNk5saXI5Quezci5FnOOCt5npVjh7IoN/RQ4Fu7Ly6ZScvUfIme+NeW4QyV7hEzmZI9Cmxf5fey+TRA8RU+h25EVIiaDabWhgezl2lGPLntWh07uqrr+67hR6laf+BT/3owh37OxeU2ubGdtcNECm02aqjuLAPnUYB6NTRdlRWevh8PgyMrkckloQhBbjqZdgWP4RHB3OIJ2LYNz2LmalpNOs1ERnPlQxP7kxETk2HHg4jG88iEw/BtCjh1cFsKY9MPIWA38dS2lazjlJxBq1Wk+cV+cCEw1EkEmn4AyGudJTnJhiAdGwJBgENSQYFkBLIVa0K0oOroIQS6NYLqOSnYRtt4d8RGcDA0CoM5LIMbOjFCcW96gV9dzy03lPfLLKRuIvofeecLhSnXdKs5smXv/2M/DOf2bfuPkrT+Gm/2z7IeNpPgSc3AGeddVas02xeOZ9feEW33Q7T6krcsA/Q0ogAyqCAHuiL/ZNeygmR8DwQ4M1CBha9HATvsHpVjZ55FwMLBheCYPcYnoa3ZpQV1WOHCC2+WLkKrgjHbDMBcJG370kaRcYK5U4kU0mk04nvxiORKxOZgV9cccUVpSc3Sv1PPdUR+KvLb101U228f6HSOafUMDONel3Oz4+jU18AjBbajg8qTESiCQ5Fc7UAoOiQJJW9VrqmCVK4ZtIJjAykUGp0sG//JEqFedicf0KQWCBearn4IxEMZrMI6hpajQpXv+rNDizbQDaTRadRQaU4zyoRalGQIV08lkQsnoCsUIaPSCYlJFzJT6FSnEPbtDlgzXA1djPl74nZIEk1ooOrQISmemUBnUYJFnTI4QHEY3QcOYQDQc/MTnA1+LMs6ab5LyirnuO/+O45JkzLQKmYR7Neskbigdv+5I+2fEHtKj9891s2zj/V69H/fH8EDnYE+iDjYEes//7FEXjJS7amK6XOxyenpl5lGXaEOxPUryYuhZdN0qshcJmZyXditeUVrLmSQUCBrbZkchIkeZ+ocCyNWltq4LU0aE3wNDxCKCkG2JbcC5hie2bRz17MRKEeNklpPfvmXimaOywe6U5RVJBb6NDA4Ewmk7rKlZTPf+UrX5ntX/qjNwJvfv/N75qpNd44X6yeMD83pXYaRRidNiQ1BFUBx8XHsssZKFC7gFJRqVpFtuWGaS/moYwNZ0AgdHI+j9mpKSaHUuaGqHAJC/t4MsV8DLRL0Hwx2KoPRrcNo9uC6nRFRU7REAiGkIgnEQpFDliAc3uDG4IMYOr5SVRKc+gw0FBh2GTBr/KcJdtyFQbi2eUIRSJotZuoN1owJR8rs/yqjFw6TbHvHDBGyqpeO5KMybg96cl8mbNhd9Bu11HKL7AhWaO6gFAojM2bn10ZSgQ/r/twzQUviEz0LbyP3jx+Ou65DzKejlf9EJ7z+vXrB2GbH263jW2GaUR7KazcCuHZ1Svg0gpMVDEo/4SAgkxl4F6rmQNcvSwEep/mZZ9421g6UXstFK6S8MquV9WwPYmgA4m2QRHybAAmis3cmmEpqzgWeqj0CiwexvC4JF5VQ9eRzWYQ0LV/DEZDX1mxIvbQJz7xZaqR919HYQSu+LdfnnvXo8WL9s3UTq61u1nDsiVV0VGrzKFRryE8cBz8GqAxWBQtMVKnEMigygYnxMsyBtIJJOMRFGt1TExOo1ouwjbbsMnBgY27JAYu4VAUPk2BqijsRtptVeHYBjRNRSQUQSyR4hwS8fIcbj0+koj/E7PfKE6imJ/lBFKDCKGuxsRQAgrELaIAtXA4gnh2FK6kodHpsrEX+8ZILuKxKLKJOMIBP9v0iz4PRxd6MnEbptFEo15Bs1qG3amjXC2z8mpwZDUyuWH4VLk9lo3etnLQf83Erqlvf/Hyl9WPwiXs7/JpOAJ9kPE0vOiH+pSfdcIJox3Xfn+z1X51p2vEmH3f2wnXeOl/vNYJgw/RPuGKArPmRSiUoIySEoUe8l76q0iOeozU9cCmD2RLCGqGMAUTQWtCOsASV28FyEoWeg+BD480SiXnRbNBBh5COcAPCElmc6dAwIdkMnGHPxC4auXK0Zs3GvLUhX2uxqGeRk9oe7fdNbn6H77+wCtKzc5ra037JDLuKhbmUCzngfRaBDUgpivwU24IOVLaFkyLWhuUHCrmCxl9hcMBDOZSXFmYXVjA3PwM2lUCEdSKoAqBOBw96EOcKhUKgQkbOiwEAgGEw2FPqeRBDOZK/GqQH3N/ALSLU2gWJtCyHDQtGZYtwZY1Bi+i5eFCVyQkcyMIRhNodm3Umi0RVe8y2ifrAAAgAElEQVS68OsqMok4EpEwVzU4PJD5SRa6nRqa5TyHrlHLpdWsIhBKIjW4DPFYnEmpHGIGFyGluzOm1P/yuk+f//0nNOD9N/VH4CmOQB9kPMUB7H9cjMDWzZuXt03j3eVK5WXNdnt5j1An7tWCBkp3RVFIoJYKJW0eiJCnsodj2dx/Zs4EAQ+qPBDg6CW7elpVUXV47NRdytPgKHnqtbOzkQOJ06pl9jISh0Ex3PQrMgzr9boPCGJ6bZPFd1Pv3acjFA5PDeYy/zM0MPC1nOncsv2aa/rJrkfpC/DX//CT8+7eV3uHI8kvvu/hfcjnJyEFM5D0MJNAo34dQZ8gFBPQIG6OcPAU85DsvW1JxmA2xi2FSqOBiYkpUdUgEiZTHwRJmAjBoXAUfr8fyWgQQR8Ze3lhgN75C+XJIvz17LIIsJIUVeE53ylOoFWcRLPThSFRNUMBFU9M/ltwh6jyFkukkUjn2OO21uig0W4zgKbvRiIcRCIWQTQQgGN1OfK+USuxF0ilUmCuSDyZRXZgGSgKgAGzrMEyu2jXywi49eKJq5Kf/tePvf5DR+nS9Xf7NBuBPsh4ml3ww3m6f/qnf5qbnZrYNp9feGO3Y5zc4RTMXvLq0huw4D9wpeEAJZPDo+hmzPwN+o/lgtTy6FWj6YZJ1uSCMNoDG3Qj79mQcxGDeBgOPUi80DZ6otBHiTBHlQ3yGlDoPQf2Lvw9DvS8Wd7oVTOWVjXIgCydSt6eTKT/JTc4+LUrrriiH+x0OCfVb9n2Z67dufp/7p792s7x/LOKCzMo11qQFD+g+aD4/Aj6fAj7VKjU/pApc0TwJYjvQHOP+ZeOw8612XSC8cfk/BxmpmZgthsMevnlWtA0HyKJFBLJBKJ+1QtS6+k6ft1tdMnvvP1SNcGszqFdnmZSqWm7rI4xbYn5GkQOZVwsyQgE/EhnB6D5w2h2TFQbTVHVkCRWuaRDOlS7zcCh3aig0aoh4A8hmR1CIpkF8YqoekPnRAZhRqMM3Wlh9Wiq+NxTVn36zy94Th9kHKV5+3TbbR9kPN2u+GE+323btoWLxYXn1sr1N1eqlTNbrWZ8CStukczJbuBLFn8Ol39Jo+Ix6Bf5HPQzj1PBrROv3+61UB4bxy3K4T19C92wRaInuUbSytSLkGdeqCDn9Qioj7Un72lRPDKoVznhaogsw+/3IZVOTyXjsS/742v/9WvXfHx335b8ME+s37D5M991w5fydfv8breLeq2CQqkKm0ClqkHWNAT9fsQDfuZVCLB6AGQwfqAmCFW9ZBUjuQQFdqHWamLPnv2oVStwDYNiXfmdmqYjnMgwEZOBBm+w9zqgVupVwERlgymgrHhRFB2yoqPbKHD7pFOeRNuwYLkyOq7KUlf6NwEOzmxVFcRiMcTiSTiyhlqjjUa7w3NWlRyE7QpLYElqG02kkMmOULVNyLgVH7eJOo0ynFaJo+yH0zHkcpmp49ekPvp/X/vMzx6dK9bf69NtBPog4+l2xY/Q+b74rBevbxq1C/L5hW21Wn0ZyQkFbhBTjriXvQhsrkSQoZGHOojoz6oQj6XBnAqvty0+70XHE1Dgn3skO1awPMZq1EvytGkxCptC6T3TcPI2Uun2T/4IjylzP+6h0eNscFvFO3ZZgaqpSCWTUDX/devXr/+ff/7nz37+CA1tfzdLRuDNH/7xGx+Zqm/PN+0xmkHleh21agNmuw7YLfiDYSSSg/BrmpAvc5VMONJ2mwVovhBkLcAKJ8ImsViYSaGkpH50Yhbzs7OwmvVF2aiqaQjHklzRiAV0L7G150Qv5qZnKyoABvGOKJyNAAYTnj1kTe2L8hRaxRl0m0V0oKFjyzBcWfhqcCy8sBMPBP1IJFLwByNoGhYqtTpMSpKtTcEHE8l0FslkBrrPB0mm/chot9vo1EuAUcdIKox0nNpCEQT82qNrl0cuvejPTruuP5H6I3AkRqAPMo7EKD9N93HxxRcPP7xzx0v3T0z8cb3ReKZtO9FeSitXJLjkINj8MhEyPbCwmIHCeMFrYnjV50UViGc7LoCJIIr+psnMnhos9xPW5OzmxeYCIj+F16N88/ceAKJj43V0BD+Ej8PzRhcVDWHCpOs+5AYGpkcGh64dzGT+6bIrrtj7NL3cR+W0t2+/SZ2SnG0PTVXPaVvSn5XbNirVKtqF/XDq81DDSaRGN8Cn6R4vSHCBqDJRmtwBaDpCiWGovjBkNsxy2Jgtk4qyrLRSqeKRPfvRqokIeUoDVqmiEUsimUwiGtC81ol3+l54GpOY6YHPYYAEZ3vUZ/EvciWlFFejUUGbKhrVeXS6XVHRcIWBFwlcHWiiRUiKlnAU4WicSajVRotTT7OxEGKRsNgHW507aNUrMFs1hJUOMqkkArLFrRPmekR8jz77GQOXbjv3+D7IOCoz9um30z7IePpd8yN6xu95z3siP/vZjevNrvPOWq328marGRFx2XSzd6GQdbJMYVIcPeIZCxE7Q4LkUF/DC7Dy3DuFNLbHnqCKBjE4CagQV0Mw7n/di/0FvCqHRe6klgvbs5Vmn9DFVsySlehSw1KuaBA4OYBHQMfHOMhFOplyZU35T8eRLj3//PO1H//4hyujoag/O5gbszptdE0LlCrLVRwvP4X+DvrVe7VA5I7LL7+8Lyl8kjNz+3ZXfqj5vRXVrv3qUtN4W6ncGAu6VcR8zsxcxcyb/swmVaNVPukrDuiWC+N3oWu78EUHkUgNCEAgkSJFRM3HE1Eko/QAl/Do+DTmZ+dgd5vM52CJK1c00ogGdFaGiLlA84Q4Pxr/IeDCymkmkVJ7jlQeAuz2KntWtwOzNod2cYIdTSninqoaXVeFBQ2WREBDVDUomyQaJQAUhcV8JQlxvw4Kd+t0Wui06rDreQwkQojqDvaP70atUmSFyXEbnoGN64+7549OX3bRmc9b3U9FfZLzrf+xgxuBPsg4uPHqv/tJjsArXvGK9eN7d53V7bYvaja7ayzbEnbJfFOm8DKqDoibMT/wOSmTfAC8lV+PaOGZinpdE9E64bdT9DtloniA4dccZ28TFlUxyBQJtgg3ofYMVUKoquER7zxeqqcYoDK35xoq0ApMksoaNmzTYPKga1uIROPWmjWrf5LJJZVqpZlSFVnz+wMJagWx2sUDOYs1F1LNSJjO5LK3xuOpKz/+8Y/vepLD2/8YgG3vuDbc8QVeahvG+VG/o69bkfr3W++dzhVb7ofqJuWAUGWgV6KyUdx3N7quAsmfQm5gyJN6gjkd7LHhugjoCmLRCGKxCPKFKvbun0S9WmYrcwIaoXgK8UQa8aDONuCKrAnnT5a8eiWxpWYsPZk0KaB6VTqmDdkw2lUYlWl0ylMcGd91ZXQdqmwIoOHSNrn9oiIY9CMSicEXCHEKrWo1IBsNaFYT8YCCXCqEHff8EvvH93FrRdP9WLd+I1509jm3v+0Va9+8Zs3gg/1J0x+BIzECfZBxJEa5vw8egdNPPz3SbpdP6jbNv2y02y+0LCfAmSMsJxT+GMJWQ/yM/Cx6ElghfhVcDiog9NJRFj04mMgpqhpE6lwaIS8WmAf4Gj3bDiL80R9yCWW3Aq9bQu9l06Oe2oQfCA4XVSxa5VoWTNPgvy3TZBULxcYvG1uGVDoFRZXhUIP/cS82AyOyKSfK9Ra+Ekkj67FY7N5UevATiUT0R9u3b2/1p8yTG4FtF18bSIRDq32aI7/mzDV7v3PH+Mo9s+2L98ybZ7cNd6DHx6DrXZh5FM1GDao/joERcgv18U69Qps3tQRXIxIOMuGTahGP7J3GQn4ertFgMmkwlkIymUUiGkJQJ7dOkQYstiVs8Gk+ki8MkZB7rRObVE6c4Oe9l+aj2YZZnuSIeppjBhR0PPMuU9LhyAQ0SDkC6KoKn+6DqrrQjAbSPhdhHUhGVTzvxDD27t2P62/cialZci4NYt26dTjrRef+8G9evvGPM+sy/crZk5ti/U8d5Aj0QcZBDlj/7U99BE7dtO44xR99cyG/8JZWtxOXKEmTHuJcyjjQ1uiFqHFSJnVOei6dfPem9/WqHoLIJ7oQxLGQOWyK/r/XQFkKMhZv6p4lOSezcjorOYV6vD0vsp69PRyHGfy2ZbPfAP2b5I3Uv6fsinAkgkw6jXQqB1X/zV+pHnH08eRUOh5d1ynR9lFNC8xoirTz5M2nf/2kE06444wzzujHzj+FKffd7+7y3fDgxMDsTOecYtt+R7HWPZGkoyxftbqot8jp00Y8nuA0XvajYA8X4VhrUZuMDLwA+HQNyWiIfSom5krYNzHB5EqqvIWSOSTTGaTCIfg07QDnh49dsI0Yd5LQRKK5I3TZsmtxC0UAawut/8/ee4BJclfX4qdy6Nw9OWyYzbtaxZVWOSIkEJLAeggQxn/sB8YBnG3AIsj+sC3b+GEwwWAbA8YPEPaHwSBAgCWU40pabU6zs5N7erqnc+X6f/dWz0rwLMOCNo2qpf1md6a7wv3VdJ0+99xz2i00KrMIG3MQ7Qp8UWY2w4IMm8ZcKf+EWA0GwZF1uW7PYKirB90JCaoi4cpzDWxanoLnBZicXcD3H9qBB58p4axzt+CirRd+869+75Ibf46Sxi+NK3BMFYhBxjGVK37yS1WBm266prdabr+yXqt9pDhXLrC1BXtXROFlgU9fO55GpKTvjJtGbqKLXhqdn0eyiA5bQY6N1DbptE4IbLyoUiMS41H7hJkHdgnttDX4E2jUO/d8Fx61RSgDg5I5BUBRFLaWNlMmMskUkokUFE3thL4de5UogTZqAbGHQyOdyU+uXb3iE7JqfOqOO+6Igcaxl/RHXvFHf/lgqhKEW0cnF94ys2C92vWFLm6AMYsVaXrouqJWCTFRBDoj3ilipMi4i78nAGbCRE8hC9v3sefQBKrzRUDSoGa7eeKkO2Ugqasd468IpDCwXGTTFv/OhBa51BKSddFsLFCoGUSvDd+1+bqyqkX4ng1XkNAOVbjcQlHhkr6kYy4mVQ9g4+r1SKshVvUpuPbCHExFpkkSKLKG+WoNOw9WMW/l0NPb9833/frFMcj4Oa+n+OU/fQVikPHT1yp+5ktcgRtvvNEsFidW1Outj9dr1Sv8IJLm+ewRThoJ+rTGue6dN+jInbNjpsFHEw0KRBbifLMQ6JMi+WoQ9UHgQ4SoktjuxS91Hjg56hLqM3Ph+z7T1T4LNl12UmT3R1Xj1oiZMGAmktBUHYZKgkEJMt1YjuERuZtGTMkLmRar3cb8/DydzdyVV1z5C5/8zGcePIbNxk99kQrccddOdecTh/O5jPnbB6Yab5+u2gXyt6JxaWplsEPsCx8EPAI/cg0l4SUBEjZ+CzmQrZDPIplK4NDkHCZKFWYnaPIkoavoMhXkEgazIsyygezuOy24TreM2RLQ9WVjvlxCaLfgtOuoVqaQTOUxsmYzfKuJamkaLgtOA848oXHXNrEaogzfBeSFAzh382b0FrqwvjCLC88agEbW6qrC/iCCTL4bJCI1EIrJb1512cYYZMS/JSesAjHIOGGljnf0YhXYuHFj3/Lh/q/sfG735TT5wTbMndYHA4yjTpy0hU4wFE8JMI446hB69KcULMXwhNgM8mWSGYRwI+VHDJSePyI2ZWJGw4fnOLAsSt20edKAPuWahoFEMsFmR7qmcCS8SpHiZPIkkzcB5aT8dL9Oi+CCmJIX2nrU63XMzhZRnp+H4zhMw/f29n1j9MiRm+Or56WrwB0fuTc7WgnPq7SsOydL1pa244PNPTttEtoTXSbs10KNPNJYdNJ9O8PM/DNflJBKJDDcm0e52cbusVk02zaLPsnSu2BKyCc0mCpdfxFW7hAj3DohgNFqLmChPAddDFEqzaJZq0BPJNC/bC2yue5I1Ow5aM5Pol2bj2zIObtVRjuglNkAqBzCJVu2ImUoePAH/4ZXXXUeXn/DFqQMMvRSIasiZEo3FkXIqjapGcZfbtiw6e9euorGW4or8OIV+OneFeMKxhU4zhW47YYbcnpX/vaHH3zw92ttK+ph05s9T41SjkknrjUgEBIJRJnKXhwZ4fHAjm6DhJX07ryoq4i632ywRM6OZDH94w/20iCNhuui1WwyyGALZ9NEMpHkT6y6pkNhhT84pIr2T2OPNHgiKZ1tMjr6yQ9qj3DGiu+zF8PU1BQqlQU4Lnkx0HYlqLKIVavWOmeefXZ51frNr7vjfe9+9CdvOX7GT1MB8tfYCTutBcqH9k3Uf7HRdlLUklhkM0glROyFFNAMEgmJaauLEIPUOyJfLwQSScsx2N/F+Ta7jxQxW66yc6eqGUhqCnoTMlKGxrRbBDQ8Bi+l8ixCqwH4HorFCVjtGtI9y9HXOwRD13kEll1ChRDNyiys8gRPodD1T9MmJARdaLfglCdw5cWXYKE4iSce/h7re9avG8G73nwJ1q4oQJA1KJQmS9BbCANZkb63Ys2Gd2YyGXKqjR9xBY5rBWKQcVzLG2/8WCrwrne9Szt8eN/1O5/b+17LaW9lnoIEmYvR8NwTfz6incZV+a2fjbY6oWpsgkQ38I4wVCIGIxLW0TNI5R/KCt/I5R8DBK7vwbEtvmkYusFfyUWR3rRV9jwg2jlKaRXVyKOAhwNosuV/wBb0CZJTZTvHT60YSvssVyoYH59ArVbj9kxk1SFAkunmAmZNRlatQSph0rFUN21a/8G//puPffTu++/qDtz2B6p2/WZXEL52xsjWT21Zt2XPsdQ6fm5UgXd97G6tPI4tcw6+MFNqjpBvBi0mMRWLj6OsBmffLKYKR126aAwVbKDVnUthuC+Pw8UFHJyYg+US+tQ4xbdbBzJmAoYiwLabmJueYLDrtKqYL04ilGT0Do6gq4tyR8hnQwVEFbbVRLM6BzNsQfaasByfdSSeqMMTDTSaFO8+jasvuQzTozuw7cnHGACJmolCNo13/vINuOb8HvaQUei6J1t8w7hr4+az3ySw8Uv8iCtwfCsQg4zjW99468deAeGCCy7ICwi+NT0xudVh34wo0IreIBeTSRZNx2nihK25nn/v5xYKKSUFn8ZZO80WP+BWCUey0f+dlkwk+BPgBT5UWUE+m+9MGRCjQPiB+zbRJ1kajWX3xmi7vkfHBr5B0CdTujkxifIigINuSiQcLc2VMDE5iUajcVSPQfthF1FZZsdJAjmZTBr9ff2RoDQM0dXTa1960/nbzJS8daZeEqwgEBxFC7sTuR3Lzb733XL1rd849nLHr6AKPPT4kfM/+R973/PsRO01rhdG4prFxfyRr50LrTOjGmlqIs0Q+VEQQFy/qh+OF2L76AwqCzX4ggZZM5DWJOSUNqzKHBKajNnZcdQqJSSSOQyObEAyYTBLQddmKChoNqpoLBTJVAzrhnvRqFUxOTnFbqB0jUDSMd9ooLkwi+uuuBLVhRL+6ztfgy8oUDQdl156BS694JyFy8/L/mNWqV3theG5mqY9quna2zZtOntnvPJxBU5EBWKQcSKqHO/jmCvw2te+Nlstl/5kdHTs123XVY4aWXVsyIWw43vRsfrmZE0BkDkULRrSIBMsYhvI24IABrVMooFBeh4xGnRjp+TLyJeDmIOeXAFh4B1tz0SAgmjmyEuDHRwXRxwJtLCpmAhReXEqg47ddRyU5uYwOTWDeqPBrRJiZRhcSCIUhcCFwl8NRYOikQ10FulUBstXDOGci5dDyqhoUDtHVlg/0g4CzFeKGNt/AEG99ewbL772M5u3XHXfMzO7DpZfVXbvEO6IP6ke45X37v/z8G8/ur/yp6VaK+nRRfXjQOOF2ztqshW9jXJ8fCjA9UIM9+d5AmX3xDzGp4sgUiOUdOiqjHzrMGZnjiBwW+gZXI2+gWWQiS5hm3sNjg9UqyWgWUFfSsGy/l5k0kmMjh/B+NR0R9gsIhQ1VCvTaFltXH3ZFUgnkti3fzccz8P61WvdlSv6vnn91qE7Lz5/+HE6vkqlkpVleTCVSsUA4xivi/jpP3sFYpDxs9cufuVxrgBNn5RK02+s1ap/U5mvJUN2IeoYKXZaJYvJIkeVdR3QwSiDP3RGWasyieRCn5kIAhFEN7DzZscAkjJIuru6WXcRtd9ZCcKgItJOBJAVpkUiI42OgJRZi/+GvmC/rdCHbVkolUqYmZ37b8EFMReqqnC2BgEMyqgwdSMy9xpZiYuvWotUwcR84MNCiAZNvngeagsVbN+xHeWpIkLLQy6Xx5qNq7F61Wr05/sf7En3/OmuovzDO2691TnOy7TkNv/lu5+98LPfOvxH01X3OjeEyVjiJ1FUVAW2yo+M4gjY6rqK1SsGsNCwsefILGoti23CxbkdkEMbw8s2IJNNRiF9IhmBSbDJGrw2Bz1ooSubQH//ADRZRkIX/SNTM9bYxLQS+L5KQJpARm1+glm8iy66DBnTZFCtqFL1FVty333dq857w5JbnPiETrsKxCDjtFuyl98Bn7lhwxlu6H283bYvti1beV7r2bl8O8CDDLsW/TIIQJCLqEzBay8QeoYdH46juSMiOY0KSKVT6O/piYrbSXzlyHCKsuJeyQuYCmIhFJFbGEd7I52bEPltBKHPKZjFYgkzMzOwLKujt6B2SxRVTzHeNO5Ieg8yeVLIjEvXeYJl+eoBbL5wLZK9JhzHh62qsGwLDc/DwsI8xg8cwviRCYRtC5oiwDNNDPb1Yt2KtUikcxBNGWk1PZYWzfdWheq/33HrHTHQ+Bl+bX75Q/f+wd7D1T9s2n6P6weU4fs/biUK/4sYKnouMWS2J2DVcA8MXcX+6QVMl8oQAwerulO8/rLAUJbZt2azDqc5h5wcor8QjccS2NVVHfmceagrLX5i977RzUemF15bbgXpIBDF+eIYdEPDRRdcjLSh2/095uzG1Zk33vqqMx/5GU45fklcgZe8AjHIeMlLGm/weFTgtte//uyp2ek/Hz10+AIvCAo0lbEICHisddEvg7NQokhveuemJgfjBsqoILOvzowA3RBk8j8QBDbW6snnkE5mjo7DPn/DIBY7Ahg8eUAMCMfHRuOx9OBQ15AsoV0GF7NzRZTm5tH+EXBBrxN4nJYABe2T2QtVgZEwkMtlMLyiD5vOX4tEl4ma78IGYFEkud1CuVTGwYN7UT90BHagIDRJfCpDNXVkslkM9PWiv7sPqpIEFAGB6yArKfcNZHLvz71u5JFbhVuf968+Hgu0BLcZhqHwwY89duWOydrfj802htuub/wkoPHjZaBLxvYDJJIpjAz2YqZcwVy1hYQqI0Gj1QjhuBas6hwk30JW9ZBLJjEzsR8H9++GpJrYfPYFOP+8s/b29xh/9Ptvvegb7/urr//6Qzvn/3e9vrBpbGxUT+cKuOKCLeXVw13fdfT2r9zxy1dZS3A54lM6TSsQg4zTdOFejod9ww2X5uYrzi/Wq7Xfqi/Uhz3P05hr6BhwRRFmZNUcSRGY2eiwEhHgiKY3iNkQ2ViJDciRSqdRKOShULDVIgzpCPuIEWHdKU2GUIgaARjSfDC70UnsdG00mg3MFkuYny+zx0WUfxJpLoi1oAkTaosoqsZW5Jqq8ifVVD6NlRuHseGMlVBTGiz4qIsSLM+F3WphbmYaE6MHMDcxDxceRE2GaugwU0moZuTdoZk6TNNEb7YbmmZEBkyiBFPRkdL1z+b07D+nIB9R5KD22ivfWounCo7tt+c9n9yeq1aqf/v4vuLlXogVNplVdNxAI8PwDt7tfP3x1Bq6JinfhlJTVy3rhS+qGJ0qQg4dyJ6FoF1FUnCQ1oDujIpdO7djz549kaOnKGPDxjNxySWX/WBZf9ftH3jnRY/Rbv7iE19f/fTe+gcff/rpS5cPD7uvvubcf1iZkj9+660Xt4/t7OJnxxU4vhWIQcbxrW+89eNQgcsvvvjyer3+7lqtdontOhl+z+/YjUc6C54FRcgK0M4lzhqLKG2V9Rad0diEpmNoeAiiLMJ1yBEhimIncBBZQUe3kwhgUFZExxwsDGC1bTRaTcwViyjOzx/1WGDGgsZaJWqJkLUzgYpI1Enaj3Q2he6eHFas68fgpiHo6SSDCisM0GRwYaM4N40jew+gMrcAFTYsTYOsa9ASUfqmmUxCTkRgRTcMNkZVBAW5VAaGqnGuCh0HjeH2prpHE6K4zQmDpxVZ+KYwpu16xzve4R6HpVmym3zrHffqvtu+dqYWfKBUszfYbpBYHF+N4GaUqrr4iOagon/z9BMBDQhoewHymTRSCQP7DuxBImwjr4VIKAIGcgrWDYsYG5vAA0/sx2SxAcf1seGMc3DVlVf8YMOa/tvf+aazGGQsPt71x1+64ZIzh+c3b85t27RpU9wWW7JX4Ol7YjHIOH3X7mV95L/7m7+56Zkd298xNn7k1VbbHgyDUF+MUSVsQDbivihAJqEkR4Jwt5y8iCIPjQ6rQcFYQ0MD3O4gsZ5t29HEB+kmOvknfJPglgjdywlctNFoNlEqzWG+vBB5XPA+SHMhse6CvhKgoHYIgQxdVZHJpdDT34VV64ewfG0/3KSKBrdbfDQtC9VaHfPFKUyOTsIqz8HxJQSGyMyFnorcRhOJBERdgaSRSROgiApPyWQTGZ6YcXyXPT18y2LwYSZSEZsjkOujhIxmfLs1V/yoOHXk3jvu+Gp8UzrG36K3vO+HK+u2/YHpSuu6lu33U9ja849FN5bO9dVp1RH4INARgRK6UgLYjofa7F4M5LLoymhIq8AF602sW5lg/4yDh+fw7R/uwq5DZSwbOQPXX7X1B1s39Nx+w3WbfgRkHOPhx0+PK3DCKxCDjBNe8niHL1UF/uAP/qDn/vvvfUWr3nh7q21d2LZsndkHalPQOCGBhUX3Tx4R4EjVyNyLUjVlBQMDQzATET6hB3kekJU4J7x2WA16HeWXkN6i2qihUi5jgfwPyHKciRORmQtui1D8NukuyHacJkd0FblcFv3DXRha2YehNX0QU3rEWtAfu41atY7i1CQmxoVh8B4AACAASURBVI7Aq1ZhExiitkjCgGoYrLnQyRzMUGEkDQRsCBVAEaLMFAgSdEGOxnVDj29gCd1kjQnpPhbFiC55Z1Mbp1Hbv6l75a8Y3sAjt94aazWO9Xr8q39+vO/wbPOte48031BqOKscL0g97wXaidY5Gui+GLEWfZ9zUNhkzsPkngexYc16FFIKVhQEXH5eHmmDklTp+pFRWmjgsR1FzLdTWLtq2Tcu2dD7/ssvX7/9WI83fn5cgZNZgRhknMzqx/t+SSpw2223Xrd/9/43VWrV66221UvMAn++pBZHZw882UrGXazmj97wyTJ82dCySMcR2RRE06mSBMpQsW0Hoeeh2Wqj0aijvFBhQECOi3yzZiFnpLeQZZoSIa+LxWkRBd19BfQPFDC8egDdI90IDAV2GKAVBKi3W6hWKijNTGN+oohqdYFZEtlQWWuhJxPQEyY7juqmHok8NY0nYTRRgKbpsAP6RGxDDkVIgQBD05DJZCGw0RgJX5l6iUK4fA++FLVriN0ZTvR+N5HvuuOtV775MSFSssaPY6jAgw/uSX3j0ZkLnxpt3lpru6+2HG/A6wSsLbZJaHOLbRRmugSaZIrGqj3fwsTuh3D+WeehN6ujIM/i8vMHeGyVWlxkV6+o5OEiYbYSwIP65XXL8x88++wN+47hMOOnxhU46RWIQcZJX4L4AF6KClx5/pV9ltB408JC9S3NZmuT53ns2rh49+RgNGIoyJSLzLcEEflCAZl07qibKDMSSgQ42BsjCDA9PcMui61WK9JokJsB24hHzAVNiZCQky3IaRxV09Hdl8Xg8l70r+pDz1ABfkJGww14WqTZaqA8V0JxZgZzs7No1epQoQC6BJnCtNJRsqtuGpAoiE0j0KLD9WwYiSS8tg1FjqZSyCKdgrjIDp2cT8lfg0LbIhgFeLYFq2XD89us0ZBNEwkjAY1YFkGjTJbvZVT170VLm9jU1+NdftFN216KtXg5beP3P/zQ8iNzrTdNltuvq7edjV4Qkp/L0Yj4H9FlUNsqDLmV13KamN3/GC487yIkJBe7nvwerrpkPS7fugbL+vMMKGVFYyBL6FcUhb2aJv9ZttD37wMDA62XU43jcz29KxCDjNN7/eKj/7EKXHDBBTc4tv22Rr16batlJSJNaMiggAWfPB4SMijo6++DRAmb5LTIhkhEU5NgMzLeaDSaOHjwEKei8rQItUQIXDCokKJRVDkCGZquYMWqIRT6cuhdXuA/bVWD5XmwEYISVstzc5gn5mK2iEazTcIRyAQiTANGIgEzl2YhJyW7EmAJxBCKL0HUFJiqCl8MGWzoggEv8GCoKkwjBUmkc4iEqYHjwnUp/1vk0UhiLtxO60cSRJ5y0Hh8VudWS0Y3DwUeDhUSCdsTvH/47Rt+7+vxRXVsFfjIPz+dfWDvwpaW1Xp7tem+utbykhye9iNgI5p8oitLEQQ0WmWUDj2NS86/EM3yFB68925k83lctGUtrr10E847YxjpdKqTweODQnIUVf1iNpX7k+HVq+Ngs2NbovjZJ7ECMcg4icWPd318KnDLLb90zvTkrl+cnZm73nKcdYEfkJN4p31C/p8hdEVFV3d31CZhzwuJgQdnQnDKa8jJqEeOjLMeg1ooMv2cmQuZ2QRNU/jfff3dGNk8gGUre2HkU7B0DRZ5H0BEZaGCSrGIuZkZVIol+JYNOhrR1DnSm8ZYVV2HSpqLlB4FuNGNiMSekgqvZbGGRPJFuIILhWh0UeU8k8idlELfoj4PuUU261X4jguRUjdp8sRMAJKMttPmQDhVkOE4FjIkFFXJZbKjKRHEQJOVPXar/U8XZtNfvvnmd08dn9VZulv9008+cN6Ocee1xWrrjbWms9pyI06JRqcXJ1DoLwTuarUSFkafwhWXXI65if147OH7ANmApus464w1uO3mi7D1jD4YmoSAHGrpmlD1jyUzub9YuXLlzNKtYnxmS60CMchYaisanw9X4PWvf33frl3bL0gnM38yNTl5puN6kXVWR+GZTBlImOkoVl2WmA1gECHKHWZDQLlcxvT0FGyXWhQyVLb+Jq8LGkelPxpnUVz3hiuRXZ3BQquNIBTREgRUFsqYn5zCzOwMaqUyT61Qn13VNRZ0JtIpaAmDJz6gisxkcPaKqkCFhIZrIWWmEFo2NEOD2/J5zDZpJjlEjcdkxUgPQvkrrudEjpGuzU6TpMcQZEqCE6GpGrd4mo06t0qIjUmaKYiSEmGvzrgua0yCYH6dWvjgW9/w+5+IL6Vjr8BffHJ7btdU6apay37HZMW6tOX45tHcHXIBZc2PiMrcFOpTO3HtFdegUZ7Gf33/WwglFV1dXVizdmPzwi3rn77pou7nMqa43A+9daIk79cM/S83bNh837EfVfyKuAInrwIxyDh5tY/3fAIq8OY3/K9XPvvcc68IQuEPFsoVzramm2qaLJtpIoOTVUm4Sa0SinPvpGCy0ZaHttVGq9WET2wGtUioPUJ6iM6NftOZa3DZLRdh3m9jttVCo1XD2P5DKE1Oo1FegOv6gCZAJgFn0oSZTMAgQSdpLog1iT7acmaJJqvcBkkoOlzbRqAr0HwCCSq3cnRV40/GBIhYyBn60EQVltWO3EcFwA1cPm7PcthsTJc1+ILHAEdCJFAl+3L6SpqTTvcoAlZkwy6KXkYynxvq6r/zLVe/9a4TsERLche/+5cPbtk5Xr7OcoNfW2gHQzQeTYtHIINGVMvFCbSL+3HdNddDDl0cOryfweFAX09r45pl3zF18/9cvzU3KopWb+C6w7qqTuR7e/f29fU1l2TB4pNashWIQcaSXdr4xBYr8MpXvrKnWqm80nKat8/PVtbTG30ymeAR1MjXogMyNJVbD5JIhuORVThpNmiYxPUsHg+V6ecU9y6KMHUdr3nLVTD7utAMWpi3XTz0yL2YOjgGt22zdkNLmtCSBgyaFqGpEdOARtHtlOQKsGZCJ30EuXRSFHyrBUcIebxWVXXI1B5RFAYExKaQvSkdI4GReqvOGgyHfqYpSGom2rYFu1WLOHpIUCUJWjIBkRJeJZXdQOl8Fwl8emKkWZERhn6UqyLKbko1D+q6+c2coO3IG2b5tVfe9p/xFXVsFbjtPd/M1dvCJe1Q/L25qnWx6/kaN+ckAbOT+yHUpnHt1a+AJhEjBSRNaSKRSH504zLj+29+3TnPHNve4mfHFTg1KxCDjFNzXeKjOg4VuOqqi64YPzh5PWTxPSTCo5sqsxniYtS6zK0HEnjSCCixGqx5OAo6Qo5YJ3hAnzrPvmgjNl25HnVBhCYZmCiN4bt3f5vNtUgzwWLOdBKypkT/ppRMRYEUCrAci3UTZKZFMfAUS6+KCtLUxlDI/0JkjwtCO6T7IKtyAgikBGy2Wmi5LaSTaYgB4PMAgghT1dFuN2DbbYjsj0HHD5hGNBYZdYsovTyIRlzpTF7wd/qOLpnwQhs0BKxKakNEUDTURDupmV/s1Qufu/WqW2M9wDFem298//fOkUT5V8dnmr9UaTumEAiYnNoFvV3BVVdeDV0SnHxafcBUxDv7B5c98Y5bV1WPcRfx0+MKnLIViEHGKbs08YEdhwoIl513Xp+ZT79z/75Df8yR7/wpkj7dR2CDmA1iGUinwZ/62XOC2hrkmEnAhHIofBimgmtvuxjNnAw7kFFQTTwxuRMT4+NQBQmSrHBbg7wvSKyZTKfZnCsabhR5jJHcOVtuG3IAJNUEVBot1XX+GfUxSDZIAEfkidQQLRpjlTRuhzRdi9sohqyz3qPRbiIQA34uaTlo8oUs0Jmp4YC3yNeDt8vjuRR7L3VYDGJrfLQpVM3Mwg8I9ERpomQaRX9PGemiJgqf0UX/479z8+2zx2FtlvQm7/z8k8sqpeaNT441/7+5eWvL+PgOISu6eNXVV7T78/pnQ+BTH3jnpTuXdBHik3tZViAGGS/LZX/5njQla1596aUbDx0+vIMYCYFaBwQkiCVgU66ONTgbbBFYkCMnT/qP9RokphSw9pwhDFyyHCWBJlUUJEUF81YDpXqZvSkImCyOzpIQhNoanuMinUhDUCS0200OMFN0DTLvvwNyyMGTRmwVBa7rwQ5dyAxwJDieg4bbhiFq7IlBgIG0Ii2rxUCGABNtiwSqkb41CmnjzBUGDZ08lo7+lb7veR4ksiH3XViBFwlRfbJRD9BsN2gSFplUGoZqUlun1J3o+tQZ/Rs/fslZlxRfvlfRz3bmZOD1l/95eFlaFH77h4899rYuQ3jizTe/4h/zKe1b//tN58bTPD9bWeNXneIViEHGKb5A8eG9tBW499575R/ec8/1//TPn/vPRStxbo8o0aRFFBsfZY8QwKCbLokyWSDKpkgStISCi19/HopZAU7oY7mRw6zVYqbA9zw22arPL6Bn1TL4jgeSXApBAMe24dIIqxDylEjSpJwKmcECsQ2kv6Cbe9VuMZvBQk9Kf42OioGCG3hoWi20AwvwQkgBkNJNJFOZzqTJot4iYiLYO4PC4DpeIQQ0OoKN6PtCyOfFVupCiPl2FW6NPDwE9OS6mEnhLBfOcxFISFqWReFr+URutjdZ2NmT7v/2ZWdeVnlpV2lpb+0P/+revrvueaB/MCnUfu3Xb5r5pevOisWcS3vJX9ZnF4OMl/Xyv/xO/tOf/rQyOz3xus/+4z99hQSd1AogeYJEH9l50oOMraguHUaDmAwShhLoID0FRIxs7Ef/VctR0gQkVQUpQUfJtqLoK9fDtoceQiqbxRlnngM39OBaFihE3nZ9BJ4HUzMjEEPsCDmQRioPZkvswAH9hFgLAhNdyTzrNRbcBgLbZW2H3bbYWTRtJlksyiCJ/uuwMJ5HAs7IHp3D2wj8gKYaJDRaDSiiHIlP6fssfo1ABrEeTcdC4HtIG8mjbqncNlmEYFESbUsURF+XDCtnZO9KJTN//bZr3jz28rua4jOOKxBX4CdVIAYZP6lC8c+XWgWEiy46d9XsdHF/4AX8aZ7zJDo3UvqgT4ZYZGAV2Tl3Its5AI2svEVcdsvZsEZSaIoCBhMG5lsWXI52FVCZLmLf489g7daz0ds/CFWUoYYSG2WBPJVYFhGlopKrJ4EDmmKp203UK2UkjQRU0+TvewjQsBo8pkrGWo1GDaEIHqPNGulIFCqTnoICSthVDNSaidojBBoiH42FVo3bIqqsoG2TMNRFV7YbrWYT6VQKsqxw3gmBDZ6qoe2FUf4LMSCcOcdC0YjpiR6Rf2XgtNupBh4zPOk33v27f7V7qV0s8fnEFYgr8PNVIAYZP1/94lefhhXYODKyLBCFMXK+pBsqxbiTCyiJOvnmyWFpEjszkgiUvkGsAOk2epZlcMktF6KSIcwgIa9omLEb8CBAdgU89O3vIZ1LYfU5Z3IKalJRkZFkzDWaoKkCfgQh3/TJ0yJwfbRbLbYlVzUTTauJVrMV5aroSfhBgAMTB5FKppHRkkgkEyxS9VyPzbkIIC1qLSJgEbV06FG3GsyCkHNo022j7TvIayks1KpwAg+ZZAqFdBdrMhynzeyH47rcAkppNOLrMbiIhKLE+AhRPX7kIUAN4Q+n+/6xkErccetVvxxPn5yGvxPxIccVOF4ViEHG8apsvN1TtgKvec0rllm2O3bowBjgu9GndYp4D8LIAjokwysgnc0h39UHq93AwkKFhZjnXrgOfddugGOKSIgSmoGFmu9CFmTMT81h172PYdUlZ6F3eJgFoVkaQw1kUAsj9AJ4rstTI/R8sh5vtVtsD24FDoMI+n7ZrjFfYFWbaLtt9Pf28+SJ3jHQogwTYmFU8uvoiDkJYERtDQrfavHfyYhr3qrxlEtWM1GcK6Lt28ilc8glC5AVmnYBiz49L4Asi3A9D3WriVAI0KNn4CzyF8y+RIlz7PFBDFCHlSGmQxeNYKS7/zOGbLz/tqtuK52yix8fWFyBuAIntAIxyDih5Y53dipU4LzzRjK+o/6Z1fZ+0/G9aEzT9/nGyR5WCJFKZ3D9a16H87ZuhW238P1v341nnnoc5920Ger6HoSqgbXJFHY25+EjmiTZ9q37oKkKhs5dj0whi4RsoF9LYLbd5tbC/EwR01MTGFy2HF2c/go292rZbciKCk2UYXsOhKoPy/C5nULx7cQuUNuFxJg0+RF5W0ShaBwcTlboIvlf+MxcEKgol0poei2kUmm4LRvlegXpXBa92V62FidgQdtY1GTYnsVtE3Ieo8RWz/VRa1SRTKbYf4P2Q2CCdScsIu3IUTvvIJGgFOgxUk/IgXvz795y+/SpsNbxMcQViCtwcisQg4yTW/947yehAh/72MfS46MH7/jBf33/d23Lge16CDw3AhnUOgk8rFi1Gq+68WYMr17F0x/Ncgnf/s//QNfWFFo9BlJ6Chk9gXmnCdcJUbMX8NTXH8DgmSMYWjEMXTdQSKbRcG0glHmqZHzXPtTqdaw/ZzNymRzkUIDgAV7gY6FdQ7WxANEFert7oUlaRxRKxp0CsyiKIjPIIKUqtXnIGEyh/JEwRK1VR71WYTMvVxb4fFzLhe04yGRzyKXzrMkgMEStGg8+ysUiys0FKKqIgd5lSKgGr4bl2mzo5fkhG4YRGKHWDYEYTqNlQPNCJiOE79ooL8yjNVXDQNZ8IiHkbviLP/67uZOwvPEu4wrEFTiFKhCDjFNoMeJDOXEVeMMbXrfWa7uPTUxMZqll0aKsj8BDyIxGgMHlq3HtTTdh1drVRw9qZuo5jKqHMBva6E3nEcKEi0jDsP/R7SiOTWP1FWcjm83A0BX06FnMWA0IoYC5qVmM796PrqE+DI6sZAtwU9J4mjSgaHbSadC+SXgaihzzTg8FrESFGIrwQj8aN6WbPZt6ka2XwOxH3W5AFgS2M6cmiJpIQJAVGJoJhViPiINg5oJe32w0IOuU5KoxcKm0a6RbRU5PMxti+y6DDgIV7UYd9VYbyVSShakcwNaxXbddB/VKFfW5EmSHOB1ADUSsH9zwybOuuewPb9xyY+vErWq8p7gCcQVOtQrEIONUW5H4eE5IBV7/+tcbnt3+hUa9/slGo5mu1auwHA9h4DPQSKWTuOaGm3D2+Vu5FUGPejiNh8tPoeY1sTKXw4ITJbc6jo/7v/QfyK3sx+ozz+B8kpSmcKR7yws5wGxq1wHUSgtYcdYG5AoFtgzP6xqPq7YtD77r802e2jaL2ovF9M5FISe1KAiIsBCTpzsIf9B0CjjKvWY12CwsY6agawYLROmHtE1iQsgHg/Qm5DRKCa1SILBxVyCQU6iIptNC3Wmx6LNtNVFvNZjFSOgJ3iaxJpHvRoCW1cTcXBGN2RoMl8zCRIhyiMjMHOjJFvCaa268+eorbvnGCVnQeCdxBeIKnJIViEHGKbks8UGdiAq8973v7a7OF3/70OGxX67XagO1ahW2SymmPk+cbNm6FVdcey1SuTy3TGzvIB5Y2IFq4KCQ0FC3yZpbwVyxgl33PIaRCzZi+ao1SCZMZDUZk1aTCAoszJZw5JndSHfn0b9+BFrCRFrSkZRU+H4IhxgMmjaxHGgUIc/js4Q4SPsQWX7TtAvbjLP3hccprOy0IYnMPNCNn7QYUeBbBC6oLULiUhKt+p4PKaEhbaRYMLpg1dkvw1SNTuibxOJUYksaTguuZ6NLS0HWDGZB/DDkulAibXF6CuOHD8OuWTCFBPJaFnpSh6yTdTnFwYTIBCLOOeeMf3znr/z520/EWsb7iCsQV+DUrEAMMk7NdYmP6gRV4BOfuCN5aP/8zWOHj7x7ampidbvVNtq2w4xBKpXCpZdfhs1bLoBuJjHj7sQjpR1QdRUhPLS9yEDr0Lb9qEyWMHTOGgwNLUN3NoukImHaseC4Dib3j2L20ASGN61C90A/FE1DXjUYyNheFLdemZ3H5NhhLFs7gq50AXLYMdIiW3CafBEFtiGnKRICD2TeRQwFvZh8MxbZDtJq0ASLFwY8Iuu0LZ5yUQ2D5RyV1gJM1WSRac1pMXAhvYXghyw07XRCItAiRQCHatFoNDAzM40j+w+iNlfh6RY5JBdUCaaRQleugHQmiYQqg+ZnDAlYNzSC9//RR+P3mBN0Lce7iStwKlYgfgM4FVclPqYTXoG3vPGWLc2m9TflSvlyEmdS6BixGrlsDuecfyEGhoZQy89gZ2sCXSkdFdeGQy6ZgYA933sGuqEhf+ZydGfzWN7djUCQ0PQDVCtlHHxqJ0RNxsCGlUilU0jqJhKSDjvwYZNPh+djz+PbGDisP/MsZFIZdgMl8SaZa5Huwgo9KJSv4kXjtkHos/CTRl5Nk3QSAVzfgWO7rLewfAuaYbIrKI+6dkLXAj9Ay7NYl6FKKjzPRcNrwwhFFHLdzFYQuKAHiUYb9RqKxVkcOXgY89NzUVvHEyCENN0SkkEqt1DSWhK5TB7ZrAnTMKEpQLeSxhtueUvh4ouvL5/wBY13GFcgrsApUYEYZJwSyxAfxMmuwBe/+MX0Iw/df+v01NS7q5Xq6kajjrZtwbYddr6UVRlrX70a9W4Z/bkkSu02HM9nG/F99zyL3EAB6Y2DyCeTWN07iIYLeH6A2SOTOLjtOQxsGEFhWR80Q0NGo5FQEU1qk4Qh5qdmMPbcfnQv68fw6hG2Hc9IBhpBE6rNmaxoejYbaAUkUEUATVJg6kmoWpTKSjoNmgqhsDRd0WDoJlzPQduzWUtBY6jEOtDGiO0gXUaFWia+iGwyw06iBEa4ZeK7qNdrmJstYuLgKEqz83Adl1s/ZChGX8UwMumSQxl+4EH0ANmVkdQSWL5iANnBBPKqiV941S/8r+uvv+3fT/b6xvuPKxBX4ORUIAYZJ6fu8V5PwQr86q++PuNa6o21avVXq5WFc2zHSdLkSZtCzUIPm25Yj2qvjP58ArNNi2+2tdkyjjyyD13rBpEa6UEhmcRQlkShITlz48juA6hMz2HleRuRyeeR0DQYqoyG7zGL4dsODj6xHb7rYWjDaqS7C9AkFX16Eg3PQmjTDZ0EoQFK7QUoAWAkE9BVHSHljoQSsxjkxhlNfUR234sPlyZJnBbrNUjrQSmtPPaKkJkQaouossoup+THUZkvozg7i/HRw6gU55m5CHxyGQ8RuIQuKLRWgOiLCN0QvuMjaHkI6sS6ULCcjHwhh9UbhtE7mMNVl1/ywbf94nv+9BRc7viQ4grEFTgBFYhBxgkocryL06sCN9306i2+7bxWEKWVrXZrU7PRWNNut0xiMho9KrKmjFLLgS8EKI3Oorx3CoWNg0j1F9CXTUMRgLZPeSUWDj+1B7KuYdlZ65DPFJAlFkMIUfZthgNzR6Yw+dw+5Pq70b92JdSEgaxkIqFJLCyVAwovc1k8muntRiGR5jZN02tA8AEljKLhiaKg6RS2Fuc8lGjMlB4EQoi5sDwbGhQkjAR/fzHfxHZsVMrzmC+VcOTQYczPlFhzwZsgH49WBCQEAjyaDKgCfCdA2CZmxYNAYIds2CWZp1UMQ0U2ncPKkQEsW9v/6SsvuvlPbrnlltic6/T6NYiPNq7AS1KBGGS8JGWMN7IUK/Dnf/7nhW3btl3UalTe0Kw1XjV82UCh2i0hYYiYbzlw4WNm5zias2V0rR1Coj+Hld15zLfbCPwQzVIVE08fQnZFL7pGBljQSSDBF3xUfQeu42P0qZ1oVmsYWLsc+cFeKKqKPi0JK/RhuQE0QcH09CQO792Py698BVKqySwEGXj58GDZNiSefY2yy0jIueihschocFy8KMD1PY6Tp7FXBh4ELkplFnTOTkyhXJxnp0/qDwU24FsewlaAoOlBcAKOpackWjLDoOwUz6bEN9JliAwyaJxXVWUYpAVJJpFLZKAkjAPLh5d9s9Zq/fWXv/zlqaV4ncTnFFcgrsCLVyAGGfHVEVfgJ1TgN37jbRsqs/NvzG1I3jiXdDZoKeizLRu272P22VG0KjX0rlsBtT+Blb15FGtNhF6IhSNzmNs3hcKGYWT6cuhOZ9GVycOBwGxEZa6IQ0/tgpoxMbBmGRLZLFKajqSsoOp6EMiUKwjw9PcfgJlJ4vwLLkJGT0GiSRNZRdVtoNJuQQoiMSgJROlmH0ENpioixoJBBiWsRiOxFCNfmp3FzMQ0ipPTWCiXI2bCF+GH1PoIENR8+LZPphrcYiEAQQCFUl8prZV2QKCFpmeIQqHtqrIEVZWgG0kkkwkktAQkWYauaw6k8LNd3f33fOELX/hafMHFFYgr8PKpQAwyXj5rHZ/pz1GBD3/4w11Kuvb2ve2x3wplv2+s3YYV+Jh8fC8a9Sb616+A2pfASHcWM1ViMjzM7J1Aa66OrvVDSHSl0ZPJIJPKwglodkTA4V17UTwyiZ6RYRSG+qCqGnoME83QZwBDbY+Z8XHsf+AZbLhiC3oHBpFX0jAp2VXTMduqw/ZtzimpVMrI9/cgoyYhc5ZKlMJC9AaxFsRk0LRIuVjCzNQkilMzKM+VuS1CP4crwGv48Fse0AoAJ2qByB3fDVmKDLckOUqjpbFZAi7UyiE2xfcCKLIARdGhGzqSZhqKqkAWFUgyt3P8RDKxV5G0zw+vXP6vH/nIRyZ/juWIXxpXIK7AaVKBGGScJgsVH+bJr8C3v/1P6x6cePZLQWCds7OxwCDj8KM70a430bthJTIDGXQnNcy2Hbi2g+lnxphVKKwdQCKbQE82BV01YfkitxpGn9zJzMHQhjXIdBWQUjXoioCya8OnV/ohnrvnIUATsf78c6CnkkiLBgbNDDt+2m6AWquKZ3dsh+M4WHvmJiSonRJEHhYEZAgIWLaFudlZTE9Osb15bb4Ch0ZRieHwRbgs3PRYYyE4xIaIUVtFIgaD/i5y7D39m/JTSNwZ/ZEgyWIUW++4PM0iiDT1osLQE+y7QUchSpS1EkJS6fVqVdO1/1i3etXX7/zwR2JW4+Rf1vERxBU4rhWIQcZxLW+88aVWgQ9//vY/q9sLv3GgtZAtew6OPLEHC6UyiiK7agAAIABJREFUlm1ag+7hHHRdZJBh1VuYeuoQzJyJ3OoBJFMGutIJED/h+gJbjE/uOAQjl8LAmpXI5vLoSSTRDB00aSQVAkpjE9j34DNYvmU9+pYPQdYNZGUDBTkBh9ojoYAjk6PYvXM31m7YgP6BIQQCtTEcNtfybIfBxczEJEozRdTKVdi2G2kuwg7AqDnw52xIkDnzhMADsRcMLJi5ECNAIcvMXtD3mc0QKDhNZCfSTh4rfApl8zzICrVOdKiqwjoRAiM0NivKxLCwFbqTzWb35bLpz3z6s5/7u6V2jcTnE1cgrsDzFYhBRnw1xBU4hgr8wxfet9IOlG/ua05uLDl17N6xH3OHprD8jHUoDGZhJCXMNB20FhrcSkkP5JBZPYBsSkc+aaLmRJbl82OzmDs0jfSyLvQMDSCXzaMvnUGNrMBDh0PVnr3vUQYKI2dvQKorxa2IXiONth1wS4QYlJ3PPs1tlnPOuwCGZoDkoH7oo1Kv4OBzezB1aAz1ah0e7Zeswcn8i/wuSH/R9GHNtxCUbXYhTZgGu4MKBCSkKH2VgEXEWES6DGI5SOgZRbtH0lISktK/aYyW9SD0o5BaJ0oUC09W4/SfQKFuPAcDUVSgGeqkmUzcvXnzWd94//vf/81jWIb4qXEF4gqcJhWIQcZpslDxYZ46Fbj77rs+9GTx6XdN12fSB8aOYO9Tu9G3dgXyg91IZDWUWm205uuY2rYfmaEupEZ6kU4ZyCR01DjtNcTM7gk0ilXk1vYh11NAfz6PXCIHyw/Z3bNSLmPH9x5B96pBDK5dDs3UoQgyus0UyrYD0Qdmx8ZxZPd+rDlrM1YsXwVT1vgGTkDjuZ3b8dxj29BaaHYi7KMJExKSwhPhWS6PpjqzLYRtykYRuL2RTadgJkwGE9zu4FYJ2ZYT8CCgQOwFNWLI6TP6yiCDGI0whERx9AQqKIlNIJYj5P3z9yjanjSjnela2qciK7amq0+aRuIftl581nd+53dunz11Vjo+krgCcQV+3grEIOPnrWD8+pddBR588J6BYmX2M0+MPfXK8eac8uAP7ke6q4Dl61bASGuoUPz53AKmnjmA9GAXkit7kE7pHP9etxzYDQvFXeM8gZJZ04dELonl+QIkzYQEnQ2vdj3zHIr7xrD24nOQKmQ5lr1HN1F3LFiUpFpvYf+T2yFrMlZu3ohCuoCkZECXFJTLJTz5yCM4cuAwO3hGyanEYoSAJ0QAo+TCrVkIHMqaj+76REQQsMhkMugu5KAoGiSFplUWQQWjB056XWQmJCHSfSyOzhLrQftj9EGshxCyoZcgS+ynQa8nRoVmYUTyTI/YEEfR1Jl0Jv2d7lzh4x//zGeee9ldVPEJxxVYohWIQcYSXdj4tI5vBX743e+u3Ffd/+mx+SNXfe/xe+XSfBkj69Zg7YpeHGg1UKtUMfHEXmT7u5AmkJE2oCoiaq6LdqWJ0v4piIqM9IpuJDIJLCvk4IY0CaJxi+LJb90HPW1i1dlnIJNJI5REFFQKXXPY/bNyZBqHt+9G/+bVPHVi6iZ0UWXB58Edu7HzyW1oNdoRi0HUgScg8Hz45QDuggW4NLIawPcj188XPqjNkctm0NPbA13XO62R559BzAVblJNyhJkOhhwICYAQbGCmg34mgKzBhJBaNWQVSppUapWwaxi4j8JW5dH0iyhJdVU3Hl+5fOgLF5117t23veMdpeO7ivHW4wrEFTjeFYhBxvGucLz9JVuBL979D0Ohqz/37O7Hs1//4XeQHS5g66YRzJHmYmEBex/bgWQ2je7VQzBzOnRJQtmx0ZqronxgBlrGRHJZF9K5FLqTCdgO6SlEWPUG9j34HLIjfVi+bjUKmQK69BRKThmtMIDddLDv4W3cvlh29gYkM2lIsgJVkFEvlbH7sWdQGpuGS9kq5KHRFOA2HIQ1H6HlsXEXtS3oD4lHKWWVouApa2XxQeLPVDqJnl5q9SSZzTjKYNC/OgwGAQX6j7gMEp0qssTbJ+Fq9H+nTcNzJpQcS6mzBEiivgm1WBbtw3hbgugYmrbQ19/3td7B7r/50If+ev+SvYDiE4sr8DKoQAwyXgaLHJ/i8avAl777pWGlHv7rVx780mVTY6O48ILLUE400ag18MSjz8BIGOhfsxzJjAFRAUptC/XJChZGZ5HsyyA5XEB/IQtJk9ByXGYIJnYfQXl0Bt3rhtE12IdMPo01uT6MNasMHKrzJey+9ykMbV6F3uEBKLoOWdWYmTiyYx8OPbkTruXCtXx4ZR9+1QUcL2IbOgQCaSxI2Ek6iVAIGWCEjgvbo+dFbAQRDYqmo5DPo6erixkWandwRiu1TEgASipWapfQ1AgxGJ0MlUgECk5ppewT0mgQW8HtEmrPRApQFsH++CMSlgrtbDb3hJlK/t7nP//5p47fCsZbjisQV+B4ViAGGcezuvG2XxYVuOuuuzJlceb2Zx66X7v22lt+a9vhhzFen8O2Z3bCdRzOJMnkk5BUoGK5KB+eRfnwNLKDXTCH8hjqSiOEhLrrklYSRx47BKfZQNfZK5FNp6GqJlb1DKLutWFZFvY/tZO9LlaevwmpDAEU0kVoqM+VMfrEDpQOz8Bu+nCmbYR1L7rB0ygpUxeRZoJaFvQfWYUToKC7PTEatH3XdbmFwswFeWbIMpKpJPp7epEyk/xazkkhDqIj/lzUYbA+g4zERDkCGNQu4ZFcAiJCx5iLZCDcO2F9BgEeBhzEcnRaMBHTIfj5Qr6RykjvAax//exnv1F/WVxQ8UnGFVhCFYhBxhJazPhUTl4FPv3pTytPPfUULr3+0lw7mL9j9/jBX98+ugtHDo5hYPUK9PXlICZEFC0H86PTWBibQXqgC8n+PIb7MpzKSlklZLI1+sOdUHUN+TOGeQx0fX8PPEFnIGG1LTzxnXuRH+rB8k3rIJkUkEYMgYTJnQdw4NHtcCwP7VkLXtGGAnLofH7ENGIwInMt/kolk/h/+D7gUTvGseHYFmEAnhph4iIENF1HX28PCplMlGHCAKNjXd6ZGGHTLvn/ZSjYJ4PACbEdHQdSapMQk7H4M9oP6Tp4k9RKYcEGv8ZdOzLyZDaVuu3Ov/3bwydvleM9xxWIK3CsFYhBxrFWLH5+XIGfUIHP3/WpwWar+bXt40+ff/+2p5FIpDFEUyQpA0XfwdzoJDMZmd4uJAfy6O5No0WBY2EIp9rExOMHYHalkV7fD0PVsWl4AFO1GiRJ57HXfQ8+heVbNmJwxQqe2iBg0mw2cOiJnZjcfRiO7cEjFqPicVhZKpWEH/hwHDfST4giaGiEXEUVTk8FAgo/oy3RMdguLMeD57pwXC9iGvi+H2Wg5HJZ9Pf0wNANBjCsvOApVWI/IlDCwIS2J8nMZPgMd1xmNKIRV9aNsviTt0vTL7wNYkci/w22Oyf/DX4OGOAogrj681/5yqHOq+NrMa5AXIFTvAIxyDjFFyg+vNOvAg8//LBRt8u3js1OfOLuR+42xifHxeVrhlDoL6DmOxg/PIXpg+NIdWeRHCigryeBtg+0fA+12TLmdowj3V9AaqQbuqFiWS6HcsNiTce+J/bBXWhh+Mw16BkcRMKgVNYAs+NT2PHAk2jMN+HXAnjTFgQ3QCqZhJlIsmFXEHpot9vRTZ0i4cloizBCIPEkCAGExdaJ69qwLQ+268C2nU64GgW2RTJNI2mgt6cbuVQm0m9ERhgdQ64OKBFDiCQ8jfgSEm1wi4TJCtoOfWVTr8hHg79HrAztjVFLNK0SBD4LRAkUNa0Wsrn0G3K53n//6le/St+KH3EF4gqcwhWIQcYpvDjxoZ3eFfi///bp9WNTE596+JmHz17e16tmVvSr0/a8PD1ZxIFd+6Flk+hePoCeQgLNwEfNcVCZKKK8fxr55b0wl+WRSZtIazIWWi5/2t9/73NQTBU956xCxkgjmUzxDXjiuQPY98ROuHYAt2jDK1nQNB0J02TGgUCGqpGploxWs8bBZmzNKQiQ2S6cLL8jFmHxhm8Tk+EQ2LCZBfG8IGI9GKSQvkJAT08vunN5yEpk2BUJS8mXgxgTGp/1I/DCrEZk2MUtEmZFiKEI0G5baLQaMA0DyWQyatO8QBXq+z7qzTbK5SKa7TZedd21T0iKcfnnPvc56/S+QuKjjyuw9CsQg4ylv8bxGZ7ECnz6zjszen/i4my+66Lx2swrjjRHt4zNzSi7tu9CKEjoWd6Pgd406giw4Ngo7ZtCfXYe2aEeGMM5dGfT8MOojVGvNjB6307kVvYiu6oPCZUSTzXYdQeHtu1B8dAMgnYId8YC6h5rKNLJBHTdgKSoUCk5VQIno9quBZ/i5Dsi0KjtQT0OYjMCwBd4vwQuSJ9hk4mY60QtF/a0iGLoidnIpNMsCk0YOiRJYYGHEETpr8ROyOSXwVMltINoZJXYF06FLc+jVq3BC3x08RRLL9uYU9vE9X20rSZK5Xm0WhYfq6npuPzSixFIavJf/uVfmidxaeNdxxWIK/BTVCAGGT9FkeKnxBV4KSrwjXv+7xWHS1Mf2j+1/4Jnd21XZxfKGFg2hBVD3aiJARY8B3M0vjozj64VA9AH0xgp5DFdq6MxV0e71kJ57yR6z1oJsz8DXVYhykCr3MDY4wfQmGvCb0dW4WIz5Mh1k/JIDJPST6HJIliVKYBTVsmN07HJUtxnVkMUabqDGA0xmh4JAwSUsOqTnoPaJsRoOLAd0lZErEcQCSk4nbW/tw/ZVIpZEwIRUb5Jpx3CBYxi5duWjXpjAZWFKlz3+RnWVCKBnu4eaJqKltXm+Ppmo8WvVMm4LJ3ic0okEnPplrPiP596Kvph/IgrEFfglK1ADDJO2aWJD2wpVuBf/uXvry97pTsfPfjMWdt37kI2l8Wq1UNoawKaoY/pfUcwN15EYXkvjMEsVnZ34eDeMey9Zw88RMzDivNH0LVugHUU1N0ojxUx/tghBA7g1hzYM03IgQDdIJdRlVshBv3d0KESU6FIUQw8iSolkW2/PTGSZr6wXcK8A422Bj77c9A4rmPZzEA4rgO3w4Qs+m+QiDObzaC3qwsJ3Yh8MUQVYujC9QPYloV6o4aFag2O53W0F9Sxid6GZFlCpiNSrTdazIIokoh0KgHdSECURRi6Pm1q6p1OKH/yvvvuo43Ej7gCcQVO4QrEIOMUXpz40JZeBe6++67utu2+Y//coV+574kHBuYaZW3DuhXQMgaqgYPx0QlM7x9Hz8gwtN4kVvcUsGfvOA49tBfNqoMAPvpW9mLTtWeiKZDJVoDi3klM7ZiA4IlwKhbcYguyKDGjQIwFtUWoBZHKpIgF4Nh2mtqQRAESiSw6eSKL46gRAxHpMaOcETLrciMw4nnMZlgdVsNxo+h4llDwCwRouoaerh7k0kmIigqn3UKtUUd5YYGzVOjxwjce1l9wQivvcHHXkGn6RZFhJnSYRgaCHOCMDRs+2iPpt384bpUsvV+O+IyWZAVikLEklzU+qVO5As8++1DPviOHr33y2UfftuPQ3hUb168rSBkpVbIqGJudxr4n96Aw2IfEcB6ruvMYm1vA7gefRavcgu/4yBQyOO/G81EPPbhNC1M7x1A5PI/QBuyyhaBsQREkKKrKbEVABhiBwHqMbDaLRJJu/jIzFyFNlZDGgriNTovkKMhYLCLf+8kS3IcXeAwUCGg4NrVOiNlwme0gwScPhRBOkETkMhnomo5qbYFZj8VHJ+mkM8e6OIza0WqwjoOMwUho6rHmQ5Fl5PN5pDMpbN58xkf7YpBxKl/e8bHFFfiRCsQgI74g4gqcpAp84d/+7rqJ0amhkRVr1s77CzccKh9ac2R+Rn328aehp1MorOjHsp4sphwb04fGMbdzHIIoI7+sGwObh2FRC6Pawsyzh1ErNuC3AzhzbYRVlzNEyDCLbvgRyAghqDJURYNpJGCYKgtCaYSUbDBE0mRw++XF3hJoKoSmRaJQNQIAi6wGaTUsy4bLLZBoMoSsyglxyBJFxCsRS9F58D4WJ1mYMYmMt8ja3PNc+J1tE4vCKfECxc7LnKNy/pZzP6rqydtj0edJumjj3cYVOMYKxCDjGAsWPz2uwPGowH98+4uv2zU19u7ZxvS5Dzz6oNK02uhfswJrhwo4aLXYcvvA/c8ikU0ht34Ioioxc2BVGph5ehTNeQtu24Mz1wIIZCgkCpU5OIQi5dm+W5WZ3aAWiiJJ0AwTpqFAIgEp6Sc4nV2OjLJe7EGgJfDZ3ItAAQlDSaNB7RMedfVcBiPsVN4Jiafx1ghjRFCDU+A7zp7RBAoBF4/tzGlclezNeYyVx2sjRkZWZGiyigu2bvloJtcVg4zjcRHG24wrcBwqEIOM41DUeJNxBX6WCnzxK//89opVvuOhXY8MPLNrO/LDfdi0dghl30fT97Hn/m2QFAl9G1ZCTKl8o26UFjD75Cjsug+77cAptiHUHCiqwiCD4t0JZNANnkCGTEJQWT7q/GmoCoyECVlTIfHsaWQl3rHLeJHTiOLjKVGVWBLXi1obBDKodUItFEp1pQkV0obwSGrH4XPRmotcSglJEPtBzqIELnzOMonABY/WShJURYlAhixBUxVcfPFF7+0bWPbRj3zkI+2fpcbxa+IKxBU4sRWIQcaJrXe8t7gCL1qB+7/znf6ys/Bb45XxX7vrnq9la7BwyYYNcNMKyp6DHQ8+Ddd1MLRuBEJWgyCLaBWrmN12GE7LQ7vlwC62EFYJZERgwncdBhr0iy5pGoMMCkojl0668dOUiaoqUDWNR10pPp4cOslYK7LOePG3iKidEbEQtA/X7Yy6OhZch8CHwwBj0bmTAMSitoNaLn5A4CQSk0b7IYMvkdNeSZxKr6W2j65rLCbVNAUXXXDeFddc99qHbr311tjtM/5diitwGlQgBhmnwSLFh/jyqcDjj9/bN1Uu3vK9p773q4f37U1dc8E1K2aVeWHOauLJx7Zx+urwpjXQsibFqsKeb6G0YxLNegNty0VrpoGgYnOwGjl5+o7DN3H6RedIeJnEoJHO4ejoKCWyigJrNFRN5xs7sQhsurXIbvy37xSdSRBud0SjrqzTsG20LYv/vmjARRQFtVlYy8HMRTSxwiblFB9PoIbEqAwu5Ii50BQaWYVOx62QrwfZnwcjjz++ffTlc0XEZxpX4PSuQAwyTu/1i49+iVbgk1/+8Kt2P/pA4pVX/+JlY7UDr95Tnli989AejO7ch/51I0j35NgV3Ks5aI9WUZ1fQNWqoTnVYPEn3axlSYHn2JGfBYOM55kMQhqLIIPfBLi1IUamXZrKnhoMNMIIgBCz8T9KNcIINLRbbbRabfbRoHYKsx3EdBCo8OxIy+FFbRFujYgCj6nSuK0kS6wX0TUlYi80YmMIFNExAKlkCoomjdxzz/0xyFii1318WkuvAjHIWHprGp/REqrAzp2P923fuf28klP/5lNT2/DQfY8g1ZPF8PAg/ISMoOHCn3Xg1GyUa2XMj8+jNlmFGApsI25bbXbYpBs6t0WO3sypjdHxw+jUi8SaNBmiKKSF0KGbBt/4yQWUEAaxDZFWI3rbWJwYISDRbrVgWRYzGARqWMwZ+gjZLdRmRGFToiuLMzrsBQMhkbUjmqpC12jiRee/R1koAjMkDHAEge3LU9nEKxQldV8cjraELvL4VJZ0BWKQsaSXNz65pVKBb3zn3+/cP7v/3Xc/8F3Mzs1i1doRmPkU4Ploz7QRElNguajP1jG6Zwz1hQZI1NlsttBsUfIqWYmL3ELhVooi8d9f6ImxKPakUVbyBCW3UNXUoShaxGYwKIl8NSIWJODR1WazyQCDfTR8P/K5YDGowyCBtBo0vEKtEdJZkN6C2AsSmJIhmKFrME0zYi4kJXIKBdBqW2g2muwiSgBJkVUMDvR/QFC0D3/1q1+NhZ9L5eKOz2NJVyAGGUt6eeOTWyoVuPfee/umS+O/tXdq73u/fe/dyHV1Y3CkDxAd1IpNCA4QOiJc38NCsYLxfVOw6232yag3mmg0W0cnNshmnPSYpL8Q+UYvHS1T1DohLUbI3yedBD2PgIAgS+zoSWzE/9/eucY2eV5x/LxXX15f4sROQjCES4FAKYiunSoxtkjd5dP2pUJsZYxqm4LEtuyCRtVVldKuYhLqhFSJaemKBN2HbkLrqsIkkCYiTRrrPiAmLusoA3Ktk9h+fYuvr+13Os/rTEq3qlVbmTj+G/iE7ed5fsfBf55zzv/w7UKtapGZMoUYEB4adW49rVG1YlG9zl0mNWcqayPdwoWoXGDKRad8K8KdI4bhcdIzmr5Y++nsxZZoPp4QNR2dXY7IUBWdHnnks9/bPDBwanh4uLxSYotzgMBKJgCRsZKji7OtGAK2bUsXL77RG8+nv3/15pWf3fj3u7R96wPk8nppIj5FlWyF6pZCdbtKMs8JyRYpMZWgfKog6iDS2QVKJlKOX4asiC9+VeU/XKehLhEaQmc0vCz4woJTJiw0dLebNMXx0ZAUhfK5LKXSaSEwuMOEO1k4VVKxaiQJ20+exMo3KM4cFb7B4NsQbkX1+QzSdV2Mi+f9CBdQIXhkstmHQ0yArQgxw+KE22sVVTu366EdPzn56qt3JGcBPEAABJY5AYiMZR4gbA8EFgmw0Dh//vWuf05e/3wmZT67qnOjPxjp3vSvmZt0595tsqp1UmwijdMSPNzUsiibKlDGLNNCtkCZTIbm5uJUKluOuyenPrhNVFGE0OD0yfsfovVVeFY4X/ZiyJrLJWo+nFsMHoQqUbmYd6azCldQIqXxfO4SEUJB08Rthd/HHSwaabKbiKe+cr2FLTlTYWVJtLQKgy6Jp7g2DMJsWdih+zr0YSvsOnXulXOYvoofCxBoEQIQGS0SKGwTBBYJjIyM6MHuUrTDs07p6up5LJadGbl+7+oGc94kqvOXdpV0icire8Z12fu7bLp6OzmfOGImzG1mNkXxOZNSmbQQGCwAOKeh85e8zr4UTjfH4sMp02wYZLFYYIMsly5uRLK5nKi5qNfrVCosULlSFUKB6y3Yp0NRNTHonTtdAh0+ZyIs14GI+g5h0uHcoNS5XoPfZ7GY1BkjzykTn+Elv99/TtO0l90GXdm8+U+ZkRF+BR4gAAKtQAAioxWihD2CwAcQGBsbcy+U0rtvTd965tbd649bCwvkVd1Tq3v6/xb0+c9MTS38tVKpVCYmJrrcunJsZmrmiVw+602nMxSbjQvnThYBi2kUpyD0f9MnvDzXfYpbDdHOKol0RrlqifZULv5kD4xF4ywnzaFRR8Agr2E0HEYVsiVup5VJkXRRF8KpHHb6lGxZ3F6IdUgiw+ulgOG/IKvSL2Xdey2VSpkY7Y4fAxBoPQIQGa0XM+wYBJYQGBsbU+9OT2+MJ+980yXTFr+/87eJuZm/hEIbCocOHbIWn7x///5ALDb1mFc3zsTNRO9CPk3TU3NUKrMzZ6M9lVMdfBPB6RNlafpk8VZDFHJKRFa1RmXLsRRnbwy2Bnexz4ZHI8NrULgzTLpHFyPiFa3h6Ml9KwqXlbKBV21JGywXe7h0NwV9vksP79h5ti/c/eezFy+OQ1zgAw8CrUsAIqN1Y4edg8B/CXC9xvNnn9f68yQbxjbrg2y39+7dq+x4cMuea/+4dnQmNvulUqWozs0lKGmmHOdNvl6wbcfSm2ed/D+hwX4aknOTwe2pfBPBPhksGtwuHr6mUaQ3Qh2BENVti2xbplKhREbATQppVK1zQaciOkdEu6rE66nU29s3tWvXrjMDWzeevnTp8uTo6GgVBZ74kINAaxOAyGjt+GH3IPCxCLDZ5uGnvvXMu/fGf57N5+VMJkmzs6YYWKaqcsMEy6mvEDbfirpkHf6Hg022RLrDqgkTLhYbHrcuZp5Eo2vI4/WKuo97d+4K586169YIPw8u+BTT0zg1okgU6gjFHhzY9trOzzz6m4MHD96FsPhYIcWLQGBZEoDIWJZhwaZAoDkEnnvh+J7LF958rlC1Hi+WinIsNkvZhYLjbSE1WlC5IPR9QoMNt6xymXiaKreslkslcSPh5uJORaXoujXk8ejiEJNTMerriTgtrIpCtl2zZVmpG17/7APr1/1++7btv/7h0aO3m3NirAICINBMAhAZzaSNtUBgGRIYGhrS1Lr15o2b7+wpVir+ZCJBcTMtvC84ncGOFJw+EW2uwidDEl4W5XJRuHiKAlBui5WI3GzwpUi0YUM/yTKLCn69SjXb4hsRW5Hliu5yz0f7+t949OGdoz9++ul3liESbAkEQOBTIgCR8SmBxNuAQCsTGBwcVCOdga9kkulXcuVSXyptUjyeEnbhQlQIEy8273ImpTo3GRVRJFoqVUS6hC3C3bompqdG164lWSWSba3hhyEVPaox1xNdfb6/f9XoSy+9fKOVeWHvIAACH40ARMZH44RngUBbEPjugQPrS5XyhfHJ8e5cvtAxH49TLpcX49C4joJ/KaozsKxmlcjn81HJqlI2kxN/59Y08gYM6lvVK56nyu68x6tlg6HgHwd37x790U+fvdYWIHFIEAABQQAiAx8EEACBJQSGvjEUTpaSP0gkYt8ulsrRRCJOqVRWFIU689n5N49wr1Gku1sUe87PJ6lQyJMqKxQKdVK0fzUpivZeMBB862tPfPHvQ985chqYQQAE2o8AREb7xRwnBoEPJXD48F5fNmt9NZssHk2kUpvTmbTXNNONia48DK1Odq1KvT09FAwFRDrFTKbE/1o6O7umtw5svbtpy5bXXnjxxVMfuhieAAIgsGIJQGSs2NDiYCDwyQkc2LdvezqTPmKmzS+Uytb6RCJJ6UxGeGJwOqQnHCbDZ5Db7ebW18lQZ+jW1i0PnfX4fGdGRkYqn3wHeAcQAIFWJgCR0crRw95BoAkEBgcHOwI+79crxfLhVNrcMDs3b+TzBeqKhCgU7CKXrk4EgoEb0b6+t/ydkdePHz+ea8K2sAQIgEALEIDIaIEgYYvWTMIxAAABU0lEQVQgcL8JnDhxouPq229/bnZudt9M7L0v5/L57nAkPBkOR66s7lt1odcX/MMvTp5M3u99Yn0QAIHlRQAiY3nFA7sBgWVN4Kknn9w0Pj2+P5vJ9EciPZc3Rtee+9Xp07PLetPYHAiAwH0jAJFx39BjYRBoTQLHjh3r8vl81vDwcLY1T4BdgwAINIsAREazSGMdEAABEAABEGgzAhAZbRZwHBcEQAAEQAAEmkUAIqNZpLEOCIAACIAACLQZAYiMNgs4jgsCIAACIAACzSIAkdEs0lgHBEAABEAABNqMAERGmwUcxwUBEAABEACBZhGAyGgWaawDAiAAAiAAAm1GACKjzQKO44IACIAACIBAswhAZDSLNNYBARAAARAAgTYjAJHRZgHHcUEABEAABECgWQQgMppFGuuAAAiAAAiAQJsRgMhos4DjuCAAAiAAAiDQLAL/Abuw5j9Ig+eeAAAAAElFTkSuQmCC" alt="1m OS2 MTP/APC TO 4*LC 8 Fibers Duplex Corning Fiber Breakout Cable Type B Single-Mode OFNP Rated, Yellow" width="537" height="350"></p>
<p>&nbsp;</p>
<h4>Key Differences Among Fiber Optic, Trunk, and Breakout Cables:</h4>
<table border="1">
<thead>
<tr>
<td><strong>Aspect</strong></td>
<td><strong>Fiber Optic Cable</strong></td>
<td><strong>Trunk Cable</strong></td>
<td><strong>Breakout Cable</strong></td>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Purpose</strong></td>
<td>Transmits data between two endpoints</td>
<td>Aggregates multiple data channels or connections</td>
<td>Distributes individual connections from a multi-fiber source</td>
</tr>
<tr>
<td><strong>Capacity</strong></td>
<td>Typically single or dual fiber, supporting one or two channels</td>
<td>Multi-fiber cable, supporting multiple connections simultaneously</td>
<td>Multi-fiber with individual connectors for each fiber</td>
</tr>
<tr>
<td><strong>Cable Type</strong></td>
<td>Single or dual fiber cable</td>
<td>Multi-fiber assembly, often with MTP/MPO connectors</td>
<td>Multi-fiber assembly with separated connectors (e.g., MTP to LC)</td>
</tr>
<tr>
<td><strong>Primary Connectors</strong></td>
<td>Commonly LC, SC, ST</td>
<td>Often MTP/MPO on both ends for high-density connectivity</td>
<td>MTP/MPO to individual connectors (e.g., LC, SC)</td>
</tr>
<tr>
<td><strong>Applications</strong></td>
<td>General point-to-point connections (e.g., server to switch)</td>
<td>High-density connections within data centers, between racks of floors</td>
<td>Branching high-density connections to multiple devices or ports</td>
</tr>
<tr>
<td><strong>Scalability</strong></td>
<td>Limited to individual connections</td>
<td>Highly scalable, ideal for expanding data center infrastructure</td>
<td>Provides flexibility for direct device-to-device connectivity</td>
</tr>
<tr>
<td><strong>Typical Use Case</strong></td>
<td>Used in telecommunications, data centers, enterprise networks</td>
<td>Backbone connections in data centers, large network segments</td>
<td>Distributes a high-capacity port to multiple devices in a data center</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h3>How Do Fiber Trunk Cables and Fiber Breakout Cables Fit into Fiber Optic Networks?</h3>
<ul>
<li>
<p><strong>Trunk cables</strong> and <strong>breakout cables</strong> are both specialized types of <strong>fiber optic cable assemblies</strong> that enhance the organization and efficiency of fiber optic networks. While both utilize multiple fibers within a single cable, their roles differ:</p>
<ul>
<li><strong>Trunk cables</strong> serve as high-capacity lines that connect different sections of the network, aggregating data connections to reduce cable clutter.</li>
<li><strong>Breakout cables</strong> take a single, high-density connection point and branch it out to connect multiple devices directly.</li>
</ul>
</li>
<li>
<p><strong>Fiber optic cables</strong> remain the essential medium that carries data, and both trunk and breakout cables rely on fiber optic technology to function effectively. They simply organize and distribute these connections in ways that make high-density networking feasible and manageable.</p>
</li>
</ul>
<h3>&nbsp;</h3>
<h3>Choosing the Right Cable for Your Network</h3>
<p>In summary, fiber optic cables, trunk cables, and breakout cables all play crucial roles in building a reliable and high-performance network. <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html"><strong>Fiber optic cables</strong></a> are the basic medium for data transmission, <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html?fiber_count=7311"><strong>trunk cables</strong></a> aggregate connections between network segments, and <a tabindex="-1" href="https://www.cableleader.com/cables/fiber-optic-cables.html?fiber_count=7340"><strong>breakout cables</strong></a> distribute high-density connections to multiple devices.</p>
<p>At Cable Leader, we offer a wide range of high-quality <strong>fiber optic cables</strong>, including trunk and breakout options, tailored to meet the unique needs of your network. With our premium products, you can build an efficient, well-organized, and scalable infrastructure that supports your data transmission needs.</p>
<p>&nbsp;</p></div></div></div>]]></description> <pubDate>Fri, 01 Nov 2024 00:00:00 +0000</pubDate> <category><![CDATA[Fiber Optic Cables]]></category></item>  <item> <title>Network Patch Cable 101: Everything You Need to Know</title><link>https://www.cableleader.com/blog/post/network-patch-cable-101-everything-you-need-to-know</link><guid>https://www.cableleader.com/blog/post/network-patch-cable-101-everything-you-need-to-know</guid><description><![CDATA[<style>#html-body [data-pb-style=WVAKJ5G]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-element="inner" data-pb-style="WVAKJ5G"><div data-content-type="text" data-appearance="default" data-element="main"><p>When setting up a network, whether at home, in an office, or in an industrial setting, understanding the different types of <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables.html">network patch cables</a> is essential. These cables form the backbone of any network, enabling smooth data transfer between devices like routers, switches, and computers. This guide will take you through the basics of network patch cables, their types, differences, and which one is best for your setup.</p>
<h3><br>What is a Network Patch Cable and What is It Used For?</h3>
<p>A <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables.html">network patch cable</a>, often referred to as an Ethernet cable, is used to connect devices within a local area network (LAN). Its primary purpose is to facilitate the transmission of data between networked devices, such as computers, printers, routers, and switches. These cables are indispensable in both home and business environments for tasks such as accessing the internet, file sharing, and supporting video streaming.</p>
<h3><br>Network Patch Cable vs. Ethernet Cable: What’s the Difference?</h3>
<p>While many people use the terms "Ethernet cable" and "network patch cable" interchangeably, there's a slight difference. Ethernet cables refer to a broader category of cables used for communication within an Ethernet network. Network patch cables are a specific type of Ethernet cable designed for short-distance connections between devices, typically used to connect a computer to a router or a switch to a modem.</p>
<p>In essence, a network patch cable is a type of Ethernet cable, but the term is often used to describe cables that are used to directly patch into a network, especially when connecting devices on the same local network.</p>
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" alt="" width="400" height="188"><br><br>Types of Network Patch Cables: Cat5e, Cat6, and Cat6a</h3>
<p>When it comes to selecting a network patch cable, the category number (Cat5e, Cat6, Cat6a) plays an essential role in determining the cable’s performance. Each category supports a different set of speeds, frequencies, and distance capabilities:</p>
<ol>
<li>
<p><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat5e-patch-cables.html"><strong>Cat5e (Category 5 Enhanced)</strong></a> – The most common network patch cable for home and office use, Cat5e cables support speeds up to 1 Gbps with a frequency of 100 MHz. They are sufficient for most basic networking needs, such as web browsing, video streaming, and email. However, they are becoming obsolete in high-demand environments.</p>
</li>
<li>
<p><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6-patch-cables.html"><strong>Cat6 (Category 6)</strong></a> – Cat6 cables offer faster speeds and higher frequencies than Cat5e. They support speeds of up to 10 Gbps over short distances (up to 55 meters) and a frequency of 250 MHz. These cables are ideal for environments where performance is crucial, such as in offices with multiple devices connected to the internet or for gaming.</p>
</li>
<li>
<p><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6a-patch-cables.html"><strong>Cat6a (Augmented Category 6)</strong></a> – Cat6a takes performance to the next level, supporting speeds of up to 10 Gbps over longer distances (up to 100 meters) and a frequency of 500 MHz. These cables are often used in high-performance networks and data centers where high bandwidth and minimal interference are critical.</p>
</li>
</ol>
<table border="1px">
<thead>
<tr>
<th>Cable Type</th>
<th>Speed</th>
<th>Bandwidth</th>
<th>Maximum Distance (at Highest Speed)</th>
<th>Typical Use</th>
</tr>
</thead>
<tbody>
<tr>
<th><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat5e-patch-cables.html">Cat5e</a></th>
<td>1 Gbps</td>
<td>100 MHz</td>
<td>100 meters</td>
<td>Basic home and office networks</td>
</tr>
<tr>
<th><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6-patch-cables.html">Cat6</a></th>
<td>10 Gbps</td>
<td>250 MHz</td>
<td>55 meters</td>
<td>High-performance offices and networks</td>
</tr>
<tr>
<th><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6a-patch-cables.html">Cat6a</a></th>
<td>10 Gbps</td>
<td>500 MHz</td>
<td>100 meters</td>
<td>Data centers, high-density environments</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h3>Should You Upgrade from Cat6 to Cat6a?</h3>
<p>For most home users, Cat6 cables provide more than enough performance for everyday needs like streaming, gaming, and general browsing. However, if you plan to future-proof your home network or are setting up a more demanding office network, Cat6a might be a good investment. The added performance benefits are significant for data centers, large office buildings, or industrial environments where high-speed data transfer over long distances is essential.<br><br></p>
<h3>What’s the Difference between Shielded (STP) and Unshielded (UTP) Network Patch Cables?</h3>
<p>One of the main distinctions in network patch cables is whether they are <strong>shielded</strong> or <strong>unshielded</strong>. This refers to how the cables are protected from electromagnetic interference (EMI).</p>
<ul>
<li>
<p><strong>Shielded Network Patch Cables (STP)</strong>: These cables have an additional layer of protection made from a conductive material that blocks interference. This makes them ideal for environments where there are a lot of devices operating nearby that could cause signal disruptions, such as in industrial or data center settings. <strong>Appearance-wise</strong>, shielded cables often have an outer layer that feels sturdier and may have a slight metallic finish to reflect the shielding.</p>
</li>
<li>
<p><strong>Unshielded Network Patch Cables (UTP)</strong>: These cables do not have any shielding and are more flexible and cost-effective. They are best suited for home and office environments where electromagnetic interference is less of a concern. <strong>Appearance-wise</strong>, unshielded cables are typically lighter and more flexible, often with a simple plastic jacket.</p>
</li>
</ul>
<table border="1px">
<thead>
<tr>
<td>Shielded vs. Unshielded Cables</td>
<td>Best Suited For</td>
<td>Appearance</td>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Shielded (STP)</strong></td>
<td>Industrial settings, high-interference areas, data centers</td>
<td>Sturdier, often metallic finish due to shielding</td>
</tr>
<tr>
<td><strong>Unshielded (UTP)</strong></td>
<td>Standard office or home environments with minimal EMI</td>
<td>Lighter, flexible, and simple plastic jacket</td>
</tr>
</tbody>
</table>
<p><br><img 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" alt="" width="480" height="200"><br><br></p>
<h3><br>Shielded, Unshielded, and Their Impact on Performance</h3>
<p>The decision between using a shielded or unshielded network patch cable affects your network’s overall performance. Shielded cables, like Cat6a, are better at protecting your data from electromagnetic interference (EMI) and crosstalk from nearby cables. This is particularly important in large office environments or industrial spaces where many cables and devices generate electrical noise. On the other hand, unshielded cables (like Cat5e and Cat6) work perfectly well in home or small office setups where interference is less of a concern.<br><br></p>
<h3>What Does “Snagless” Mean in Network Patch Cables?</h3>
<p>The term “snagless” refers to a type of design feature on some network patch cables, which prevents the cable from getting caught or snagged during installation. Snagless cables typically have a molded boot that covers the latch on the connector. This boot helps protect the cable and the connector, ensuring that the clip doesn't break or become damaged during movement or handling.<br><img 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74nSl6vXKVelCJfmnN2rcex02c4ezqip23iai533XI1s3WhRwaYxhTNvN6xNT3+re0Byfb/6A/9GMMsZjTsYmk2UT6qAEYeK9GUURFjK1UsiCNZXypwkpdV8K2MSjQXyrgSxpN43DmBPE1oxxUFWewRJPYmAiueFWK7HqGn44UC9HWa9SahZ+P4DeqexsGrr+Zjn/wMzWb192mb9sA71QPawZ/4bJnkOd54YyYLQioZkFJjPhAVE00pX6WezUJYVyzibDii3moSmDYDQfVprhYcmTRSB6JbRlVL4vsUcYpTr9G0XRrNBjNSG+LXma+3mWl6zAUtwoaPa0x9GN6pQfBOvm9RRJw8vUav36WQAj1NdJ/PF74mSazSzZOH86Vcq4CQiVSv2gyJapvQtV5kZChAoipqlzoRlMSoYVRZkVeT4h2NRgrIiAni1PjpUj6R6TFvtAe2tgb85698lX//X57gzImjbA0t0tymKC80MdTQFfCuDDpLS6fMDJwJNVHKpDRRtSooZUczbpIZqca6Mc4A5kqoOslKyiJDWJJSa6KVI9LcJUnG0tnJAOS5/yK5XjmtJFmkVkXRszwX0/IVWK/Xfdp1gzB0WGg3Obxvmdvu2MUVi4v4gXeRWKhsyPqDiCdPbvLAA89zz+MrxN3TlHpIGJjMBZKxMblq0WH54BLX7J+nLtHfRoAzQUBvtMOnr5v2wJvQAw88cD+/+Iu/hK7b5FmmshpJIUG1iyfNKI8wSzEJ1SgTKVavRCAqIBKrBKRiAmRiFFLVhUhT3iGG2LXJeqUrRVJRyZO1TijGrlujGVg4voFthLRqHo7vE/h1DDNgaXmWOz70YQ5ecZBgWqD+Jnzi01O8kR7Q9nz+h0rXNInHeXX5Xprujx2o5Pu8IAxDzCwnM3XazSaubjDY6eI1GiojIiBFwIttmuyMhjREg1oibFlKy/XxfF9FjuVYJ/SZ92q0ay3azRbztTqtZgPf81Sx+7RdXj2gsmtbW0jhXpRFlFl5kZP6xMTpPGf2ZXY+L9NllX8ISppXs3QsKb4dgxDZeE2UsuT7icO6ABKlNGJURXyv1MTNXa5HHt7TKNLlNV7f7ruV+fHcs8f4t792D1+7/whra2cYJm5Vt6FLBrlSyBIioW7Yyniw1P1KflpUsZT6m2x9qszdhU2GuCvV5IgpoXgO5OdqROLUUMaGo0iASUGaS0Yio0hjDC0iy02KvKKNvLgJDvB8myxNcX0f33Fp+haub9GcCZkLbWbnDK47cA133HElnVpdzcGd7ogjxzf47h8d57fuP0k+WCUppQhXw9ZFMjgnTwYk2Q55qpH0h1jhFjfuu4FPfexWPnLnbbRblT/V1M/n7R6p0/eb9MB37v8Of/Nv/M8qgzcYbCtzQa2QktlcUbIuBCJZFpGl8jvxx8rV2ld5Zk2UslK00iDPU2UeOmkTGyDNkAL1KpgmWXwBIfK964Y0PRddsvaep/ZXzUZN+WLVLLDDWa676Tquv/EG5jpzeMGUXjwdwW9vD2j7fvyH1SifbO4Up1CM3iabL0n1OQ62FCcGNk3LIdM13FJTg1oyHzvRSDmi132fXjTCtiwFRLqjoaJe1eU1WoknqULTwvc9QtejHYQ0ZmbZ7Tdot9p0mpIi9NRrp4vH2zsQ3ul3k/Enpk07OzsMegOG6VABkUlTZmmFcGWLyqPgdTQBIkJL0Y3KwNAQP5AxEJkoZ1WULIngisKIuM9WTtJS2P5KLjaSZpf/AkJevLF7HZc3PXTaA6/ZAzI/BKTf+52n+PZ9D/KN+59ibfUsUV6DMSVrwqZQmQuzioxappS0Ohh6jm64SjFOjGaFQz5popBejV8BIUKfFTlf8QMRrnmiNkUCakZiZFgklJlGlibopk062lGgRzImaHr1ddxExVoBHM9Sc06UFj3bJKjFtESmvdmhUXO4/so2exY7DNOQx59d5/cefIr1bkwSDak70I/B1kri0Q7dXpfBzin6wxPEvRTNKjBKh8DOOHj4MD/70z/F9dcdVvO945R0FjqEY8rka3by9IBpD7xJPSAKj5/9wc8yjIWymKt5R15iaCZ5mZEVUmw+Wd9EdTFWwETZ72RC0xK/n+rrpIlkryjVlRJTsKvidFUbIr4h48CxKlK3RHZe5Ho1XKuO7bgEroXtOYryrv6LOqlXx7ANZucWOXztVRy4+hoWFxen8vNv0hiYnua1e0Bb/NynSqFfCeCIMpkYQqMSE5xSSeaqGLAMcFe0pyWtbymEPtNo0ktjaujkvkvT8SjyXIEPiaj1RiM1gRqeT14WZGWhXi/nCmzhLNrUg5B2u8m85eO32izUZ5gPQ6WeFTjumJP/2jcxPeL90wMCMASAnFo9zSgeYqYmqZkhDBJpUsgnZk66Yb6sp8jL9UTlol45qBtWJWkoAERoVLLxmmRAKqO1qoZEaCnKB0R49cpHRMgpFyv4CPiQjI2jPEd8BbanbdoDb2UPyAZ/bW2LL3/9Qb7+jfv59h8+Qqk3iPKLpaKFCiWyuQJETMtWqlc5AVgFtlANL/BkEpBgKllfQ9WHiKpWjquKzmXnJEaGFCMlFpEJCbc0KJIReWmrDZFuWAp4KN76ua+V5K+0SnlOCtRlDhr4XoxthrhBg6W2q+TaM81mZS1lqzfC0OV9S9I4Ve7rg+01ymiTre1NBjtniUd9Am1AL9HQ7IJ2fZbO0rUEs3Ps3rVAq1kph9WyEZ35Ga44OMdN1yyzf2l5Gih4Kwfn9NzneuCJI4/z3//5v0Rv0MU1fEb5AEuv1geR2xX/qkQVpJ8HIYXQHvNcFaRLU8aFeg6pABQBJIWSyy4zmWcVuFdsLfleKFlSRqnqdgXwWziOZPErGXrTcHAdj1pgqwyJBI892ydUZtGBUitdXt7NdTfdyjXXXjMVW5mO5belB1QNiICPYZpWaW7DIJWajzxXbpujNMW3xflcoluloma1LUfxgQeOTt3zadseZSaOnha+5yrwIioqc82mMizMRwmRVjChd0kmRDIitVCK0y0812Ou2WZOMiFhg7lGjU5zhlbDx9FDpn5wb8tYeFe9yXA4ZG1zne21LXLhqp8TD6kyIQImpDhWQMKl1oeo7J4yIqxoKBOaxsScUMDIpDh9Ak5sW0EV5R8iUSVpslGbNBE6lchWIUwUE3xf0t8CVKbFfe+qAfU+uxiZH0ePr/C733yAf/fl+zm7vkZa2CR5RaMQMD1ha0imwrQcNW4tSzY3QjGsap1e3HRxPRdgrhcKeMhrlIxvUZAkQhOpBrpQQaQOJSEGMZISXnoZU2SJ8tcRuV7bKojH81ZRIcWvRwC90CEdm4VWHavWVEUjSVRgkBMLTaXI1VojEt1x9xjb29tEvbPEw151/rLALrbwG7O0DnycRlN47Q1sU2MoIGm4QtY/yU4vR/cjfLPFwf1tfu6LP8LnPvFJ9f7TNu2Bt7IH7v3WN/ibf/1vKBEVARuS3ZCMpDSRiRe4L1mQF7dK+VEy/TFRDpYEBjJIE1n3cjJVm5VQxEWVBYnG2ZAxIJGIsezVBHlYUldLpUyn6kNsB9tyFbgIPZH0NfFrbRqujlPv4HsGrZll9l6xzIfu+jBzs/NTJspbOUim50apYEk/5KVMiAp4CICQrEgsFJNC0LpIv+l4EsrSNQrHRIsz5ut1dNNgmwLXMJkJamJrhTDtFZXKtuj3hxUoUYkUTR0niX4BJnXHq4ogDQMv8Gn7NVozLWbdgMXGLHPtgMCfYV54i1MUctkNV6mz6Cd9Vk+tMugPXuZhXarxI5mI1wNCpDhJokKTDZi4zuqWjq18QsTcrcqKeEpkxK18FsaZE6F2yObtJQtHITrvEr0SLwYH152qu112A/ZtvmGhZfUHI77xnYf51//qP/FHR88wigoSSX1YsyosKhBDQHRW6CoTUplvVuP/lWqXZOxLgXqhBUoZS6hYFBFRMhGzVnCjAjpajzT3VYEtqYRkC/I0VlmRIhPp0YvrtQSIdOYXaXVCHMug0HRG/ZFyXpfAgDJsixOinWOsnj1Ong6J+ztVZiUfqv+aEXLojs9Ra86SZDaWoWGkA86urbC98QJp3KcUSosqos8IojUiq8HHP/IhfvrH/wSzszMsLnt06k0adcm0TzOXb/PQfd+/3WA45Id/6ONKal6CUReuGQJEJhLznlE5lAstS82hcVPZRCDKI8TZJ8k1ikiK1Md+IXlMKUXpYwBCJnVgcl7JRFZqWWp9k/pGXdYwqQmxFfPEMGx808d0bWqeju2JMW+NhmfjN+r4YYv5hT1cf9O13HXXne/7z2p6g+9cD2jX/vwfL/NtmSRVmywXgzRV4KPuOIp3L2BEqFmTFnkGXlQQByb7rZBYG8fGHJtZv1bxF5XVGyw0W/S6PeUP4kjNSL+vHvqVi6+mgAiuhWtYtESi1/MwGzV2WyH1Zoe5VpO5dotmIDvCqZHVOzdc3pl3FnCxvn6W9fWdl9KuyhItTckkczeWMXw9VykOspOmTAzHXFrlHTJWwxK1K2nn/m6Dp8tcESDy4iiyFOqK3nupRBcmr3091zQ9dtoDr6cH5Dm9urrJr375D/iPv3UPJ04PSeNtsOZekokzLE/RsibN0nro7gyxqPEU9jmvkMnfA7cqTq/qQSoeZJJk5IWG7xQMYxn/EmdNybOYOK2ez1ncx7R90qh77r1qjRoLy/OUmkOeiCRpFe3VKfH0nH5uMto+ycrJJ4hGQ9LBFuIQXabbaIZPWaa0d32A5Ws/TsuM6Jc18qRH1N+hu/oYw+5ZVcs4GETgDCiGFgtWn3LhTg4d/iB2cwaXrgooVHszjXZrhY9d8wn+2I/dSTANcr2eYTc99lV6QLyufuDuu4nTnjpKExPBFwWufDNklFWBNcmSiDnuhSDk3H5MjArFfydBARAJuJ1rZalke7VCBCHEZFSVYp1zUS9jDcuv1i9lXjiucbQtTxmI1sIWkjAJfQ1TakW8No3AU14itWCBa266hk9+8lNKhOi91oQy+kpGw++1e3m/Xq/2sT/3s+UZUpJRhBULv7eCIAJABHD04pjAtuknyTkzN/m9FKobzYB8Z6i+SguEKy/AIi9IXIsZy8MPfUa9AaZlKZ6hDAqZBHXXY3VrS3EQJR0p9SG+6yofEs+waQYBrU6bWc2h3pxhqR4wN7NAp15Xi+RLNe7frx/R+/S+SvnUqwzGK3lvXHjnAoJFJWt1a1Vxw6VAXUmOTgwKLijYy5WKyAUP6dfoQscRCWi1TKgjJ/Qr+X7i+aF4tGOndakPkWMnIOWVTl8ZLMbU67PTVPb7dBi/6m2psSnhyEsb499vFyXJkC99/UH+z3/7FU6dOMPaZpfCXqYsL6YcCTCwdKnnEKVCEWYosc2MqDCUSIipCOXnm0RsxcG8yKsIrWQWxE+k1Hx0hoximYfntksVQMlzsqiL6dagiJmZX6DRDIijmEAbqfdywoBBd6DWnGjYZ/XkEwy7p1QWJRv1xuBjE8O08WtzLF31URrz+1VRfJ5mRIMug/UnWF09o6hZeTxQU7htDhmUIe1OnfnDX8ALPVU3JopcZZGzc+YIW5uSVV1TM77mufzpn/wUf/4v/hkWO1X9iGTrp+p23++IvOD1ilpUReQvh/brv/7r/N2//bfPmewK69d2xgahWlVjKE1AiPiD2CLXW+bqqwoGqK9SR1uqmpFYvEOEtpWWiFJ9molRaKWIJbUhkvlQ9VpSIyIGhjI/J0aG4686JgI8BIiIb4gpwQjNwLdCTE+oWQaOm+Gbc7TrHnZoELrzNGeb3P3Ruzl01SFcr2KtvBub7AXk//r6Oo8+8Ahnt87ykz/5hXMy/O/Ga77cr0n7xF/4r8sd0UnJSjbTmGIYVShaKCWyMGSZol5JBkR5hEihuWEoStZEMrfQK4qWgA1RZJAkYdsPFd1qNY/opBpOLVTKJEJvCWyH7X5fnW+m3qCbjCoJOSlyN0wQGVTXJTQs6mFIp96g6dWYnZljf3uGmVaN0AuVFvy0vcd6QB4S+Yist0LZ72Ev7gOzfsk3IZt6ecAPYfpNAAAgAElEQVRsbm6qMSM0LXlAV6m7cfFeVskYTh7Ql3JyOZf4h0yyHheCEMliVPK81d8tSzYnUktS8WrP+4a89MEskbBJ7YkAZ6GZvFsf4JfST9NjLqEH1BgfkO6chVGEvSBj/O2LIMrc+I3ffIR/9//+Z14426M7clTGYuJiJoF+EdcRdpTpVKaGuiYcdRUKquiJuqEoHvq4lsnQK/NOaTLnRFHLNiIFYvRyqCSBNdn8iFodtgIhshmwbJe5xY6SwpasCEWCpotnVEoe9xkOBoz66+ysHVXUqSIdkMebymfEdms4jSvYddVd2EEbRyK7RYqIAkejmPVnvsLWoFB0qzIZYooXQujTCAJq87fQXjqgAlW9nR3SUZed9RN0t06TJSNMLSPRtpn16gwKj3ajzSc//Sl+9DMfVvfdDmosdRqEdYfA95Uy47S9gR6Q53CyRbazhm66mK0lGBdjv4GzvWdecuzYMb7wkz/BaFiZD0r9kzHG9UKBkvVDmhSoZ6QYpkUh1MlxNqTKhGhKtnfSsiwlTRJKU0PLS2RtUUufAnfyVYC5moiol+VjJ3URqBO1LKnnEpEVQ8RXTExbgm1eJQzh13FMHV8yIVKcrhtYfoPQd3BEOrs+y7U3Xsutt93F7Ozsu87/SrxWpFasv73JY48/wwvPnyBKM+bbDT7z+c/SbleBhWl7d/WA9rm//lfKMs/Z6fXYThOKUcxILzCilChOsR0LXQZ7nqsFRYCGeIbIJkqAiCnFwCa4MuBtS/EKQ8NEsHunNNiwNRZtX/noiHeIG/hEQ5HqtWnWQiXhK6pajnueh6ukTYVH70uaUGO22cZzXWbbHea9BnO1OrMzHRZmGjiGIPp3V6dOr+alPaD0y6Mdyu0XyNe+R3bsQbSdMzgf/atoe257XV0mGyDJhnS7XbUZSkSXMK0kei9sQsm6KF19Ce9SFaJPgEalkjUBHkpFS/0sIEIAiXiJSFDPVQWwpVYZIL64ybzJVMQqx7JcxcWtCuHfnZGkS+im6SEv0wMSXWe4Rbl1nHztfrLnH0KLuzgf/WtoSze87X1233ce5N/+9mM8+uAf8PTJoaIM5qVo4168mZaApmyAdNNTyleyUcxyMTTM8UXhioszImqTpJe4dkmmdBDFn0MUFLVx7YWmzqcZLmGjDXlPqfhoWqE0tfJMzGsHbJ56jP5gSNRfI5dng2y6igjHb+LWFujsupHa/LV4ZZ9hcf6aXT0nyeH5J+4lGp6iiBJCz6M1ux9r5mpsv4Xruwx6fYqkx8bqSaKdExTJDlFmKB+TmtYjc+eZW1zAatSoNW+iXnPwJfOhDRUVxs0TDl2/yK2Hr+OTH7yFWq3K9E/ba/eAUkfrnyXfeI787B+QnziCOXsV1m1/GuqLr32C9/gRYlb7oQ/eSaLMeqo2WRpEo0Q2/lVRuvjb2KRliqXU5IS2rqmfPcNnmF1Ajy+lxrACKQI25MxaUhInqcoiSiBOMiATIKNwiRSnS7G64BJLPLFE8dTENIQSVoEQUagzDR/H8vGkHsQzlWKW7OOsoEPNz5WJoeM02XdgDzfcdBMHDl5BrVZ7x4Np8lzpdXc4c+IMTz35JGmWsby0wNnVDVbPrjFKYu666zZuvf0ObEnbTtu7qge0n/+Hf6eUybI56LPT65NFMSOtII3iSomkyDCSQtV46FmhMiJCv5KsSC9JcMaRIYnulkrOUUzfDDTbwilLXM8nTWJqjSZGURKXBYFu0PBDomiEpZu4NZ9BHCtwIy2TLIuoY5ljI7nApWm6SjVLIlPNepO2FKovzLEQztFpeOeKh9+O3lX0grI8d+9vx3u+V9+jyEbQXSdfe5ryxHcpT91HvPk85miLpCwI7/7LmB/5xTd0e6IwsrOzweZmV4HjqvbiYhAiUSP52+sBIudBSI5puUiRuiiXyO9Vps7S0ZTSlYbrSjpd/lZlRSxT/vby4EKuTQCTULnE6FCoX9P2Xu+BkiIZQneVbPUptBe+Q3Hmu0Sbx7GjHWLDJvz4/4R5+597R26039/m3m98j1/96vf47oOPMRxl5FpTbfRRBbBVPYQovEm+Q41rMTUjUZkMx84pDZHtvXjxFn8R25wAEHF4rsa8AiKImk6DXKSBi77ipke5ji5O0PEW/a1TjHZO0tvZoMgGyiehTDcx7JDG3AFaC9cQtA/iWQZRlhKPpJi9UDReyXIIdz10DbrbZxkkG5iJjRHMYHuNav1IY/J4h8210+SjdXa2VhX1SmhakoFxXIuwc4jW3F6aCwcxsphM08lG23S7O/Q2TylKWBwPqPs2rZkOv/DzX+AnP//HxpFkKdIXc8fphubCQS19XEZdyu2TZKcfxzjxDZKVR0i7K5jpEBZvwPvk/4K++453ZC68nW/63e9+lz/383+GRGTglIjP+SipfGvZEtw6H3RVWQldpOUlG2IqitUEgJi69RLFLBFrqNSyUpJIlOMK9RoBJpVUr6Q3x8Cj0oZQ8S7dFmsFkeoVye3KqKeSx65EKiRA5phCnTeVeajnhniuRihGoZZJ4AXU6jNcdfU13HDzDSwtLb0j0tZ5ktPtb3L0mRdYXTnN8edPMYxGEklhbr7DdVfu48TpM6yvdblyd5srbrmdTqfzrsvcvJ1j8t34XtqvfeN3yu88fYQXNteIRpGqBRn2+mwXCW5UsJFH2DIxEqmAKkhEFi4vFUVLKFiJrWPEufpeMiK5pAdFStGzIMloSfGSZE48Fy0vlNFbYNn00oS25xO6vlLEkoXGt2zltKs7VbGU8IWlaF2zTDzdUEaGjuvSaTap26IfP8OCHbB3TrTfa7SlPmSS53wLelsmeZSmHDt9im5vi92Le5hvtaaD+mX6uhicoVx7jvTsw+inHiNZe4Ji5xRkA0WUcrw50sYSwVU/iHn3L7zhT0u4r1tbXUSWVDIiaZFSZBNK1vi0Zao8EV6PgWGV6RBALCYGYs55HoBMMiJydpE0FFAhmusVOJHsiFlFgF+GKytjqMqIZCqzUtWWTDcyb3gAvIMvLHonKNaeJTvzMJqM8fWnoHuKPK9orK6/SNLaTXj4RzBu+7Pv2JXKWHv8qWN86avf5nfve4Rjp3aI4oJCF1rYxVk42WRIJkScz4tx5kO3NJwLCtcnNyKeIYYVKLBSuagXGEaJ15zHDUKGvQTDEFWriCgeEW+fpLfxPIPtkyRS45H1IB+hWzVqM/toLhyiPnsQ0/ZIowHa4ARbg4RBb13x2xudfdQ7QqtKcfSSQqRFi0zJxielRZYOSYdbdDdPEw826G2vqCBakY4oi6rYN2juYmn/YfyZa9TaIoGJ/vY6UW+F7tZZkuEOSdGl1DJqaUKiOQSNNrd/+NN8/EO3qey/mLrtm2myuDjHgStmqSu5vMu45Qn51lGK1ScpTj9CeeYxRhvP4g5WkLybpVuYtd2Ui9fi3fHz6Ltuf9931sMPP8zP/ld/Uq1LAssFVExAiAAQJSiqKOQSuJJAq5Ad5UhN/T7NY0QhSzIg4h+iKibHVCs5NhdVuDEAEVqW1IZkuUj0ClPlYqd1yUYJaEeymuIrolR6KzNe8QyRbIiSnxdHddPANl1F1aoFPoalEzgOnu/juwG1IFRrnevV2bd3lquuv5Wbb775bV3DNlZWWDl5mseefJLnj67h+cLNrBT6dNsmDAIO7plndqnD8WdOUETbzC0vse/wzTQajbf1Wt/3A/37vEFttbdTPvDE43zvuSd55tQJpVs96g8ZiqLQzoBTeopeQinKIobOKIrRJKJsG5RRSi6KIlmhzNhkIZCokCXFwbqmCpvKJMX1XEXhqgcBel4QlQUzzSaeYbKVJwSjlHBGUvWiPC/mUiYj0c8e14wI39d0bOq1EKfUsH2X0PFoNhu03ZCwVmOX32BxfoGFdhvvVSQm30h/yaaxNxiw0evz6HNP8fuPPcROr8vVe/byqQ/cwfLSXsL3y0Zy5xTlYA1t9hAoN/BLbUVFLO+ukL1wH/nRe6B7mmLzOYZxDytPVcrYqS9h77kLY9dd5LMHsVt7ofb9p+Ql+yEAZHN9k4FyUb8QhMimXwplJQNx3ujpte7svE9IJdkr/yeUrMlrpT5ExoeACSWOILKHqlhdx7arCPPLtUmmRo4XLq+4qU+ByGt9Im/O38vN5xUdUFu4XnYBr+Ok4vmSU26dIDv+BxRHv04p9KGtoyRxH21MjzDae3H3fBB9+S7yzj7s5j4IZ1/H+7z5hwrNdWe7y0NPHONf/sf/wAMPnmSnK9lBMf44f23iAyJ9ItkQxxYaeaCoU7ZZUJrV8+BCE0Op7RA5XVn8hYI1O9+k1p6j14/VXJM6v1Gvx+bpx+ivPc2we4Y83h7TrRLm9t6C2zhA0FxUG4c8K+l3z9DbEdPBU4x6W+R5qlzXmwvXs3DFB5HEg2XmJKMBpniH5CVRb0NRuXo760TDbdKop6hWcl0CdBy/zcK+w4Rz1yrvqrgwGI26xDsnWV89Vcn9RgOKeEho9hlhY9opc3t+mOXlFpm1gOdaGPmI0XCAmW6rDeC+3TP86N238JnPfkJlQ99rrTz9kHrOq+f962oV7bVceZT06DcoTz1A2T1N1D2jsh2DskAq+9Llmwn3fJhi8Wa0mb0YzT1gv331UK/rlt7Eg+WZfvvtN9Lt9TC0C9YPCWRJllxCW+MEiAIDooIldYWajqkJJStR9Ve26xJHQ2zdIS5iLE0okaU6LpHaJyTzMSQRjntanAMhF97KBJAoKetMgExFxxJalu5UQESMCqUJGLFdqVWUNUzAiUfgeEqqNxB6luurrKDjzRIGOa3WXg5cdZCbbrmJ5eW3zuhTidCsrnLmhRdYObvGU0+/wM7OpjyOCeouQVBXz6FaXWpZbBwrp9FusDC3yDNHniaNR+w6sJvlA1dPQcibOM6/31NpeVmWYuh2cnWD33n4Ph47+jSDwUBlJQbdPmezCG8QsSWoOkmJhFcvm6ukYDCKlXRhZOsUg1jVg8jEEiAivxePkMjW8DINPXQVUJFIQEsGSZyylifM1RoErkM0jFQSX4qFhlHEIIoIawHDQVXE5QXitC7mO6YqPq8L3SV0abk1GvWQluNRbzQ5MLPAgaVlGm8CP1E8tEbdLmd769z/6OP84dNPsbK1CUnKsMhI1rZpBCG33Xkbn/vw3RzYfeA9LRJcJDHZd/4ZxcqD2B/7ZfTOgUsaX+WoS77xGPnx+ymf+waD9Wdwkz79sqAhhXFuC91roR/4GNo1n8boHMKwapQqS/B6NoCvfjlKLjqKObtyFqEVSsF6aQtPdvK6SuUtSQWEXEzVerUzT5zUz2U+LBRvV0WQJOsx9hE476Iu3guSEakAyWv5DEgUVv7LcVPZ3ksacm/4oDwakd/7tymGZ3E+8w/QguZrn0uKyodb5GuPkL/wXXj2XrpbxwmTPl1KtdEqnQZaOI9x8BNwzacwWwfQrZDSOK9489pv9NYfIaBgfWuT3/yd7/GP/s3vEklWIm2pOg3Miws1LVGwkg2RxLGNUBWSTzYpF16pAudSYRLWmVtaGmcWCobDkYrIbp14gpNPf4N0uE2Z9lSBvgCDXTf9aZrthsq4SF3KqLtGf+s0/Z2TpElEMtyiiFbVW2m6TWPvnSwf+ojyRRCql8zhZDRktPmkyqp0+5JtGVCmXco8Uq+TWqvlK++muesWRb0yhYpVlmytHuXM6aMUaUTU36zWGC0CK1ObLK/zAWb3XonrtkjjWD0zElUs/yz9fo+MVUhraNY2+xYP8Qu/8DP8zGd/TGVI8izHd0Vm/t1d45X2til+7Y/D/g/hfPiXpDDhtQegiH70T5Kf/iPyF+6DZ75OL+riZhFZWeCYLprpUswdxj30GdJDH8N1OmC6Fdgfm/G99hu9t484cuQIP/4jn2WYDdQaJyBEMiBVkKkaF7YrBoNCx1IjXK0VFQipQIY0eY2lVcpYhmZiG476XgBJJL44KjOSk6QReSLLW/W6io51sQePULPyRGqxKkqWUsqS2hBH5WGq61Q04iqbbzmSqQkqUGTZNEIf19Kw3ZCaZWKGTeqejRO67N59BR/8yJ0cOnT4TadkCePmqceP8NXf/iqJzMVERytzHK8SdAnqYtEQsLA0r+S7iyRS1GldSwkCn12793HkqScx85h9Vx1iZs9+Vb8iwcRpe2d7QCvHo1Q2QCubm3z1se/w0PGjbK1uIsoCO90em8kIaxAzkmInYJiK6kjG0DfwhjndRJC5rmo4pEZELVJ1Dz+pNnmxa2AOU1zLxq8HDLWSYRJx5cwipqYx2NlhaBnMBjXyUYRmGizOzrLWrbj9AkSERiAPdpkqSSoDy6PlBvSymHazSdurETR9On6Nvc0lrlpcYnZ5Ce8NSMbJXUrU7vTmJg89/QTffPRBesMh+ihlUGRqAYq3+zzX21ZKYYHv8YWPf4y/9BNfZL4t2vvvvSZc0uzZe+jf+79ibjxN+Km/g37Lz4CqdXj5lu5sYj73VaJnfhtt/QWi7vPqyeaOH3yl34HlG/AO/SjlrtvQWrvHchxv7cIsY0bAx/HjxxVoLaSGyUzQXmQ8K9m+8843l/aZVepYJqUDruack4O+MDNSedxUD7dKQSvFtiu1oVdrqrZoTM0SatdULeu1euz1/V1kZNPHfpPut/4BXu8Uwef/Jdo1n33Vk6RbZzGe+TLxs/eirR9lODiFKRmvscdRGS6g7fkAzlWfheUPoNUXxlmVt3aMv747f+nRIlV9+vmz/G//6kt8+Z5vkRU2g7SqoTjfqk2R6V6gUmdJ7Yd9URZEjpei9Jm5Dot795BmUo9VbX7WTx/n+Ye+Qn/jmKJblXkPM1jiwAd+Thl9DkcGrh1VwGPjKN3uFlnUJ49WQGWUSiy3ydJ1P0mjs4Tj6BR5rqTdhxtPsrXdIxquq/qObLimpnMp+qNFTH3xNhYP3oVb60BRBbKi7RNsrp2k310n7q2jhRFFz8bVU1VzYizcyu4rb1IUstFICtZ7RL0tdlYeZ2tr/RwNptA30Is2bS9SFLKr7/wx7vjAVcTdIa7lstQJ+PDN+7niCrnmlxqXfr+f3/f7+izpkX3977H14K/Qbu3D/vy/QFu8/hVPW6QJ5dnHKY78JvnJR2HtMbbSAa2xYZ5mOJTtfZgHP4q5/xNoyzeB7VfP+8uwfelLX+Kv/rX/gdF2JF62qknxt4ALS9TaxvWussnP0gkIOd9RhlEVqcv887060WigvEJEHEGEd1KhyBveuSJ1oSLL5jwTcFOUSilLT6o5KJn/ZOyRlSepoheKaq8qTo/HX8c/V1cg5oUOji3XIEBJxFc8RQUTg93A03F8+V2DZr2lAs31uvze4qZb7+QjP/ARlWV4s5pkk5549Am+ec+3OX7qBDVfZMQN3Hqd5Zk29XaLQiswCoO5pRbbGzsk0QBdK4nihMWFBTqdGY4dO676c/+hq5nrLOE3p2bBb9Zn9EbPcw6ATE4gm7LvPfU4/+XII2ycWWFz1FfR2a1+n/VoqIrU88EIzbXJuxUCFxnezNDQRqmqCSnSXHmCDNMUo+HhjXJVx6GZOkmR0yxNZjoznI56lN0R3kyDXe0ZNno9Jfoo0ryxyJeWsrDptIJAgRGJKsuUSpMK2UqEzZtvY8cZYRjg6BbNMMSxbWp+wF1XXsnCzDKdWoirvB5eeVMg51XRuv6AZ144wbEzLyiq1cagB8OEnSwmHUVsbGyytr5BFovyixTd6+i2pdKQP/Ppz/Kh625SgKTTaOCMJVrf6Ifztr1OCtfWnyD5+t+jfO7e6qG1fCPeF/8Dmjt+kAioEAnMuAvbp0if/l2Kp/4/9I1HFLUq1jRCCamYFjSuoDz4cazDPwitKzCdN+9h9Hr7ZGVlhdXV1UoeWiQKLwgKxXGkZHTlaxWVujhi9ErvZVnVAqLGkyP/xunrsZHhZJx5ruS6RT1E+VGjjX1EzLGPyCudP02HyrRKwMtkEXq99z09/kU9UGbkJ+8n/frfpTz1vWqM770D/4//J1W4WP1CitdSsmgHfesk8ZNfpXz6d9G3jyBknlzT8SWKK8Wj7Wsor/xBrGs+Do19mJcAMN+Nn4k8Q+/9vUf4J//mtznyzFOkWUGmNUmLi+saRD3HkA3luMmmWjYG8lWpI5omBw/txwvrxHHl4lzkGc/8/q9w+viRqui9GBDM387yNT+EY2dEmUnRP83K8QcZCZVNZHqVhHEX0RE1TAd/9jBX3PyjmCJVmvcZZBqD9efY2lhh0N9QZoWVFmmiqFZC1Qpnr2X3tZ9GMjgNtuiWdYp8pOhBqy88THdrlSKL1XQXypmlDZnt7MHZ+3HC5tzYdT2mu71O1j3GTlekgqWQXW3vVNakY0fY7UWc9jXMX3kHei5mcBmF7eOZGXNtRynj7b/yAB++ssOBK3apdUiombKmvaPBhWJE+tB/IP3aL6NnMYUdYNz+Z3Hu/h/PUxIF/El9TX8VfeUI8eNfRjv+bRieRfJXnoqWi7mFD4t3oV3zSYx9d6LXltBfZLj3bhz3b/U1ydy47fYb2FndqTb6mTw2hNpUZZkEhFRO5ZV0w6TJo2jyOJJNv9STmeaF805+l2GVtsqAqMfWOAuSj3165Dfi2iaVI4kMcxETUgCkWt+KMiGPcpX5KAWXS03IxDdElLJkfRsrdMnxruNg2pKdkTpIASGhuv6aC3ZgMldvgxUShB62VaPT9vnoH/sc11xxJfalZNVe5sNQdZJpysrKKr/3tW/SmakjRIM/evQka1tr7Flc4MD+A6Q6xN2eqr0MfFfR9uv1FlubZ8+dVdbr9myTKInZOLtOINYOy7vYu7SMFQrF9N0dLHqrx+o7ef6XABC5mFE2UiZW9zz6PR49cZS11XXiNGGj3ycbjuhnCSNJZXcHRI5BkWQwSnFNk0TJohZKclfUsnZE3UoKm6REUaR4A49EirCGKalvcaA+w6DfY5DnNGfaNA2brWhIYRks1ZuiMs/Z9TX8ZlNtIoVio+RQHat6Xzmn62AZBq6kL22TwPWo12pKu31PEHD1ldexf3GemVrrZWVS5WGxMxpy9MxJnjr6NEdeOMbJzU0VcRisb7M67NHf2mZ1dYO4O1ALr3ichKbHvuU5tPkWYbuJZRr4nsNCZ44bDxzgzqtuYH5+Hld09d/iQS4TVty3RYpP2Z6N369K675UGvb8oCspuyvk9/1TBg//KkU6VEXiwvZ2fugfod/0E2jRDsXOCbVxK089THLyAfTuC/SKnBoaA69BLVyknLsWfd8H0A98HKO2/KbSq76fSSKUwjMrZ9QDSMCxUsS6AGuIXK9QNUSBRD3QX5S6fqX3FvAy6dvKR6SiXEmWRH6W/5Pop/xtUiMiaoDiRj0um3vZ0wtYKssYyw6UZPU5wPP9dMTl+lqJ0m4+T/btf8zgqS+jZRGyHAsT3fr8r2Ac+oSExim2nodTD5Kfeoj05AMY/dN0JcOpGcReg6C+i2Luasz9H0Tb/1HMQLKd7/3FSygczz53nH/6r3+He777JKtr62RlU/HA81KittWmSFiL4qQu9KdSk9onYdQIDQJm52fYd9VV6jVZVmUgTz71hzz7vd+odl95l/bitey/5fNgNulK9rh3hpVjf0gk9La4r6hZ4iViOiH+zEEWD9xNa3YGbbjNTlww2jnNztoLDPpbJELnkg2XgI+8i+nUsf02s/vvZG7XVSpIJRQt+XQ8LWFQWCSbT7Ny6n4G3RFZPMJyfJbbLewDP0y92UQZmOYJ/e1thltH6XW7jAbrgqTUe+R6SahkTV1au29k/oo71DMuFxqLIcAprehnCthoBHaupFfbDRfPdzl8cJFr9s5wYM8iczN1xQjQzYnTyts0OfOU4ujvkd7zt9jZOIIn2WIxY1y4CfOH/j767AEYbZGvPIp++iGSkw+Rn3mQIu6qdaEULw+3gd25mqJzAPuaT8PiB5QYwbSd7wHxpPjExz/K1vaaysArd3IJqEogVubM2F9HXmFblZfUhSBEAEG1akvdYRWImjRZq+wxLcszq0L1C9fzuEgx1D5AVEdLtLgkL0T+uipcV6qQAtiFVj8aZ0DGjOQL6VmG7qjidbWmSdZT1BsFIBk2nlnD8jxqnobv1whsA6feIvQNHLuJ54d88O4Pcuttt6r6xkvd/8jaHA2HbGxs8dyTj/PEcyfRi5xrDy7Rnl/g+Kl1ZL32LZd+MqAdeERFSahkjSsGgWl6NFsVfX80GmC7dbJ0oFSw+v0u21vbdBY7WEaDXfuXabRal3x90zH+5vbAywKQyVvsDEfc9/yTPPHU0xxdO8X65haD/oBeLsokfUZFhpUU9KORym5kIpWYlWSmRh6lmKXUqZUUjqEAii28WE0js3T1OtNzlPFhUROZXQdNCtm1ktB26RgOXb0gHY5otVrqdSqCLZQAy2IzGioVLZm2orUtMpKTYmDfdrBcm4bjq8xLJwi4cm6ZwwevZM/CIr7rqUnYH43o9XucOHuKZ1ZO8cTJE6xsbNDr9ejt9Oj1B3RPr3FmXR4iGbGYiol7aT3k0L591PcsoLuOAj3EGf1oSNobsDEc4IQhN8/t5gfu/jCfuvODzLyJKckLh4BM2FGSKKWZ7kiUoAaVK+r4gTbbbtFqziiFspcDIgI4sgf/H+Lf/8foozW1GMk9yv7cWLoB/cO/hPnc10lOPkixfRziLXWMuNXrwRx6ex/lwY9iLByG2SvRvcV3pYOwjJ3NzQ22e9uMhiKkUEkXTtpEnUp+nkj3XspUk+iKdHXl6yEPZ6PaVGiiiFVRsao6EEm9i8LJmF9rORhappSGXo2LKqX7Wiq1UyKRWB0rhnECNsVsqtBz5dMjqosTsDl5z0u5/svhmGK4QXr/r5D+4f91fvzK5ywAZO9daLf+WYyj95CcegS2jynajQAUX55J4QJ650rK/XdjLl5LOXMlujv7rhzj389nKRuU9a0u9/7+t/mt33mA7zy0BsUWO5lrRbcAACAASURBVKMA9PMRWN2w1cZFvuZppLIiQjlcWOoo4z/H1slzqbF4niMP/Da9taOK/uTV57jyji/iN/Yoc7b1F+5nZ+XZippVROqZJbXsQecqWss3M7Owiyw3iYYDksEq3c2T9DdPkaXi7TGoshRZD8Op05w7SGPxeurt3Uq9RyTkxRVeK0YUmmzebLzAJtB6bK4cY9jdpDQdlb1odmZJZIMmn/moy2D7DL3tVUb9LeW5IO7qBjmeHpH7izTn9tERWmmtQRxJdNrEKhIiPGwtVkpCKWKoKxkzyQ5lSr7U0ErqPniOyfJMjZuvX2bf/BK12Rr72iGe76hs+lvZlETr2ceJvvH30Y99U9F4ZJwLdMi8Jub1P4XR3Ef5/LdIVp/B6j6vZPNzoQHZNbT6MizfrGR09aUrKOrXKqPJaXtpD3zta1/jr/3SL9Hrd0mziFIoiSIPqhYJWS8qPw4FMWRPo2rFhPJYjQGhUFmySMnhsm4o80YBA1Jz6CpfKb2UbJpJJuNUOaELyKkc0SfnkayIjGNhxgsAEhq7ZFBUwFIyIbGoZmlqz2alRZUJEQNDKVJPwPSqSnlZ35RUsCn1IAKKKhAiiqUNz8TxbWw7pB7U8TyXMAzVM1L8N2685UaWlpZfVWRFgMOg32dtdZVjzz7L8WNnSMtIFZnbhcZS22BmdobcqNPqLKtg4nPPPctcu0YQNlRGU6ifch7pg0ajjmH5bGyu0e/KeWJmOzMsLs+zsb6pBDn8Zl0xZhb27KHd6UyH8TvQA68KQOR6hqMRpzY3+c5zT/Dgc0fUABElrOFOl26ekY9itooYO0cBE/H6kPoQq9QY6CVBqSu/EMkOlKIiVFQARSyvChnMUpjuuZWmuqHjSo2HZWCJslYtxJMaBENHG4wwbZvStcmGkcp6SEGlTNGozFVKeNIqx2mduu8rANQUVRfDoF1vcMsVh7hieY8qqHzq5AnWN9c5s7PB2tY2W9vbrK6vs7W6wamVVdKdgdLxTgc5tlPQbNbYs2c3C3uWcRp12W2SSF/kqapdERnjbn9AfzhkKPesa+xaXOC/+ak/yU9/7AcVcHqzlhjJwozSlI2tNc5sbJEOegzjVAkDjJKIuBBpzJKOPBDabZbqNRZnFlQ0wnMmkfuM+Mjvkt/7d0k3njmXFJBrlMeYZwWUtVnSzWOquD6X9LHfxGjsxp47jCZqVos3UjaWFLf13e8IKYWxVXSlO+iSjM5Vp5+fehIpEr+O8UP6UuZkpY5VjTkF8oSloxmqmO9cVkQU3QSYSJGf+IiIDrtIVmMq9Q6RFDXQlfrQS9pYRlgWDcmoiCqRwk6ZRmREGFFOIgZWks5X5zXH9C1RMnnvKfNcSp9f8jFFRPzol8i+/Q/Jt48ruqCQIOS5IRFd36mRew3y7ZNVzxs2md/Gae7GnLsBbe9dGAvXUdbmq03AW7xJvOT7egsPfOLIcX7zq9/iq99+lGNHj1IYbZLMqHYm+vkNpwytLNNw/ZBd+/bSmFs+d1VHH7mHU0d+jyzqKaf0vTf9GFfe8mkGgz7rJ57mxJFvEfc3yUdrlMUIJ1yms/c2wpl9WLZPng6I+uuMNo+xvbU2dkkXdbveWL7HVRmV+sJBmnNXKn8QCUSlo01G/R26O+to2Q7h8q3Um7vVNYhEsGTjxd/ENWIGkU6ZjRh1zzLs79DfOslo2FPASpS6VOZDPFKCkEb7ALN7bqTW3oWeDohzyeoLfckjiVIlL2/oOWkhUWIDQ85h19DjLqXjq98JFUaxAYyC0DepuT7tjsudVy1wcN8Ci0stOmENxxZ/hjf7Ay7Jd06Q3vcviB/7T1hxl22gJeun2mDKJrJFkiUY0U6lWGj5jGpzBK2D6Eu3ou++HW3uKjQRXBh7SLzZV/l+OZ84of/cz/wpNnfW1LiUjXEha7KiC45BSGEplfcJEFHF3iqLfvEaIKxmiW8p0HKBi7wUootalmcHDIW++ApN3leEF9SalsmcPQ9CsmJEnmrEmoFfZuf8QtQlyHUqOoVk+Kq1SwBPJbCiYSm1UQvP8ghD8WID35f9hUtYrymw7fqzXHFwkWtv+ABXXFmZF14YCJU1rbvVZWN7g9MnTvDc00fVnjNKcmqurtS9bF1n77JPp9XCay7iinCIZXBm5Szx1pYKhvieXZkSC3Vf0czE3Dogt02G6zuK+iiZXDcIqNd8Tp9axdAL5pf2qMzJ8r4D1JqSE3+zdmjvl5H81t7HawIQeXv5MFd2NvnuM8/w8DNPcXpjhc3hgCKK2RTFrDhW2QJxUBcXTikSd4VCKtGgKKF0TOy8ZJjnikZVityuoHFLp4ah6kbMUlO0LQVOrApozGCS6Br9ImPOEsdzXdG7BMyIZONgMCKV4vBGiDYSs6tMRcBs0cmW6JRkVNIM37SoNRoKkHTabYIgVAVbvVFfyQWe/f/ZexMoybKzPPB7S7wXe0Rm5L5n1trVVV29SI26hdDKIhoktILA44MAMx4bjz1jc+YwnsGD8cCZ8RmMwYDPDB7bA7YxcCQhJNSSQCC1hNRaepF6qeras3KJzNiXt29zvv9FVGV3q9WLSkJS19WpU62K7cWL+9693/9/y94+unst1NstdLbq6O+1xAUsslxkJyuYN4tYPLGMidkZFCpVCVsceq4Aj8CyZSPbGfRh9QaSExIFoeSkzM1OwCyXsbywgDd/92sxXSEAOorZKW5mXtpEZ8ejOxxiu76LIQ0Chk0M7RAqz71P7rUmKapsw7IF2SMwCTxkcyZmyzXM1iZw26HjmJ9bQLb3OPz7fxnu1oOyKeN2nGoG7m2lAkwAyg2bmoFRPQQsn4Qyfxra9ClokxtQClPXOi3f2Gl6Y9+dN6p2r4NGfV+AmpIWj9IhvBJFQAhbvbQiHFOznu8o0nT062no407EQUrW+L+50AgAUWhjqouOylDTDskzQQgXrSji4qVdyxDhzZ7VoTCJoMQEGpq40JBixm5hrlCQDg+pMDmpYqWJ7vzzchrR1gNwP/orCOqPiMsef2rOcf7NTdZ4jhtaDvrkYajLJ4HZ26HPnoQ6sQYl/3RnqJfDuWMCyLDv4POPXcFH7/843vfRB+GGJryA14Z5DYToGkNjmXdSwJFTp9PAtQwzPAY48+D70d05I92SXE7HHW/+nyRPo7V7BZcf+0v0GhcReTaSoIHcxGEsUBdSnEWchCIOd7pX0W9fARw62gWpc5Z0dlWUp4+iNH0U1Zl15Ap5oeV6dgfuYB/DXkNcrShCZQFm5vgPYW75OBKfSes+DCVGRFGuH8Gx+2LdO2xfhuc6AnKSgMGIjojYtdwUJuaOojizhsrkGkzTQOL7iLg2sHBAez0jB8/1040ZO5qpG6oUm0QbEydQEx+eOBupyGXSe4uhRIjNPEwtQTFvYKaSw9JyEbfMzeL40QUcXp8XCvFXG1wD/DhGNpNJXSeDIKUlfw1XHwZAho/+F9if+3fQBjtpivboWmBHW7D3+PrI1qDM3AJt9VYktbuQmT0Gld0PsRW/OV7IGaCW9rd+87fxkQ//MZodS3SG0okgBY5W3nT0HMkOhUEhmRykO6aUJxa0rtGWJCiUnZC0cMWcqYMgheCbHZGvPRjG6yNgVkhI1kgKhni9SYq6aH4AJ9agKwl0Hh81Im7aDeEgy2UMQtJuiALDpJNlajlPvQfXGjOTQb6QxYSZhVqcwlRVRS5fw/Hjp3D6jtNYXFmSudput3Hu8adw6eJl9F0rZabQiTNK0LMcTBazGDqeCM6PbMxj48hR5MoTMDMmenLtUpfroL57BblcXsAb3S+5LvqkYCYapmYqYJBjr8vA4h4MU8P0XA0TlRouX7yAXL6MqbkZ0eGwsFytvvzu9y9kPn+jnvOCAIjsy5IIfdvFhe0tfPrJR/Hk7qZoNaKeBct20PccdOlX7UUiDGKXgrkelqHADBO4ri+8WCJpZoLQqUErmlDpjpVN23zchHESkUeb6JpcBKzjV4n8cyYSx4NmmpiaqGK/34PpBihNVBGEEXzLBo3rY7byAg8mOysJUKtMoFApYZrAI0t/bVU0LO7QQmfQw5XtHbTrDbg9C91GG16zi0RXpZU4t1DB8vFbMDlRRqFaRpwo8O0UeJB+Ztd3cXXoIGkPxDZ42O1JK7ViqJicnkRlbhbZWk24mFoQwdR0HDtyGG9+9Xfj9iO3oZh/ce4oA3uAnf06dpotdDstBHYE5KjCCqDEJhzFE5F/wOqhE6BtkVbgwKJdZeAjdhwYuobZ2Xm8em0F97b+ANbm55CLmHqcbsi4CI2XPerTCAr1w2+A/l0/B21iEUq2yr7ss6o036gJ+o16X27OebPqDnrotNoI4whqrIBbCzkZoknm3XcsUn9hR5K20akDua77GTtkSaudldIRHW6sDyGwTrsiXIBYQU1BTKoD4cKiSQs5DFXZ1PAPaViyP8lkEHs+XDftBubJheWUYCVTo64lFDvQIGCrPRG6TLlcvtYheWHf6tvzWVH3AsL7/zniS38pgJw/K+v3Y5oh/z+rv9lMDpnj90G7873QqvOAObaGveFl6G+7E1mvN/AXDzyED97/GTz45B48ZmwkVUlLHw92QNZP3i6ic0XNYNi8gosP/QncYQtKNMDqie/Bie/5W0Lf3X7qi9h88tPwB5tCldCMKg7f83dQnJiGaw/Q73TQq38Zgb0P32oLtSIJutL1KNUOSQ6IWZpDydDgRAp814HVuYh2cxeB04NvN5GE9jW3qonVN2Ll5A9AiQhAPLEccgc76PU6AlZC3xI9CQFHHKTid0XNorZyJ6rzJzFVNOBnpmDCBgm4CoPeKDYftSjGnQ3dyCBk6jVi6IYp4D8MQikERK4loQ++HyJraAi5/rEarWVQ0kLYsYZ8BsjSVj6nYnGhileeWMeb7jmOXKWM2I2lYLLb7GFra4BWfygVbVK2crWSHFNV17AyP4nllRpydN47MNOolYnO/zmiT/06wsaTwhjgrYO/4GCkheI1wevBrCxAv/vvQl//HqjlGhKN18LLq2hxIy7ST3ziE+LCeOTQBn7/9/4LHnn4IcnD8rwQEc1caJMbJmISJpa4mTEA0WUPwXs1i1/jIeGFo/+bakKe312MbllelLq/jVY0hAQhPh1F004M7XrT/V2IOAgQkr7FvRkDpzkhRPOU0rFIz6KRCrswtAQWMxZJdU9dssSSXmNYtAkto6BCXUiphlqZ5jQFlMsVzM0v4+RtJyW/5IkvX0KzyQyeEH4copovo0JKVSkPZ8DzE8FXAqihipm5GZy+6xTK1Uoa9hvrGNhDOD0HfbuNYbuNfD6fFhZcVyhn+VwGBsOESVODgmadgaZMmgcmqlXMLs7g4tmLqNZmUJ2YQa5SxMREWbo0N8c35wy8YAAiGzIK1vwY9d4+zl29is+dfwKb+7vo9frSabCoqXBsDHxPbHazOq0dPZhuCF9TYNIOlVajWQ3ZSBEKEW1SKVbnxjhMEhGyszTgmxrmQh2Doi6dkJYSoZgxoWdN2J6HghfKpPS8AN5gCD2fE/BBkbySy6JULqFaKaOWL2O6ZMJFBq41lE15sz/A1avbaO7uoVtvwen2EfcsAT2zEyXMH13H/NIKVg6vifg+ZpiW5yJ0fAEfpGk19xoIe0P0hja87gAxLxgji5W5ChY2ljC9tADDNNHo06WF61raHbLDENO1CXzfvd+Fd3zvj2Bhgk3wrz0ooq439lDvNDGkA1kQw8saKGoJLNuT0EhyTB3PRt/md+whsBx0JRWVrdcY3pC86RhD20LVs/GeiSu4tXABFRqB03hgVA3mf3PbxYYuheji2HT0h5F5y7+E9h0YICUdpV4Xuzu7QpHg/0SkLiPtQacCfwK7Z/j4fo2fbVy9Ms2UspJWtdIuBAeBwFhYntKqyGBLAQqBCD8rPY70GKTqSVpfJoNsNg2tUoIADW+IqlpGYaIox0l+vaJGo0pZukgJaBHQn/K5OfiZqcvW8+eUPN/8/FZ8PNm7AP8vfwXdy3+BYuRdm9/caHFzxpJHf7T50gioT/8E9Df+gvCGb46nnwFWE89f2MRv/d7HcP8nvwhr0EeoTgFBE4o5j1KlgJn107JhMXQPO5fOY+fJjyHyB1DjPk7/wD/F5PwKes1dXHjow+jWzyGJAyRBG3fe9/NQ86vy/+3GBexdeRj95hZomRx73DDEQrGYPvR6zG7cTeKugASKyO32eezVr8Kng5ZUldlR4a+acufX7ngPppbWEQQa4iiQ4MJBZ0e6Ho7dlU4L3yv2+Tm8SceStr504g3Q80tC0qMbXRy5UFgtHm3rzZyBwAuQzWdhD1MnIunsx+nn8r+Lio9hlBERL8GIbujIaglCn91pDWbOhMccrWIW1sCR65+PM6uEARGTBQWHlis4dWgFV+o2tm3eE0gxiaFHLfgoIoe2VKHZkZ/IlWBkdGysFnD65CoOLS4KLYw0suipT8J+4F8ibD4mzlbPnP8H7/9qcRHqD/4qMofeIGLpm+OlnQEmoQdWgDtfdSe2t7bxgff9Md7//j9Gq9MXYBrQfSyiGNxNN/dcFmJFNvnaNb2HIgL18ZA1QhLU0yIXB8EIi1P8+5kjrxfhhBZMLQt3BERIx2Kwp3h4etzPpXk5HLTiJxCRLcFB4EEAIkYLoyakoUiRiyGF7ByYWUNACIeAEzpl0bY3R4CiYbJK2ha1qEXkcgWY5hQ4zbvDgRROE5VmEtRIUlumIp/PYa42LS5rhgk0m5Y4ja6tzuO2O28DNb48T4yt7rS7sofsNVpot5owC0UY1F+FKjTFR29AnZOPSrEq2pVmfQdRxC5SiMXFeRSLZVy8eAkzC6uYW54VFsnUzBQKpZvdvpc281/cq14UABm/NW+zFOC1nA7+8vNfwic3n0Kfk8nx0bCHCDp9uKYugCRqD6BU8pKwrljsZ7AxEktYYXkU4Nb3UxSuZtOWsskCUSEjblZR10JcMISC5VPIl6jQiwWhWvm9PvYQYqlYgd8fQMuamKpNYXZqGhMTlWst6W6nh26njXajhc3mPq5euAp3YMG1LISNnrQgGbJz7PbjWLr9JBZmp5HRVAy8ULo6GTsQ0VOz1cJeo4W9+j5CitKHFsJmT7o6UwuzOH5kA5mVWUzki3AQwe6y6paW00nNoouYa9mpUFJV8LPffx9+7id/BpXn8IknfWZ7ZwdXO13xx+/ZA2lbtoY9EedXizq6IVCixj/RUciXYSsx3GEfiu2ilySwOn1ZPIPIQV/RUUgivAtfxisKlzCjpbaSXLJplDu+FfH+I+ADQIc84cIslDf9EsyTb31xs+vb6Nnc3DcaDUlT55AQw2e4YbGb8ELpWNcXjXSDn+Z7GCJAyGjMUUgdsq4vJNqzAgt5zRw8BtNk1SkjLWYaJRCsVCeqT7NxfPop53Y7XcBIzSJXXc+R+qVjZ2dHvq+4K5MSYmRw7NgxCQL9tg9oCgL4n/5XiB/8bXFKIowjwB7XE7lU9+j8MwLb/MXLtSPQ3vRLMA6//tto1n7zDpXzcNAd4oEHPod//f99EBe3Guh5U0IrMrIFLGyckHAwjr1Ln0Xj0ucRhR50ZYj7/u7/jW53iPrFh3DpK5+UgMEk6GDpyD24+77/Fu2Og0HzEq4+9TDa24+JBoOPc9dTXX4N5tZfAZO879hDGPhwOpewv3NOKJI+QwRl08Q7VQoA8rVjOHT3e2QjR80I7/OOs4l+60nYfRqkpDkjil5FMgIfmcIiFk69G3NLc6JbCQN2FXz0IhO5QlZ4/OxSUPPnxhrKmo9BTEE+N4QqDNOQMN1nD3b9cwKOOLhZo9sWN6HPNQhs7joyg2bM/BUWQNgDdZDYexhYKcd9VBqR+wddtiw7wFytgmI2j6TYwamF4/jue49j0VTgffgfAec/Jq+ihS6vA14PB+f/9fu/AvP4W2F+/y9BLX57Zlp9866K5/6k8X17fH9nQekLn/8S/p/f+V08fuZLcBwPLnM7CJrH3YVEFyBCECAOVGMfrJGhCT+N0hsCfQKRTCaPMBwBYIWd9etgJaflr4GOrJaX/JBxjgitfX2Kz8ed/gM5IQwrFBAyzgcRgdDTbXrHIYb8d13NCW2Ma9tBC2GCEyKWUmkCpq5iY2EG+anrGrHx+z9T66TCRI4hhxpQmZ3FwkQOrbYjxWpGGxw5cQRrKwui6S2ZFThuFx07pcG39/Yx6A8wNzcle8V2vQsndlExaBkeoVwpwrYD9LqNNBOTmSDrG0J3O3fuIg4d2sDC6hK8yMf09NzzBgh/K8yzb/djeEkA5OCXrnd7OLd1FZ964ku4vLeDoWVLFXafnL6BizqxdhjBsx14Rup+5bs+kDcQDFyZf1KR0TQ4YSgdEIqOxhduIg5DKhTy2MlLpLsVhe0DC7QVWVANqJkMqtNTmJuckq4HN2nUrfT7Q7TaLTQHPWxfvort+j7s3SY8LhQDSxD28kQBG6++E6srKyhPzVLwINoS0sTs7gAN38aw0cJuo4lBvQ17YCFiJXxgyXEtzeSxevgUcmtzqBTLQOhKAvhwYKWiqJ4N1+ljt2tBIQ2G9sJGHp2CjtW5GfzU296F02uHYBZLmK9WRSTueq7oUq40W2i19nBpexMXLp7HUztb6G230SPtADGSYg6HbaA1YWBS06AXS6jkDBQoPK+wda7B7w+hhDacIETX9nCn7uLdtcdw1GzLeefmi1nQknMwAh78fdma5wLFjVpZy0K75Z3Q3/RPob2Q5Ohv26sikk15p9OXTbkAAKmMHvxCDFkbdyde2BeVuBBDY6TatXlNUDKmax206qU6IQzJUQ/lBkggxMdJ79ZUtszTyhe7F7kcubelUY4JK1t0AUkf52cWiyWEoSVptgzPTCuoPur1uogIZ2fn5BhS55AY29vbsuE5cuSwPDbWsKSUr28eHWm8eB/8m78Hzzv/8Lrl9c3fh3Sy8fmTYyTP+skPIvz0v0a3dQ4lgvDRXOZ54caLdV0u1RThcuMlcz1TgnrnT0N/9d+HlqMY8eb4ameA2+b65i5+8w8+ifd/4MPCHY+za5hcOJGmk0cets/+BTo7ZxB7+5hY/R4ce9W7hBZ18dGPob39JCK3AbOyjO//iV/A0NEQeDauPvnX2Dr7KUQ+heY9ycqYveXtmF6+FW4QQY96GPbaaNfPwrMaCJ0+EnZ4g+ZIe1JCefow5tbvQmlqEWYwRLPnwnE6cLtX0G7tSVjh+P0VOnvFFnQji4XVU5g6dp/QTgg0WN5VKBhWCRwsodAye53zi3NS1bKiJ+E1kyddZOhApypESRAZOeQSD1aUQwED9MJR7oMSQ1diOLF+7f2und8oRC5nolabwML8FJxQhR3StzVGt+dB97cx9EeOSbzvS8khPSbaVpTMNN06n9VRLBgo54ow9AxWli28RjmP9a0/lI3amFrLuc+rmfOfEIe3N14XfJz/nS0uQ7vvX8E4dM/LJrn8Rl/tTELnPeuWW2659ta8Nuq7V/H7v/9H+ItPfAL13bp07jzfQchcGjb3eK/lwkwvE1Kt0rt5mkyup1T18WBzJPAgieWpE+N1kTpBB+lXtOll98NQ0zR1DtKf2DWRBHUu/KMi1JiOxedECR8f0bR8FZauoxKPdCaUYlEfQuA0mkykhFFHx818xiCNmGtTEStzM5hbugU5syCZJjJGKex8OzI5xwAsYQeIgvski7xJ0XiCfKWCSjUPPdFhe9RwKbjzjhOYX1uFSUdI0xQtcqs/gDWgHtmS4mxCO2zLQpQYkgHk+RGDIFCdnkGv3YU97Mo541buxIlDsudrNTtYP3oI1elpDFp9rB/beNlpJm/0dfB87/d1AxB+gB26uLTXwINPPY5HL55Dq9uWDTgpR9zA65aLDiLErg+fzlnkr/sRXMdH1syIc9PBDQ75rTly5RUFXk5D3kskHV3Jm0goao9imHoGi7UaFmszqExNSLAhm+QUjvctB+1OG612B7u7u7hU30Pc7MHlxLQcmBkDy3NlLN1+FxZXlzA5MyXaCeoAIi9Ar9XGHrNJCDzabVj1NpzBUNywVAnfUjA/V8Hi8aMwa1OoTNegeRHsyJfKtIgi+3aaH1Jvw3U9EdkzC8UomijOTaPGnJKsAbVUwJypY3X9KL7vrrsxX5vBbnsPF69cxbkLl/HQuSdx9exZ7O324GixgB92UMg55vBpDZzLpsK2mM4PWeQny6gVSsiV85gp5+CaOWhJghl3iLdXz+NUfkcyEHwtRI7tSDWGnagoq5EsRLyn8B7IBUlCBklVmdyA/ob/FdqR7xNawXfyEJF6uy03oUFsIaGq9BoISW0OuZlPqVnXrXxfyDnhDVqcqdjGpsXgKBV3LD4MIjbH040OBxcefobwaw1aHaa2v9lsTnhE/jBdFPjbc0sy5g2T6TUYuJiZmRHbRc8bCl1xOHRRrVafJpZPuyoR6F3PBHZu6Mffi1oTOuTw3zluhMXv+LzxM/i5bKGPtnjyuQQXqf4lEcA0Bh88R57tyXVTnaxeo7GNz1OGd4C9LyP89K8j2fqSgBHpbsSkHKQAO5tEsBUF5vh8jQwX+KsWaLDwxn8GfeVV35bmCi9k/t2o5/D3eeCBL+DX/sOfYrelQ6kcFbtdbuB3zn8Sg70nkUQuJhZP48grfhBWv4Otxz6CXnNbOhart70Zh+/4XtaU0Np6HOcefRBu5yySaChzc/HkW1GeuwsI2xiwg9E8h17zUqoLCRwkIXUh1GsYKE6uYnL5lajNbYiANQ6GGPY78PtX4HUvoufqiDy6Z6U0LcnnyVeRryxj9vDrJLMgosMcuwzQ4cVAQfVE88G5mddCuIqZWuyyE6KG8BJ262NE7GRmTekuUoxLfv8zBy14I1bSRoOvD5SMaAKVYh7r80V4xqxUdYOhI7Raara8IZPXA6lUex7vCSGycBAmCkzesyMdExkfYaGKouZLJ56jVDBQMmPcqp3DW/T3oRRHYsiSqOm9amzEnFtsGgAAIABJREFUoMUB+moGpZE+ikfILSJXFuO2H0Xme/8F1OxNMP5SrpmPfex+ET3/2I/96LNeHjohPvXAx/CH//WDePzJL6Dbc4UKJWCexSAlEUo1tRdcdxjIyTWBVrjitijFoKcXhEh1Ig1qDERSUbsGOmWFonvIIBoxTfzIFpov6VgSlu6nuVi8FwuVkZRdUpGJDLjGMceE9Cti82fY9IpDFk3blFSgLu6jpSqmJ+cxPTeFudnFdDMhNPTRqRgBEFm3JIE9dYNUkhR5ib5Ej6FrCTLZ1Hq+mCuhVCqiWDBl/Tx2/AhKtUkxHMpkcrB8XvOOZPjs7O6JxnhqqiTZJ/VuV6yGCXxY4K5N1tAbcI/qieEEGQUrK1MIAlLSEnHE0tUQxckapiankDFvaqBeyjXwQl5zQwAIP4gTd7vVwhfPncFjm+dxudOAzW5If4hu5Keta9dFwInNZFktgR4kiFSuW4FkJ5DWJDfIA5s6XmZlbojkomCVJ4vy1ASWZ2YxNz2FokH7N2aAJOi7Q9T397G7vYfu1h62eh04m3uSYK56AYrlPOYWZnHkFadx5PAhQc/sxbl0wwpDOH0LzXYbzUYT2/sNDDfrIjond378+onpClaObmB2aU3Sf+mTzouUleqebcFq99Du9dCrNzFoceKzYmaiaCqoVkqYmZxEht2JgplqDopZbNSmsba4hI2VJbG029zewpc//zAevHQG1k4XPh00tARRNguvP5TNmU7+vspKw3WnFF78FHQxQZQ3JLq2KKaOhVpFckhOlhMcN9uoxBbCjImq1oXt5lA2AziRjoLpI/Y9rE0VMTM9gZJGwX4oPvFgp+nYfcjc/ZNQs6ybfecP2+6hsdtDl5acQRrymO72x9+dupBRsOGLOB2pEH0EQgK20tlXT6lQ4q+j6tcWAv6mnEMEAOx6cJgM/4wVeCJ6TVvJFLHzD4XqBA2alkFA97NsPnU/CVIQk2darKanoJh5PXTSCpmbEMn7jz+PN33S0VqtXVSrM5ioTkirndz1sZD+pXRFxp0l3gskw8Z2pH3u0yoyjFMNjJYurtTd0F2Iy1PE7AkuUCNaOp+XM3KyQPE4CJoykYto/3NQNx+C6oyrfQEQkAqZ6rAQWun58S30QxeFBLCiUNywSJVRbn8PMre9A+qB1O8X8dO+7J5KQ4w/+sMH8B8/M0DkD5GEIXbOPyAAJHbrmDn8Rize+sMYNs9h68xfwRvuIvY7uPPN/yMWN06j3bFw7ot/itbWVyTfg5kgG3f+ECZX75EcEH/YEUDjDurwraZ0MZKwL5X5QnUR+ckjWDj8SpkWsddBbzCA09vGsN+G5/QRusNrOSOIbJjFeUwunUZt8QTK1BMmWeSSIVyFfPV0DRKr3igWoEudhlxjatoB4b+n/99EXrFgMTGeWR8sqmmAH6d5VOMhQYgqheZpFoieYZBfVlwJl/M5hIuLGOz3EIQhbIsOW0Dk9WRjZLsa1HiIMGKng10Ocu+fXvwpaKP0dcWHllERUOql9LGY7OF4uIm5XANqRCcyuiAmWFucxdxsRWhdiTsQwXxCB7E4hEZQHjOZiJvCKrQ3/yoyc8dfdnP6Rnxh16XgXEWl8txaAhZH/+u//1185BN/JZaypBSSnkcQKyHLFILTCVryo9IbH+3upYg1jks/cLBjCtRYpG6qWXixB5MgJAnkHvrMQVArwIfaXOIQzj9Sja/pD9kN8WVDL0WusTB9LJ7n36lPCorlIuZnl7CytoGJyjTUjJo+xinL142n7sEOSJZQSWZcel0lOmgKFkYacia1jDSaY4uHAYcGSoUiarWSMGaOHD0mxWddIa1ZR9/2MbAGqNebCIZkMUQolehS52E4DAU8cdCIuzw1BavXw87WvjiDVSbK2NiYg2u58DwNs0szmKxNiz65VKte67LfiLlx8z2un4EbBkD4lgQOFGWfr1/B5574Ci52Guh2OnDoPNIdoOuSy+fDG9pw1ASxFyDjRwgyDK+K4Dm+OHsQbPCPTEhuuHRdKlSkFC3NzuD4xgZW5+fFyYHP22s20Ot0UW80RUzcrjfhNDoCPBLbQ3V2GkdXFrF4YhUza+vCm4/iBLbnIIkUNNot9Ls9XN3cQmu3IYIm33IQWy60nImZUhGVpWksr8yhuLAkXtfkb5pRgD3HkWp4Y7uOYW+IPtt7ra5UsqBkUTZ9lCcWMLNQRYFdGklCVcTNYWGyhrX1JcyXp1HMF8R9i9zgVqOBc1evwPMsFPwsLDOEPRxip9dD/co26q0WHNsV+2Nmo4jAmWFXowqY3MRGFWSKHjOmKd7Xq7MTKJRyUOnQwiAuz4FDW8tEwQAxCrqOQbeLw+vT+MfveReOrK4iCXgHCZFEPpRMAfrCaSjmywOAcP4R7HU6HbiuLTc3FjgJEkRwKqFP+rXgwuvi9ee/xYxtFsc5HWN3qzGg4M1zLEGRroRuyk1e6IWjzsH4tblcWiVKwRDpUhFMMy+AhC+SALLUXXgkfFcFgOTzBiyLAkZu9tMNFgWKvOo4x3lMY7oZrQ9Nw5TvTlME5qlIuFYWUmVj8NO4Q/NMi+nx+xDQsMsy7oCMXbr4nUVkz3AtkkpGZgB8XDovXIRN5qQ8XRQbuqG06VIAlpGOaSEDFAo6MswPkk5SCtK4sUtoj01KaOJDD+lE46YVPvIY+JuGLtT8lOR+KDfF6M8/ifmMBHjifBs//osfkPPHc7x3+fPo7X4FkbODlVNvR23je0TbsX3m44hIBTJMnHrTz6E6vYL2/i7Ofvb34fZ2pftRnT2EU6/921BMbhBaqJ/7PPaufFHuP7FP2pWPfGkC5YW7UJk+hMLEArxBQyx4B719OP19uM4gtfiVhGhunBxkclMSIliZuw3l2hIyiQMvSalUGSMjyekEETJ0XmMqjMQRvQcfZ4Ab5zW7oxzj17ADw/eQjQ2r0AzPDWn1e71CLUYP2RzyuSzyxbIIZWk44XqxXAu2w7XPFkcvditpXR+DTkWhzHihwsTuSJuVvi/XwnEBQPJ/4hC+1YHndGAF28h7IXRuJjNdaFEZmukiny3gVXecwM/8+H1YX15OgXtCU5OUOkeAzvPM3WLi9ORer05uvLB5cPNZTzsDOzu7AihWV1e/5pnh2vJnH/wT/NlHPoyLly6gP7BTjRBNGALOD9rkjrI4SEWXIFqGAqaFmXTejeh51GSISD216WVHIt1DKdJVIAh55qDwnB1u/k176oA3ShaGQwKS689n+ZfBhQnds7isHPBpMYw8FhdXsbi8gIW5ZX4aQumaUEhCjtWoaPcMADLWkpAbkoDappRipiQaMnSK5PWoKMiaKSOA4dLMn5mZncI03U1zWdTmpzA1PQM90aAZGvrDHrrNAQaDPhr1JnLZCIViGVHIIrEjoIQ2DEmkokBNSI/hzR2xsC/ms1hZnRedrhtGWFk6gunlCbhuKGHY4wLgzal+487ADQUgPCxudPzIw9X9fTx59SoeuXwGl5p7CB0PfcsSylDbc2Cx5eikovSQgt8oke4IdRIUqBN5UocxLjZLtkHWRLFSwvJEDbWJCfFat20HFy5fRmtnD91WF06Tm39bAsPWp6YxszGL5Y3DWD98CDrRsB/AsS3RUShhjItbW+Jo1W+00SFy7luIaBmczWB9ehbm+iyOr6+hNEWlhAI3TuD6gQRqaZaDS/v7CNs2dhp7CHpDxC496yOU8yoq1XlMLk+gsrQI1TSlBVqqlAU8HZpbxWy1glzBRKxoUEctQt4EFD2DDEL0PAdaGKDveyJaaw76cF0LV/b30T2/gzOtOqz+EL7tCaefG9ODHZHA8+Xf5W9NQ7VWwczitDxnXKXrRLHQsdjBKeo6Gl4g3+F//tn34qfe9h7khXqTtmVZBVG4sfsm6gFu3FR/6e+UbqB99HpdtJtd+JEvN+iDAvG0fZ1uTl4MLSuX1REndLghpzw9Rp7e1IaRlS5a5xbl+tDNdKHhY9zs8PF8ntcAqzacA3TIuu6Gks+xZU/bT4KQtAPCOTy2IB5rJ1JAQ80J7R+5oJnSPdNMFQEzGOikFoboDwbodprwLB9mPgc38ET3xM0YgQLfn5/Pm/VYyM7Xks62u7uDfXYVLUtScpnjQ8BCPggpApLsLqCOOQkhKtUK5ubmRt7u1K+kx8D3fSb1jf82HA7ls6enp0eiyIwIg1/Y4InnYs+NHqvbL785/sLO01d/1uMX2/iJX/gTKYVyI9/degTtrS8h8nuYP/EjqC2dRmf7EdQvPCDV/er0Glbveify5SnsnHtINCOh3YGhhzh01w9j9kjqwLT9+J/j0hOfReB0Uy2GwmrkOmbW7oJR2YASDmFbXdjdbTiDXXiujcDaH9EtuKbYUDMVTK/dgcr0BnLlRcnh4LVGN61AyYk1L5PKWfhhh4Ijo9D+3UAGdKxi8nP6OP+dg1bu43/jFjBL6mqcgmPqPGjRS8t2DgrKjfwkyuUcMkZOCmacyxx0lGQhgF0X6mC4blBkn+pQWOmgyiOCwg1l7KaAY6RD4TXHbkjo+/D9Hpz+U/B63LzSwSXVJ/L5Q6+P2Iug5dOMomJ+Bv/NO9+J//5n3oFpWdOetSVNVQIRyWUUnt10wnop18bHPvZxKba8+93vet6X25aFLz/yMO7/8AfxV596QNyhOAd4LyYojbkzGrlQiSBcI02J97Z0jhGMPA2ECCWKYET6us/5+SwcsfPMnK+AHeg4QEiXrCClSzHv5qDpCrUjvEeyoEUgksnlscpN+swUZqYXkBOzFd5A09qcqnN/Rwut0WEQT7BjMlrjKDinHTEp5YkY5fJvFoioeSQ1l5kitJ2nizVDGzMw1LRANjUxiZmpKnKVKuYWZzE7MSkdIyrhh0Mb/W4fzsDBztYlZAwTU1NVBL6HwcCGE6tIAhdaxsTCzBQ6gwE6+20gdFCpFiRUtdMbwrEiHD19XNYVduwXFxdvgpDnnc0v7gk3HICMP166If0Bzu3t4OGL53Fm8wI6gQNnaMEaDNFwLWQtDy0GT7kuDEUTjQirMLSqpQbE8n3kMhm4YYj8qMLJKZ3VdOSqJXEdCToDdOoNOBSH27z1K1iYL2FtYwmHj5/E6qEVeGEk3RcmtA9dBwPbwvZuHYOtBja3tgQc8X2oWSlmgNm1BSwdXsf88jqKkyUBCEx8t8IAveEAXq+Lep1dkyHaV7YBLiCSMhqJSH5uooz5oysoz81By+fFApIV5NWpWawvLWFhdhZlIw9PKuhc8DThWQYaN0CBWBXzqiM6t80Y0cAVn+xh4EANI/Q8H57lohu4ktje3d7HHhN8CZ78UKweCTKYASI2kCNb2Wy5gJWlGRSzJnqqiiKFx10Li5kcWlokHSOFtIR2H9/7mnvwy//dP8TG2vqLm1Hfwc/m4s7qf7PZRN/pQ4cuG64xKBh3QFhleaEgJGVUpDqP8WAVi1UXvWAiy2wQVqjoNyRp6UxNT1AtVuA6Lvr9Lmj1SxeSFJDQGSWUjUiO+Tqy/qTV0vHxj8FNqWRCVbPyfNKxCFYTVUNWI62JgZbclKWb+/Pnz8O2LQEapWIZk6VJxEbCJER4gSfHz8dYtePGv1RJE295ri5fuYJBvyddR1os5qhfYeFBDWDEpmi3xE2IRYZcTjqUExOT8lyOFNilCymzW6gLSd26MyOHMVa2GLLIbpQntqb8fAKhl0IT+w6ewt+Qr3buUhM//SsfR7/bknlgd5vYv/QZoU0duvNd0AozGNQfxf7lLyFyW5hYOI2V239Yul2XnvgCelufRhI5mJhZxqnXvAdmZRGt7U2cf/gD6Dc2091M4qC2eg9m11+FRMvJ/R72U9ivb0qWR0BReuQgCWibQeepPKbmN1BZuB3VmSWhGvIS00bFFMnxGIUw0DbUSCwRiMvVorDaS5l3OjiPaaPLQhnHQXDBNYigIxT++vVBqqJZmEa1moUbZFDIaXDcSDpxBNsEHtzMiSUr3SITJbVmZYAa1xFEEuiby4SI6DAUeEg0ggoVCgN9FT7fRW//EsLQgWfvQEkMRAoLSH1UEwu16Qn0+ja2G03ZmLHrki2t4raj6/jt/+t/wa233nLz+viGXBGQYgu7x4uLCy/oE3hvbuzV8akHPoU//cD7cObcWTh2mGpDSJMiKuAtkLdCOjhx4aAtr6jAvzoIoWYknb+mdFLGHZHxAY1teilYdxj0yW4hQ2/DQAKfpXEh+VIs/qTrHDUqZlbHofVbMDU/j2phARmTDIn0Xdldlq47P3vkIi+Ag5eW5J2kzyOgYhePYIbXIQENzYT4JCXJIFE8qElejFfYnZfQXgb1KhEMdsPJ4DA06ezMLE3jladvR7FSBJgur/noDxx0Ol25vvau7iKf15DN0ozFQscOUOS+StFQzKjIF0vosHhtuWIAUKmWsLA4j15vKPEHt7/ybqEJk6K5srKCbOHZlscv6Ee++aRnnYFvGACRSUYRaRjhyv4eHrvyBB68egmddg9Wf4BOry8xuruhC8+yQPIqdSKyAASRgBAKhuxAHKtRKuQRZXW4Yfr/s0GC5rktCc+hpS4vSOoWjh49jPVjRzE7PwMzm8N+v4PI9oQHOGCCeLuJq09dFtAi1aMGxYypB/vi6gxWT57C7OoKJidK8GIFg8CDPRgKXanZc7DXamH3yhasnaboLQhaOExNEeBRXV/F0voComoFMQVPcQAjP4HTtxzHdGUSBYNiRk2+A6thJjueWmq1GMQhugE58dxkWXD7AdoUDrITFDjSFhz2belojBfH2OtjP0hgt7to9wdoDfppMGEQw7HstOLmesiVCpiarqBQLqLHYMKhg8OJiafMGBk3ECGlOdIJ2K6DhfVl/OOf/Qd4y6tedfOyOXAGOKe5WPQHfWxd3ZKKPEMeE95gRdGXDt9/to3v853IMYDxfB/FQlE0J9lRjkh6d5fdkfj7+wTNQYi8nkeSSSQ8aSwiJBAZV0Cr1Rzy+QnpQvR6vWs0KT7fdR2wCZG6XJHGRetEVo4Bnzak+TyevHgBjV4DeaWA+ZlZJHoqdGcHyPOpI9Hh9B3oOQWTk1PMeUOzVReXOs9j14V0LXKYeQ2mAnMjYwhoYuZBTjQqkSwM1LZk8gbyeio4zOVTQbxQWHQDSqIgVlPaCm2DLcsWMJLNmrLYjLNSaCVM8DGmqD3feb/5+NdxBpIE5zZb+B9+4wFsXd1DENHrjVSsIbodG1MLK7C9CP36WbQ3P4vQ2cfCkddj7pY3wOoMsHv+LzDYewJJ2MHG6Tfh2D0/AWL6sw/+KRrbj8OnEDtoozx7DIde9VNSYLJ5n7v6EKzuJYSBh8BuX7fhTWLU1u5FbfEUjGwemp5q5XSG76ma2JULj3I0UjtdU6zKSZ/iYE6HXG5a/pp97sGcj/FrDxpEUKhKvQjBd7ZM4FGE7Y6cs6RznAIgDoKPcaZQ4LLUPEQ41nRJHImglLRrqbAL4sAPmKVAChiLdC7g7ohGS/c2MfAzMFUfkcc/DRxaPoTJcgmlCs0kIjx5/jwubu3JZ7MjNLk0hZ//+/8EP/fet0l2yM3xrXMG2Mm+ePEC/t1v/Bq++Mg5DPwBHDJH+LsnoRQYOZdk384miKdAyaYdkTRrSheXQHZAxhEiqXtbSlWV/KiRGOIgAKFNr5h8hBZ80rIIOlI2ngwGGNI1ZX2VNri3Il80xekq8VQomZgO2QIySPPidaHGWgo6pJufAicCDKklaAE05MRuWzFHa+a4LTL6KeiERRAiYvokL0ufrqfPJSuAYDpj6lB1Q9zr1lbWcNtdp1AslKAbpCOHUjgbtAboDbvo7nehqjEmJ0sY+iHcgQvDiOF7GrKmgam5CXQoE2j2ZH3NGAnWj65i6+I2wkTD4RNH0Wv3ZJ09fPzwzbXlBl0y31AAMj5GVsWGjoOzVzfxqS9/CZfbe2gGLga7DaFd0BlrZ0BTQCY4B1AsD4GhwnQjDFxPROiKoUMtphVRjv6VXTTPXZW2NZ+/dvdt+O57vwsby0uSiL7bbSEY2Oh6NlTLl/e/eOY8Wpt1aXPHHQomU17v0toajr3iCJaPHkMuT7u4UBYIpztAkxv/dhe9RheXL29iUG8gpjBxvNdUFJTnp3D6yGGU1hdRzRkYIJG8jfnaHI4cOYL5ydmRc8Xo4D22Cj1YTFYfuLCMBGW6QagJBn0XNrh5i9AeBQlG3S4Go04qRfFM3O3FPuwOwVMqzh+P0A0kod6T1S7BXMdHYyKDQpKgT8E9gxCtCE0D8FTgmAVslTVYpK2NNCSKE+DYyWP4P3/un+AVx2+KEJ/rWksSF7u7bezv78tGOc0J4dxhCnkKArjJfyGDvN9xFyQMqeFgUOH19nkaYmjAcfpkwqGarcHPBcgpT6/GcNM9O12RUlOxVBHQQZ4xj4vdhUqZKfY6HPLMRzsivjdvrPxccmf5HteS4rtdzM7OyvXAxZGDXQh2WmgZTZrBWATODdHe3j6yDKYaBS7ajgsvdhD3yfL15RgmJ2soFgtyfkhrG4c1yndEBpY7BN3A6PTF59C1a0wX4+eLVfVIxE4tCp3n+L6kdhF83OTqvpAZd2Oew83Fle0efunffBhfOtuBQi0atUZ6ARNTFbQbfVjdXdjtM2hsPiIAZP7YD2Fq7R4Ew6u4+JUPIbC60M0CFo+/Hsu33Au3v4+zX/gTDJqXRRXLguMr3vj3EBaXYQ96qJ/7a7TrZ8Qlio8nfkO+jGZOYOHED2Jydl1E4uyIPMND+0V/6QndRydMqXykWnFQF/LMQUpWJl+BblZeUH4AwbNcf0KzYdeDlqGpTolJ1ddG1gdc+ieyCs6EZw92+yJ8dwDXbiObqyKw6si5VxGoGjaWF3HvK+7F8ZPH8Vcf/xAUg4WJDJ66dAZPnL8obzsxOY23v+29+PVf/Udyrd4cN/4M3H//R7C7u4f3vvcnX9Kbs5jyoQ/9Mf79v/1dbDXaogENRl0IAs1Ei67Z4LLpoGY1GDr3R+wSUP9xvSNHwEKZyDg/5GCSOkHI2KZ3HFbIA7YjF5kkgpco0AMFM9PzOHXsNPKVHIL4upidWqEEFahaANWIEAXZNDfkqzD3RoSPaza8fF7sAlpWBSKC5dFaOXq9lhQRKdRx8VvpUJMcDIKdWBFjhnw2gpOZRzXTkjVoZW0F97z6FcipBWg5A2HQQ2ib2G3vYn+7gVanialyCfmJEnotC4ESIE/HMeRkbS1UChJQOrBpnkTaew933/0KXNrZR1Yzsbi8iFa7jdVDq1hcWHjaOX5JP/LNF+GbAkDG55majsv1Ov76yUfx2O4mrGZbgv467IjQKYsdiW5feKcxg/RcD0XTgJ/TxTqX1VNuNAaNDvYfPYfIJe9dRWluCkunj2J1chrVQgGaaWDo2GhTEN5s4+peA62LWwho6Um9hB9Iperw8hzuvufV0DfmUcgXxGFl0OlJlkkv8NBvteHs1XFpu43+fhMxheVc6FRVRN+L0ybWD92GmRNLsFQTJd0Qu8PJfB7rK8uoTNRS+D+I4GhDdPs2WraNZuigR0FzFEvlVxa3jIFiLiduJDlNRzWXFe9qLlKs+Lr99Hkc3UEPsZmBs9eBPspTkYs0I5JFRLRCEYs7C23SxwhSKEZniJWRQSf0pKM0GAyh5rLQPR8VMwPfZnkiQV9L8J53vwP/4O0/gZVa7eZl8jxngBvvra0txGqqFRm3ntOXpQ5pqV6EgOJpoSLyDFIy0qBCHW5ESoeOjJYZdSZSEJJqKTrS0VqeXYKXCVAyC7LYyG+vUDhuyiZ8OHTQJThV2ClIE88JCAgaCCTE1lfxEMWZEahgB4TXVlneJ93ch7Lp52GPj38MWPjv3PjzD3M4mDGyv78jGST8vExGG2WLpMfODhEdTPjcMTAZH3OtVpMuEhOlu+0uvIiW3BTbpxU9tv4LhaK8lpqRsUUwgxT5XcRS1TQxNzuLSqXyHW8R/a14MW42+vgXv/FRfOaJVkrbCAJkMyFUcxpKYmNo2+hdfRjd+uMjAHIfplZOo09t0FMEIE3ouorFk2/B9Npd6Fz5HHYuPgSHSeVBCwsn3oLjr3qrzNv65Sew+cRfwelupTkg/j5UPYtC7SgWT70DuRzprNfvlePzRf0G/5BmxWMsaQEspYJS0kUvevYmnBVgoWl9zaGgokew9CmYxYp04g4O7gF5/RQLOgbD66DCcVIHOLknUF/lWpIRRCoVBe1RoiLyKQhPy8/shAReH0nQhdXfgzOoS8BmKTNEp0Oz4B6Wa1VMz5GjXoahenjdfW9Av+niyS9/AZlsSahnD3zhYWw3O1Cys3jNHbfhP/3HX8f09NS34pT6tj+mRx55VKIA3vD6ry/YlOvKb//ar+GLDz+KZncPjsMMqhBh7CFxY8Dg2j7qhgjdKgNVbGzT++f4Pjs+oRJgSOcz0msluDAFLBnFEIMRDupAhOqHABOFeWysH8XUTBWOtETSwY4HL6Rxjsc4RGbsNJWwM2MmiF1Fsnai0BlRrPgydlhyCD0XapbaUu5VFChGIvoPLqBklqQ2xHSAYzeE2hANGZ1aQUP+9nz1mlMWGTCkKJ+87SReedftQuMySoA/AIb+UEJUWdSisQO/ZjGvo17nmkXBDMBGIAthesbAhQtXpPCtZWIcY8dnbQ5PPPE4ipUJTM8uCOV4emYas3OzN0HI13mlflMBCI+Vk3y70cZDF87gs5fOYNjtoUd07/loW0O4tg2LouuhDS+jCB82cQIUa4wMSzskNlN4L+0IBao4U0Pt8BJCDVCDSGx6K/kigv4QF+t7cLYa8HoDyQ/Rsxlkc1msL8zg9L13YnrjKPxsBG2YwO730KXFbRimidi7u7h4eRfWTlpd49BUBdl8DksLM5g5fgTLC5MIShUUaMZD/n25gLmZGRS1rICAXX8gwnFWiZuehT1rAMd1YCq6vM81S0VpkcZivafnTKFMcVM2qWcRDoeAkRFAxtK3xs2qF4goSwTmrKI5IZkBKggxAAAgAElEQVTN8BMKoT0EvPGEgKsmqIQB2rGCCT9BK6ei5MZwlASVSEFdj7EW6aizFem44hVO7eTUoWX81NveiR+753Wo5Z7bRvDrnHvfUS8fJ6lTI0LrQ2p6xpadKW0r1TE8V5I6OyBsG1MIzk4E59OYXsQTxU0+BXQLK/PEFdBHnuvclBO4GBmKUjUBCzRIoAVjZcqA75P7mgYZ0oqXIJ6LE9vZnc4A5RItrhl4SNvaBAb1JEKxsuGQMsVcjhEIHgcnkmpC+tW498bvxo6P7zNnZCi0D1Xld8iJpWmlXJZuBuf0WJwuwVqZDC5fvoT+cADd1OSYCSb43Xk98D3Z0SCoSsGPIh0T8qvZQeHr2R2h8HxIOoqqIldKtSc3xzfvDJBv/Tv/+XP4Tx9njkckTjpCP6cpgq7IPc/ae0w6IJHTwuKxNyC/cAeCwTa2z34Sgd2BbuSweMubMLl0O3af+jQalz4rSepK3MOpN/5DLB0+hcbuNrbO/DUam19G6DHhhXRABbPHfgC1xZNSQFKSFMB+tWGMROT+M/Qa4+cSdMjmCgpob8ucjWeXC0bPZpU5U4ZmlFEsp/bVHKKjomMjnQ6LOjq9QOgidKcbD9ex5Dpz7CHihHTcCGo0hOul3qZ+FENXFTh2WrhIQg+O1YLb34Q/3JUAQjNui/PXfCmPCvOwZpeEiimZWpGKUtHA29/xI2h1h3joC19EsViRzuUXHn4U57f2UVs6gQ/8v7+MO+84/c2bKC+jTxoDzBtBA+W9/88+9H585M8+irNPXYA1HMommOwRz7HE7jZmeA09A8Rlk3Pq+j3QyJDGmoJhoWmNQEh6Pz/YqkijLQ2D9+xpLC8to1yZHEHxNPoyrTBwTh4IChvrO4RylYZ+kDYVK0x5T6QwSraJyK5I7hLBH/WDdPdnwSCBalCA7qW5IKJvSZ+TeAwbpCaWxzpy9RrlhYgiUqX9dSIURlOPkc3l8OpXvxJrRw9JMbiQUTG0HXRtF4NBF6aiiS6EFGJea7wmLArqRd/pwCgWhWJMJsnUzBQCZ4Ag8jAxNYNhz4VqKJJzQu3n4soiajM3C7Rfz2X9TQcg44NtD4Z4aPMczpy/iIvtXQx6fQmcag4HQtei4M/lhtpyqU6FSi/oEQDpPnUV1uW6OFVN33WL2KlxgideAF9NYLX7cK7sC3VKyWRg+DFyM1VszM1g6fgGVtbWkaMWgq223kAmY6vTRmdoobldR50aj91mKion5YMdmEIJE9OTWDq0iqmlReQrRclrUOIIhWwWRiEnAivLj9B0bPSHQ3HoSjNQXMS6ilyerhTjCzjND+GgqwUpZnQFU7IZliDSC3ZU+bZsWzaR7N4YLgXvEYwwgZYA/dhHQc3ASyJKjVNdigqYdgDLAIaOh0kjKx0dnZUOuotRpJ7LSIKvWczDHdrIZwxUq2VohxcwuziPv3fPm/G60yeRZYnj5njBZ4AbcFKeSAsKeTclxXtkAsCNOav24438QdtecYGiPkL4qxSZqpLzwd+dNK5mcx+TkzOy8eZmnDdJvo8A31xWxHxByI1P6n4jNCqdHiTp89iVEKtaWl6HgEUxXqd9LfFc9k/MMfBoYpCK2FM6GStuDN/Mp7kcGh1EFHi0XGW3jW45Smqdyywfdi7YcSGQ4GsJkMY2vAdPIo+Fj/M8kRPPbA6+V9qpKaBYzEtFiiCEzyMYo46F3510MQITdnRybLWHdKaje0sgr2eX9Kb4/AVP2a/7ibbj4ffe9wX8+h8+koqjh/sI3Rb00iJyxQnRtFnNs2huflGSyOcPvxrlhVthdRvYO/+X0gExMgoWT70Npemj2H3qAbSuPow4GEBTfdz77v8DiZLF3qUvYeepz8DutxB7DaiZHNbvfDcmlm6Hb9sCiklVMpiNEbGR/pzw4at+54MuV1/zpNC10CghW6wgx061F0jOBhmT1GnIPV3yelQBIFkzFaBzSKHB60HTcwh93iNyKQCJXfghs6HookiNSgIvJA8/QNDfRLd5CZ7dQjbuIPboCBZgeXYS1eKEbPDY/J6cLiNWs+LooyOEqSd4w1vehl6jg92tTYRBDMuO8MSFs+j4OfzG//7z+KH7vu/r/v1vvsGzz8CZM2dkc3vHHXfckNPDe+OTjz+K9/3x+/G5Bz+L+n5DnLK8wEISM//rgGCDFEgxEhlZNqukA6dOiPro369nhqTrOzfzvFdXClXMzM6jXJqEYSZQUUai0yI3RRnUnrA7oRrAOMlc/maUFTEDO/dxLDTfRBnlVCVcAwiYRpkf1PGROs/mQ5hFnLhPIweomjHqgMTS/WCCOo9P0cegKmUSsCNClyxSDHml62oa1VCu5nD33Xfh5Inj8MMQaoZmMT76vaFoJ217KHoOBolOVEsYWIGYpYRBBKNYwOLSPErZAvpWX9ZCOmaVylUomQS9bgfZHPeCU3CHLlbXV1GeePnEEtyQyXzgTf7GAAiPgRucnXYHX7jwJL5y5Rx2u01YfXK6h/CGFuqRB8MPYY2VUAcAyPDiDorzU5i9K9UoEDVTKGgNLHTOXIHb7KY5HsUcbjl8FIdPHcXa4gI8Q4NlW5JB0vVdBI0uGt0O9nYaEghl7++LgJhjspRHcX4OqyvTqMzPC2jJGiYU3ZC0cM9kgnSAthKldop0gGHY4jiwbrQSqTlDbFTHKkT+f4IJcX7I87+vtzaf+QPL40zZzegCsNgRktRzz0dIHr/DCztOBfxxgmwQI9JVOWdVBhXGunRHaOZnqhoiLmgU+Gd19D0f1UIJbtFAcXoSk/TXXp1DyTTxM3e8CXdtHIVxs5r8oq85bpZbrRaG7hDucIiIQWIMiWTqd5yCizTnY2wty+DBlKIxpm0QhLAjwpBNmyJ3P5CN9zjr5fpBqSiVCrKB50acnzNOKycIGNOWpPcYpXQqHh+H2PyOgiyfDjg4ny0JMyTQEW95lcAiparw2MZAZ+AMEft0JjGRO2ABLC8aZSY88wQerA6yu0EQIrSCMIBp5uR7khJGKllqsZs+TmBTrU6KBuQ6wODr6HpEgEVfpXSRuhGJ7S/6h3+ZviCMYvzZp87iF3/rE/AjBWHnCdQvPQSjNI+1W1+PoR1j0LiA9uZnBIDUVu7E1MrtkjnUuPgJASAE2oun3olMfgE75z6eJqkHfRiFCbzyrf8Mvt3H1TOfwv7lh9LcltjB2p0/grWTbxTDA97XosBGKFbOQTr3mB2Que4u99V+Hm5lDDW6Jjx/3p9Q0aEZRWhmAcVSMRX2KinY4MjoaY4Vsz1MQ5UuolznkjVDhyGGvEkvFIz808DMD6aq04aUzyPFhPcJRSi0zU4X9t5jcHqbyGoeslEfWmAhmy+gNjMHM5tHNqMIrYbd/3yhjN6gD3vYk+9fKdfwqtfcSzsjPPnoGSQMOQVwcfMqfvRdP4Of/Ttve96vfPMJL/4MPPDAA2IScN999734Fz/HK5I4BKmnn3/wQXzs/j/HIw8/Ctvvw3MD2UvRRlccL9np4HQkZghJgSLliqBASx3dngFCCE7KpSnMTS+izI02LwpVQUaJoGolZAwtNYw7kP1xjU08YhWnXQt+aJgCETUjzl0UiUsWE6uiUqg6kGtCXQo7HhSNUVelhClIOfBZAkZI/eLLR51NhUJ6MdL22K+Bzg5jSJDFa51amNSU5d7XfReOHzkkawcPj6YojC1o7TfExTJweH9QoGV1ccEyjSKqtSoMjZR/TYrXDJRUIkXy5Wi/f+jIClyL2WoGJmqzAjLXj6xLMezmePFn4G8UgPBwiVyZD/LU1cv4/KWzOL+7jXq3A39oocskdYYzeR6GIxBCChY7IPZOE+VDS6itLwjwyGSzwpltX95G+9wmgvYARrWEieVZnDp5ApO1SWgR/d1pG+rDaw9wYfMqBvstdPeb8IcekkDSylCr5FBZXBQh9tTKinALaUtnDfoYODaSQl6OO8jpiCwPPt1GBlRTjRB6FF/raEg7crRxkyA0c1wqUBBTk2HqSNxnBwSNf0p2RMaPs0simEZjyzUU1xMCEVJ9nMFQ7IC5UaUAPabNo5FB1YvR0xKoPCZFRaQpon/R81lkcllMzk0hyw5SNY+aWYBRzqOmmfjpV74eJxY3kHmZZX68+Evoq79CUr4dB8NBF91eml4/dtDiK/g4N8m8OaYCdLr0kFZHQ7gArkshe9oep+gvq9KhJO0QpG4minTYCDLYAUmTmlOK0zjAj88dZ5UQeHCRGmtF0vCpRHQcHKlRxFCsfRErKBazyOWKaeYII55VdsRTcHNwDB0LcRAhV8yPwv9GjzIYkaL1cbjJyM6Urx/TVbJZ/ndBAjdHEQcwjKzQuEgjy9BDXqcDXgm5alFc8dhh4SCI4vdJgRA5zxJgItqZcVDjQb3Jjfpdb77PVz8DDz+5hV/8zftxadvCoHUVjYuflA3Rke/6SbGotVvnsX/pr1MAMn8U04dfC3s4wO7Z+wWAmLk85k68AxmzgP2LD2DQOC8b8dLMIRy958dhtbawc+7TGLY3EXtdqGYF3/e3/jd4YdpJ48beYXhslNpCZzCEGxjIZ1wEATtzzw1ESM16LlrW074try+jBNXMCxiWHBsOUgbzBehWXzZD7ESyIMXHU7vdRJLNx6CDF5MOCwGKUJl7IEbUGSiSxcAqsgLfS+AP97B99XEEvU0U1QGKmiMho16gILaHkqZ++rX3YlYvoUunJJ/UXR2FrCHnZKvekM7IwsI8bj19GoEbYOvqRbjscgYxTpy8B29562uxcfSI7FVvjht3BtKiSiQU0Rs9eN878/gZfOjD78eff+x+odlRt8dEc9KLCA64+WdXWu6rkmBLA8V0vpKCe42mqkRYWzuEYmFSikz5fBa5DClNUs+UUEOK2zkndb7PiG4ldCpaobNrx8BBoUXxH8dUKx0xN/6iZWSmjSqJ7gQi3KcRKOkmM9C472IBif+evjYFHfweMRTa6mYiKNRuqaRYZgA1Tq2qdSAVqluSISLBjLJGcT3VUSrn8abvfzWOrKwQh0HXVAS2j2anh4EzwP7VBvq9PsyCiYWFaZiZLFTDECtsVVeQZ7hupOLRJ86gs7eHmdkJzMzWkCuWRR+s5opYWF7FsNvBoWOHbqalv4SJ/jcOQMbH7AY+drttPL65ic9d+op4N5OH1/Rt1Dtt6SxwHAQgldU5TB5ZEWjMUELqSPa+ch7DS9uyuZ46tob8Qk06CDnTQDGblXyMZr2B5lcuoNfuysJFYMBRLJrYWFnG2qlbUFueh8pMBcdHyxli0O+jx9YhK1xjmstUEVHLQiWbFeF24qSVZbE1VVWhUWmVHKI+xVa6CMDls/gYq8hZHVHv2S5JasEU0DEWIV77XUfdiNSGL4FWpgNSWoKQygdpPExBTxIU+j76MbNJQnHNyptZAR5OgX7wmrQq9ZkKVDODPHSYUYJc3sSskcVEcQ5/+/bX4Mj87E0qy0u4qA6+JAUiNprNPQy6TgpCrsXI8qfzJBFZ9jFaynFlAi030dSC0G6WAIU355g3Z1aRuKE5IFznc9JuRkq/mpycgOP4iCImK+tinauNnHvYcWAXJd2kp+GE47TzMA4lZDDWYuSp2VC1a/oPburYXWD34SAI4cIn1K4RMOH3TQFS+hlioysFNYJfFRl+CS4GBlvnBD78PpEACh4H3y/d0+molqvIF+m2ZSJSSSZLgdLYjevg51JUyfdiRYtVMD5H7HvHm8Sv83e8+fKvfQaabQu/8wefwx99/AlYzXNobD0Cd9jC2onXIj99Ep36BbSvPgjPamN6fg0zx+6DY/vYO/9RWO0ryLECe/z7hWrVuvwZDJspAKku3Ir1O38E7atnsXfpAUk9j4MOVk6/HXe99s3oDVKaFa8Jz/VBC+vQs+F7rgCfvGpJN0El5/zrHWoeeq6KXCE1dUiplEAun8HQU6CORLqkTo4NEnxrANXMIiYYF61fWkambW+iGAJEImQFhCi0WWVFV/HhOQGa2+fQ2Pw8yvoARZUAJi1aqBkTKjWDkYMjJ16BI2vr6Pd74mCXngx+BjujOs6e34GhK5ifmcJdd9+L4bCP7S4Dd11M5LOYXn8lXvfdp3Dk8IYUHW6OG3MGdnd3EVgBVg6v3Jg3fMa78D7Ybjfx+Fcew+/9h/+Mh77yRemyeR7vg8ybSZkR4/BzJaOIjbkqFu1MSqeduyEFsNe86k2YqFWw32jBHlgoV/NiYU3LZw4CmCRSkM0ZMLKpnoQFKXHfymgCBvg3QQZDEyluZ0dSMWJxrooVJxWaszMjrQwRkiAJ2PUgV/K63a9gmERFoiZQNIrYKXSnppUZVVRnpXRf6kPYKZFjY1gndKFkxUoAlZQvdm8SE9WpDN74htdhbWVdAAzXNM+K0Rl24HQdXLxwEUbJRK1aRW2misAj2NEQaTGUUMHu/g4yXMMcRzo47G7SrXRmZkYcJqeWVpBhxzMKcPTIkZsg5EXO9m8ZAMLj/v/ZexNoSc6zSvDGHrlnvn1/tbwqVZW2Ki22ZUvCC3jDNjbG2AYGjIFhmXOapunhTDM0A3SfPsPSc4CBhgaadZgDhh5swAga29iyJGPJ1lJaan+1vH3JPTMyImObc7/IePVUkizJSHJZrrDfear3MiMi4/3Ld7/vu/eSINtzPZzfWMOnHn0QZ7bW4fUcLC4tY6NNg6mnA5DiwTkMz01IsK+bJjob29g+cQFuo43C5DCmb78Biq6htrUNk94GSgzn0iaczRpCz0dYb8ussC0DBw/vx8SNh7Bnfo+8hxWFar8nUrcbzFKRdJhJPAnSQ1B7FMMsZdBv9aAOKhQEPCnwYHmRgII/4+/5eoIE1dIRdZM2LOGAsC2rkwRfUtMXhZTEMpRAYzdQUfP2DtiR19MZtZSRc5QMG1lmE3MVCfqGrbIEtJv9BmqBg5gGhnFfCP58X7jZFDCSGy6jbOcwHAF3TVyHt994O4bLpWsA5EVOqGd/Of1w+qg3G9he3xZiXsBStZD6IrgDeVsCgsRgj8F76s9B5/KkVSvNWqXggVK9SeVg4Iir60LYphIXz5UcVCNRkIkyMLJJdYDnYmCeclHSygyNBikBSk8YAgm+hoGNDDFNQ7lckZ+lfhtCkOX8GbRepe7sctVB8J/6HaRkdhnebBMLVTCZZVkEFYYs5qx8lEpF8fcYyg+JbO/Y7Cxsha68bE9JqkgEJ89osQqT1pWEp0gSexJwEtjslvB9Sf6c107yjCfAIOT+xy7gl//0QZx8+H5sLj8Bp7mF+QPHYIy/Bs7WadSWH4fb2UKuPIW5G9+JQMmgufIYurXzTHtifP5WKEYBG+f/WUAMeR6V+buw5+h7sL74OBrLX5T3x0ETb/zgz8AozCOf1dBsJwkkASEM/qmm6BH4dyRoN0H5WoLRr9yOlX6o1MiVVcVdiz00qwTNzCKTtZ/mAyBiIH4g1Y7Q51xNoi0qgMmYHCQNkulI80zyq9iaxYyCDdvqI0BW2rGY+NVVH5tLi6ivn0a3tQK938BkgcqNibECSe26YWNmahYXL17EwoEDuO2mw9io9VCtbklg2euFmBg24cYmTpw8AUPTsbD/AI7ddAhPnT6NkImA3haQmcH8nnlkxw7j9cf24rqF8Wug/SWY3x//+MdRq9bw0R/46Etwtuc+BdfyixfO4xMf/xg++Tf3oN5uwSc3pO9JsBySq0cPw4EML4FI4hmiwjJtBGGAmw/fhnw5h0p5GP2uh9XNTehWjGKBqoUZ+ZlKhSq2dOumCPmooQpNzyLwHagmU1OmkNUlGcpKO/lX4pWoirJVGPeghIbcRxQQpBCYuKKmlapk7fDm2YY1sOvRjay0VrLyItUQXkH1BXxcJrpTldSUaspu23VWR7jH5gsa3vWOt2HPvj3oex0RPPG6wGZ9C/Bikd7NFoagW4rsFa06bQxcLC6eR1azsXfvlFRWKH7CChOd1u2Mir1759FotrFv/2GsVtdk3z18+IgoNl4TQnlhw/6qAiDpLRN391ot3H/2LD775ftxeuUSTqwuIRz4FqQtWKXpMQwd3pP0NVom2qub2D51EWE/RPHGPRifnUa/68DIZOA1WnDXqqgtrcNZr0qrEo9bb1jAkW+6HbmhMWJotFwXNaeLbrOJNWYRFAVW/vmVoNhKRTJg1En4IxIGjeQRbHcE0GiVrJDMJQDLPF32kSAkrHd3fs7XaZUcwoZzmaj+XOevduU66VExMiiMDSO2DczZQ+I/0o9CrHqJz0qr30OHjrvbLczoeSx5LeTHhjCPHNoIcKQ8jg++9k24bnRC5IavHS/tE6CPx/r6prisJi0argTJiWdIAkAZ0CfKU4nyE1/H9gpWRHgkJPSnq2Tx52y/EAG0XdwLAoFCqYgkt5os4AQpzODyekk1JUK90RDeSpZeIdmSaKJnc1lRcCOpOwUZDIF0A7KAE0A8m1IpP09KsOf1+V5+vmerRhB7EYTw97wX9k07TQeTM5NY21iT9zLbxM+Uygk/318kreikwCMlwz/f+679/l/2BJh9/b2//Dz+5ONfxKnjn0O3dglzC8dgDN0Oz9nC9vnPC4BgBWT84DfD9XTkCrb8bcnjMHMFBKwWXrgvASDuOvbc8HbkZ9+E6kWqXz0qLVyancehN3wvMoVRMay88qDMrQgoOC0ZUzRCVAMPNtV0XuBBTh0rxvI9Q28DG3ZxAjoDOE3bASDkK8qcDEkYJ+hgO0ofPT+Cbahw+oPqprg4Jxc32PM+OGI1DyXqJMpEVrIvdDou1k7fj07tPMpmBxvry8hnLMyNl2CIqAM5WCZmRvdhfGYSjzx6H/buuREL++bhOj1sbK+jaIWoOxFm5/eLs/v9D3xWWhlnZvbj7re+AV++73GoTEKREK8Z0IqzQH4Gr7tlH+664wjK+Wc+1xf46K69jPtsqyVrIA1RX4mDa+4D9z6A3/7t38KZ80+hTwdzSqj3ewgIQkRdKqFHabYpZsiyZ6gqjhw4AAVF2FYGwxPDsHMWlheX0ex0MTM7hrDHFqnEp0xo5LYJmwqHNusPBalAkHDOaofMBaUHJTYReD2olOJlpcRK+B48UqnepLqRkNkFIO2iwor2TSKotfP71Emdr9vhoyQYXg6eXwWFHELhnkRq0l3C+xoay+Bb3vxNmJmZkf6DZE/to7ZWgwePGS4xIyXn0ut0cOr0JZRKZUxNDaHV9jEyWkCsWlJl9N1OYoDtAaNjJazVqrjtxqM4feo8XKeJI8duwuTs7DPalV+JcfD1do2rEoCkD7HttXFheRO/8fE/w/1nTkhAxmC6cWpJ5HGLh/ZgeGZsUAEx0FnexPaJ87KQD9+4IGY0BA/ibdBxsPbYaThrW+LnoRWyOHb7MezbvweZchFBFIpbOnvg6XK9FXrSN8jqCjcguqazFMcsLElbrBrIBCZQqCe681TlGuwwUqFgtUMrZwWUqBm6gEbJ9zCWag/f5zaTDSw9dNsUOVyRmBzOCwgxynnhmCi2LtUTkbVjlaWcRVDtyndeTy3Y0AtZUQiayw4jM2jp6YU+NvotdAMPcaMLqj32Ol2opSzGO8BGNkY+UHFsz2F8++HbcOvMnEiaXjtevidApayV1RWpUjHIT/gZSfuSrpM0+MyWkd0AhFURtl5R0SyV7k0rIZTl5cEAXFV8xEikbQkk2M5ErojjuFLdoG8HXddb9RacviOtI/Tm4HsZ8BOkpF4bMt7ZahgxE8ZrX94xeO3EUV0RSeB0g0ufYFqx2A2OnuvppkpWvO6lS5fk+qMjoxIQPp+6FfuN/VgRPoCp6/IZUoDHZ/B873/5/uLfGGdm8PyL/+3T+O9/9tu4tLqNbGEcI3vuht9dw8b5B3cqIKOH3oq8rcOLsyhXKiL93KiTGFrF5uL9aG0mFZCpGz+M7Mhe9LZPorr8BLzmRWQqc1h47XfDzJZkLc7lksCHWd3dBytpnpOY/LlUSWSrSNBNiKd0cY5j4SlxXWe7igD7gYFmep6knZaqVyVki2UJXFIfD75GCtURzxOKW7QfeLCoJscW2oHAw849DSqVlq6IzG56iIeBYYvLtWqY6FTPY+X051BQqlhfu7jzunIug5nxIQEhlfwQ/v3P/4xkpT/5ib/DvQ99Bgtzsxif34/6dgtRj1lmHa12EzNze1AezeGLn3tAFB9f8/o7cOjwYdz/1IOY1IbQoWrYdgf1aBidfhELe0Zw9x37cOdrboJJzuK140U/gTQJwzX3lTzOn7+AT/zZn+Af770Pm1trcHshvL4rbVJUM0zGcxLcs1VKU3XMzx9E1shJxcSyNOQLOVQqM6jWtrCxekGI2flsEfQ6UI1k/TcyBCE2tAyBtQZDyUJRfTEIZGYqcQLoSJUi7PegSeXcTSolMtfoE5R0ekSDCo0AjAEZSUAGsTu5h6TNErwID5G8wIhyDQkrXTzOVDk/Kyo7hxRgcohAfiGNDk3MTo3hLW+/E8PlYUSqAisDUH2+udGUjoSu00R1fRt6xkZeqo1sjfSgGDnYOV3a+NlZ0HG6CD0FsREho6rIl7NYvrCNmT1zOHfxLDq1GuZm9mP/vv0ojJZk702rqWnCLxVxeSXHxtV4rasagPCBsT3lCyefxE/9/m+i3WhCsU3UTl1E69IWSkfmBYAMmFbobTdQfewsjHwGIzctiCEhAw4rl4VTbWLt4RNwVreg57Mo75lE+cAsRiINRiEvygdGGGNrcxvVeh3qaBFGPiuVFUnzSs9tCI0blPT+PrdJFeXiCDL04VwCENhCFXIBiKTtym914XiugJCgtWvSDEAMgQo3S72QkItL5bKAG5Gxp9wpFRripDWLG42aM6XKwpaqISOD/HBlpwLCZ3jJrSXKLH0XnWYLfrcHtZBB1OpJhqFSLuGtR27DO/bciL3jY7Cv2ISvxoH7arinbr+LrdUN1OtN8eFIVK90CXJYzk1BSMqnSAIetnjQY4NyvWylSkBIwuVIeQ/WTgmYQCKTyTlSxg8AACAASURBVCZlc1UV+d3ADUTRw6D/Sz+psCR+IuSbJB4kPPizlLieVi+kFSxUL7eQDdqt0vdY5KJQi54p3cGRygKLZO+AG5KaGu68JhGJT46YffUZuT65HDRV5HyySzZyRk5I8Woq+HD5LVDCEH1mpmg4OqiW8jORt5K61Asn5Zqwwss6ffisf+W//A1+7bd/BUoUoXjdt6Hf6iQVEGcTQ2PzGNr/zYhDrqUqNMsQngK7BpkYqV36Z7S3TiIOepg69Dbkxg6iufYkasuPIOg1kS1PY99t35lUIiwmmADLCGDYNKJ8Op2aQg2uQ4lmRxJMWsyxQWWgEKHnwiDHilw9qgwO2hbZEpuOU/IKjUwWoVZEZSjJZjudvvic8LrkanBf6IfuwB+B0ttMEuk73EJ5k6gEKUkgomkgCEkIwoPKiPgx0BOhgc3Vi2isH0dZ3cT65hoM8XuKkdFVEUgZGhrGhz/0Xfju7/luUZBjC87f//3f4Pjx09gzPYep6SlUm1X4VP1xOsjYGZSKJYnilpeWECo+SqUJvPHNr8XF0+eRy1UQGSqqm9s4eaGB08ub6Osj+L2f+5/xhrtvutZO8lXMlvvuux+1WhXvec97vop3/8veQuWm++77Z3zsT/8S584/hWqtJcC433dFqjym+7cfi9EfW6z2zh+RikZA7yW2fCvsKLExPjEEXdNxcfE8FM1CIU8e6WD9VBIgw1ZA7i+6khFhFKGCcH5pMXpB0hLFioQs6+SYU0p34AOihhkxKEzI6yxlMO5J1n/eW+LwnpgeCjAZdFAmXBK6u2cQ+Gx9HxgZaomfmrTG+zTLSrxGhPwuprYBDh5cwN13vhaV0jAsXRUV0l7TQ7fXxcbGBjZWljE+nnhPdTs9KDkbJhO5viqVf9MmuZ6+aT30edq+CjtHxSwVvhsiXyjg4vkltOrbwsWZ3b+AA3sXUBwty966sb4hbuoHDiyIUtc3+nHVAxAGXKeXLuLHfvOXcbG6JYth49QltE5uonzbXgzPjiVKOKaB5vI6mmeXJZAavn6flBol+LEt1M6voProGTEorFw3j+GFWRlcYa0tmwMDuqDWxvqlVfTqTczcfgNKC7MiB0zQITK/zPKyvDcoX5LQJQc3Fk4skqP4T5rJOS4Uem1sNiVDRi8Qz+mJ2aBsRi/koGGO10fY6yOqtjA0NYJb3nonzNEy6ttNbHfbUPKJPwh5JlTYytkZ6UEsZHLIquzLjFH1EpUMhxWQfoCe4wgJnpyRA4URvPbgjfjum+5A5VrZ/YX8VV7S10RRH8vL67L4EYTsJngTsPLfaQsWL5yCFC60aZ8pAQm/Uj4IKyBpkE15QHpq9Dw6n4foSYtgLLKBNOaksgmD9dSvg9dIwHJCeN0hetOT5yu00CfGgonCFUnuJDoyA5se8nvdEIUvAu/E0CrhlkjmmcTIQVaY84W6QAQLvD7NHVNVmXwmL0GjlUmqOgJqyGViZi9SZJOlgpjoxEuCLBaHdF4/rb68FOZgL+kgeBWerFPv4Nf++A/w//31w+ho09KitHn+C/C8ddi5CcwfeSf8gFnLxMaZ4iBcY+nn0Vo/jubqYwjcbUwfuBPl+Tuxcek02utfEiO+THkW80c/CMsyRHaXhpeGxRY/FYaVvyJgZo93D57jSLWDHBEGEIruQvHpc+BL1YNiJGlVm9liVtHFrIzjiAGIWUShPCJLNwEIPw8l2D3fESVCJoAS0m+SmeX8S1SALu8REjUJCGEqNwEkuhKI+ARNbrl9OK1NVJcfQ9Bdhd5eRMP1UaB0vM/gEOhHMfaOjeLnf+Fncettt8o8Jkg/e/osPvPpT+Pxpx5GqVjBoSM3oNNwhFvV7/dQyFrI5ofFc2FzqybP4dB1hzEzO45WrU4nElg5eog0cXHpEh5abOP2Y3fgN/7jR5G9Fii96Bn65S8/LGvRHXe8/kW/96V6w+LiIj59zyfw+fsfxokzT8g8YIVbRE5knMYCvK/bf7u0YhEME4SEFK9BDFtARxGj48PSotvu0DDURN7KC+Fb1WMBBqzYc21ntVlXB21YTJCqsUhOB0FHAnSEAreT1mItBHwDseYn84FiKVL2SPYFARmDSk3aPpY8FyF/QKHSFYEJEwGU7fVZnVET6V+JeyjpG0HVjYQkrxE4JBX7+T1zeN0dt2FuehowIxgaK/19dFtd9Dpt1Kvbovrl+6SI+LAonmJkxOfKVDXYOVvmNrkuAq0UBRlDFx8RL2aLcxGLp86iSqUsQ8X46BAm5+bE3+6RBx9Gu+Pg9Xe/Dnfc8dpv+DatrwMAApw8fwE/+J9/HhteV1QM6qcuofnkIiZefxPyU9wUVHHSbK5soHFmCYaqYfjG/dAYpDCL6/vYPH0J3cUV+YNPHD2IwtykKED4jTaiIBICe+PSBvrbDak+zL/j9SjNTsDtdAdVEO4ZSdsVA6Wdagh/QAlUtr3Qj4NqPj0P/Y4jGbVe2xF5XJCgnkZwV2Rvk1MwE6aIlwiPoO0gaLThbTdFUYJlz7FSCR/80Htx3W03Y9lpYavbxFbQwdZWA27OEOSf0XRxxq1kC8L14ELCe2212+gqLLW3he64f3oWE8NjeNPEXtwwvRflYkGCvWvkqZdq+X/h52EAce7cuR0Vm5TcTVIr/RF2uzQlRHW6pdN9nIs59c0p2XsZ1BJMJ6/TJJNDTw8WpMOAiz1JsEmvOfXPM3pSneM5uTmlZPG0KsLXmQalfSN4fRLinxuFMPksfCx1APxFmYtnILsq6Z2nwhaBAoPAtJc+BTvpE9vdrpV6lXBe0SwqUdYiJ0VDJpMTdRTNSoi/9FthmqzbdcUXJVUHSyswEhRGyXWvVUFe+Pj8al/ZbXRx38Mncf+jS/ibzz2CSycfgNOuwcoNY+7ImxCEWbS3jiMMVVRGp2EUJuE5HdSWvoTm+lMSTJQnj2D84BvRXDuF6tKX4He3kC3PYO7m98GyM8KxyJoMSkzopi7VMfoAMKahZC7nDjkTHnl9AhxceOTihSlhlSCkP5CxVgXMcmyyisfvsn6Kyk8WZn4UVtaG16PRYQynW5fKuJjgspotPj8BYhJ8dfaY9wRcMPghpKYkaeoFxSoI9ww9dBHqtlQ5+Hnb2+fR3Ugc4+PuOtrcO8RkjWAFcKlWqKt4//vfj4/8Tx/G1OSkzF1Kfl+8eAn3fvZePPHkwxguT2JuZkLitfX1WsKhymRRKOYRawrWlpZha1kYZojXvuEuVKsb8jntXBEb61s4cXYL1ET5o//6sxgfH/tqh8C1932NnwBl1h999FH8/T1/h4e+eD82NrdF6IcVEdoO0Fzv+gO3QFEsiT1Y/XApViMzJwHJpXwZQ0MFGdc1Kof6HnKZImx2ZUg1mV0ZTADQPDYLi6qIgypzP1AHrVGJMpsAA1ZCeOo0AZE+o3Rr2ZWfFQL9ri5AVjjZISLtILubUBK6ZHIMuCPyn5T0DftP8xYhoJmYHMNb3nEnZiemEjBl6fB6HnqOh63tLZx86hTK5QzcboRIDUWoSAM9dCJJFIyOjkBXFDTaLdkfi7kC8gVbSOlmJi+Vowtnz6PRaaLT6CBSNJhZXarx3IPI1fqWb/kW7D2w52s8Qr62l/+6ACCPLp7D9/7iz6A3KOWRhN5+6gLm7z4GY6ySTAKaEK5XUT+9BGaA80fmkc3nBOETEDQvrKF66gKyIxVMveZ62MWEZJcLgI1aFRuPnkZvuyPmhYoFzL35dmRHylLtoIwtz8OKh2hrD0r0fL8/0Hn3qLtNBNx1BdjE7R5iadcSXVVqrD7nX5rAw6RvAgFMu4t+swu/2offqUllhQGTZWbRD0PcsDCHN7/pLkws7EGWCD0b4+yJJXRpxpnPoNl1EVdyKBVKaPqUfY2E9yHl1X4Ir9bC7QtH8K1vuBsTVg5hr4dKtgg1wyqQlfAGXmiF5ms7dl81V2cAvr6+juXlJQG5dFduNlsDIroHy6Ixn7JjVrj7g9MokACG5W8ClyTTPyh5x3R9DSRLyjkhQF2+LntxpBWW5PwJB4XGS1RLSYEKhwNbwT0/kdZ9roOiPtIeFSdO7DwXi4X06UiVq5hAYPsg2wCubKNKqifJvaUAgYETq3dcuFkJIV8mDGPk8zpMxYJm2tDNRDUsLdGznM7PkhgaJrvSbhCSftZrlZCXfwoRIF+8VMe///WP4R/+4R50muvIZXSMHnw7YhSwee5T6LXWUZm4DqWZ10hFghyQ5saZRIZ38ggmDr4J9dWTqC0/BN+pwswNY9+xbwfUHEJVQzZ1H5eqQhIUGaaCbGGwN3AJ9j30Oi1E0OC7rnCEyG6NDQV64CLimk6gwfmh0TWaCkIBdNMQN/KYMjzCAykIoHAdF14nIbl7QR+6qqFPdR8RiaCnDyt7IXQj4ZfIvGKSaVdVUHyjmKW1TGhKIMpdnY0T6NVPQu2swO+34fihVEB6AauEyVhm1Yfj/m1vuA3/xy/8gnC70uPc+XP4H//wKTz5+OPYNzePkbEx4bxcuLC201pZHi2jkDVw9swlmEYG0xNF7L/+RijcXxVKWPtYWVzFdrWKf/Xvfhr750Ze/oHyKrvCww8/Iqp+d99919f8k3HN3thYx4NfuA+f/Lu/xuNPnEKr1ZG13A8d3HzwdhnfbNPmlxv0oCl0F6cQCm8/RsZiG19ZHNJdvy1BukilZ8qJdwdBv0FlLA2GnkGGQjtRBqbB8/mJtK5CE2X+twmQd+RF0upFbkha+RDwkKpgDcjpOxK+A3FQqXgMSPUiByytXcQkSbUxVpmco5IjEw1Uanx6CxdfEwYRRiaH8YF3vwvFEfKqdPFK6wUuWk0HSxeWcenSBQyXi2g6PamGsioilc8ghqUbmJyawkatJmDOiCEqdaVyEX0vwOTcFGw1gwcf/iKWLqzB7avIZlWMjVUwOjIiXnRMnn3bB9/ztPn7NR8sr/ANXPUAxItjfPmJ4/iBX/1PkmkKDBXbTyzCXd3G3G3XwxgrJyU8TUV7eQPNM8vSolG+YR/MbCKPwMFTW1xBa3EZmclRTB29DnY+ca6kfc3KpWVsf/mUOJJH3R5yC9OYec0Nkv1ikMT2gCQLRgASSUsWQQl5HAI22BPIdNFAYje5KMuMz99qlTMMOKz19X04G3X4VHBptFHSgJaioZQpoR31YNvs0QxhaRpGp8fx/ne8HbPj4/BcF1bPgRv70ApltDQNS24TGdUU0NEhCGk4Un7NZ7I4tncv3njr67Awvxe672O11YbXbIrfQjab23HOvgZCXtmZSJ7D4plzcPo9jI+Po9GoQ1UCtNquqHGwApCoYiUHq1Wp18CVoCCV7aVcJ1W3stmKAJTLWf8EXFwO8hMOCcEMKya5bE4MQHnN3SDkK2CPnftKA32pVJicQUnPsHAvKB9KCV2GabsVThkw7vgqXP5Fvd7F2toF6TEeHR0VIMWWEirMEFcU2Hao2TJHufnpcdKS5XA+uK60Iu6W4E3vjSDnmk/IKze+e26Av/6HL+Fnf+l3sLx8CpoaYfbIWxErQ9g494/odM4ga89jbP83QdNzqK8+gvrqY+KAnK3MYN8tH0Jz7QlsXnwQXnsFdnEKe46+F4GaSzgku5ZZBv7sDc9YvlRWdJv13h5ivpZ6Pb4jHBBmIHsefZI8KOIrEEGlS7PQNQYKdGwFofR6j9USVqfZb5JBoVKRaluvWRMA0mclnUEW27VEdeeygATBPoGIyLgPKm/y34NquoBjjl9dgddporF2HL7XQFg/iZzioeoGMEVBS4GlKegGzMAyUARMTcH73/V2/Pwv/MJO8sHpOFIJue9z90nws2/mECrjWSi2hubKZvJH12xksxYOL+zFlx47iXIph30LB3HDTTdKG9vy8jKaThvr59dw6+uO4e673ijz89rxwp/Afffdh1arjXe+8x0v/E0v8ytdl74XZ/C3n7gHn7znk6jWqvADFzdffzt8NxlXQeRLJSSKQxgaq+8MawJpm7X0jPhDFQsF8QnxAgfVzapU2ivloniFKAQi5FZoKnJmCRbnnxagz3Yr2kCL1TkQK4HESxR4EGJ8TIl4TwwFpZUxTowGyeFIAUTKD5HCzEA1SzgiO0BlsHdQrStM7NS5FoSc/ym3hOfk9GTXVz/C7J4pvPPdbxPDSFZuqITlMGFdbWPx3HmsrS0jN1xEs9YRU2aK80RqDJfVIyhY2LMPFy8uisR+sVLGnrk5hF4g/J/X3vU6LJ0/h8dPnEG70YFPAj6V0Yo2JifGkSlkMD07jVtuOfYy/+Wv3tNf9QCEgcwXjj+KH/r1XxQAwsFbPUMH8xpmbz4IYzRxGg0ZbG/X0Tm7KmBh4pZDMHIDAOIH2F5cQefiGiqzE6gszIoBn5XNSEVj5UtPonF+BVHLQXZiGCPHDsLUDeFVMNLhxkHQwYwcW7r4M2ZiuelwdgTNXmKO81UcCsnhlzbgNdsI22GiH28DuqVDz2ZRDEy0DB8GHT6ZYhYvlD6O3nEU3/fOt2Krvg2TJX/FRhj5GBkZQ1dTcKHegF+vox6F6DZaguzv3LeA73jz21AaLsOwC6LAxM9Vra6i4/RRsvMwMnSbZgYjc61N5av4e361b2Gwv7Kygs3NTYyMjIhDebfbhmHQcdkAPTp28xioXpWoUF0edyl/RMjm3QYMgyCbXIhnAmEG42zd4sHzMyAi2EgVr6ikxvMx2H+xhwAOM4Ii+ojUm2dVxYJmJ5ySK4/dxPBEkrUt86vT6UoLGisf+WIeM3MzMFVT/k3ODKs6pRKzv5ynbPTSEZP86PXQ6/RQLLKal3kGCEnBDq/Dz0eZ32uGhS/2r/ziXk/34V/9vb/Af/39j0HxGxja+w4o5hA2Fz8Ft3oaIwUb+YW3IzYmUF89jsbqowgpnVuawMLt34/mBlWwHoTb3oSdG8H44bdBVWxkc7ZI3vJghYDAlP3suhojUnJQ4QqJnECF1RW2TInZX9yB49IgcBNuaCOmFDZ8aceKKPLBaiDX9IHSjuwxoQ+2lBhWSRI2ULPotrbR8XpiRpZCZwq8J44doMAnR6ccibohJXsDGKb99HmpKPDdBuprj0Dvr6JVW8KoEWOj56Ni6ai5AXLscR8AD1tTsNkLYJkm3v+ut+HHfux/wcjIsLR+OL0eli4t4dHHHsFnPvVZLMyNojyxF7ap4+KFS3JnWVNBqZLB3OFbKdmFPfPTqAyNCWhnQLh64Tw2anXUGzUsLBzAXXfdfQ2EvIghzwTHbo+kF/HWl/WljKfo/v3Iow/jEx/7czzy6CmMDo9LkE/g4UdUc2NFXRd1K+4ffuhB12goS6EIX8ZYsZTD0NAYTL2A5ZXz8PoOhirD0v5ODxBuOYwv8pmKyPUqUbIXkfMVc57F9sAHJN4hkScGhXRLT4yWpbLCQkqC/xNOSOqzmXR+PUMlK5X6lfeJ/K+KuB8lpHaCmYTWdVn+V1EwMzOJ7/jOdyE34DoRJHj0+3AcPPCFRxB22ygPFbG13YSu08BRlyp/w/WQUVSMTE9B8T2MjY8gXyqjtrUG2zRwbmVNuhkaGw1sN1vIUFlSN8TkMGfYuOX1t2FjcxM33XQrKpXnt3p4WQfG1+jkVz8AiWN86fRp/MSv/xJW1taQLebQZZVgtYaoksPQ1Kg8OsroOpt1tM+uSAWEHJDc6JBwOMJdACQ7OYLJmw6KJrt4LYSRkNMba5vQoGDq9TcjO1aBX21K6a0yebn8zHK8bllSpWg53YRMKxMiEo8PEhFDZ5eY9fP8Ud2LG+g124hazAi3USgmvfm6XkRgqRJ02rkssr6GrpG01aRGcLYLvPntt+O1198AtxVDyfvQfROWoqI8UcZ6y8Xp6gZa1QbWq5s4OD2Nf/Xt78f+PXuh6RZU6ZtO+AUkJ281ttBrtESClW0MqWzrtV75V25mrm6t4cL585gYGUfghKi1q9KvS68Dt8dg3IDTC6TFqlgsSAVEpET9ALlcdqc9ilU5IdtSOSeThj9P/xzP9nuSxncDBFZiCEQJhthO8GKCdIIKAiQSE0WlyOLuYQ4c2y+T0yVFYCc8FPqQsMKRVicIhniOqakpaadi5YRkR0Z3BA8r1VWUUYJd5m709M9JYJHK+aYeJrufQAq2eJ7PfOYzmJ/fg+uvP3ItyHoZh7sXBPiTP/pz/Obv/Dd4hVsRW9PYXPw0OtULsPIjKI1dj/zwAbQ2Hkdt+cuXAchrP4pOcw2d9SfR2joN3chg7NDbUCyW0W33oNAbgzLWA3Br6yTAKsIPyZiqZCszBomkAyBAh2WN/gVsxwphGW3UWsyahkIiZ8VEYep110Fuh+/3pB3LCyxElobJ4TIUcwrtxgbaXk9Ah+xFg9H4bPVvnYZpEVtRQskO8yBZWddNBN1ltLefgupX0aqtiBLeZNbAthugaKrwGJTx3JqCVp/BYiy/b0QKPvTeb8W//tc/IfOVY5sgnVnYz37mC/jcvZ/FzNgMKrMFZLJZVJfp90MH6iL27Z/H0aNHBaSn8ytP2fcoAiVdw7CDMDIxPzeHubm5b+h2kRczNchXYzJlYmLixbztFX0t19rP/9Mn8Qe/+wlJ4CYVkD4iOqYL+Hj+Y25uEuXiFKrbK7i4egkjQ8PIWTkJ9DU7AfAc5/lcBoZqo+8nsyLod8UpnQdldFXdQhQlvh3i5zHwB+G/d0DI4HZSMJG23O6+S+GLCIAZKGjtEhndkfh9+tSWt+9d2IP3vf8dyHKR4FcQoNHrifHglx94GLVuE+VCHr0WW+shEuB634WnBLj+wPUYnx4Tn51Wr4XFE09huFKGYZZw7+fuxaHDe6FlctjeqKJWrSJhrgN75sdQqkxiu7ON2267TcD/N1ql8aoHIEEY4Z8eeQi/9LE/xvnVVQSmKtUJpePBs1TkrKTKQQDS3aglFZA4xvgt18EqZqUysRuADM1OYOyGBZlwZjaDbqOJtX9+UhSqShMjGL/pIPRcRvqEG+eWEWVMGMWk9MjqhyEBnYJ6PSH2SQWEPh+WjrBLFYcrKiHs/3X7iGlmRT4Gy/ltD+3tGvxaCzCHYGZd5IIQTjYLjT3Hng/N1DHUd1G3s5IYoLZ8LlLg6SbATZXykKaBN979erzuwLwoUxhQ0fbbopVtlEp46ORTuLC2AtMw8eajR3H7gX1oNRtCZLTsEq7bPwvVyKOQJ4GqiGanhU69IWZ02VIOtmYnrTPXZEuffyV+CV6RckEY8IuBmuOg0WiiXC7J34EggK1FDDIIEFnOTkzXQuSyWQGSPAhAKM2bZPov3xjPn5Kw+/0OYnESVGHbCfBNW5TYipUexVJJxgOrIQzWeV+7lbqu/NhcuzkFJGM24BKx/YsVGx68p1RqmNdjoMT7Wl1dleunfBbOMbaDPdsGnipz8X4IWphpK2QK7KfcGav8HecnS+sJCLr8IAwYIiOc+ooQrNx7772yARw+fFjMw67xQ16CAf0sp+i4Hu7//Bfwh/ecwfEzDjYXPwOnvQlLjzEycyPskdtRvfTgDgAZHytj9KYfQbe5DV1PlN/6ffImMlKlYLAg8p+qIgE6Tf4o2hENdHKzBuD0kzWZFRLT4Fhg77kFU+vBRx5a3IXnGdKO0nf7iPxkHqlxByolSyWOotBBH67rSDsJDQdDZFGqDMHO2ug6fZE5j31fyKkhBRcAsD7H7zxjOqtETTGOYVoZ9EUK2ILvk1Oyhs72CWRQh93bxFqnh/HMcwOQEVuXCgm/d0Lgg+97F374R35Uxi+vIUZrtSpOPHUc9/ztZzA2WsHk1CRMcZcOkSkWcOj6AxgdGZY2z1QMgmsE2x05z8+cPSvzaM/8PKhAR0U5M/P8fjwvz+j5+jnrJz7xCVmbPvrRl9cJ/V/6RAgyf/qnfh69bkfiJv7P811oqgE/8mBqX9nHhMtqqZTF0PAkEGlYXb8opYpyMQc11EUghP+2rQIyNs38fNg6eYoaolhFqLQvi6yQGyhcdcoEDyocL7SxJK2IXPlAWDnhnvQV8sLiyaYCtx+9CW98yx0iW22bOTh+HUFkYGVpBYsnF+F4TrJHQkV+eBSTQ8MYmaawQ1JBp5Ij2xcf+PwDuOHIglQn1+mv1fPh1NiqZiJke6cfwsxZCBwfhWIRZt4WYv38wh7MTE+LBP03Sgv8VQ9AOj0ff/3AP+KXPv4xOG4PhqZLkELBmwyDGsqPUrEkitC4tI7WmWXxyagcXcDQxJhUKwhAts4uo3thFUN7pp4GQNjy0nr4LPo9F0MLsxg+MCfkQ3qHUAM+bHTQrjegDRdlQGWGS1KCrG0lGQ4elNalooRUD93EYX0QCUJxPOkjDgV4uHAbHXgdvt6BXTDQp4kPy50qXUU1aV20Y40KdVLyjJQYdqAhYOcXpX7JNVcieIoGl5uIbeFbXncrvvMd3yYmc8vrF9FrtmDqWdS8Bk6vrmKp3sUIHVn7PjabDQlafUR47aEbMDxRwp6RaeyfmkK+UsTKxRXEXg9HDt6ModHhnTLyN8qE+Jcu6C/F+7e2tiR44AbW7XYGbuDj0qLF7CkDDFYwAr8Lrx9DU+grYMFjzXkAQCSAGnhuXB6OIVqtOtRYh5JRYUhYlBXJWy6eNDRMQEgCEuQwCX4tISFmsxmZZwQ3KWF99+eVIJ8+JloEVUkCQwIc9pVTGjFVvSKA4Ofj/FlZWZV2q0qlLDLEDHwsyxbwwaYZcwCOdl8nVcbiz5Jn1JX7ZXWEZEKp6oUhej22rSUGjFeCEPloYtRIJ3gIAKISGa89MzONcrEs3ilUQ7p2vPRPYHV7G9/7b/4K505+FpvLTwgnwR49isrEUVSXHt4BIOSA7D/2XvQ8JoyyKJWKYsS3uUJSNdBzqHCjQolDqWjIQVJIavoXO3DpvDo4OD7Ys84SuJnNDdTZItDZxg80cVr3XFY7YvQ9B5YRwfNiGDr9PvogJzH0fPguxy+N2xTEmSIKhVG5B9fz0fcYuKnoxzEM+vMk02inWdLQ2QseSAKBrY/Sxb4k0wAAIABJREFUA68paDcW0ds+g3x/CUq/jVY/RM7Q4ASRVD3CQZsvqzsEW1ldRdcP5TurIQXbwDve82585Pu+D2Nj45K04NxY39jEU6eewsNf+CIydhHTTMJNTGB4OI/x8RkBH2lS4EqjUM7VzU22OxpyzlTcIQUoL/3IeHWckRUQVqgnJyev6g908eJF/Luf+mk47b6MryCicqb6jApIoiBN4CzOHs/4TJTEHhsZF67qVm1T5LTJcTBiJq8U4YVYOUvAr67aiFU6p1sIlW7yPXKFRC4EcwQJryMFDgNi+nM+SDEFiXec1vk6iZ2oPAdVvj/nEQP9mOqPobQovuWNd+LY7bdKu5RCJTvfRd8JsLy2jMVTizAsA9NTYxibHEapOIlswUZtrYpYIYgJYRqKmBRSoJet7/d//kEYOUMqj6VCEYZioOd04XS70HRT2tsqlSGURiuiOlbK5zE2MYryEInxr37e1VUPQHqhh7+57wH81l/+KTZ6iWu4TydzyqIxsK93gHJOVEfqi8si0WtmLIzffhhWKS/gQwAIZXgvrKG8fwZj1+9LMrmmIaYw3UcX4ba7GDo4j8rCjGwM4v1BFR9KHG43pB+QPZKl0SFR16o36oMKCMSng8fTwAeBUYclPB+B24dba4GiDOJkzpZ1Erf0CG3FQpYZWbrnRj5s1YQfURtehxmrgEFtaRUZ6PBJrpLIMlERymnsQ/RR0TP4jg+8C9/9be+FoYRY39pEu16H02mhqSh4/OwiTl64KBwahZnzIELb91Aq5HDjdddhppKFQnnHbEnaEHqeg/m5fbjz1tegaOXY9yXmhNdAyCu3l9ApnTwHupWzNWp4eAibG5vS386/PZdYbnDJMVDYGVQcWAGhDC+DhEB4SqGU1XmuTruDTDEDU6PLK9tNDHgIoLN+Jl4eCRhmxSL9eytUFDKyKJeLkgH1/TDhQO1cP7kLBjGpglUS0FAFKzFA3G1kyEoOPx+rOak5Iaua5aGScD74eeWLpN9nW4MjuuPqMCkKEcdyrm67C0PXYGU5bxlkGqIr324n3iqps/vT/oKGAZubk5YAIlZNCFR4TkonGvRJMRI39d1k9lduFLy6r/RH/8+9+M//79/h3JOflxpBZfpGDE28BtVLX0R9/TgCt4PhiXmMXfcO+NFAYpdtsFR+c130PV/AhkL1KY3BUwIWGfCw/TDmXHHZQJ7OkkHLB1RZB6laQ4ycyXBOWYnKDYmifhc9108SSyGrHn0RhGDwRaKs57F1lwkAVh8TB3bTziCTo+piXpJGIf1ovL7cA8cfZ2w6lAn7U44IW7ICKuLEIXrNC+jUzqCsbKPWqCKrQoAFqzsyvwbfO34kLVlszZrIGmj148Q8NvKF1/jud70T3/eR75d2WvK7uAYsL6/iiSeewKWLi8hYOVx35DDm5mZRKBSf0VbF+ZpKgct2Q++tRgOWYWJ4eES8fDif2RaZqtu9ukfqi/90bG+Kg1hcxK/mY21tHT/zv/0salsNEa2hohPFp3Xaj+9SCqEIAvkdBB9U66RrCLtIdh98TaVYwtDwKFzfwVZ1XVzRS3mqMCaKoIynsnZJkggknNO9XFzNI465gXojpXcH6layuxGIDLY63psUO6j4qND/ickuGnX6O1Xu5HcagjiAoejwU2LIc/4hEk8fxonZTA5v+eY34oaj18uel80bIjbU7bjYWN5Aq97A7MIcJienkCmV0Ws1cP+n/gnFoRImJkZkzy0UR3Duwjk8/uUnsbG1hSOHDmF6dgqWbYHPu1Wviclhrx9w60HGsrFn3zwmRkaxvl2HYYQYKY9ibGpKvHm+UsfB1Ty2Xsi9XfUAhBnX+598Ar/0F3+E00sk0AGttW2oXoAiXdBVBT0NoAOzU2vCW9qWAVk+NA+rmEfQ70tJfvv0JTgbVRSnxzF0cE5UGjhQ270uvCeWpCVq5Pr9qByYlYFI4jldQ+mETjDCConb6YnajpVh6dxDz/eE+yHGad7AATcIEHgBgnYHMWVvG22EQhZmdliDbSoIOfVUG74OZDULBFlUmY4HG4zNCReqcNUYeTVGN1Zl8qetAZEC2DSvggdXM+UzlopFfPQ73o/ved97hbDrdtpYXV3Dyuo6tpob+MLJkzi3tg7VIAGTpZoYxXIJt+6fw1ilDJ+BXKfL7VeceslPvunGQ3j70TcgzmSkx5qB2DUQ8kKm1UvzmpWNFVQ3qhJs5fMFuH0Xke9LxrfPxUtLzPVS1avLcpxs36IKVEHasZgQ9vqBtN+RL5LNmSK16+smCpSZFj4UF+GkxYWVEAZ5SRI5aYUiUTtxbg0lIJMqms/Aj54jycaRyO7SM0TbqTik/IukItFDq9FKJBwHVUveM9vHioUSjIwhc45NK1QqIghJKzFpQMSMFjEDK4UEICQEco3ghk9gQzNE3jvfmzE0BKQW85kpitzT7oOkdfn/oNqTqomlcsZsgWs7bSg+JV2zIgV8bfy/NGObZ2F2/nf++734T//n/wXX3cDo1FHkJ+5E9dJDaKw9jiCqY7gyj5Hr3i3VBqpMxSoBCH1cgL7jitKhPzB3VQcBjGQ/xcwshq748P2B+VkaiCis9NHGOTlPzqJ6DwGIAarkEscTWASCC9ro92P4Hsd7hDjykkqIr0CP2V5BI8Tk9Qyu2FaVLZT5D/T9EKHrIOYcY9DGuTF4fPyeAhH+iPKkTvMCgvZZ5IN1VJtNCG2K/jmUwVZpEsfAzEQ/CJDTY1HEKpCYDhUeARq9EXguJcQHP/h+/MBHf1AAhm3TJ8TH5vYmzp45h26rhZnZWcxMzaJYKe4Yeu6eazxPWg1J2xcp7GCZFnKl3A5A4fzl1zWA/vR58dnPflaM7b71Pd/60k2Yl+FMrLb/mx//t3CarrRg9YIeQo5VUZd7evZnNwiR4H9AWt99W/T/YEtipTwGO6ugUe/AabZgZbPIUZVUjWEYJgy2QKpZ4aPGQkwPEYsK3WWfj2fDDWyXIggJqQiqmnAjTzoA+G8evC/ZK56lSpOqSKbghZOf847/Fv+eiHM+xlCpjNvecBtm5ycxPz0HRQnQrPdEervRqiFTzOK6A4eQzRQQqT6WFs+j1mxhaoLu6hbCWMH9DzyEdruJhesOYn5mRvZdtu23Wy0xRO06DsJYo7MwnLCH0VJFeChhpIkkvxb1MTE+jaHJcVRGKq/a+fV1AEBiPHLmLP7Dn/8ujp89C9XUQR8Qd7MujubFyRFZKOnwHdIqlj28Th/2SEmypDzoJr791Hl0tuooTI9h7Mg+GBlbBkKr20H3sfPy3yMH5lHcNyUOl4Tg8p0ZNckK0/kzaZEKWdFweiK/SOARdj2R3Y3o4dHqSnmeBoesNCimJg62JEN2oUv/I0udppmBjxCaHwtHo6cEsAc5MkUPoQYaXC2CFahw9UgUsNICCAEIk+CBGgv5mACI7uajlQo+8u3vxfe8/32YnpwUKdXN1Tpa3XWcXLqETzzwBSwtrUuAWSlksDA3i5FCBjndkgDQiQK0W41kE6OknqXhdYeO4uYbboWhGojU6BoIeRk2gec6ZT/sY2t9FZsbddnke/0efI8LJmUK+bfPo9NJeBn84sLOI+GGeKLAQZBCcMHguttyECoE14FUFwLNEFlnBtYMMhioEyjIfKLazqAliyViZnb4O5474ZLEifOtrg8WRwY/5IckRPPUX4QBe9qOwApDr+sg1hXoUQS7PISxUhamUUCo+6I6RMPNpIUq+YypaaBkkZnZoqGiEkINmcVOeun5bHhPiXIWQQhdeXVpbWSKSQKrmB4PDGEvt+NodG6PQmjG04EJn1UKqrixuR0Xnu/JM+Jz4Nc1IPLSTIRqs4Vf+dU/xF994i/h2QdQmLwV1UsPo7b0ZURKD9nCHuw7+m50O1049QtQDRuZoXkolAhllc8M4DCTw1EzkNHVECIkqdWjYg+5G9T9pHlgUqkmlFE1G5riIVJsGCTYUWXQ0GDSRM3MQFP78ENLUq9q5KDTDdEP+gi8HpSgC4eEcC8UTxpd6YGFlkH+CKpuwsyVZV3PZG10ui5cpwtwH+F+QqDO9sgBP0R4s2EfveZFKM5pBK1lKL6LrEFTuEjkdln1oAGhwtZGmm36iUN62zCR63voBbEo7Mjn04BsTsM33fXN+JEf/VFR1UvJrWw5Xt9YQ7lUxkhlVKp8BA8p6Ob7WQ1MOGbxQGkvSS4wuBMwrypSXWErNL9S4jvXA1ZGCNxPnTol4hEUsvhGPE6ePCnP4ZZbbrmqPz7X5B/8/h9C0Ev2EAIQrrJJMP9MInoKQlh5YFI0Vc668kNyLyIPpFSuIPL7WNvegEkZ3yznnSJt8uxaydoUcmA8w/WdbZTJPhL1ySRPzipmoHEie5tMdFYGA0k0P6MKI6I6TMoNmN67buyyjH2qDMlKKXm8A3UszkM/MYPO5Cy86U134sjhQ/C6LdSazk41vNPtYN/BfchlcsgVc9KuSekJx/HQqDWwsboiPI5ioSzVR44DJsb6PUfEJ3hn5L+YCtDq9MQ/yNZNqHqEqblpeB5Q39qEGveRK5YxNDmBybFJaWl7tVVDrn4AEsd47Nwifu4PfhNPLl2CmjXRObuM5qUNqYBM3Hyd9Bv6zAQrEI6IEkXwIqqbsMz3dABSnkkqIJpF51wT29VtNB86jchxMXTDPmRnxkTrmZUPckBM20a/15PsFkELs89EsW6vB7+dGOhEdD7faiB0PTH6k0rGQL6R/BTeA8mRMAfEXBLXSRK2qPyQTGQeugRfCbCgwaFqm3JuPWPDDBX0tWRGpv9d0UM0kDhbUzGFE3S+VMR3ve99+NAH3oex4RI4v5ggbDbauP+pL+Gv7/0cep02Ds5OYqI8BI+lSwoR6Sby+aJMmFa3LXOfkz4Iddx58zHceuQY4oGZ3bVKyCu3p/T7nlSyGBREQSTVENd3B9n8BDRQrlbGkZE4rXIssELBykVaoeDflYRXkY5WqPfGSsfAtE0C9iR44CLN6gk3puT3SYWAGeMUDDCYSU0NLwflCc+CG0+6SLIqQY4Gz8s2Kd4D35svFFAqUJFHRxhQ1lABO4+lWX6wyXAzvHzQYJFghO1ZSRsA3dS5T/I++ZmTdjPqr9fkmXDBJ/eE3fd8D59Nunvxv0SNkVKREaelhijUEOuEJ8lclJaTgQADy/vUU3X6Dja3tiTgoirQN5piycsx6vl3rlYbePzJp/Dpz5/BvY91cObcl9Gunha52iG1hfJrfhxup4XtpQdgRmsoT78FenE2UayiCSX/ZvRnGkQspHj0ffrQ6MIREcAeutA1BX6oiOkfgTn5U7qZS5ADwe2gbZBVNRZINLsIHV2EsBH0Q/h9R0jq9IAiIFUjSvnSSaqPOHCYzNw56G/ApFV5ZEJaszpdR9zYmdISnxCCYra1sKWYOV2/C7d2EWH3EixvFa7bQaSVoAQNDNl60p8/GMN2GO60ZvncqwiYI7bNiBa1VOlVRZcM9mvveD1+8id/UkBIenBs1xsNTE5MyFi+EkxzLeFcShUXE7nvywIPKeggCGFVk68V80fDkATAp//xM1haXsH+hT34wAc+8KLU816OMfa1OGeSrGF17OrmkNF/6oc+8sMCKmmEyaQqlbAkwWXmMDI+JiaebtdHyyFhnNMl8cOgazoPVkLYvsWfM3hPD/5bYVA9Nid8hs3tVfhegFKuJK7gMsdUA6ZlI0NuiEl+b1/4URzHu4njTASlVQ1WQFIFUl6L90rJ7vRI9o5d+wdjtECBMsjgMslF40SCDdVk90rCbZEjBuyCjTtecxR7DyzAYwuv2ofrB2h7ISZHJ+H2u3DaHVTGhtCttzE2PYkLZ86h1e1idm4OQ0NlNKoN+epQ7csHRieGkcvnpOIRhH3hUbKVM6CyXgAYZqL4SD7W3gNzWN9qwGu56Dl15ApDGBmpYGhqQjoRXk37ztcFAHnk3Fn8+9/9dZxfW5NF21naFHlZe2YUw3MTMgB5RF5f3MJ124IX+MhKn6EiHI3th0/BoczsdfPC9eBw5qirrW0huLABp9bA6K2HUZidEL8PcjWEHDhQLEkBCK/j9XrCCfFqHSibTTSqNQEKESUhbQMKibMpCTKXSC0S+eoD+TeD/YmGgmyooWOEoiltseVKv4zabV+FayTSeLzPsB8gpyWTu2/YMr0YKpkZWwazZTH7rSD0+1iojOAD3/4+fM93vgf5PAnLXSEFO702Hnr8cZxcPCFZAmpR8/RsAeNRyOZRzBZQbdXg9j1kNAvdUEfeinDzoRtw2800zGFmTL3mE/IK7mrc8Fkq5+bO4Jpk7ZGRUQmSGSwwGNJMDXGflTVTFjK2XqWeHvw3g/Bej+/nIOQ4IrchAQ0mTIRauBMocNPkdTY3twZVCLq4ZiWQY3tTqkLFR5AG6em12KbF6zU2GyB3pOt0BXzw/aPkT2WzUv2LjRgxe+k5VdjqMlj8ExFTbmzJ5ka+FOsT7O/3B1UIeqOkQVPijB7uLMy8NlWtmHVKABQVWDRYWn6nCT8VTOG989naImahIDaZG0+SAHyuJKbz8zCTrQQKun4XJ06cEJCTzeVw6y23iCDAteNf/gRE9vXCGn759+/Hpz73T9haPSGAVTVquO62n4DT2sTyyU+j39lAeeoWlCaPSqspAYadteCyP4mtgAM5XlavVdNENOCAEMwgHgQpqpkIjRgB3H5SwSOIiJBIRlPO17YYwDNCysC2XESwJJPLWJwuxr1WU9o32CpIsrqKHqKYhrUJL2QnCJMKowkrNyaiB07XkeRVSJTk+1AtS/ggfugibl2E01xG1r0IPewO5gB3Kh2dyEJJS2RKW4aBXBgI8Ni2bIx4A61RBm12Xs7HymYiKKHh+hsP4cd//H/F9PS0vN+y2OaxJeBhbm7+Wf946d7HX3J+pSCE/+b8J+jwOz5GZ0ZlrjAR8OgjD+Hc2QsYGi6jXu8hX8jgzjvfIMpy32jHgw89JOv1m9/0pqv6o7eaTfzWr/3feOSJJxD2Y3heiJ7vYKw8hrHpUVGyYrDfc120Gk10nI6ADFknpRU8cVD3wiDhZlzxaQX8KyGGK6NCyK9u1BJ+Ew1vTVukegW8aiaymTJUzUQEV4wKIw7rAUncVAwxYiav4+lHok5HsB8GTAQwMUVCuiItVTtH6oa+I/PLKsugojK4aal8FGzc/fpbMDk+I0kDCr/weQwPDWN6ZgYtx8P+2Xl86ZEvw3fYkmhidG4CgadgemwUXuji1NlziNmSLz5CgGVoyBWymJ9fQId7cOxD6XvYXK8zJ40oMsUNPvWnGh4exd79e/DoI08iY8Wyh1IAhrLjQxMTmH4VyWFf9QCEC+GJxXP43//4t/H4SsIBcS9twtlswJwdxfD0mPyMLVjuVl3+m0G5m9FguSFysxNwtuqoPn5O2pTy+6dQmmaVI8l00s+j+SBd0F2M3nZYPEDkHFTBcnrJ915PFFh4sFWr0+3CrXfQW1xNfDyaXajlvPzesExEYQR6htBEcNtvyf1IxcN+picDp0Dq82FSC4690b4DjVWNniukQvJPKBm8+8j5GlBKDNiuPGJTw2wljx/50Afx4fd+GEpM1186mxoIeh08fOoEHjv7FJhdz+oWXJIKVQ0Nn991zIyOodtpo9XrIKObaHskihl447FbcetNt0mIyEXjmlnhK7e3sHDbaDVQ26ih2WyIIg0DewYHBCRcvKjglPZtM7BOid9SHVNUdDrNwQ0nWTnK79JlnO9tt1sJbyKTKF2Jk7llCVGcgQpbrvLM4AwOAgdbTcypCGLSliuCF76XrR5bW9viQzJSoFxhUUCPLrRvD7qZAOdky0p1gi4/zwxd1MXI8JkDPG0Vo/VHr9ETsJS6nqc8GG4cBCl8DmVmeQf+CFf+xRJeyJVCqZdfRSGAgl1AYAVobjVw/PhxOE5PPi+f+5vf/BYBP9ekql+aufAXf/9F/Mdf/1ssnvxn+LiAST9E5Q0/j+bWErYuPgi3cRrZ0iTmb3wHfEoDWqaYCOqWBjXsw+fAZJWs30/8QVy6KwtLAv0wGfdsz7A0H66vwqRnASu9QR+Wkay/JKLzvVmblUJmcQlC+giQE48QUUcMgG7bhUoeiKsiDj14Th0haG7Ldq/L5RDiGNMyoOfGUK6URUWrXqshpOEhq+xmoozjtc7Dd5ZQDDZgRV2sOb74fKSHM8imZwcIh4a1sctuYRX6Lr8fqmxx7Gdy2QEvS8f119+EH/i+j2BmZgaqmVQzObc3NtbFA+f5jitBSLJ+2DK/mFR44IF/xmf/8dPStgndwo03HUHHb2BEH8Wb3vmWp1Vgnu9ar4bf33PPPWg06vjwh7/rqv44rFA/9sijeOBzD+LJ06cQeC5cN4Cd01C0hzA6MYu+1xZz10a1jmY3qYKkR9I9cXmMipHhrirI7tdyf9ozNyNO4RdXVySBOjoxhMjXYGSZ2AxlPzL1PCh263udHVsDgiCqVV15sCrJgxQQAgqVia1oIOd7xYvT+2L1xg0DWJoON/CT75zQgKhQ3fGaW3D48F443Tb+6p5/wrfcdSf2HzqC+x96Eo6jYmLcQt6IcGrxHOb2HMDEWAGjlRE8duI4ahvVxBDXBDLkqLCiQ+uqQMW+6/Zhes+MzBnut91qDxtrK7BkD0qSCKy+MmkwNT2Nmdl5fO6zXxzsT0wyZ5HN6ChXxrD38AEUS8Wv+33nqgcgRNfHz5/Dz/3hb+GJlSWJR9xLW4hXmsC+EZSnRwVpMk/kbNbQOrMKfbiIkQMz8KRsB2Q0HV3XRbTdhkmC7HhFpHt5XAlAijPjiVEUXdcZ/rDUyA3C7aFQLEn70tbxc+isbiVGnNwUWPoeVEx09hDvku5MKyjkbJD7LWTYQIWvxbB8ZcdgkApVXOTzZIboBrpeKMCF4ISVEDOgtnwSjPlqJDJxntT8E/ietJkMFgJLx0QQIb8wj5/73h/C6+98A/ounVmZwQb8roNHnngMxy+clr7mDPul4whe6IvcZcU0MTw+Jo6pba8rVyAw4ec6eugojt5wVDZmBrup2du1nvhXZp9hQEzybqpUwwoAA2GqVqUk6pSrwcWcY1kBy76sgDBY50KbqGglINJCsViS9/L3vV4LisL2ERJXXcQxe7yLAm64cLLSlvqEEKDwPpKWPI4/Km21UK83hSRPEjx7wKV/XBS2dpwQBgVC0XQcYAze19OrK1c+UelqlN3m8m/Y5sVqx265S16Hz4DPKm2BoDISAZdhZJ6xaH8lr5socrGysiXtbDQG5TM4c+as+JPs2bMHS0tLWFldxfTUlAR3YpiovTATr1dmxHx9XcUNAvz6792D3/qd38VWtSpqgXM3fwhBZwv1S/ej3dqGEvnYd+w9iDPTiNnHkYKNQRBh6gyCdESKhpgBQBQiZPufnriZ0+WMa5dtBPD65H2wikheCNtlE8tlgnES7RTTQtYk94JrvQ3DZFZTE8d0txej6zJTS0UutlKE0v4Y9B2YOs1AWUV/+vO3Mnlkyb1gi2+3A6fL6gpleCP49dNwmgkA0cOekMq3giIqmSY63QhltgoOanRsHYkZuGUS3pfsVeyJV21kbWaUKR2ck7nFKrilG7jl2C1433vfg5FxXt/Y4Xxx3rOS93xrOOfUbuU7zpsTjzyFkZkRrFe38ND9Dwvw8tw+DMXHa+6+C/Nz8zInCNK/kYjqaVfG1Z6YWFtcxebmJQRhgL//H/fj9LkzIughCnEqG3UpMKCgUW3t+IQwkJc22EFyiJ/RGiR0084P4cdeMfjDOBCPnNGxcZTzZWxubKDjslJWQC6X8Gx52EYGpWIBQUiZ3o5UOTnjdqtZseVKeB7p/jFos2LLuR+GUr3kPUiMxkqgKGUl951sOOl3Jp9SzouCynABt9x4EOMjk1jfXIGu5bBw8ABOnV5CrLIjBKj1Itxx4xwqpoMok8P42BjUKMLiuUWsbqwh6PkI+yGMYhG+1xKBIVaIKvky9u+jPURFlORYNXSbLpr1NfRcJv0SoQvbMgTUX3/D9fD6isjDe72GtE9Tzp7WC8XRYcxP7cHQ1MigRfpZMtFfB0v/VQ9AOJGPXziFn/qt38DS1ib6GtBb3UbrwjomD++DMVJE5HhQWIbfbqL6xApMW8PwUbpPkkQYy+9jLtRUJSHplMpWA8nS56qAULGEbVPS4tRzBYgUKkXMQMfq8UU89fgJOKGPkf2zsMpF9Nnj2+wgoHQjVSRUblrsi9WlfcqIVHhaJL3HXMgZGLGszTnK1kS2Z9EWi4epm/D6HizDEuKxBJdU5rIMadeiDCvJ6chRtUWT4JHX4waosRczY2J6uIhaz8OtU/vx/T/8fbj7+mMiS9pnr7BOp1wHjz/+EJ5YPAVOUwKMlNDFLIYWaxgfHYNDNS3HgUWd64DAJ4vbjtyMYzcdg6ZqkunmMxodTiYCJ/u14+V7Aql8LccWA29+0StEMp4COBIgwXHGNi2+nkf686TqwC9K7SaktlR6lsGFVDvY40439X4HXt+E5zZFTWdsfEzOk8vmoeoKbItSvooY+lHxp7FVgxe4spHQ14OLKIcDA3+2qvAeCYCjiFkeLvp9qMQdIvmbqGc9V/DO6cpzSVpACErJMxbiZK8n10r/LZ4ghjFwg64l1RzTkvFqZaydUjfPyWRd2r/O71cGDMJRqNXQqtdRKJWkQpSWytN2ty8++KBs2sV8ATNzMxgdHUU+l/+6z069fKP4K5+53ungt3/z9/Brf/R3cMM17L3+I2g7IbYWH4DXPY08epg89v0I1YoYESqsgJhsf0rWz1A1pIVWM0gyVRDTmFBSpK4IdjBfxO6IIFRgmLYQwDUahMVUXjPQD0KRdI6MCGpgifCJqZEjQvEBrumJDDQrJZHbRMD22a4jLWO9viN7QBSwbbYrAXk6ztJPTdGDQt5CrjwmIKXnu/A7TbiNRQTOJRSCDdDTli1XlE2QQ0ukSR2YsEwNuucjypSNsx5iAAAgAElEQVRhRF3ElJ2mYjvFH6i7oNN3x0bOKKCPvmR189mMVNNvve0WvPktb5WKIccvgVjqyVMo5GVsXwmadv+1+PpkHutJG5bvY+ncWbRcF6urK7CtPIaG8ti/cACmaSc+RhZVkYZQKBV25s7Xamy9Utdl+yafK5MUV/OxtbKC448+AbtkwXdjnHj8FI6feBzNhkOvAHid1gDdJusv54YvPBEfhsbEZfg0snoq1atTsIDcpCukekPy6aCgUihjbIyE6w6qjSoMTRVVKcNOyOj0yMhaJeSzGjpdXywKhDA+EFkRA2iCkH7C7SCfg+CiTyVHhZwU7g0DWd9YEeNQJhUITijkwGBf5f0HLjSdfkAxbNPA3r2zuOHArLR3rq53pDpZJwUqzIiUvZUzYcQ9dB0Nt9y6B4+d3sRQycZdt1wH3VClXWpjbR0bq5to+x3oPgUkHFGdpBdK7IVQTBXjIxMiaZ8p2wi7TPy5aLY7wjdmezzFXMqlLG644QacW1lDp9aCBh+ddksS3nSXz9gmhianMDM3L/ySq51v9Gzz4KoHIAwevvDYI/i3f/hf0CKJtt///9l7zyBJ0vNM7MnMSlfetffT4+3O+oUjzAEgjyQO7nDkicEL4EjxFIpQ6Jd+KURFXEjBuB+KUPAUoYsjqZPIoxUJEMcjBCwXwDqsndmxPbbdtO8u77Mqs1L3vFk527O7WMIsFjvgfhGzvW2qKivrM695DNrrBTT3yhian0Qkn5L3JU7oJP0sbgqpO3ViDmYsgC0xiGBARQ439atZVWOgzIp+cbeIyrmbULq9eyBYJKFT3pbcD+mGMKDTTHxq+jCGYzk8f+0Svvv8c+iZBnLTY3ATJtDoCNyrWW0ISSt0o+WmzvcRfB8ckvw+rJKIDByxy4OkiFAsL6LA9FVRwpIExVfRVfvQ+7x+VgOYzDBgC2Tnwuqyzva/oiKZiSMTs1BsOXjgyAn8xuc+h4fOnA5UhHyqnNiol3bx8vlzWKvsSuUuHExACNkazWURUyOod7sotBqS3JDcyWv94KNP4INnHxYH4Jt3lmBETEyMjWM0nwvIym+FDXsv78T30bUxqahXKRTgS2euwyqqEvh+MBgn/4NzLZ3OSEfi7hpwHHSkExbCnihgoA/I6qr8jgkN5yirLSGZr9dldbcPVVckAY1y80vGEDNjcDwHDeGi0JQtKgE+g33yJsINUSfhzw8kddkcIBwslDq1CHNRVJj0m/kBB1MXoRmGWqb7HseAKOSj8PXYLWKliQR+UZg2NEki+FCKZLU7waEWyvTuNyxkoUAUv8gD63SwtbcnVVweHKECGGEsDDReO/8ayoUyVFPDONfByIi0yBnovT9++DtASfD//f/4E9xZuYGifxDXlooorb2MZnUdhs8E5NegGik59HttR3w97g6Rg1aheW043cFsUXqBOk6Xc5FFHh9dCiDQkzCiSwKtcUIIqdaFrlL1igc9gxOWaBjcq0KmVSOc4y76ahyWVkfHjQFeAz3HQ6vpwOvRA6QnWG+vTfNcYuvfDB+xoklRybJiCXSadZS3rkDtLMHu7ok4iOl56PQN2FqXsaDoA2uKLkIo4WCn0lUNxI1AMY5FZBq98eembouISiLKtZlDOpdCPpfD4aNHcPLUSelQhnyOoBjmirIek7C3q9xzffG12H1lZ9DpOFi4chl2zMLY+JT8jOswPOPoPRS3Y0ik4oL9F9doEbb42S1WPfXUU3J/vvCFL/zwk/9dfMTmxgaWFm4glkpJIs6uwu2lNTz37IsoV1uSgIhKmkplQBalyJtyZH4x+RBUhUrx/oCrSkNbUbli/AOgPSgKSHFHhG184TtxmBEDI+MjMPUoapUGOmJEa8GOhradvgg4GCq7ygpanaYQuAWhwu4GlejY+diXfDDh8aXA5sOjUASVEnu6kNR5frEwIB4jLosI7IyY0PJxMrzgtnwcnJuW7kZPj6Hb1aT40IYJo+eg5niIWYQY69grdURem1M4GfNx/MgcJscCoQdXIJh9VBpVVHZLWCePpNWWdUveLfk0TOJYRDNiBobSQ0jQy46Q50ZDzvZut4mobYmnyPjMGLa29uCwyF2vouG0oapEC/hIJVJIZoaQHckhP0IjSPLY7p91dV8kIM9cOI//4ff/rbTrOJpbRbQLVWSmR75vApI8PgsrPiCAU6+6RXdayugyG/bF24Nk9Z2ldVSuLIrq1dCZQ4hm7w0YqJQV+IGYSHS6mKi2cWz6AGbOnMJqtYwXLl/BQnkbiVhU3C5N10e5VEZtpwh/4IouKg3isRA4NDP+C6RO30jZCnYeEiQDHxJXuCRvHMQI8vkos8rMmV/D5+ffCjzH1HAglwwSLU/F1LF5fPkffw6PnX4QlGXoUT4SqlR3Ly0tYGn5ljj3cuxXmOi7KobSKTQ7DnarVegR4urbcmh+7OyDeODkoyg3Sjh36RrKtRrmD8zgzOFjSMUTaDYdqXjvJy2/i3vrz/RLFYoVaCr9VoFWuSnyiUwCum2SaQMpQ0KlQk4I5xqDAv7j/7NbFs4/SjlTSYpBBau4FXpqtBtQexq8iAvNjcBjt0JVRCWKsoFD2WE4YtJWl44akw9R1GGQRg8RongFzzqQSB14hPBDCTplAblW4Fu6Ijjc/RK5b/fhMXmQdxjGnPt4icJfUfrQ+lrgJKsEa43E8VBal8m202oHjtm8Uir+WKZALBPJJAijDAcfE0JHGo2WqHqlUom7krzc7Pmahb0Czr16HovLi0jFU5iYmkAun5MkZHpq6h8U/OQdW3iui43dMr71/G38zr//Fkqbl9GsrsFw65h++F/A1eLQKcnperJ/uwIvDAY7IpKYkA/CvZb+HQMncZFklmquIokITQyZqDBpkf2XZrGqDk3hWjJoFwKvrwpEi0kAu3eUZKcYQszuot2NwjTojE7celN8n+i70eo2hQxLd2mv7dyV9dkPkSdsMaJHoaKBauEODG9LEpCO78JyXbTYyfA7UHSa4hqBf8kAcss1xqouA0E7SmU6/l6DpdmgwaFlq0LuteOEbUSRyucxnB7CyMQ45ucPYHx8bCBZbQn0o0uZ715PEgju2WGXg68XdglD/hW/MmkRCV7dEIPTwCA1WN/cW8L9RTyAWk2kkilY0ajsM6F/yP0ULP0w85rwT94jwjLfy4MwqFtXrsGMigMYXEIK+yq+88xzuH5zCd1OHYl4BomELd10ktA7TnB2sJtBFSt+pWQv56HAdxVVCrChTK+4crD4KzAomuISnhWACT2/h6E0PaYysk7q9YbM6UTCkjlMvohhG4hHU1LE6joNUXP0CFUn/4kK2rRgEwh5UESN0LlQoViLK91CcloozhMO1hnYHLFjNrK5cRgTMYHEq1UXWd3A9MykdMYJIz54bA6Gwj3AQLXjoNdxBfa5sdUQk1GJl7oupiZSOHPqAOgID6UPwzIk0abM+NKlmyjVynJ22lFTIIp7lRKUbtCh0Q0NVlRHNjOEeCoJ1VdRb5bRqpEDA2TyWQxN5LG9VUO7VpPPhG+AnVcW97iWWMwYGR9DdmgIsURMXvt+WFvv+QSEE53qV//2L/8Uf/W9p2EmougUa3B3yoiP5hDJBwnDPR0QXUfuxAFoVKMayPBWbm9IBpqYGpbDynd6UKMWnGYbxYUlWSB0SNfj95K9ZfNl292yEO+6GC/WkGZ1+aEHcfzwMXQNE1euX8C5pWUUnBaS0RgsRUOlVkdru4BWlUZmAV7k9QDIRczvoU73z7fZnZiIsAND2BUlerta0AGhAqlmMhPn4UmfB3ZDWFEKnowHqBY1MD+UkkUvaEclgiOzB/Grn/scPnD6BHhJhKNZvoW96hauXLuMW+ur6AzanGgBTcWVjkfKNpGLxVAnbpGa1mwlMolTTXzo4Ufx4IkzqDVaeOrF53FtZRlPnHkAH37sESg9Vcx4KNf4Dwn/+24cOJxRdGJutTuBNKjnSpWFfgkMugMY1r2QJgbi4ow+mCNhN47zhhwPksz5GGqwV9sVdFsuPNWF4npw3D4icjAEwYniK6g3SzA0E4l0GrGYhXq9JRgpqv0oA74SEwy+7v6KJzdGw2D1KEhAeIiwZc8A64ceb9EFYQJGmV7Xa0PXg4CH94NJCK9je3sHq6uriEZUJPNDiNF9XaVJKAl+eaSyOfGE2A8HC0i4PXkvrARyzTH/sQecD74nGkg999zzWLy1gFari1NnzggHZmgoLwomo6Pj0gF6f/zgd4D7zKvXN/Fb/+MfYmv5MmrFFVh+ESOn/jlgDQfKVwMUt0IYFf2YaKAWYOsEDiseTSTH9rriC8L0VWotqiUSoxpbzMJ7IjzWRUSl0RkruQ30lbSQypmE9Ac+TYQLKiYhIuRkcB9kRZ8JjC9cKyYgVOSh2zErxE63Ba/Xl84IIVnkZPGyg0bkHrpOjVruwlVJRhownYIobokDtAjWaVC0mJgq9hUqO3pivCsqVzr5fzRRpL+ILrAYBm5RW0PPVpFWqTqXQjJpID00LMWkkfFRDA1T0pM/z99NLrh4220mUsF6ZfcuhPcyoLly+QquL1zHqTOnREo1nonf4xcSctD4+FCym5+NFD+cYO2ks+kBMV6TM4GFj58lWdFwZkvXtd+Xbul7ebBDfuPqVZmf5XoNlhoROdnnn3kF6ztrgv2LmlGkMgk0Gy1JEHjOOFSculuwDGBYoc/G3SR5kCyLstzAOZ1fmZCwS8DHOG6T8boUbzPZLGJ2CtVqHe1OReZmlPBdn4a3unRKoqaJrttHrVYWngXPDna3qVRFkq2hm8JOYQJEWXVKU7v9gK9CJAv3gVZShbNdQyxiYGZ+HsMjeXi2iprnIK6bODwyDbQJp+yKF9rxI0ewt1uS99fr9rBT9tBsvl7A4+cbj+s4c3oWU+PDiOjK3fOPMLSl67eDc5kdeEVDNGEjYqrYWNrGbmkHWp+oFIoEqYgl4sgNDwkvs96oiYpfq9lAMpuWn5dKTTiNCnw6t8vWxy49EzoNiXgSiVQMuaE8hsbH5Z6+18d7PgHhDWQl4fLKMn7vb76K7557GR3HgdbrI2dFUSVEKWHfTUC85QIUM4Lk0SnhenCPbzUaaN7cQLNcQ/LQBPLz09RSRMsLOBhax0WTbeLhjFRz3jRko9cRUzRM/pdkKM8Kz/FTiI7kceDALEatLJa2t/DihVewWtiFYptQ01HEyg7uLK+ivVMW3B7PEiUkq3MRcjH6vkBf3m6INZvPxMOXZISVXU7YQC6Veu2BL0M4BO6lqTgwSmLhgLhO7khfw6m5GXz5V38VD546BcdpiQEQNxmqXp2/dA4Xl24JKcWqt9CJ29BqDdQNG6PJKNLROBq93oCYzsPWhxKN49MPPo6TB0+h3Kjg+uJtbG1s4sDsFA4fPAKb3hBsyZpvVgB7ry+O++H6uDa2trYGXjA9cVtlYMIOR6fTFqldHvCvdz4Cs0GOACLBSk/gFB76glDfnU7ltXoRPuU82FMhBMv3RRWOf8fHEsKRyeTuck/YDalVSdTuShLEoIXzUoL1fd0QvjaDD8sib4l+JOReBBUbwlVUX4fPavSP2UkmZpjQseC9BfLEq6sb0BUfmzvbWF+8jcmDh5CK2vAGfC0rEkEmmURqiE6+lB72RU6T5HNF8aErEcFBM0FhJ5UiFCEvhO9zfXUdt25dR9up46WXruLI4TEkh6aQTxFzb2JqKuCI/H2E3/th7r1b19hoO/jzv30Z/9v/+cfYWjovJc+xE19AX0kIB8SnOR4Dcu6JhD1phgQnltlHpx1KbRKuQTU4dkyCDoehddHu0AiWcCxVkgwGGcIb8VmZZAeRDs38exaiBkZ/nM+GhQjhr3oENk00I4nAPVqjJTr9dFR0mw30vaaYBvYaLlw/6EAqng+3uSZdGae5I9h2Xe0jptWh91iw6gFU86EfLhOMiCV4fL4/Vl+p4BgZZLKGxU5jEGgw+DKNqCRe5A9aSQOmGhEorhUfRj6XRSqXxMjoMIaHh5CIx5DO5CQ447xWTUIjNYFhOg1H/BBCzydCK9c3VvCNr38TKiI4/cAZnDl7Rs4Xro+gCBZk16EvyP75IV1X+rZENOmwcC2GXZbQSf1+xLB/vzXwzW9+UzoGv/Irv/JuLZMf6XVYlHnp6adRb7pSOV+6vYhOr4d0LIULVy+jVCogHs1idmYSpVJdkulqvY5mrSbrgtD2/YPdECYg7HJE1NfPfCYEEi4PbAXCwiu7JvQd0Ygx9D1kUkPIZvJod2solWrCoZUEwQ2UHMkromqU2/bQqAUmvLwGgVJKN9EMXp9QLZF399HxmtD1GLSEAdeOwM7E0CMHd30DRt3AyQeOw/XjiKZ8bPeb6JsRTJlx2OUeyq0WTp46LUWqja2CnGP1to9KxYEeNdClF1yAjkQ0amJ0OI7hYQtJWhrkhmAYEETMwsXrMOO2eBFZ5IBlYojaMZQqZVx66WJA+KeIhOw1gc3B5NQUUsk4yvUSuq0uEkkTNm0SdktSJHEHSntMqoLbyiKKgnjMQjwzjOHJkbtcrx9pcrwLD7ovEpAwCdktFvHVV57D7339a1i/fFMwp/nTh4W4Q1Oq9l4Zje2SEAQzh4MERDbEjoPitRW0K3XxAaEbOj+x/UoVErSrIrp497absajg7jjYiZjVbWS3C2h3mxg//QAiuQyUkRgSehSnsrNouT2cv7mA82vLqLoORhQThRhgbtVx8+Yi+pWGOO1yMOkIvDuC/7esQJklrErv/+wDBaEItF6QqLR9YuYDgzVKgvKxTETC5wsfOzcWJCBMdFqKikTfQ0eL4KHpI/jKr30JD558QA4PkpLZSm3US3jh3Ku4vLws15Gjpn06IRh44joTdhzpVAa1eg3r9RryuoGm50CzE/jUQ4/jxOGTUgX+9t99G3dWinjg5BQe/+hHA4KXTbO7xH1JlHoX1uGP/BKcw+VqBRs7G9D9wNOA84gSkOyKMYBg0MO50qPpkRgh3fty7Jjx8ya0T+ZXpyMwqn0SVcED6IsjJFxd9NHp8ssKHyulfA1Kelb/i7O14MIdwu/uxXlLxXbgks7rDPhLJKlzzQWHlaw+XYGhGdQOAWm45uB3f+9NCrsL+96fHFADSWJu6sRlX7lyRWBR1b0qtjeXkaSMrkrjQgOiIuoTUqYLkZ4rTiAkoiBGJaXAP4WBVOh5wvfE9ywH7EB9i5K9zW4bd9ZX8dKL59D3HZx9+CzidgKTExM4dOiwPP798YPdgUazjf/4V0/j3/zuf0CjvIj83MfR18ekmthpdQWmQchF4OqlC+yK+O1+hx0Hwj3obB5MEDmwBQflQzdskOMkCUckCIt6rgLL8OH0CBb3YRpMUCJibEk1LV8xJXmh5C4zEyYnhOia4lTuw1for8PfU8q9JiaB5Bq55Gu1W3DadXTKl9F3ebb0kTYa0LpFKF1GEX1UDQOpCMN8aV0HUDOvIV06+ZGpSdWUtTJ2+LhqGMBZZlTOPlv3YUeTgNZGJjkpRp/pVAzp9ChyI1nkxnLIpXLI2FlEM0HywudWtYC3uLa+jlQyKXtHOm3DcXjWkBisiQ8DndnZSKWQSSjVza+hSlbIK+F64trbP8iZ4mBXXDyM6MMzkPGOxwNfosDh6v4ey8vLInP8XvdAufDaBVy/eBWVZgOFnRJmZ6Zw9ORRXL9yHa+8dhHNSgMzh6fxyU9+DJVqDYu3bmNp8Q6qhRpa3S7cfh2N+n5+U6Au1fXaMLR7ZdTDJIQqWoTchipVAUSLiT+5i4QVGRifGIcdsbC5t4pmtY2x8elA+bPtUMQuMDHUgjMjQHiwi06CYQDH4roldIrSvaYRR8OroGv30IvasLJZMaHmHkHo8G9+/BextraK3Ts7KPkOlr06qokIHi6Y0PwcHjiWwvTBg7hxcws3b+1iZiYucVOhSH+3ezEs+ZSKTNaEaeuIRWLIZFNI5BLY2t7D7RtLAi0TnqRiIhLTMJQcksLIhUvXsFfYlThTSGr9rqjYTUyMY/rQDNrVJrqdGpJJqjG2UWk7MKW7+jq0jB1SolC7Ljlf7C5GkZmYwPToNIz4j4AueBeW4H2TgMjhTtnceh0Ld+5ge28bX3/lWbz0ynlo2UTQAak3gZUSfTKRODp5NwHxnC4KC8voVBrIHZ1BfEAW2n9/+Xhmn5Qr3D/MeAxOo4mobuBYfgSHoKHQqqEOD8bUNGJDAXmWhKqj+QmMxIdwaXkJL1+5gNVWFTnNRC0Rgb5dw9rtFdR2S6LARaUqpTeQkXubDzpMMMj14OCmzmSE3zPxeFucnxXBfO7NJNiqouGx8YP473/rv8axY7Nwqi10oEkVoV4v4tmXX8Ll5VXE7IA0FfiEUCu7i3Q8ibgdlyREJHqVOFyvDj2Wxqcf+TDmJiZxZ3UVS8vb0BIaMpYJ39SRi+YwPp6Bbb+fhLzT65oHfyhHGwRYJAwGPwuDgLDaSP3xkBey/zqYhLwOoWiJOk8ImQ8CFBZ2GbBFMZIbFXWbc+cWkBk18fjZDyCbzQo/4vbt23BdyuJOQdcDo7/98Lv9nZD9hDnxSjDCwIPVsuD/mXz0jA5MMQrkgfbDD74vyk0TD2xHbNxcWsTW0jIOnjyJSrWC27cWkE2MIZWJBXKr8uo+UiNj0m2Vxw82eiYhgeO7LlK84fpjkSD0XeEVEoLBSjITF1Hyu3wZTqd9V8KYf/vYY4+JP8L9gNX94e/6O/8I3s///PWn8Lv//vdRjhyGGxkPEgAmHIRLDBLogcUyfHatGGg4XSGS970Ouj12Byh7a8Pt7sHtJ6R6adGJ2CU3ySFiC54XFKIMMwq31wqI5L2AMxIqaEXNPlpdQokGUAdNg2n0JUllx0KPJqErNXT7cfFf6rTaaJVuoVXdkGJPv99DXl3Bdj0NS+0hazZE8p3QxP1DKr+DzjyPJ+ZOhkm/ns7d7gfJv5YRg0LTM3oQxJKSVLNglEnriBgZgQIOjeSRzeYEbknp3dA3hx2jeq2OjZ11CZynpqbvdurS6fRbfphM5vm3LECEiUYouPK6yuObQcZhQYR7BgnsYAw1KJbzepjM3+9S1veLDO/Fly7iz772Vzg4dxAH52dlL0rFk3jmmWdw9eY1xK0M8iOj+NSnPxiIJ0aAve09vHjuFRQKFbQrLQn4OyxW9phgUyFrYJjsUo7aRtfrwNACaDt5ISSiMxkJE5A3Tq6e50gHZSg7icnpIextlFCgUpahIp2KIxXPwbLT8LotoijFsFByj0GMTQd1LiFNTSCnV5DIjaDWi2BrfRNOPI/+qA7fcFAZIGASnoKfO/0AxowEVnb7uFZfQcsLPLM+O3QUH/i5J9Br93Bj+QZ2N3axteNhZjIjcPWNzS70hIVuLeAnc8TjfYznYtCjAUk9Fo+KIqXreLh87pIUhRP5FKJU1VNUZPIZxDMxLN1awu1rt+/hBnNdJZIJHD5xBEPpPBqdBpIxHZcvXEMmOwJNacsZFQ6uO3J0G42mQC/HJ3KwUikkaAQ8Pv6egzveVwlIeJPFDbrfx7XlFXzxX/0mlNm8uGpyM2tvFKC5HmIHxkW2loMJCDsgvUZbOiD2cObuh9wr1qTqqqZicAckOl304O8detTC4fFxPBzJI2L2UVE9FFnZT1si7ShJqwuMDw/jWHYEXtvDi8s38eLN6zCpfmVpUJtdbG9uo7m2KwQjIQqFyhA0ARw4zDKYCTsa3OADlSC6ZQa4w0AqMXAQZSLC34XyiLzqsJU9ayegZnXUFA3JgSdKm87QLQ81K4IPTB7Ef/Pf/Uscn5oRopaobWkaSns7eObGJRQWFtCOmeITwmsgz4CDELNcMoN6t4VGqRQEAQqQzw3jI2efQD47JJJyzV4X1WYLmZiOvqsgYpiImxqseBIxO3rXDPKdD1X+4T0jP/8QdxxiuLlOCANgEBz6hoQJgHAZCC9RfTGobDSCdjbnFDcvmm1yLoRKbuKaHokglU4iYlkYGR4Rd3bCvyjFzA2WeG5WXZg002GX0oCs8rNrwtKUySBKuVeUQJJoRiAKzQw5d4GeoovqGx/GjiQr0B3OH/IyPOrF9+ALHOYHx2hRua1HUmKMcoUK/p/f+w8YGhvBw488hI2VFaxvbiCZSGBofALpaBqaqaHT7dxbwaWSq9eHETWQzWQEs8zglQpH9/qcBPOPnwe7POxw8jNYX19HoVAQzG6v5yEai+LkiRNCzmXgRdjb+8nI269d+oR0Ox6eeXEBv/0Hr0pngd1vQk4jnA7s9HWD7xWXSkwBrEp8QHQKfJCLIIZMsAwPHUeV+UW9fU4nckREJMRTYBt9dLrB7yU5EY5ITxIYEtiFZkJSelQlhUO4F6LGRWnrCOVBSVynXGYb7Y6BTn0LuyuvoFHdRiLSRK20iWGqwFFVKqKJ2S07byyEddlB1IKISpJivj/K/6pBgsL9WGa/oiCqx6GSU0UYiE1Z7ajwUuKxpPD10mkLqeQoUvkUsrkcMukM0umUqOZx3nFurq2viWIc1xvlvFk0OHUq6GgTMhgWEcKOIuf2foEGXkqYNAT3yQugnzTghQ4ndKEffLxM6Hn+UfWo06EqY0BcD7kj3Et4ffdrInLxIg1Lm3jiiSfe04fRhQsX8ad/+HWJacbHRzE5OiQ+Ma+8eB6NehOTByZRLVTw4Y9+AEIcjejSHXfhYnN5ExuFAm5cuw6304XTc+Qc6bTb6PTItwhQJtzH2YWj6I/TYgf+9RY197v9YjwhhIvzm2pZnPsHZg/C63kCZep0u+JLAk8VVbd0PCtxG3U3qfCpMVah3Hqkj/zEaHAu+XVojRJaUcJhs+iZCs4t3RLJ7CoFKXwi8mlzYODB/CQqahuX0Uay5iIdjeA3Dj6Ctm6jtFdCPJ1G1LQDA8V2H//fCwuo7tXljGMcaNs+Uikq08WQ0fvi5SMiQYqHfC4vzukXLlxArVkXXxAzEZgJJmwTYxOjktBfu3INDRpcDyqAvD9d14NUMtEAACAASURBVEFmJIMjR48inUoL1NpUAojk1voSOp2WKJOFg3NvSOth+MhJuffV3S3E4ilkDhxGPJF6z6yr+zIBCW9ys9vF7//NV/HH3/oGqm1KtLno7lSQ62twZ/LwBhVV+nhUb62j22gjc2ACyZlRUZhiG760sQd/twwlYSM+PSIHF7NS2VD38Sos3cDp7BhOpYehZ2y4toayFjjo1gUCEIHXE5YR4nYUM5kJjNpJXF2+hWdvLQDtLmqqJxWA9m5JXKLbpbpwUSi5y9F3iGUMfD3kgLkLXw4UjKhqFOL9xNtgAOEK8H+BF8j+4VsRHBx0QAhEcImFZ5AJH006Y7sefuGBB/Crv/TLeOD4KXko3dEZeNIg6/LNq7iyeA1OrwvLjkLhQU+lpb4rVZKRVBLFWkukgumY3nLaGM4MIZpMigrMsalRZFMZJM0oWv0+qo22HHLtVgfJXBwTI9OIScv9/fFO3QFuPMT1Mprioc6qcRAIE4IVKGDxcBeFm7aLrt4TlTRWWmhoyDnG/2ensU3/F7a9nUB2kV4gPb+DRDQuQR4D60cffUSSnCuXrmBrZw8RQ8XB+QNIRVPY2tsC9fBT6RSGx0aRi6VFA11U0Qj5GPBDAhd18pikFCBJCM+oIJYLncpV6UqIH4Kmi9wjoTX+wETq7e5fwIlxJdBqNtsi5b26ch0Xzy3g07/488jl8yIlTFlFy7blb/me9x+MisfESRUPFEISI4oPO5mEbfN9UPaUV3Dv+uNPyuVdOG1XVPeYfHDQ7HFru4pkwsbZs2dFPWt6YgrZ4awEXT/rEqXvxFyvVJr4ym9/DTeX94R0zsNfghnunZRZ9/vQ1S46DjtpPhRyQ0J3cpHkIWyV/h9U8yH/Q2iy8PpcN1SJY0LCvZhGngz8KS062GeprOaRt0QO0MBHRGP3hGR2XUiwkjpbLLiweOSj0+6htLWIyvZluO0q+s1NZK2+JP/sskejMeiUp0UEzV5L+CHh5bLyS8EPknbDnNvULDmnyHekBwivny7JEZPJh4m4zCN2QGyoehKZdArpXALpTFa6lfSpEfUcy0KxWMDm5pq4NlcrdczMzmA4Pxx0+AbKjSEXhIkD4Sciq7pP7jMscISfLedwyP0KVPcC4YY3jmSSCRCFHTxJSPg1PMdCyWt+f79xpr7znWdRrRbx2c9+9p2Y7j+x53jhhRfwl//xPwnvU/zLIgomZibg1Fvo9vtYW9zAAw8ex2MffhR+jzyfQB2NimdMLOutOu6srSAWS+H28jLWl++gUNxDm5YJVAHVIjg2P4cPfuQDkmg//d3nsHDjVsATZIdR09ClNwe/GSQjUjDo9xDRTElCCCXOZYcQjdqo1ymrXpaEhOqLo2PDSCWGwDCC3C4aFlKul7DMkbEcTh6hY3gOPlUi27uIpfMYm5pHT7HwvZUFrG1toO130eyRZ+sIpCoWtVFJGdA7HlSni2ND43h4Yh7NIiW3exifHMXUTKBseOnVBSxt1NHygF4jQKmcPDWH8RELi+s11Et7iDKm1DzhEVOKemx4RHiytxZviaS9mUzBiGiw9AiywxnpAN65vYLt7V2Ui2VZ8xKSKn2kskN46OyDopxVL9dhZ2wYnoHN7XXUykURmWHeYlk6ohEHGd2HmUijW++i2GkC1hDmjx8Vovr+jv1PbIL9PU98XycgfG/1RgPffO1V/MXz38XCwgIq23swLRMG3c4HsoqtZgutWxvoN7tIHZ6EOfS6MkVxYxft5S1xRt+vgsX2IBcFuyEczPqPD4/jwdS4qPx4GRNGPAbXbWPHJT6vQ/AhPErkuj4ihoIjiRxGc2PYKlRweekmrm6uiYcGSb5MBkrrW2jsltCqN8WZlsE9YyxqRFMiN9zguSmHxOJQgpdfw8AqkE9lxene1r2vq5gYyULt+zB4bSphbIGjuuX3UWp2YOoRHDp0FP/qi1/CYw+cBnVdqPVtajqcVh2vXFvAxaUFRHwFKkuIgq0kCTKCXCqFsfwYNvc2JSijBF/L6aLj95CwEsgm44hFNIwNjyE3NIpuj4TeOpbW17C+vYzsyBQeOXYK+dR7JyP/aS3Ed+51PeyVKqgVq4gYQZDPESQYjiSAhFTsr1IGHgAUQ2DFicF6D5VKTUyVAqGDnnzu7Gbwd1QaSqbTElScPnEaSkTB7vYu7mxtYvH2TdRqFYwMjSGdTkqSwoDFjtqYmBxHKp2BqikiNWiZxIizMk1Nc84pqsIF0KuwEhoo5LDzFqi8hYE+EyVNcdHXWNZ+vfp6z33UAKfloFaro1yqoVptoN5yEdU8DA8nsbK2iN07W/jIJz+FaDwh2r7lWmDcGA7xAuHaUjVEozpSqSFYURvNVhUqDKi6CkNToVt6oEb0hiIAk7NmtUqBFqxvbkkySNhVoA7WxYEDB/HCiy/i4Pw8OpTUtmzkh/OSJL7fDfn+q4Jz76vfvIDf+b+eRqsjrYHBQR3wNnRNkYDEF8JTX4KLkPukwoNomLH6qfrouQxwI5KgMMlk5dGjTDk7dkwE+opUEd1+oPk54NHCtjS0OzQt5HMwQaGrOrvh3LsNKIYOgz4EPtBuVVHZOIdG7Q5SvT0kTQXDE2PQFQuqQbnQmMC+uk4XPaeDLrl1g4omUyOKHejsfnCNMNnSAtNEXfdgM6GnFLYdh2UYMC0bpq7CZhBiZ6FHTdgJG5lUQuBSyVQasWjsrhQu18f16zfhtJvIZLIYnhxGJppBIh1wlFjE4D7AOcs9IkwkuEZDU91QjjosKkhwaRiS9Icd+beCfgaQrcChfn8XMeygBAarQaIkPidvWF/v3L75zj5TKLP/Xlf4+va3v4O//eqT6KsspjoSwPOczmeTKFRK8Jw+Hnv0IZw8c1yUCgOjGQXGwPuj0apjc30Dc/Pzgdlto4WVpVUsLt8Raf9oPIWPPP4QDhyaheprWFxawd899Qy2dnfvUQAlATtUyhJZXykwUabXlc4GieqJeEo4h8zziyzmUPXKjiKTSiOZtJC06SBuy++rzTqG8hN45JGTYgfAQpXf7cDfuSgy7fmJo0hPHMJG1cFyvYS9nSqKrTXUwa6FgmQihRJlhnuuQMU+OHcMM8kcSlsFOVMmpkZw5uGHcP6Vy2g0uijUWqhXe+j1fTkLRnJRHDk4jUa7i63NXXi9BqK6B80wEeUen89IgfvWzetoURSDtIF4WmK4dDyBZC4hse3q7RXpvFhRE7Ozczh++riYJDYrTYE80zuFxtWUzffaXXR7LSkckrTPYNKKsNOegKaYaPZ9xK0YEtkEzFgCuUweVixYVz+tcd8nIJzFrGpeXlvGC5cv4srNq9je3cVGtx04mNtUROmhurgJv9FB/MAYzH28CElAVrahkKdwbA7RZEwc0Dk48Qxxz3QRj8XwwPA0zsSGATsCP2XDoM+IrqHjOmgR/9hpouF50KjvbGpCCMrFMziYH4Xjulje2sDyxjqWi3viNq0Sd++4KFar6Bar6LWCDFp6lgQiD+CzIaQm3PhDiBYnK6FaQVISqGLdMyIqxkazgWkCrUGJs2f3I6IhRgMh+Fjv9JBQVRw7fBi/+bnP4/FTZ0Wfy+0R7x9BYXcHLyxcwvb2OnR6ocTjSBh2oPOtRxA3LbS7PupOQ/gB1Lqm8kM6npNOyZWV6+hrJo5PH0CGGtfEgHoelpZu4alLFzExMYPPf+ADmBidgGVbstm8P368O0AVk8LmLui8yc2FQTBJnwzSKuWydLhYvWFiEOr+h8FBWP1notJstQIJTXZO+oHRIecg2+/sR0xNTMJ1XHR6TTSbHcTjdD7vY3l5HWsrawJXOnTsEDSTQbohPgoJwkKsiEDwqFTC1EIn5GpATg/feZiA0MqDtTZZFjz/hHwYSPgGmBnA8ACVWH/CDNlZodmm50jSQROo1dVNRDQLipqW5Ke+tygV8PT4OGobS0il45g/No9UOo92oy18kdA/xI6oqDccaIonyXoslUEuPwLD7MPvm0LK7dNBnp4IliHBkrKvFc573HJacGpt0dCv1qtotRzB4OfzaWSzw3j5/EsYH55EpVyRwyOdzWBydALpPKvU7xPVv99qYGDxu3/2NP76yeuo1MRoYGDmGrSOGZx328EmygPeozIODWnVQFKXcrhMHMjrYIDCTggH53xEpeMzE49BciGoreC5+Hj+TtVocEZHaHZRgo5I+Hs+v8iBUlra99BpbKC8dRlwNpBEHceOHMNnP/cF+G4fi+s3UNopo9Vuodmowmn34bg96fIFWRWbMcG1SbeDuVaE1xaXeWibKQnMbduQpJ5u5NyryWeMpLhHJxFLmIhFE9L5YBISqNBZkvBWK1VcuHoR+cwQDh2afxMHg2ueiYdIdA+6GOFZE3Yu3sgBkXs+6JKEniB3ZVvf0AmJREwxQQyTjrBzsv+1wkREoIpvPOd+vO3yJ/LoxcVFuWcnTpz4iTz/O/Wkzzz9LL7+/34DUF303C5YayLfYWpmHD2vh9zQkAjxDA+NYO7AJDIU3qEM9aAV53Sp9LmCudl5CezZuuYe+/LLF3D+lYuoU2TAAA7Pz2NmehKVeh2rK2tYX99Gq9sQ6PfbDSYjsjqVQPqfUERCCG0rBr42YVlDuTQmRrOIk/+kOEgYEAuG4x/8x5g/dALVRg3F7Q20HCCycx7u4m10oya8aB4zZz+OxMwsyqUSVgpb2Nzbw/XNNVjJKPo6CwwdMfu1dQMfPHASY3oc62t3RAF0ZnoGc/MzeOncTXidGvbKPezWu4hbFhpOF8PZJCbG4pgcH5YzZGdjE5rahx0l31YXPksmE0ep1sL2xjqcdhcxrk0W18yIoEOm5qbQqgUFAH4WLFRz9+JaIQS6vFkOPFD6HcTMJHQ7IlzDZmlPEA08O2nCODp1AKlsEk6jDtXZg+fq6PgGMhMj0pExf0qSvfd/AhLqjLseqq0m9qolXF9cwh9955u4fvMmlHRM4Fb1tW2RlDVmxmFmXidmhwmIZurSAYnE7IFCSrAsOPmbjoNkLIazEzM4FR8SDGAzaYhmM6tcXHTsNrgM2rwuap0mmlRrMAJMt8GWeCyGsVQWsb6ChfVVvLqwgK1GVeBaTHTURhs7W7sgJ0V6aPTa4AZOovpghPKpYeUpzFy5MENPkP2LmRCsJA0W6XfSAzwrOMR4PPNZ43Q2p0Ru30fZ8/HA/EF85Zc/j0dPH4OhxNF02yjsbWNzew17pV34agRZZukandgJYfPgeB6imilJhhWlMVdccNSlWhVrm2so9x1xGY7SnT6VlYpF0opjOJrA5RuX8c1LlzCTz+FjDz+OE8cOYyQ7LJW+98ePdwcYELD6GECPWoLrJryIhyK7I/FUXNzO+Tt2QOiazkOev2eVXqBy7cDckFUWJiCsaHLOdXuO+BOkh9OwNQvNZh17eyWpPg0PDwuMq1goolSv4MprVzE6OoSZ2VlMTEzI81MeOCSb9njAuAGvKaxu7q90ijQq63JiABck2FLsploKQ0hdh0V2JCtyCrH+lD1solwpYP32Ks5fuSAV4Q996EPYXNnC1sYalGgGZnJYMMmnDo6jVtxEp1vF0WPHELNjovZC6AmvY2x4SBKGQmFHgli6vCeiCZh2lHbadw0ceb86zZZAaex4kKgJ9MSjc3ADfpf+EC56fhdOl59BGY1OF6dOn8KFS6/BIUSnVAqM4WwLE6PjGBsfljoEMfj3Q9D1483YH+3RlUYTX/3WBfzbP72AVpP2xgoUYWp70JgqE0olZ0QPXq9NCSlJkplQklROoQS/z4Oa0qFUk6JRWuBWwLkXEs+ZcAQBOPfPwBckfDxZsOT6eD5hjq4oaJEjomp87iAga5Vuo15ahldfQcbo4KEHT+F/+u1/jcxwFrubRVy7uoDXLp+TjlyrVUfTodeHj3YvuH7mH6Z4mOjQTXbYCckyRcqTvlZqFMhEbNg2jTRNUYg0yYOJm0hYcUk2+I/wDvKuKAkd/qxZbqLaqQm0MpvPvomoGqpVhedN2Jnj3hLCpkL+WJhshJ1Tvgb3orCg8FYGvGGiEnqO8Dn4vPwaJiUhNIvPx0IIE6j3coeQTugUAfn85z//o03sd+lR5196DX/yp38hRUGnx6JtwDM9fuwIhieHsL6yK6IyNO0bHx0WeO341Dgs0xLDW8KsNtbWkRnKiAhQjNL9KvDkk88H6oxrW1AUD2NjEzh99pggShjUb2/tolAuoLjNTntDDAq/36BUb+gzQoEhmhiSVzGSGRVCe61ewHzaw/TUQVgsArl1QW9o8RwOHT+FzKETUBQLTt9D7/ZluLdfw55fQbNiIDc5h0O/9CWYZgyeTwPRDnbLFezV6vCcDp5dvyFAX+4nY6qF07OH5NwpbBfQdYGDR6YxMjKD4u4uttY2cWOrgWbLhUXFOM1Ep9fF3FQOx2az0M041jcLcNpFpG1yVVTYZgSJZBqGraFeqmNvdw/NTgtjo+MYnxhBOp+BZcWluMa9h35D/FfeLcs5XSsV0eq4iGVsxO3UAIrqS1GMZ22r6WC7tImzDz4kHdHG1hZ6Tg3xTAaVZk+MWm0zilgqi9xI7l2HZf1MJCDhxJVAnLr9rRb+5Okn8edf/xpWqMQAFfWNXSidHtJDOURS1IEONnYmIJ3VHRgxC7lD01Cjb/arICkwZpg4OTSGY5kxxIirjdlQbDs4GZgwCGNWga8paPSa6NTaqKMtCQzXVo8dClXH/PAYJqMpbDTruHLlEp5fvC3BlZWISSLQWd9DcXsXXkdErOFT2nHgmPnDKmswAZlMxaBHNJHutRUfbfodDDggmb4HKmKlfA81EukVFT//0KP4yhe/gEOzh1HcKeP60kXU6xVEo1wESgBB6Hvo9iOI+B3ASCGWtJGyk/BUD3v1BnbKeygXK3DhBMo0lDwmvlSchDVpPc7lRjA7PIUXF17Dky88DyuexmOnT+GDJ85gbnL2fQjKO3AA8dAO+R+EUYQKNZSfTY4mpVvFOcYEhH9HVRwGAZVCBZVaWSpgJIhKAkLuCHHlOgnrge4/81k9GriCkztULJVEy3xubk5eq6v1UF+r4cq1V1GuOXjs8Udw4MABqbAVK1vi5Eo8OoMKXgOruhwRhZKnhnReQpzqGzHnkgzRhZwEXtazqdLmutjZ3sHGygYWbt5EOmrIYUDy3ic+8XEUdndx/uXz2NopY2r+MBw1DguaYIUTcR4GQDoVFa4Lr0kSfnY2UilUSkXUyiV0+z5Uj07YxH0BWt9GxKIvRAz9bgAjSbPFbcWwvraMqJ6BHo8IjtnptOTwpOljq9FEm+p8hSI0TUEul8fi0hLqtZpIMeayGZHqZRLIAI6Ghu/L9r71oiiUavh3f/Y8vvqdG2g16YRpi8QmCeF+N5QIZXLaFZNWdjWYWAvR3FLEC4RcECa2/Jl0RBRLKodMAPnz4PAPXp9Kv+HPwscH/BAFES3w1gmfu+P4MCIuKrtLqJeWYHZ3EEcdszMH8MUv/jM88bEP4NiRoyIPff3GDbz60jlcvXoJtXKBPRm0ezYMrR3AD/kvYkMTl2PykRJIRg24ioF4UkUymkMkYsGIa+J8TtlSVqs5lwMIlS2Bu2EE/x9Cm2pVzjlNYMb0+8nmklC0yEAqPuCASRI0gGpIJZoqRt3uXR5XmAzs75KECQVfO0wggmJZ4AsUKsuFnyrXNDuqTNrpZM9rDfiQAYcrfB5+5f7CveO9moQw+eA1S+f5PTw21jbwZ3/0F1hd35TuYLfXhhrRMTczJx3bcqmKrtMW/wkmqImYgZHREcwfnUc6kUa9VcPu+p5wFJr1FkZGsrCtCFbvrKNYLuPoqTO4fWsFlb1dTMxMC/hR9TwxBWz02mgUmljfKqJY2JbXo4KWOKj7QQEnKB70AyhWaGxIOJXAimt49KGPoe2U4NZ2MKbUMZfPIT45DyVmoLW0gqbbQiybR27qKFLzpzGSS6F64Zto75Sw22qhW3cw/uBZHP7oZ8QzKsIYLhKgNKrlMl69eBmLvTIsB0j0dew1yzhz9CSiioLdYh1+u4FTD5xFLJ9GTNGxuLiKZ8/dQLM6Ak/fFv8nrt1ENIKp8RxmZkexvlPH+soG8nnytxSYFAaKWojaUcRTMekkEWpmmJR2J5SKXf2IFD1aThNry2viUURYc6fWgus5PIhhEaJICKnbR9ejaIsHAyYu37iOw7PjSGXz2NlYgdFvYuTQcfQ8FX6rAaerolLZQ250BCMTEwMp7Hdn0v5MJSD7E5HNchkvXFvAHz7517i0vIhEqQPdcVEdiiJC3NtAU720uQd/uyxQqsz85FsmIHxeyvCeHRvHsfQYDN1GK6kjGn8LnDYnsC49etT9NvZqRWi1LtwkSY+EXPUxGk/hyPRhpCMG/uaVZ3F1eRF73RasTELw9dpaCdsbW+g1qS8XPJ/i8iQk+/HNRL43ThWfJmnyd76Y5YynE0I6J/yKC9f2+yirGpiAFNQIUp6Lkq/i1PQ0PvHEE/j0Yx/C7NQ0NtY3cG3hZVTrXcGEehET5VpRMveUZSNnp0WqlJWQvVoBiyu3USgX4fkGInZECG3hoE494VeU2AvuZxzHZucEPvbM+fN45eoCOqwyjIzg5x95FB869SCGckPv2QPm3VmeP/6rSEJRqYCOt6ECFj/X2bnZe7CfrUYL/EesOINeJhnsjrTbgQwt8cE0WmIFlipXXt+DbdIgjZ9nIEtLSF55r4xmryHyn2NjY3RfQN/xsHxnFTcv3UB2KIujRw5jdGxUoGFMcBiUjwwPS+DN7gjrz6IQN4Bw8Ot+Uivvyv7AI2op6LSB7fVdXL92DVcvvIi+GcXsxCxGR1NQbQ0f/fgvoFlrYmt1Fdeu3USTON7JKXTNUTSdNkZzKQxlbUwM55FKWTDDQoR4nxB335eqUs91UaxUUC/WgX4LHZ+HIV2ue6KmwhY4VUaG0qPY2l0SFaFoJIbE0JBUCVnhWltZx8zMNKampgTHSxLwyMgobt26JVVTQmToOD82N49OuYzlW8voaw4OHDgs8qjvBfLgjz8z37lnYKBSqTXwf//1efzBVy8LQFASEFbRByavgRtSUN1lYCiJhkkp3rbwNjrdAG7FmIdwKvY5qJLFwQOav6OErwTiuglddSBPHSCk5PdMVsJEgdAu7rUSQ/k9tCqLqBcXhQibQh3z0wfwxEc+jCMHDmLiwAROnTolBQAqyj3/3PP4zre/jeX6DrIMQdoWojE+FzkrgbeCHUmI8Ek2Q4KrgWRyBDrd2YXQHuC6w4SDFxUIPRiitMjqMRNikVxNpe5261gxpdP53NQcJmYn5LQIVYr2S1GH6y8MEEOhiu/3iYbdy9B8ULqo3e6bSOmyzpn4NDoSSKnEmnF3GRQDwsQlXPtSuLNUccx+r42QV7dfgvy9do28HiaG2xub+Pa3/g7nL18Xn5qolUJ+KInSXgVtl5OcUN6IJLWc68l0HCNZJiQplKs1OfMbjTY+9uGHJeEK+UA7OxUUS2X8o1/6JL71t98UXmjLJcTVgUllNPRg+joc1cPudhVLN5ewvbMhKnCEvt8r0xv4i5ALwm4IoVkPnz6DX/uXvw50fFy48BoWLr0Io7aO+YQCOzGGqdwU1iNAZ20ZtW4TUTuJocOnkUomEClcx06jK8E6oYynPv8vYBHRIlxvH64Rge74+O7zL6PnUGo4UIrOjE1it7uLuaERlNYKKDZaUHtdpKfy0BMJHJ2Yg9b18eST30XFoTjJ6/wKTVWQzZo4eXIGccPGMxcXpSAymuzC1hNID2UFMm9aTDz4uODeEzjf73VQ3iljY3MDrWZT5n2z2UM+F4cb0TGcG5GzhxBiMVAlNJqwUN5lV4XnVOF12ihXqojHUpg6OAc1osGp8ixvY21rF1fOv4pTZ0/h5/7Rz98jnf+TnLc/kwlIeMNYubm2dgd/8OTf4PmFS2JUGFMicOlgqQeHiVuooba2I87LmYNvn4A8OD6L4/Fh9JImogkLkABs38cT6tCT7UisHqXZ2g7KzToq/bpMpZ5DTD2N+RQcGJnBVGIUt9Zv4+kL57G6twM9m0BWNdFwHFTXtlHbKdyrxsPEYl8S4psRKDTg4hhs2Pt/r9g65rIJgVpRCYvj9Q5IH0WVEr30+OjgNz/zT/Crn/mnyGayKBbWsLexh1KxhPVOGSqxzqqKXSpdxVM4MDGPXG4IjWYDl25fwfU7G+j120jFbGiCP46i6wba2NQCDzcOEz56vicyypF4FqfHx8V865nLr2FlfRe9RhU138eJ8RF89lOfx4GRUTmY3x8/+h0IPUHCAGB19Y4EwPvJZzzMq9WKwIBiMZodtURGkod+tVaFabD1G5UkgzK9GqWwLR8mBh4IDBRMTaoy5XI9SHh0XdyXh4dHpIpVqVTx/HMvYe3OGk6dOY7HH39MOl2rq6sCXSFpnVAxBkKhxOf3q3CGLuu8K1QzWl1awbVLi7h0+Rpq9ROIJWYwNJpCuVDD6HQCZx4xcfbkFAy/hUKxiGe/+z1EzSiOHT+JYjcqnVOOTDKCg3NjGM2kodnf342d95KJXalYhFOtMrRFq+Og1W5jem5ODiXKLr7y0gvyvOx6JJJJDE9MCvRrZXkVlVpVqt+ZWAbLm8vY3t6RiDWT5XwPzKT4ORTu3EEyk0E8l5N7SREB3refJnnwR5+NP7lHlmo1/Ls/egp/+eQymt17iZU0Oet1nYAkzi104PPBq2H3IvT5CK9OUxrwfHo8vb7B7zcqlM/UiqLrtGDpfbS7b+auiU+Iw+S1h3Z1Eb3qDfEusJUqDoxM4vEPfRgTE5OwohHk8zmcPfuAfM8CwM2bt/Bnf/zn2N3bflOgzm50LOIARh7ReBS5dEoknGPJgFhOKKSoFirs8AT+C3I8sMuhB91FBkacX6EPCNf5xsY6bi2viAnhCcp9ptN3g8lQ5l0EKWQ+m5JEhEaEIWwy/P3bfcrS6RjAt0Jjwjf+PZNyEuI5z4MCSAD34vMHrwzr6AAAIABJREFUHMgu+u0OGk4Z46kErPHDiA2KFj+5GfaDP/PXvvbXspd+5Stf/sEf9FP8S+4z33vue3jqyW/DMA30XA+9Zh+JhInNvR2YRlSI5xPjhK4aaLUbQsa+s7KFTCaBT//Ch5DMZIFuD622h1iM3Tfg5vVllCuBo7kVC9Al3CsNJQIzlUe3UhBuKuMYuBpWl5ewsHAD5Vot6LJHdFGeeqvxW1/+dRw+fQaK6yBiRbC7vouFCy+jfOMl2JUlDE2fFdJ37NhhdAhZ2lhBw2kgaSVxcGwWhX4NXnwIulvH7KMfw/D8Gbm6INH1hA9zc30Zazd2YLHTrlM2WsPM1AwSmRwUzcXT33hKil266qOo91Dud/DQ/DGcHhnH6u0NrG1s4uqOggyL0vvGsbk0jh4+gGq3i43dFk4c5p4eUgP4t4F4Rr+vo7i3Kd4r5WaFrDIY0BFld3OwtJ1aD9lcBmNTYwFf0/VRrpelUy+Qa6cuUH+v08fKyi2BeB45fASp9DAKhTKee+kF3Fm6DqVTxef++ZfxyV/6pYHYy09+Qv5MJyC8fYwrdgsVvHD1HC7fWca5xRu4tbN59872SjU0t4owe4BxZBwacRj7BsOSjttFPpbEQ9kpHE3noXEh5ZNQyf94q8Ey2CCggcW2dg/NWhGlflDtZW+iU++i56uYHRvGoewUnHodr9y+jkuri6i5PWR0C21Kwa0XsbK0dpcIHL6cwLIGJTbf0KC5fViJKPoRFZ1qC7rng0a+UiWyI8glY6AdlxxEfH0oSGuEmbTQVyy03TZ+4zP/BP/0F74IQ/GxdH0B5V5XvBzWyxsoVMpI6xZGsiMYHZmErwLblR2cu3VN8Ih0Ao6mE4jpKnTNgtt3BjhqWwjBEc0WcyHhtZg2PJXu7I60Vc8MHUCvU8XC6hI2i1WU2y30W45UIh49cRy//HOfxFh+6C6O+Ce/LH72XkEUSgacEFZZWWUPuwx3361GeImLO8trgmnnZiayfnQsbvdEvU1Ibg4TE9EFlH+U0BVoCztv9CWIxiRppkcIK/ojI8MYHx8W12bigW/evI3nvv0yhidymD84j6NHj0jHhQmKpdN9OQXHdeRa6BjbVFrQSPr1acgmmqOiuMbB/xaWb+KF576NUqUL1z4Cx5lGuWrANHQ0G8Tye4KZ/9AH8/jYx/NQlS72Njfx3HOvYHh4CI8/8UHsFGqoOISh9JFKmJgZG0ZuNAqVtrtvM+S+0pl2r4J6qyz3zIOLruNiIkefEAUXn/8uelofPSWKTCIH1+vh0OEjiI1msb68LmpN09M0btSxeecOdgt7SGdzmJuZEX368s42+jSY6tBdnkmRiiNHjryrrfL7ZUVUmk383l88iz//21uoNwfdYsVHX+0GhmUKldLpRcDCiI92VxP5W3/gOcD3yQSFUCcmLDa9QnpUtQr8OlSwch90SaJWH63OgFcnCm2BUhufnx2Qu0ae/S5a1SU0SrfhtXaRMuqYGBnHRz/yCemEwFQkkGcQT/GBY2eOIc3qcr2Cly68iGe/9T2USxUhvtKNnV4CRMOmkxGoWgrZdApWLIZkKvDOCOFVgXwtnzv0E2EnkWptA5NPxYSdej1BaTQqWFtbw/j4tDwP1zI5IxwhDOoHSTCCc/f17snbwaTeqnvCfWl3dwd630B6JFDbC31CCPGs7GyjXVqDp0QxMZZEtbYHikXY4ycxNDL5njgnbty4LvvtAw+cvV+Wjkif37hxA9958rto1KtQdQPFnQa6bh0x00Y8ZqNYrKLWbkJR+1BcFQcPTuPBB44FcuiKJr4XhPjt7NbwvVfP4zOf+ABeW1iGHY/JZyTrS1Nw/NhxOG4HqzdX4OkGVMqeR5gk62i0HVy6uIDF5ZvirbZfDj28mZTn/V/+1/8ZiVgCCruNkcD5nETu27dvYWHhHOLVVeS1CDTDhpZMQUtl4FXL8DstmMkoOsWqmAiyKByfOYjJA8eQGBsTPiG5LBHbQrPRxZNXXoSzV8UQFeWUAPKbGc1ibmIWPdXFSy9fFFl6O26hqbZQ83oYjqYwnx6DaVJFDri2WkKj1JS9nqOlqJiezOATTxwS7yz6QgUy7ozrKOcN1HaqWN1dRWG3CMVTYNoROR+NqC2cHL5vieeiJKyb0OkXwgdqGprNFry2y+aJ8EJcWihw04goyMTSuHJzETeuXhaOTrF0Bwm1L1yyL/36l/GRT3zqXZuzP/MJSHgnie8r1+r46vNP4ff/7j+j1mkLXr3ZaMLbLCCBPtz5qbuyu/s/AR486UQCZ1PjmE3koNFoJmpJtfYtN1d2QkTFKoA8OSr9PQz0nAZa7SZqfQYpPgrVFhKmBdvUMT86J0nH9TtLeG3pNvZqNZheH820hWzdxdqddbRKVVH0oi6E0usL3ySAZqmIxi2kDA19SuH2PAwpBnZtFdmoiaTfl+5Hh1yqnit+QqSQeb6HtkL3XhPdVgtf+eXP4Es//xmRDb1+7QpKfluw/XWSjjsuTEvHoZkjAjW5ur6Ier2KsusjaZvIJ+OwVBMOdwyF8nl9xBQVTd9DXNXR7lOly0RXj0huz3vCVivlJOkhcio/IYv4xvoKdgoFIaq1aGRULWFkah6/+OgHcXB2Dukog0JhIb9ri+Rn5YUYPLBqyQSEhzpx5NlsQD7fP6SyXyqiWqvDtiy51YJrd10JkmlSyE2NVSJWaFhZZcJCXD3/P4B66VK9XFpakipLImFjcnJS+BX8PR3Zv/GNbwmZfXZ2HIcPH5PKm3RXNFUCHxK7KaFdaxDu5CGdoXoPK/90HTfh9fpYu/ACmtdew7AWhZZIYo9EOyWK7X4e3VoOtUYCqUwL1XIMPa+CRx8bwiMPj8FpV1Db28PC7SWkYzH83Mc+JVyurWJTjBb9fhdjYyPIZb+/Tw2TD14jJUSdTk9kdMmXaTtMmHwoER/Do0PYW91CafcOytU22o4v2vUChzFMzM/Po+Y4wlujwgwJ6Dub29grFKE4DuZOngLcHlaXlrG7eBt7lV3MnzorSRODxPfHm+9AudHE7/7hc/hPT15Dwwn9PXgbO9Lp6PvkoXkCqaIML7kbmkZOSJhMkLPGbZV/SyhWH23n9TUifA+6ket8zID7MfAOIZeEj+H2Hwwfqt9Ao7KBbnURXnsXtlrD/ORBfOCJs5ieOyr8i/1QHZp9Hj0yj6Ghcfn5wsI1XHrtApZWVwTqYqkeOpaKuGIhaaVgx0wkkjbMRALJWAKGYYkUPdcZjQ05RCKY8oSDwTXP7wlv2j+IGuAa57nGCj4hNeHfsiv5ViTy/Y8Pg0X+XSiW8oNI0YaKV3zdMCkpFUoCw2IHnB1Urs/S7hbapQ1olIJlYmcmEVdr6LQskSEenz+KRHZIOju8rz+tERRv3Lsdpp/Wdfwor8v9/9nvPoulG0vY2Cwik7bE32lro4BStSEqiplUCgcPT4p6ZTxK0wAfmhWX5FgzfFx47QY0z8VoMoKF9RpGx0fR6XWgKRomJicxMTWBtaW1oIPsO/CZsFNuuu8iYmqIKDpW7uzh4muviqRu2KHm+6E3TyqRwO/8m3+NTrMj3KWe2pMgneVV3/PQqBawdGMB1Vf/Fsn8BNKzM1D6hvAaVTuCZDyP2sYa2tUyYKgoaWl0S9uI+10khunzcQC5E6eRTOXR0zS8eus6NvaKsHpAjHDGiIl00kYml6f1G27duCXeI/FcHs1ID7V2BVkqPpoGsmYUyWgcpb02dgpEhaiYnx/C0SOTgUhGnyIq4Rnrw2m0sbm7jtJmEX3dD5IPegTRK8tQYWmWGOVyXWq6Jmel4vNxHXRdlr9cUb8K5MZJQI5I0kfxGKWvwKUBY6ODqy89hUuLa/DcMtKRKNL5cXzxv/p1PPTYQz/KtPmRHvMPJgEJJm4fazvb+MOnvoFvvfwCSt02vGYHTqWFuKPCO5B+y5vITdU2DDw2dgBHEiNAzICepQrO26g1kZz++ikkcCxP41xzUOu2QKlURzoiPurFNjwjghPj05iIZ6TydXVtGa/dvAknoiJv2nKA1LZ2Ud4uiOkiJU4l+dBVxOkwSqwwDf4QCaRA45YE97PZjEidVlmZJp9EHkfFCxflThuxvodt10VaN/Dffumf4XMf+5QEQ8+//Axu7m6Ijj7lR6FERFXGi1giEenRMyJqI50IgiBq1hObSWlf1/dE+Yt4T0uPBzwW3g7NRwd9NDuOGLN1fQW2qcIybExnhnHQTqDeruP2bhGlWgFb5Rr6modGoYHx8Ql89NQDODo2imwmL63V95OQH37N82BkZ+LW0m1EI1FkRAo2e09wwm4E/3HeF3YLstlRKpfmUwwqKvS16PsC9QiSktfln7kpMrEJzfQYTOzsFFEu7wwSi5QEFMlkCl3fwe7GLtbvLMFxVIxN/P/svVmsZPd9JvadU3WW2pdbdfel+97e2NwXkRQXkdKIlkayPbaSMewExsQZ2BkMkIckQN4S5CEvQRAEA0wGeRjMxHE0cYxZPJZly5pYu7h3k72z+97uuy+173X2c4Lvd25RLZoWRYliZKv/AtGtrqpTVaf+y2/5lmmcOLEca88xgNMSuPLmZTmsMmYazjF/SAKqMMLRzgH2v/evsaCksDZ7ApXzD6DXbeOt/W3suCTkAUftcwIpodO6G5K46OKB+xfw4HkdyYQl5PtGs4GlxRM4vXY2JvGFCiw/FPnt2Wrur0CduI8QslBv19Fv94W4ScPEfCqDSFfgBS6csYtuu4HKVAHR2EeCa13T4UcJzM9Vpdp459Y6AnuE5XP3IamnJDHn/RUZ2KQCzw7FcKpGacgrl9C8dQV6sYKVBx7Gpz71gkDl7o33vwMkiv+v/+Ir+L//w7aok1ESnVwMDiqckaExkeClYtUkSGfSwYNbJHgTsZoVt3k/iE0Jua1LkoGkeC+xC8LkZOKgzmRG7JwoZChJDc0RYwjWqLsTd0CSXawtr+Hpp5/A0tIaNOOHE5AAngQ41UoFZ86clSTAGg9x/dY1XLm6ju4RYVl0QndhaHkhsKbSaaSLJvLZAgwqXhmmdD4mflGxzPVERS42A52Qud97B5mEMBHgXmEkDQzdISqlipyfInEdsnx2rBF/14snqlUT48BJ5+KD5iivGxvtxuTyiSKe1bfQ7DVRymXhsvDmOlLE67cpYBHA8McIU0VoqQpSaQNZ8g6JL/AjmIVpTM1NC57+/w+o4qVLlwSi+cILL3zQ1/+5fFwcuS/fwBsXrmB3axv9cU/EQxh3UGHtzNk13H/6FMbuGIrrI5/RkcgV4fS7sGwX72zu49yUj62ejjBMiHwsla4qpRJWT68ipadx4+YNETzhVu9SSISQQcOUgD5UIulmXL76DrqdGkaOj0F/IIUtwh5ffP55/MZv/YYkFIjoTUJH8+MOCyFUahLDThsHLNrcfBlpNcTs2Ydhzi0iGAxglGYRJUzUdm4BvQFsMwer1YDT3IGaDDGybMwW8lj+xIuYWz0DvVjF1b0tXNq8Dn/gY1ovoGRScl2VQhUT5M0764JqSZVLGEcjkV+foYpifwQ2Sp8+8wBKZkEKxpkMTTe5hgLq+sAPA3Ge7w/7GLb7ssZ8z5V5bmZNpPWUnKtcY8Jf1tg4NaCnYmYvny8ePG4oIg78H0VmZJUmNERExIQePNuW+8Tiuar6ePn738XG7euwBw5WTp7BF//er+LcA+c+tjn5C5WATO7qfrOBv3z9VfzbV78tcKygOULkJ5GoJMWQ8L1DlGt0HS+ePI+1zBQcQ0GqkIFy3Np+31/r7gSElRiWykgi15LiHUDTmF4wwsAexdVTeoIEEaZyBZyuziBnpnFn9xCv3rmOg3YL1UJRfEOGgyGGe3U0Bn2UnAjDdAK676NPnd1Jz5+zjq33TAqlbA6OZSM0kkhpSZETpjSvT8JvbyQTuk9SmJbE7/36f4QvPf9Z6KaG2zdv4JvX3pJKuKknhITlCEGTrToDGS0B7bh6xqOQxoWTtxen6CiEz0BU1UG0zkijMZgPlcmPQnOfEGomg7KewlyugsViHlMRDz0bgVmAFTnY3dzGrXEbEVWAjCyWCnmcnl/E/MIqzEz2WPP/Y1srf2veiIfL+uYG+s0+0tk4iVhZWXk3CWHywedM8KQ9qydiHFSpooQnjcsmZGnCr+4eEzMxHhSs3EQmkPQTcAJXCNdU3CEspFKtYpq65hoTmwB7Bw106jUUeUCtnpDugKolsLe9J3jviQT15L2sTgdX3r6K0cE27tOTWCYEcOUEZs6eQ6dRwxuvX8Ru0YSeqWK6UIKazGNgZ9HtuTg68nDydBGfe3EJ3fYexj6Q1nXML58QAq9K4zlTh8b1ym6O4Gpi4iy5Lb1eG51BT0jj/GxULwFV9DJZUM6bydKVa++gaJqolMvIUZpaiZCtzEBLJGDbQ0QKoWwOGuvvwNMNVKZnBKagqpqoXWUyJlKaKQfa/u4GNm7cxu7GdRiFMqqLC3ju2eekm3Rv/PV3oDca4//844v48p+8iWZrLD4d4tcBuixTEOMH8Km4c5GMndG5F0cxRIuDz2PXLWJ3V+BF9BuhspMv5HMmGXQip48Iye6TJCT2EKHD8hij7i6sDhPOHvLJIU7OLeGTz34CJ0+cpnk6koYGlm/eO5jkU6yAgg7kSNXrR1h/5zb2d7fR646hJDSoGVpTEZZhiAw6O48MMLg2WRxg4HJ3h4UB+USQ4kd1Jzg/XcvFwBvCUDXMzs5JIPPeBORug8FJ8vFh5+Vk37i7G8v9p7azQ9QIFE2HnuZ3Iv9gAKtdR6czRqAHWF5YQ6T4iEQtMoSh2gjCDHTCywIdSysrH7vPwWuvvSbFjc9+9rMf9lb83Dyfv2u9Vsf3v/kGLl97W/ht3BvPnF7D+QfZsTbQHbQRDC3pTjNJ7DabsN1IiOnnF1R8/8ZQINlT5bwEywvL81iYX5ACFuFe7shBoEbi68E4gwIJXD+6kcBffO1bUuTJpnQsLa1iY/02Nrd3pcDzxV/6JTz9wpPIkLBNSCGlRiegCIl/YjSTYrs4Wn8Le9vvIK16qN73BKYXz8JIGWgc7KPja1KXoLuVYg/Q37yG9v46HCQxa6aRCPpQqydw6vHnMHvfw2g7Y7x1Z10gkUkKChGRoWVQyJhwvVjVMOJ6K2RQJ+/X9nH2xBoKlLgullGkciohJJIa0P/GRrfZQ6PZwaDTpmQLTJ5lpilkcpvQeoPyfPG0INeLZYC4X8R+T7xniGy8lpB7ECcvlHz3YFLnUU/Adom64fLgQc7nsfuZZC0dW9u7uLO5A3gRPvWZT2H1zOrHNgd/IRMQ4WA4Lr57+S382ZXXsfH2NYx9DzWPG/pfJRMyw8yaKTy/dBar6SKsdAKpfBoKAX4/auhJiFi0yqoRXZsVaDRQY3lMpRt6gO64C8Wy0fJcjEceRoEfu5PPzGJpZhled4C/uPQG7jSOUMrnkMtkRIWn2eogedBG2xoh8H2BclF5q8d0WuWBo2PGV3FoACVWmBgo0psgocFIJlEwKakaQ5kSKVPgT4+cPIF/8Lkv4PzqKfFUeP36Fbx+4xLc0Rj086KCClv6Ut2+C7bDI51B2gSXT6d0Or3TLG6kx7UydkU8y5a8PEiE0AM6UuswkzoeKVVEBWiqUEH9cFs2uvm1+xAoCez0Guh2migHIWaqs2ICZ2SLMcbYsxFpsQLTvfHh7gCDi1u3bqHVOhQVGR7srLSye8bkg9W7yKWsU4zBnTip8+88aNrtI+TzU0Jmb7c78jirrRwpLS2EWFZh6CLO66iGKsZRVKIitIOdP3rjVKsVEHLCBHfUH0pyQ1gIcbFxJ4CVZk86DoR4cbjuCP16C69dvAbdGaOQ8HHes5G1fKSmZzD95DMIWnXc6jVhLa4iVDxp6eupPPLZMkajCHcOx9K+f/65eQw7LVF/oQzhwtJJDPojqFEosBadpF7DgOe6OKgfCnyN3UgW21x6d1htUcCi7w+NFXkokzw7sBx0B108cuIUyuVZCVZzmZTcu0arhbm5eZQrVQxqbdze2cB4MJQAT4oGxQrMfFbgkqP+AJqhYnfnADevXpLOYaZYxic/+fQ9Wd4fY8oPhjb+r6++jH/+5VfRZwU3JA8iEXcmqGyjHXt2kCcSJYQfpKhxdTJlxDCt2Ak9VsgSfsixXO+E5sf8lHUrkbV8j8lenLFYGHe3xQvE8Lswox6W51bwzPOPY2HhLPS0KhViosvfb/DzsmN4+vQpLCzMy1rb2d7EtZs3YI/YjbBFcpjrjus4k82K0zmTlxh2FX/2iZcMgxYGJYQ8flB3gEk3uUeDbg+pnIFisSLdEQ0abRylSHG3OtWHdSqfwMImn4OxJAUpuvUmeqM27OFQ1MrKxSqSx8ILLEYoNF+zbDhj67hDT7W62HM3ye+mZ+G7Ntp7d5Cankd1eh7zs3NxsPoxjNhDKZRk8G/y4B486A6wfvMm3nj9DWRyeTz0yIOy93AetQct1Lb2haxO527fC3BQa6KQCpFSfHz9zTvIp8tYWKigWp3GidMrKJQKcEYO9g/qSCc1qfAzgKbfRyZlIKka0JIKaJL48qtvI19K4TMvfArZYhHf+fZruPDGm/jC51/CiXMnxIeqUqnE8XzyuINMSwGiTxgWKDow7GPc2UNr/brA08trj6BQmUIqbOHw1i10CueRNuIOoRrasDsH6F5/Cwk/QDvwoNmWwMJWH3sCS4/9HRilKVDw4ttXL4ic+rJeQZbrLp/HYNhHr9slYASFahXZYg5rJ04ir6clyYlnqKQSGI+HqO0dCtycHXP6oVAMSeSOSwUCAEC3q4hQKhY9SA3hfZL+K9lodK6fzGfyvZLQEorAtAIrgE8427FX1WAwhnOsjEqUCsFZNFcUYQcWl0cx6mHl5ApmF2b/Ciz7ZzWHfyETkMnNdDwPu50WBs0W3rh9E//0q/8WvutBYeLwnlE0Unhm7iRO5CoITQ2JqSyQNeMEYzImycsEesUKKoMmQpD0ROyFQUfyKIKt+jCMlLT1WdEZeS4G1giOy3Z0CCfwhJvx2MpJlNUsXrt9Dbf3dnFibh6+kcSV2i4Ghy1oe220PQuhS8ytCo0KUwFfH0GnpC/lc9nGo8GZEOAV2OxQKJywKspJA2Y5j2y5KJKVz5w5g9/83K9gfnYe1nCAt29ewqvvXBHFC50yfEym6JKeUmXD56Afg6km4ZDkJD4OKiIjJYRz2+nBT6eRgg76XtuEX3kOUnT9jICC72ElOUR2eQ2FuXMYEz/techX5sRNfRxa8MdDwaBmc2XohilqDoNuHa36tjhfVxZPxxvi3wCH3J/VQv5JrstAZuvmHdzZ3xKzOz2py5+spHAzYsubuNFsJifKGqEaQyWYoBwcNJBKa3j6qacQ2AGOWiSc9+VjpM0U8sWCQAC53wr5PWBlOILnMmAJMBpZ4jBLrBW7HflCQToinKusQA+Hffk7g3maGzabTZHt5aBU7/btG7h2Ywdl1YWaKaMaeZhvHiDvhTBPn8HMY0+howTwm3Xc9kOB/tEpen56HtOzi8iaWQycSMiuc9NZUQBKavQW0dHqEV6WhKbH3jlNS0M+Y2BhLoNRr4VGq4aknpakmUoo9iBAz+nhzUsX4YUuUkkNDz76OBK+Ctsbo2jkMVedRqvXFQ18arkb6TxWV9dEcrjX72Jr4zaGnQ5Wz55BcaoqEonNRgue58j9sCwPhwd3sLO5g2Z7gN/5h/9AyP33xgffgcHIwndeW8c/+1ffws3NlnA7KBUeRdwD46SCnQ92PDyp8Cdj12WVXZAQtqtK85oxToJwhiieoxzkh0wef5d0ztomExsvluIl+93pXkW3XQPsBvJRH2unzuCZp+/H8sIDRAe+y5v6677NhBsxOzuLs2tnkCvmUG/Vcbh/hN2DQwmWAu7rIrOrS1eOCchE5WpCCuf1iZknP2LC7fhRd5Cvk+Q/CITfxLVK6V5CsXiacC/4SUwBGfjwdXd3T5iEjPs9NA6PMBi1pWBnQkeQBEq5CrQM+Wjk6xDWEyJyLNg+ISk+BpRDZffDyEiSkQzHeOfSTWzs3cL+Xg1PPfE0fvN3/qHcn49jkAjNOUKxiL8Nw2c36qiGdqMBM5OGTu8mm6aqDt556zqKxdizgr9nozVAJhqiM1bw1s3bstdOVfMoT5Vx5swZ6QQIIdqMfSjoWh75FHmIROiEv7uieOjWO/jnv/+HMEwdTz3+GD75/Cdjgvobb8HUTRSnykhELtyAaIwklADIFLKyNoSby3CENhq0MfAiuNYQza1rGLWO4E+tIeu3MYcItwcjqNPnpNjEjrZPLuO4j2DvoqhYTady8ANXoI2Z6VksPv4M5s88hq7Tx/ZhD9+88QrOZEso6jmk03l06zWBT6lmBqVqBvOzJ7C0WJVCGgfPw8PDGnq9ERzLgZkgx0OFqpOZSySJJ4VZ6p9wnRFqpRI5Q+4w1/mxlXQkilgknrtSvCBMms2NgK8iB5GGnnkdoR17E428cWxkerx6h26AhO9har6MlJ5EtznCyB1hem4a3Gc+jnjqFzoB4WSYOLfut1v4X/7wy/jKa99GUrLwH66U5FNpPLNwCqspao57PHmgzBZ/WIb37p2GsnITeVz++93KWMcO67JIuPgYmIUe2sOOuGDaQxc+S6yKgrFv4+z8PO6fOYM7tX3cPtwWqIfjeGiPB7jWryFVH2H/4FDePadqSCGBduiImQ8PmTwNB9XED3UoS6qBbuhK8rA4XUF1YR6648BHiM8/9xJ+9dlPIWMY2N3bxXcufA/tbhuetA4pEkEX2vjLprQsjMjHMCSpOb5ntmTn8VBTCrSxg6HgFx3MKSamsnlEto2U1ceM4SCdm4VfXoCumuLWXZyehWZShYZ0+1hNZaKCotBsbu82eo19kfsNzaw4/xZLsx/bovnbcKBMvgM3tM2tTVy/fh3LS0sCM5pfWHhX+rJjdRGOfWTzuVicQyC3ETY3t0Sg4Jk8kiQYAAAgAElEQVRnnoFhKFJZHg5jR3RW+dnFYKDCAGjCKeF7TmQ0Y9d1S8yqbHeMqXQVxWoRpVJRnsNWPK/Dz8NrMTFiAsL/er0mtm5t4Nrlq0gaQHVqCcvpAPn6EfJdR0rU1bPn4U5P4SidQ5hJ46i1D6c3hpnOQKP2vDXGU08/BUNLYGSNhW8SRCTHD9DqJTBTLcDQE9i4tSGVvvWtAGFg4OFHMnjswTUM7T6OaocoFkzoRgFDe4SbGzep2I75uUXpLlam5vH6995EpOk4uVwViAGhaapmYNTtwUGE5eUVeAMLvf4BclOzQkKn8y27ejyodrZ3oEGHE0W4dvUivvWNb+HEyiz+89/9R5hfWPzbNBV/pt+Fc+ny1XX8T//yG7hwY/+Yq5ZDLLebk/f+IfFCPRT/D26anPdMUFhfcn1WXeJ9MGXEycfEB2Tims7chBVLvo7PoSyp1aUT+h2k/RYyiR4WZlfx9LPPYGFhWWR4/4oi3V9zN7huyGk6fea0mHrGwcwRtne2332FqbAKasC8KwGZQJzi7/kDAY/3ktDf720nCnpcl1x/7JRSRW9yfn5YM0AxEU3Einl3KxxZgwFqtT1Y9GaJyGXMSIJOyEoipcNMFY47oj6igAUMJiF0k4gkAesOOvDVEFm9jJ1b13H1neu49tq3oRWn8KknH8N/+T/8zz/TOXb3xb/yla+IB9Dv/u7vfmzv+bN+I+l+Ow6Odo9gjbrI56qw4eBw6xCXL1/GqbUVIHJRb7aQ1128eb2PWnMHxWwZxXJGFJzOnz8ve7mRM6SwmC6W8PYbl4TL8cSjj0gXg7NTaNQR8Ad/8Eeot5o4d+YsXvrCCzC1lMDAeW7UtutIZpNI2j5SGGOopGCHCSmAzS9NI0lZLR2ijkU/KkYnLAAf7B3g1u4+MpTfViKku9cxZabgFlbRyk3D6Q+RzudQKBbRuH0Z9rU3UO82UM7E5pns0kw//jwe/fSvQ0ll0OoN8LUrryLjqVgyijCyuqgbRlTfSiZQLubE0+dT5z4hP9HRwb5IC1s2QVER2CSbKpaQ1pnEKSDwwHJ5B9iFJfw/L8T6lBkbB9P5nJYHhHAZCCUB4RlFxAH/ZDLCe+iAPjkRIqoPyT310RkM4Y9dCn0JJM7UDVk7hJ92e1243giFdBrFchErZ84Jt+xnOX7hE5DJzfXCEJfW38H//rU/xpsbtyQIunsU9RRemDuFlXyVIpvSSqNcaL+Ujjsck378e38tbvbsqEw4ICK39oMRmRosb4y0noFL8qpno28NYXsOrFGIZi6B6jDAVD6NtfKKbMjXd9bhaj6mtAL2+l3prIzbHWzc3EBnNIKSMVFyFajOAE0lIZKNbN+l1KQkKPVkgEKgou85stpXKhVxYmb7j+32SrmA3/nsL+OBlXN45eI3cHiwT81HDFwX2l2ypGwqjmRZs2pIXocFzzRoS4dDpwc78lFRCoJJJJQkk4xwdmYW84VZZBJ0Ng1FhrdcXZLuD7tPgT8SDOXy6qMoFHNw+tziHCHtj4Y2CikNbmcHnX4PSm4eY1WD5ljIF0uYnZ9D6mOqcP0sF+XHfW12Gra2tkR7PZfPobZ/IMnDxHl74glCec8J3G3/4ACNeg2ffvEz0Cm7zA1NXKJ96VbU6w2RjKUkL2EITEJi5S0WKJOydSo0EBTPD186HQxKGFBpVBci+Vfn0jLldezWsCrDxw8ODrG7u42LFy5DCbo4vXhGuhG9xi78VhOL3S4yfoTVFz6DZuRjV0/DSBWwt7+Nq1cvopTNCll34eR9uLW9BzeYRr/n4nNfeBhTxQju0MWNvQEePLOAWm0b3c4AJ+azuLWVwuuv2phfC/GlX30YKkYYNuuYm6mIWs/mAR1qKYOaRb2+i3JmDh2rh3ZXh+4fyWFAlRJ2CpeqM4AWwvUTAseaGMLZg57AHDQepjpwsLmJ3sBH2tTkmuTRzM3PYW52ThS0PghC83HPpZ/396vXOwLJ+sOvvIlWj2AE0uViiNXdCURsRghMvDx+kIAo0DRW7j0hnkoNSX5H5ThBea86H1Vsehi29xGO1zHod1DEAKdOn8FTTz2NM/NVBOnsT2T8tby8jLW1VczMzMj6op8Ou5Cx0eDExC+W2eU8+VFQ1fd7nGtuwh3hHjHx7Ni9vY3Fk8vI0rhNiU1DJ27pP+r3ZxGJBQkmNBPVK55dg14Ptb0tOB7FSXToCQ2pfBFqgvsFVbHySCRCKTRJIOXSHJUBXByCOe4AQSKB0HPheRZeffkVXHjzDRwdDrCc6mOcruIzL34a/8V//d9+bNNzYrT44yR4H9uH+gjfiPvQ5rVrKC8uCi9o4/od3HznGk6fWhSzO3KPvvGNC0imNWT0FKamCjh19hSmq0VsbuyIDO75Uyckydze3sXVq+v47Oeeh8YutMBsAR7lL3//DXz3tVexODeDL3zhcyjPzrCKRQdF2AC239mCRhVPx4YZ0VzAQ18EcwysnD4222Uox8PpOPTSEhrGToiL3/kaIoG0FhAd3UHV8DFQ8whyiyLFO1OdFnED1+rCahxh981vYWAPUFIdjJuHmHr67+H8Z17C4vJZtDoDfOfWFXSaTaxmqcKmod/sgUrg7B4dHjZRDz2cXCxjITcNxbEQapy7tnS7q/MVlNNlKYzEu1I8+I0U2OCJGUP4Cd/XedDCodAqaNxrkk0iCYYoYJGg7usxKd+AmF8ztgwsG2PPguUCCZqmRhDoMQuHmXwWLr3ekEQ6RdNJDUomjZPza5hZmfmZGULfS0DuWpRuEGD98BB/9P/+Ob5++Q30acTGVryioJLJ4TNLZzGrZxB4AaIkW90JFBaKSBTncNA9hBt40N9LJKQMIgniHHeV2EI9AVVIc+LUJ4pZdDDnoAdCe9SB53sYtMdQDR0aie+6gaX0lChADcYjtOwO/K6PLaeLuakiZaZwe30D27v7KClJdLQIpb6PbjaBwiiErxNTkEDSDjA0FOTHIRqhjYViCdliQZITjlHo49zKPP7jZ38Jvd0mtu9cQ26hAjWThksSZxQI6cvXaOAGNMY9uPYArqJJx0WqVgDafh9FK4FBJsRSpGMqSGC2NI1KdRpZYvxNYq6J9wxhDWxBJqrOEIODPdhRgMKJ+zG7sCwwNr5lb9SDz/vEdiLVvFxLqoFs52ZTWeSn8vf4ID/hIcOAoFY7EmUfBiqXLr2NQiEPmp4JTlskq4cxzE/RYblj3L5zBw899BDm5mbj+gr12I8T8YkHCF/LQI2V/wmnQ1M1waZSKpSk7qXlJYEN9hpNgXmws2KqKaTyZqwCQllcUBXFOf4sEBL8tctvYH39EA8+uIJHzj+EYb2HvTvX4dV2MdUZ4uTp+zHzyCO4enSA1+7cRutgV+ZnJlNAbmoRC6sVGNkTeO3SHvxehF4XeObpPBaXc3KANo+6GNgODustuCjgoZMpuGGImzdN7O64eOCxAj71zBJq29dw/foVTE8vYvU0DR7TqLebAivb2tpELluAH2UQug7SpiOkY2s8QjZXxYNnz0LPZNBvtzAkyTOpIVcmtCCGarKKOhrFgS5Vfg4PD4ScL/DJclmkjSnHey8R+fEnPotLX//6W/gn/8+3UO8MMRgTyPDDiQMD34nB4GTbpqoVj3zyR0jsjh/n34+bIneRYAnBYkITQ7BcjLt3MOpswPBayIR9LJ08jU8+/SBm58/BTKtI6FxXH8ApPP6KnJtcp5P1dP/992NpaVHWLQNDFgBi1Suq0cWqUvHxE3/ACRxrklxMDEonhn8x7yqW3OZjHCwUCSnWtmWu7ezsSEFgUqTgc0W04j2FOL7n+0G9+F6E2h7tbqEzqMc+K6EKw8whk0+DAARDyQNUSWSBL5lESG8gyuNRgp48RHpHqCZczYFmx+qK/DEIN964/Q7+9F/9PhKBg/ziKXz+17+Ez37ul3/8SfJTPpPy3PyOk/vzU17u5/LlnBs3LlxAKPzSBC6+/rbwd6qVEnYOdrG1cyAJ58J0BfPzixJsM9h94P4HUCoXoWqUf9LRs4Z45duv4KWXnpcOMKMlguBZ6G3uD/DHf/Jn0E0dLz7/LM6ePws3cOCOB6JqGDlApIWwuwORcA9DF+nQxcDXoGeLWFyYp+eAdA7IU+U5IvRtDzAyGm68fR3dxgG0VB6K1ULeOYTXH2FUOoXC2mmB5bLenEyosJqb6Ky/hW6jhhARKkkHo1YDD33qt1D91Geh5Uu4sn0b+40DTGsFIFDQarZQPD7ndms9NH0dpayKs6emQawKieC248HIGJhlEVijvDQ75REM2ho4LL+6YBWZfBCuTTUZieeWO3LhRipC3gRhg5AbQq1SHwRqRYEhfZGRPZLkK5FUZd9wrQH6PVosjNDtWiJPXpouQiPigKaFU3Ny5pJHnKDFQ6WK1ZMnkMn9VUXIn3Zi3ktA3nMHWelp9Hp4ff0a/uA//Dne2r0jTa2FQhF/Z/40plIF+XnVhIpM1kR5poxiaQ49z0aj2xLTwrs1q4937/hdCCQW6TVmti6MSPvBsacqNAKVDTQpKgWUArXQHLSEfDsculATCrLE4GZyKBVKSIxdbLcauHCwCdP2MLVQgZ7Qcdhswd6qoxm5MNtjtHNJpEIgoyYwVogZjFCK4kZdT1NRDBVkSgVkWTUjsUNJiDfBY2treG7tHOx2C7V2XSZiko6aAeXhPHSUBIaOjWa3izAZQIsY3GWRCFUkwgDWeIxRjooWaSzlprCWNDCXTiOTLYssnpNgvq1iMHbgWwNMTc8IcbB/uI56ownH8fHs538DHuWSIxJ9fRy1bME4VooGUmZMouIiZZWdzr33COk/+ZbAuT/hWTAAWV+/grEVCVGcJNmkws3SFoIfg96NjQ1R51khjMh1YbvkKwSSVLBTQawvX8dDh4dVLM2rCumQ7XjKCTKR6HTqWJg7IddlpYbPjSU96X5sSLLCDkMySEqrnm3t0A8xHA+weXMTZlbBwsIKKmYa/f4YtZ2b8DZv4ZRREM7QpW4LV5001uZTSOXySGQLKORKOBp0YSq6EGypmOR5qgSXTzxxDtVSEetbO8hmNNjDCPtND77dRj6bwNLSAsaujjdeG2HlVB4ny0P4zVsIKjNIZ/MolKfQbR+IhjxFXd9+4y0pTqyIylYKuZyJcr4oZHLCxRg06vChhh4GQVISi0lwSMJ+r9uT1rqe1cR3RLgh1Jll7ULT8Oijj4q08b0k5MPN/Zu3tvHVl6/j3//529hvEdLAQEUcDaCJHDMLrex4xHwO2cJp9UWDvwTNw1yR2iVXhApY3D6luk/CqHSFjzOTcIhRexf+cB2jfhslY4i1xTU8/cxTWFw8CcOIfQXeRwTrA78Qla4YVPD3ZzeECWkstX0kJFd2FmM+C5W86NcTq7lJIHMsJMI1K/KexxLQvhtXUt/ly8ZqoSJRzQOLe8PEOZ08pgnPhNd7ryLW3epbfDHfy3NsIeuOmm2Mg5EYzhp6FnrKFP6gktToBAlDo2gKWSCAT5UfyowGcZIjCSMTHs2QqncUJqQwJh0Uw0QSGmrtbXzrz/8SI2eIz33x1/DkU5/8wPv5UT3hL//yL2Vv+9KXvvRRXfLn8jqEwNWODrG9eYRmu4GLb1/G7PSsQFwp9PPgA/fDdQd4/a3rMA0NL376eRRyaQmG1chEUgtxdNTGhUuX8JkXnochsrKTBITk6D7+9CvfRLc/xBOfeBinTp1Cr9mAkaNqFs8TBQrPiFBBu9nEcGhDUeheSK6hhumFeRFEUX0Vik4CdyAsiAlBhO817vVxe/2mqEtZozHKYRuh1UOQXUCisgRfMYXPyvCtYHVQu30J/dYBXNdCOekhmZqHWSxg6dnnUV19CLcbNXz9zVcwp2ThHDVkH5meqQj36rB+JNyYQSrCA8unsFhNiSRx0sjJXpJMMj0yxHDUTCRFFYuFZQqceCFBVSqMJI2c+TwqvpkYuLYUhHnWJLhQJUf34A4sDEMbOlsiVPlzfVHq8pyxcI1jgQkbo/YeZsqMaxVRg1TSFVgeOZu+qF66ToBqNY/zTzwp8LmPctxLQN7nboqYn+/j8vpN/P73vomXr11E2jDx6fnTWEwXxPSGzspaOo1csYATlYpI03bHNuqDPrr0+fBtJI91qencLBAsDgnymYgcO5lP/o3AYT5vIt8rGmsJ2J4lrenueAjHpRxpLORRSecxky7C1RKoHdawvreLrmejWsqjVMoiclV0Wk30dxroKD78/giWrkBnw45Eby5BkeXNImCr3TRgUGqSSgpKhKEXwLUdnFxexlPz87CPWmKYUzl5EsNkAkdWGwM7QGvQl44HA38joyOj6JTkRjGhIBl66Kd15ApV3Dczhzk5GMgJ0wVuFQ27aJOA3x2IokpldgXFdFY+297GZYRugOd/7T/FeNhDfXdPzCP7loZsKYe5Sg5JHng0yHNsOQQZuN1LQH667YEBwsQDhDWonZ0D9Lp9aKaGtEHdc0WIcKl0CoRh5cVYMCEbGeWqOahkRYz44uwizKIp5MBGoyHKWgxyCMtiAsPfjPAuVlNXV08iCD0cHNbEWCmt85CK0OkO4sBJTQiBlPhw6UB6kejRh16IsRurVuWLeYFvtLd3sHXxLaQPNpAc2ugszcNfeQQPnF2FQd34lIHWcIhrO5sIux3sHnQwNT2LhdkZ3Hf+PgwHbIsHGI6GMPndwiRsW8F42JciQCabgdOjKlAWe3tZFNI9PJLqYVidg1JIC8ne0JNw+3WMLRvZ/Ax2D7ahmVmcXD4j35ta88kgRMdicubBczyoSgQjnUGlUpXEi3yUXr8niZ0WJWEHlviYDPsjWa+8jqHqqMxOifs1oTj3xoe7Awzev/oXb+CPv3MNV9YP0e0Re00QhCqkdEKrGBgwmZD6kWzTx/9fTYrrOZ/DxJqJiRL50hXmc+gzIiMcY9zZhtXbgDPuoawPRRnniUcfxMm1c0hqP+wD8mG+wcTsj6+hchxVssgr4vqjYht5Vgy2mAjcDaeK/Xrizzfx6+CfPgtobgRXZXX6B1AQdkAoUkF8DF9LUYpIjVCr1aTwQwihJGjivh7Dv967F7uuj1argWGrATe0kTbyMOhZRadzCrJw/6DFwbGnlIij8t5EqpjmsvCQVEnS9UXhR4liU1smJIRk8XtGngvDII8qhUAJsHl9HZcvvYWXfvWLuO/8wx+bug8lZmMn9Ec+zM/5N/K5LBz1Wh3s72xj4/YmDmo15MwMlhYq6NsR9nY3sbPH4k0Kjz92P2ZmKpIk0qSPiUKj1sXbl6/ghec/KURwJpokUAfknPhjvPnyNXT6XTzy6APyG+9u7mL1zClk81npbHCfpudSv9mR9CLBLnJGQyEBNEMFJ1YWkUrRajqMeSCi0hl72sSU7SR8e4y9vS102z0J7BNWD/mwg4DE7vwCxpk5KRYnVHqVJOEcbGF4tI7BwTo0oyRcicxcFdOnH0QqVcSfvPYa2sMxFsrT6NS7Yh6ayRYwMzuLwWCE1iDAbmeIE2tzWJrNY64Um9MeB4myf7DLkUwkEXqBFOEYp5GjG9ewmaaoUDWiTkJRHwvoeO474pPieVQJtdAa2fBsB0rAIoqDerMNUBilVMX0TEk6O8NWHWrkIlINpAvTQIJF3QE6HUvOdkOPkE2lsPbwo1g7vfaRztF7CciPuJ0Mxg5adfy7V76PCzev4HSqiLl0Ab6egJLSQChJrpDHXLkILZkW2IYb+GjaI9Q6DdFelnF3AjJJOJgW89/JCeGfsuDiJIULyPVdCUKYrPDv1L4eOiMx+ZlcN6WbIu1JjKXnBjjsNFFvNuFoQN7IophjoJ/AuNdGe7+Jrmsjcly4vo9AiWDmczCcAAlDl4QrcbwADDqnKyo8uuKaJtbmZnFfqoje9hbUtAbzxDL6yRB7rT6SqdgnoSAu6C7KagqL5QUY+RxSfoRMSkUuY6JI4vmxi6lvWwidGgbNIbx+HZGSQGBW4GkmFM+HqSuiP7904gRy0/M43LuDQaMFNV2AmS6LKoZOX5NUSoTt1DCUoJWH7r0E5KPZH3h4srPEaup4OEatU4c1GCObzkogQBxtu9eWZIL8HwbJIdXRNFVgQ+yEPffcc+Idws6JZY2FuM7gnOuKwVBcnYXwT6am6NWhYDy24wqnG6FQzkBRWOH10e910e200Gp0sXE4xsL8PE7N5TE7N4NWt4nQ8ZEuZmSTbjQ6Yt53umQgb+SRioCuqaNYKCG5vYnS6TNwqlN47cJV3Nm6iaPdGqqVAs4+8CCWFuZxdFSD5TuYSuWkoky4R6vZxnDEilGAwQgYt3eRSI5RKsxDSaYxn6IPgQ21UESUITtKQd6ABGi58izmpkpQdFOqB+wQGUZS5C2HVl9qDpSLZALNTh5x0AyMt7dJ9Gf/X5HWuqEZwp9hQYJEYF5n2BvCpAfJVFkCz3vjw98BOtlv7Xfxje+/jX/ztQu4vU9iuimSvCGrtHRPJ/SUoOljHxAmGSkzCcu+SwVRApTYWX3iIyImh8cJiN3bAJwBckoHJ06u4fFHH8LqqZ8uAWGAQLUlSQqk06FIQrCwsAByRHRFQ71ziMHAihNWw/hrg3B6B1C9h91Fl1WD4279RARk0mGTPZYGyywiJSLpmmYzWUyVpqRLwsdFpeoYjiWV1rGFfr+DYa8HxxlCS6WR5X5umnFnVLKX2M+BHEDyP0IqYFFq1CPMJESSbtBMgpQQnh9Cj4iOIWzEEUntkOeIZ0Hl/uGrqPfqcIc+VE3BU88+K7LfTPDFqPcuIv6HnzEf/IpJJ+jjUBL64E/z8TzDpjlrvYbtd65ja6sm+9T6nQPpOqjJpChlLsxXsHZqFQtLM4gUE9Tqqbd6uHrlCp586nFkWJw5hgzalofNnQ1sXNtGZbqExx55EFvb29jdPsSDjz6EQraA0WiMG+u30KkfIWCcxEIBVaTSUzi1tiBfnOpV1dk5kZ6WwclGLqKfQNJUpMKva0mZz71OE+NeA4MOVRgBdVSDGfRgZZaQzFWhpPJIEN6omzDGbXiNOzjc25aiq5pLI2UkEAU+xr6KdmCgo3jIZKfR6DVhOkmYZgaVcgmGpqHd7qGdSGJsdbCysIrp2RIWyzMCMze0WP7bNEJEoY6UNoGPJeDTy+O4gM2uhcE9gEm458F3fNgSJ/LsttCqt9EZDqBQLY5S4a4vcR3R+IslDXquJGd1mORaY9EvCccey3/sQ2kZA8VCBreuvYOnn38R9z1030c6me4lIB9wOym52OwP8f23L2L35i0h+DEpCM2kYPTShSxK6bRgFxOqBj2pSnux3bdwq3eEkPyPpEQYcReE0YYIykeigAWbxjDCEny3gsxqEyFOdPOkfK/rO9AThgR6lmdjzBa2NYY1pupBgHwpK1J3lWxZ4CRv7W9i/6iGqplCenYaJVNFMPTg9Gx02Pr2XQS2K5uC0+3BKORFZpH//72DG/V0ZQqPL5+As7WDyxeuoDRbxcknHkLbVDEMLGR5SFs+0oGCrFHCifkTqFRy0iLNafxqOplQGLnMzodo9joYjVpIWB7mihZcKx0v/khDEGpIaKp0mBYWl8UB1apvYWxbSJfnUcpXBYfvOw7SBcK5SlLx0jR6RxiC/1XZIrrLp+QjXTG/QBdj8sGDdIJnZkWVwYZUUzUD7W5Hqq6ce+Q1MAjqdqkOdYRioYAnPvmErBHCiA4O9mHRXXZ2Rq7J6xCfTpx6p9MTA0AuC+mkGYZUDzevX8PSiZNIFwtIm2nsbW/jwoVL2D6wMBqtYmbKwiefmsbiyUWpFHWo4uHYUJy+mFoWMznhB1ndNqz5WaiKDuOd68hCQWb1BFpaBuMc+RcdtFt1CdzIbbGGlOLWUUgnMDO3jOWFZQzHHYxHDvqDEdq9MRTHFchlaLEzqWBqdhpFM4G8qhA9grGZRqc/wOxMGYtLJyUocvxAEjqROB60kUyaotSSzgLd1ghTc3OSgEwCvfX1W/AJ8aFQOyBBHs0H2YUiFr9W25U62HR5Goqu4syZ079As/Oj/6oMZi5evYOvfOMavv7yTYwpjBEVpGE96WhwWzmm5yDBTkgQdxHY/UgoocAG2UGRQtLx4xMn9EHrNrJBC6mgh8XV03j6qSewuLQq/D76DFBU88MOXU8K7n7ikhy/L7kfSRSLJdx/7jwy+Rwcx0Kv15Xnsvv4foUamsOJrweNGBUqTEXwNA86Ca00Qzsms/NPXp+JimcTgpJEs9EUOCCFQCYJCOPIdm2AZr8Fx6XZryO+DXpKE4PagCDgMESCSUiCSQcLcewgKWJiKlEdVCE5Q2GoxSRQp5SReLaEYxtBUkHIgMkZSzBqDUboktfjRChqFtrtEVaXp3D+U19g3iI+OjShY8Hqh+FhH/bO/+jnv/rqa2i3+/jCF176aC/8c341KVh1Wrh25QYuX34HOzv7IuvuRL4QnE1DR2V6CvefXcXcykmB+Qx6fVy+eh2PP/6YKAWaRgZ7R4d45dtvoD3qindUIZvHVKUIazzEdHVGOkthIkAum8erL7+OTqclZxK7IYS4rpw6g0rORH1rA3p1WSRqqeykpxmLCGVC/jQ0Fa4fyfnBwpjAKV0b3U4f9c2bGHhEdYyhWE2Y5IAV5+HnF6GSk8F4iVLe4zZqe1Shc5E2dKhOD6pvAUnCo1y0tAXY6YR4tuUCFcrQQ8owMLu0LKbUkRviTr0NVwfWFqs4s7gGnUIXQYC0GcDzdZixKQj0BD3YQrhOKJDDsTtESK8ihU7yqnRCmPy74yEO6w00dm6ha7molKrQdB3DYQfmmDLJHvy8iVRpCaXpRXm/yvScJOsN8g4HXSyfOo3q3DRqBzV87d//EX7zd34Pq2sfrUnhvQTkx1jQlH07PDrCxQsXcdhsANScpsGLYkKnCXKmLKaEqsv2b1JabWzFbxwdYc/pIB2xdT2BXnH2M9KKlbHGkRM/fpyEuIqPhJKA57sw2BEgzCjwEUQ+DEWXJG80fj8AACAASURBVCVSFQydIRq9DiJWlDUV40QCJ4wcKrmydAUO9w/wvZ1bCIYOTlWryJPjkdRkUveGI/gDGwPHlm4OZewix8P42OmX8A7BA3OxEmfuRyhWS1hIGNh/5RJuXLuGhx95GA+98BS6moHmrgk3U8DpDLBQyGC2aqKUZyJggLXgCCn4wRBDGhFaXZEP1qIa9jsJpDI6lrQ+/J6FkWvDCnUkMstAKgcWu3ir8ikN/qgvBHg1mY1VrJNJ5NMmMuWqmHQJ2ZGyw1S0IYHKjDXj742f/g4w2GXQzKCDuGbiy/l317VRKBRFbYPSA2aO0AdyhNjh0CWA2dx/B4NhbFjGBGX15EnpVPmWj3a/jf6gJxVcJiVxApKU1/I33b5xA/aX/w8kX3weM0+/IN4G9XoTVy68itEwi/VtttTn8cJnAqyuLKFQKiJwLBRVwG7VMb69LgpxbhjgIJdFx1FQ0jTcPz8D9+IFjLb3YJ5cxsInnkJQKKJDromZgu+pePPiJjJpH5mMimW6ti/PifgKo1FCycjLYIDV7QVo7O2hOxxggck+oShegNWFKkZUhEuR0K7AskZwxyOMxqzUqhgMmsjlpiTYm5+bQePwAL4SYXZuWe4t2/EkEzfaDSlgaCF5CUnBC1v2GAedQ5yYW5YA7fb2BqqlaTzxxBMfi3b7Tz+jfn6vwLnLBPP7r13Df/9P/xQWpWYEqkExBcKA6EFBKNYP9hZCsyQWYeU9IkldvcsHJIIaDTDsHmCSgJAvdfbUCp57+n7Mzp9FKh2bApJm+mEHOx4Tg87Ja++Wt2VCu7CwiPvvv0/2QxYDCHtk4ksu1nu49+9+B17LdVzYng01ZEGI1dsf7KmTvZVJiOVY8hg7clSos9QAzz30FPYOt2GNHHR6bXGRN5IKKjOzyGUp7UmvFQ+OHYmKnqLFnkE4dp/n+cnOOD+g4rmiVsSzgOBh33bEIZoQRodSqu4A7e5IjPCatUOBaDo+FRsD5LtdBHNzuP+JF5DKxC7xRBxkUglUigtQjhOrD3vfP+j5b7/9tkBtnn/+2Q966t/Kx9kNOarVcem113D91h24LMQyaKdqWkpDuVDE2fvOi0FhpzXArfUNPPzwAyJA8sprb+LWRtz9JdeWZwt5D0Q+nF5bxrlz53B0eCS8wI2dTSxNzyJTTGPYG6NQqWBpbg65TA4uXcYP6mi3tqGl5kWNM5VPoZhnwSxJxWARlCIjJGZUxEMMQSNCcHvwRiG2X/06tMVVaL6NYFBDIZnFIF+Fl8zCjhSUUga8KITdacDv7CJF3xF3CK87FNSHUiqja+TxTncg3b21uQUM95uw3CROnTuJHKH2roedg0O0hh7y0yk8/chjyCU0uFzfGpCW7SYpMFCeJ/BiY8K2ZWNIDq5vxT5FUULO0kD1pPvX2LspjUwRgxl14bR2kYwCGNWTsFNTUBO6vHcun8fS0jzmVxZAZnKn2cPu1k2ce+JxMfz8ztf/DP/Jf/aPMLc095HO13sJyI95O/mjMvDY2NjC9u4WBqonkrNFV0WqkEHJSKEzHMmGXspWkDQDXOs3xf1bjA3v9gSZyPJS3YlyZ7YXJygqMayBPD9icgIHGSMbq0BRwnRS1U8mYtxrFGJg99EadmXxiAm6omKhMo1CtojBaITvXruEI3eIdFLHUqaIuWxBKgeZYYQhkxcFGDhst0VCGrOiAAqBzoYmsrwk1O8Pu4hsD0sLVTys5HH166/i6o0LePHFX8aDz30R7YBJl4b7lrNYzqZgMmBSiKIGevYQva4FjYs/nUPCTIpyddcewxheR21nG8PsOUynIuSjLvyRj0FgwsiUYJtZBJ6DarFIXJpg8EkUzph55KanpYplqiq8Y9wxK2/8nVQ1EMxnKvWz1bD+MafO34qnWa6LRq2FRBTCzJDIGuLWrQ1R35lIcAohUIkhIDs7u+h2xkgkSWaNBOcd6bp0QATWJCTzANaoic3thkh61mr7wikplSqSsDBQ01wd9X/y32H88BIyD72I/MwJZDIp1HYbsEcDXL+xh9s7LhYXDJx/6D488fgqcqUSXn/5LZRuvolyQsO1o00UqvNohhbGXoTc3Ak89olHoTo++hffhLO5hfIzzyLjeBiVikiffwBvvnEdr1y4jZlyCfMnAiyVZ8VQiqeVqAR5A3TrNjrjLsIgwngUwBr2Mb2wgKXFJYTBWCCVecNEazhAr92KfUCMBEZjD4dHdWQTSUyvrCCdSmHQ7aLZqCFdKELXFZm/+Tz/rqHVPkKz0YvFKOwBFJfO2bpA4XZ2tqW6ff78GTz55HP3IIgf0WojBO7O9h7+ty+/gj/7zmWEEb2PSNYmNMtCSCPDu5zLJ0JY5I1MfEBSeogxI+TQw7h3WxKQ0KojjyFOnz6DZ546j5n580ilmXT/eApY7/16pqnDtl3pejDBZ4djMiaPiRdUPo/zZ85gdmkWjuej3+6j2+uIO/VfN1h4IIeE61tVE6Lo9F5ZWa5jqtNRg8fImWg2DvDdb7+Frd4OHlw5jfnSLKxwLOvfCSPMVGYxN18WriEJ/QHvK0+f0BWDW8I1pTinRhTqFq8c4tNDKoSxEOdbsAYxD8xWHNlH7GEfe1uH8OwhpuilQ+pu9wBm2YHbIGFyCbnlZTF8K+ZnYeSyuHn1FhbmZ/Dw0099RDPmhy8zIfb/IkGw3nsjZW70enj77Xdw+dLbOCCPlNLWuRTShgEtkRThBEJP2e3tj8e4ev0mRr0RVC2UTq+mp+IEhPK8dBs3TOSKWRHCmVk4gbWFOYG5ttstnFhZwcrpk6IAxWSYoiWmYSI7VUQYueixoNPsQgkDVKamkcnocGhRQJGpmN4kyUiswsXqpwuHML/xCLcuvAlddeCaFSg7N6FpHqyp+5AvVmIVPCGpK9KhcTcvw0jYcd2ChPC+RbUQdJIZdJUiklNZGIUUkkMPN6/fxtmzZ5DXNRhmCt3RGFvbh+gbU/jE+QoeOnkKPZfdv7gLy0GhFBqgqi5g0ah5GKDeaqDRaonkL+FdmRR9uIoIAx+HO7egEZrY2kWPCJHiCmpNC57XQdJcQK6UgRcamClCXOV39vZE0ns2reLsI8/CCUewWg18/u//5kfOM7yXgHzI7ceyBtjY25IF03Y8pOnVmqfPd4R+q4XAV5HPZqFn09h1+nFWLQkIoVjHGMQJIf0D3luSE8dHqKtwAjdWx+IEZAZLp0x6fESRdEMo3dsfD9BWFRgRsJDOY3ZqDumhh9cbG7jTaKPuDFHUUphPF1CYmUbFg7hdE0bTHY4wDl2MPAd2GEAdOdhWLZS6PoZFHUUScXUVJ2cXMVu38e1/8+9wcLSHX/3838XDL/59PPDAMgrkwag0UaROWIT9/gAbbhvJIEJ+aKEYhShly8hOTcmGYNkjDBhU1fZBIbkpzUbeGCEcsC0ZoOnoAKvEXgJGOYdUNoccHd1TeRRSWSTUlBghTUaSDrisDsjKV+VQnyi0fMif+d7T3+cOsHK6v7//LoSjfdgWnXHeZwYE1ojOxLYQWbPZPMbj0buSn7wc+QsMYijfydcwsGFSEozHWL+1gYsXL+H0mZM4ffq0BDqikNXtINTT6L/8KgoXXkZ3cQmJR5/GqYfuQ50BO0YY20l885XLuP+Bx/HU46ewfuMKlHYNGl3WjxpIqwncbh1AyVOVivYbQ+hnnkZ5ZQFZw0B+agrO5gacmzflW2fNNDLn7sPLG7vYGiZh98mFCrC4rGN1Zh7VmbLI6uo6XeEDdI4O0XdIcTQwlctCTYTwowR0nVo9Ebr1OvwETaFSGLSaONw9gpoGzpx8CIl0rExEKMrR9rZg8F3Y0FQTKT2F4vy8GGL1hj20Ok1M5StyX8kPu3PnjsBWGvU6Hnvscdx///l7CchHvHIJZ/j2967gf/xnf4q9tismaFEUq/Wz2kSfEJoRTnxE3u/tJxAsr3cTwbgOMxjj1OmzeOqpT4o86U+TgLz3/dglE4nbIBQFG9tm8hAbufLf6R1z36nzSOYSqO3XpJs5QwJsVn/fjrHdY1eaSQhdF2KIJNcxBxMUks/j5ClCu3mEWzevon10hFqtg/bAw9SZJbz04ONwjxW2+PlyXCNqgloQwgOYDJFG8SM4SgyJSRkmIDKkIaLAxdjyRXnMgI1Wswt/2EBtTLUfH736AfSMiWqpgFKKXdW8wHn1Qgq+kUM1ZWIUJiRZf/2738eNjQ38N//VP8aTn/6Vj3jGxJejsAYr+FRt+kUfLAruba7jxsWLeOd2HW7ogkprRjZHvBOqpSnUez3xg2nUOyKlS02BieUYkxA6pBuExZYLeOSxBzBXnpXkguiQd27fQE7PIUFVLJLEtRRmlmeQ1bNQUnE8wK6GnojQHvRxuH0ofh45PY/SbFGgfaqovMW/lDTijhORuCygwwttHF6/hNbREbxsFUb3DhTfxoJZxd7CCehGPlYQpRiEZmDz9gYKw1vw2wPoeQNepwMlsKFMr8EvLSGZTqFlqpjVK7h+6S2MBg6qCxUxAdSUBG6ub6FuzGCq0MZnn3gJqjdGd8wuny1wZS3JogWgOjZ6hNN7wPb2Hvb3a5ibL2JhropEMovEcBdmMSeJfrfVxZ16H0f1GnSVoidEjgyRyS1hfn4OnsIiyxD7dy5j2G3g/JmH0PMVQR48dP4hPPLEI2J18FGOewnIT3A3LctDvXGIw4MjNEZUGvEw6tqwu30ElMdMxZXeRkZByPSYZHRi+Mj7iJ2vYj4IKz1MTPgc/jeRWRHLaUU6IGl2QO56vRD7qBIh3Qm6ycTtQmLXaV44csZoIEQmDMVJdK6yiKxmimLRtdYhmtYQ2aQuFYWFQhZu30E6YwjEw9Ui2JaPoWvDH9k4VBzMmjnQ/JeKC9wEdDWB8zOLSOx28Edf/pfi3fHSZ76IF7/wK8hk05Lg0NTxsnWEg76DQT7AKULVwgSscQdTLlBNZZEtlMU00FdstBkchl0cjJnIhcgkEiibLaBvicpR209DzU+jVJ5GMZ9DJp1HlNAIvxTCJ6vudHRnRSVpGu8aXfFgnFTluXm9a9/+E/zm914S3wEmDTdv3kJlbgrDzlACEh4wlm1JQEKpQcrqspY0PT0tVVnCqUi+Y+s49idISIeDRHYmLKKugxDXLl/B17/+DSytLOORRx8WaVGR9e12cbC9C4y6SF58DdnKLI5OrQGJtHiQ1HYOkDNDFEp5JAuz2L69h1ati1W3jZTioJw00PdsjLwR+kyC9SwGho5gWMfpL/wWsum0yHy61ghZwRGPkTmqwW800Bl0UVt8ADc32wJDmZoCTq0tYorGiekczNCBqxkIbQu9NlWydOzULMxUShiP9lEwc3BEp50E4QQaB/tod7uYJkwglxc1KzdyoTohurUj4b64kS8YY8NIC/E5mTGgqAYIazh15qwkdbVaXfDOVB9jgEnSMSVRJw7V9+brR3cHyOu4sbGDf/GvX8frlzfQ6IYIAwdBxA4rwxfuwySBc0snYf1uiBYr+H0Mu4cYtjckASloA5xePYsnP/EkFhdWoJuUyE1+qOTxbpjVZI/jPGDiMSF/TxKQGJ5KgJcCWwkxNzONtZMnMT8/L+uZCnX8k4IShD9OCO2TO8h1LcWCY1L5BH7FNdxqNuUMaNYPcfvmupxvhEISh989aOGo68OOLKycW8Mnzj+AdDb22BGogAIJKlVFfK9jjgd1fjzyPmjgy/uqIApseE6IwBpjYPVhOSPs7u6htbUPQzeRLRTFmdvqHmJaTSJfnUJpbgWdRBpjb4S8UcXc3BQatSN86/vfQqfRECz97/zeP8aTL37mo5sod13pq1/9qsDdfvu3f/tncv2/iRe1hhY2btzAjevvoNZqyZwiLMoaUuwhgVyBylgmOu0OOp0mwoicBltk/DmXp4oFLM4vIlvMYqpYFt7Tbm0LuWQu7vwpwNLJJYEJca+VPVc0rsiUDeT5HFSDah7sS9JDIvpUdQpJepLF4CtEFCOFBpUCB8fJSKyVpaG+cwu7m7eRMHKiAlqwNqFyvy4tQCufREAV0QS9OMh/OoLdPRJZX1XU5ZjlKFDzZUTlNdT0ACv5CrLJLPb297C5tY1sJgUjYyJfyqFx1EGzZWNk5nHfUgmFrCm8YAoREaI/tHvQkEfC6cXd9mJeEvj20R1owkcLRRU1PbOMdCYvzutXrl3H/tER1JAGhplYTSsZolJKY+nMg1JMuPzWq6i1unjp0y+h3jrCs888h4QRYqo6J92qj3LcS0B+wrtJ2Vh3FKHTb+Dm7dtYv3JDEhFiFqkqVVqaQY+ulFRemEjsSuIR/nCiwce0BCLqLjMHETDxxDMkjLsnopTFaBvwImausSyp5VlQkjkYsoHzgIlELasz6mJIp17fRSuh4lQqj4xZgGNb4huy329jRGPDcQBVTyI5sFEtFoScN04qcAkD8yJYrEQ4HmpJD9mug6QXYCE/hcdXz2BhZg4br38P3/vz78EdN/D03/01zD/wKPRUAYWEhkMMYXVVjLMj5FIJ8TjhEaP6AQqui7KfQjGXEddNhf4k7gjDYV+McDSnD90IodNwrU+SvguLXZDcDKJsCZlsHrlU9v9j772eJMvuO7/PNXnT3PSmvO2urjbjelyP4xhgiCHMLg1olmvIjZX0sCGF3nYf9Ki/QG+rCEkvG1wttaLBksCSHAyAGYzDmPa+u7qqy1dlVXp/M6+RfiergMYAIAiom1gRfSJmqjrNzayT5+T5ma/BjEoFRFPQLsE4ysH/gxrGsDKvuCySjAlM6/sydz/nh/7waWoGBIq4urqm8NTiCF0T349Wi1qzSrfdY2JyUpHQ5cttKMupMTIyqiBzkoB836xsAD29h+YOSdWbG1u8+8n7aH2fhB3n6LEF5TMizxEC/NbGFinTwDh/nm5oQOqlL1NuVhCvqMl0nvbuDq3ugHUnya07LqmYyWxmi2nfI+W18Mtl/HoDPZvBHykoDLmXz5GYP0bbc+i6HpaosCXTai9EI1HCG1uKYHhnAF1jmnLLY/5omLnxNHE7hRWXhCqsXN/b7R7buy2a7YBjUylV6YuJrr3m0R+4dHpClG3RqdZJpLNKVlgSuCHEJcDpNHGaPVXE6EoRQKynzADLDyiX9wjF4pw8fUbNn6xtgXGJL0Kn1yOXirF44rHvy6E+XKr3fwYk4P7upzf4o699j0+v7uH0h8aEhi6wzzADkaa9B5Z1+A4OOyBO7TZet0IsaHFsYYHnzzzBzNxxBaX7WSFYEsQfwq3u/V1UsWQIhEzge/Ke5btRpJ5lHDqky/3z83McP35cdTSr1ZqCrchzZF8f8lnkOQpK4zjfNyWU68njJJAv3bnOdmmH5dUNZaApa7bbaGNHDLByNGpbSrCn5QSMzY5z4thxBduU7p7YE2gDwafLyeBh6NaBMKrPQGRFB236roHrdBWfw+s7tLqOkpdfWrpFs15lZmoO3a8xWF/H1w28WA4tnUVMhSOxJMlUjPHchBKPWb51jWtXriqyunhD/It/+YecfvH1+79QlBS5qCgN/Vkejh/MgHTRpYsgUrqrG1vs7++xs10lmYoos0FDNxkZKRC4PsubW5T29pWCZm4kR6fVpVytKsXOfDaloFXZbAK35VKr1xibHOXZF84MhTqULZ/0pAXo56ukwFcu4gdn0gAlhFLc3aDd7ZGIJIin4sN46CBMk5BLdpPsHEldJKkIpF4stgCrVyl2hsa7Vncbo1/Hjs/TzU+imRGkNmzFQtT2ygw6NYziGoHbJBIWjzeTZT2NNjbK0/OLWAIjsHya1RZ3V9ZoNTtEEhZxKUBZEXaLRTbaOknbYLZQwOubdIMOgYgR1cQnZ4+xsTx2SFQoPUHPY/TqbC7fpapnyY1NkclllCeX+MTdXV1nd2ubVnvY1cwldELxHI88egLbjvDuu99FM8I89/RzLByfUf4ggkgZm5lQZ/j9HA8TkP+PsykJQXW/xoXzl7i7soInpLiYwDpSVEVJRK6vHM6FqfgZkqEkIweYXXmkfyC3OcxAhG10ANmSawyBxcPb5HdJZjSxYJLMPFCLxBi+Go47UFwOR5R75DlCaI/EyVhRfMOg3mxSqpW5O2gr7onTc5g1bXKppEqexI02bIbY71VpF0sKK7xQ3yYb+JRSs5ijUxzLjzKXzXP7vff45OINzpx+jGNnnqVhxGmKc7MOY0mLYq9D0/XZj3QJGxoZ0c4XHwmnz4gfImHqxOJ5QpGAkLRmeyVKnQGVpgRlOtlBUW1kq1XC0bM44SyRaIpoKk0yWcBOCjlN3NAlT5N6xQ/mWA51CfBEolHkIeWgfTjuzwyIMpa4nd9ZFXM1h3atpkiBdiqusKdilClDvCwkCRRsqcCqpEJ/KAUqt8t1BKpw7do1JsYm1KdXqRfVthDOg5C3lcS1pRMTjKxwJfb2sfsdTjz/Crdv3+bI8QUmxycpnTtL/doFPm4mWXOmaJYsoiNlRi2P09EiZqtOqF4hJI7JcpiIL006SXhyEjOdoqGbbDZ7RJI244UcRuBix9IknB6t3W0aIYMPN0X4xOfUsTzZhHTYRHfeJJnJqk5QrSaQxoSqVhkhGPSEKLjPrTvLdPo9YmIkGkuSSWbVvChjNpE+FTUg8c4RW7VOn47Xg3adZqPH2rX30HGZff4rLJ58jEazicANby+tEo3oRO0YE/kRCuPjap4fjgc3AxLQ317Z5a/fvcI7H17l2kYVIxC5dCGgSwnoAMdxz1u4VwXLGDRI6lXm545w5swBBCuhKz8XJUP7cwxJKoZSvAdmifrw30PH8yEBVd73sGsyTEIOndRFvlmSfJHsle9bgT2qTqZAXSM/gEfJOh3y63R67TbV2i43zl0gWl4liKboegENHxwrREvEWPqeUmgTPwEJxvSQmKlp9AxT/e2PPLLIaG5UrXsZh1K/sv8loXOlONEVtbsO7XpNmQmK3K50ceKREDvbO0pu1W/U8DrrOP0w7UiCvqvT6ToQSZCI5ciOJEjZcUq729y6fRtT8/F9l6nxCX77D/87Fh8Rb4n7P0RAQuZL4KYPx2dmwPNoN+vs7lVYX1rjk3MXMA2fcCyhFDcLEwVOnTilqvDnzn5CZWePRrNFp+cojxAp0grJXLxgTN0f+lJFo0qBbeHYMSanpojFQvQ9jbAhIiSa8vQJfPHN+OE9JkWj8s62SkZ0LFKpGCFRNEXHEzqSiiikx6mpQqYAXGTNmiGT2uYK9VqJjqfRbTQJ17cIJ2JoqVHcyAiayCFK2hIENIs71K68Rc70laTvVmGcI0eOM5cfU47pIr4g/juyzzY396hUd6m3u4ykU0rltN31+OBWHTs6YCIRp+3ZmH6TkXScWnlvaM5se+TTMaLJEaLJJK1mk4+/d4G20+bI3DwjEwXSiQQh8azb3+XqjVXSwrnMJVTi1xIucbtCt+vgx7LDBOTRI7SaLdyuw9ziD0xH79eafpiA3IeZlEBpf7/EzevX2djaomE4iojbHLh4UpE6ULhSL3VANle/H3JBDrsiBy3u70Oy7t0sh9qPQ9tdlYAIL0Q3oz+SgMhmkfxfAnLx/vAGPbqBBDe+wkfaVoTuYEDV67BRqaiDyrbCFBJC9g6pwzCjy2Zw6DZbHHdKLPRuQrvKbafAkj5K0YyrzZOPiHlhnNPTUxQSNn4oxnKnw/J+nWjPYlS6FKbPhtOiInyNMGQjuiIYhvoeEb9PTgtjhyJkEomhxFy/qwj0Tm9oghfR48T1vsJOE8ujxaew8wUV5JoRC1M3lAeFL7mZKGR5njIplMp5t9NVJEmpbjysRt2HxX7PJaTKd+7iWYWpNcOhYYKnaUQPtP2L9SKVzZo68EW5RLW65fBIJNTPpVtLPP3s08oJfHl5ieeee04BcGWJd50+nY7Aulqsrm6ogCOdTBJL2EP5Xt9nfGKWG0s3eOmll1QwX9naoHr1Eh1PZ3tph4vOLKGwT63W48iIw4kpk4wzwNzZwpUAoVrDTCUJj4+rQ81MpfDSGfohi0gmj5mJMahXiWbypDouS/tFPrjpKYGGqSmHmXyaWCxJp1FH2jDxVEoFb0K09T2pgJlsbW1Tb9fZKxcZiDqYYRKORpgeHScWTRyoi0mluk+321KEdLpdNm5cJpvz2NsT593rjJx6Bj95hHg0rhI2SdyErPnUmSc5enQeTRti/O+3U+39XTH/cK4mgcKH567x7/7Dh1xZKeL0BgqSJSUhJR0rmPMDI8N7ExBz0CDhV5k7ekRxQOYnRtETYaVwqBxmf45xmMgeJiByHkknRJKMH5eADF3Ph0mIQFvk58TEmIJkjY6OqbWloID9vjovzMiwaym37W1vUC9VKe3cpdVtkrejDOpN5RUk8C49nmK33cVpOxjpFFavheto6OJYbgzd1cWcszA5w8ziEY5NzqnuhMynOLfLz7gdQ+u7tPttvM6AUm2fjeVl+q5HtpAln0gSdGvK0BanzXq5yl6ji6N5OM0WpmUrud1MLI2dm8R129y5flZ1WCzhwhg+oxOz/N4f/CuOHLm/sqKHH99bb32HdrvBb/7mb/4cn+gvx1M8x1MFpe+99z7NdoeZ2VnmF+bUOSFJsySlwlG98OkFLl28rGTfBQYunkniWeP0wY54w1qtFVLwLTueYH52isVTi0rYRNgcIh4hkKwD9PpnJleg4V2Wb9ygVimTSKUVQT6RShEoaWypVInilEGgify/eJMHRKIWuhGi06zRLa6zuVNS/L1QfRcj6EJqnEE0Rz+axPRcmnev4tx4Gy+WZDW3SC+X5/kjJ5lPjeNqkkgJ1PAgGTd06tUmG1vbag2J91YibbNTanNlbY/jMyN06o5S8uoNDCLODuGQh2nnCcUKjKbDxGKaKiCIMtjq9gZ7m0VSuSRT0zNkE0nq3TZOv8doKsdetcjK0jK+O+CxY1NUu9BzNZ44/RizszNUG1WCvsZjTz+uVF7v53iYgNyn2ZTDX6q929vbLK9vip0N9gAAIABJREFU0NE8Kv02/r1+FJJ8SFJxjzxswtdpqiz5oMtxmKDcs1skoZDWtiin3zuGFQDpfwxl5ASGJUN+l2RDjsGWFxAKBjTFIbPfpdt3iMRSaGaYuO9QdftqsQVRi4gVxuo5hAY+6UAjKWpc3R4LgzLp7hIxcx/NNah5Ftf9AiuDPG09ROrIFPMjMyxqllL9iUZs6gOPqzsVqv0eEdcilwzhdH22231a2S4xLSAVki8HiLgeMR9Gjahy3JTqgrQ0u26LRsen0ekS0nqMWgMiqSOk8/NEUzGcQY+ecyC9KzwCXdqtgnILiIdCBN0WjVYHT9dVJUoC34fj/s6AVEyLxV1lQFWuVekLztVxqDU6NLot9G6dRH6CF154gdGxURXcSLIeBD4Xzl/kidMnmZs7xqVLl3jppRcU9EICKvnylHa9VFwlgVleWePc2Qs47TbHTy5y+qknlfrJe+9+j9/4ja+QTqUpV4oUL11SbrqxTped9RKNVJKrpRC9vTukbINCNsP8WI5QdRuuXCU9Pkltc13pqJqy9nJZSCTIjoxhPnGacrmoYFlaKIobC/Ppp5sUGwOmpwKSKSECxshGk4o/0nU8AsOgkBvn7o4cHDaJqByy+2i6BH2qAkGt28D0hbMURsR9oiGbkJjaNcSkrYu/e43d5cucPDFOra/R2K+Sm3uRS+t7Cuoj3UwJ1GrFKr//L3//ADYTVX47h47U9/dTfni1HzcDAvG4s7TDB5eW+fM3L3HzblElHn4QUiaG8lkJRPTeBCTs1rD9GrNHjvLaS69SGMkRSknRJ/ozT7J4gIi7+OE4hFdJ90O4HMrEUii0BxAsuX+oPjc0LhyaGIqyl0A3BEpoMjY2zrHFY8q0r9VqsrtdJBQWj4QBd5eWadVahC0TKxzglPcoyR6V5KPTxuxW8RM5goit9n+xXsEOh/CJk7bDOFoP37MIPDEj9embIcbyIxx97CRT2TyNWh1fD5Q0tdtr4Lg+bq1Bz+tgaFGcXhO/WSJmtvDMFOMTM7QEue8HrO80WFu5O/x7w4bC+0ejJtPjR8lOjPH+m1+nUMjRE3ixppEdH+cfffX3OHr0wZDE795dU0WFh948f/uylu5FrVKj6zjk84Ju+EHX7fCZnXaX27eWOfvJR2xv7qvOuMD6xPTzUBlKoO+miPYosnqE0UKBx595jNFR4YP87e9B1tvytSVur9zi2LETDLoOA80jk7SJxuMKXSExlR4IZ1502Qx0S2Dw8h7CuP027UqZ4p1rtAYCJ+4SKV1XEERn4WnMrkPj6lsYrX0uVHXuxDKYkwWm5md4bWKBkVhKeaQE4sCuYkQhqhh4mktlr0ppr0hn0FOk+/O3G3RCTeYTtpLilQAqmSjg9nXqnRgds0sEn+NTBun40J8usDT21uWM3mPuyBEFnumLX0u3g+l1KZd2icajlBviOyJJXFIYM7zw8hm27qxTajWVfP6vvHIG7UAI6Wf+svoJT3iYgNyvmTzAysoXuhCobm/vcqW8ia+MBg/gV4fEc2V9PHToNAKNTrM57IwoItUB9Oozu0ZtgEOIVWAoktHhv+W+gXgxHEjTS/fj8D5ZSHJfKBAH9D4VCdr7PfBd3LrDWCbHIGrSQCeig+17TJgJ5i2TkVCTqp6ntL+Ht3GDY5FNInFI4GLoccqJGOc2DM4WoT0/x9F8gaO6wWJ6jGxmip4fcLNY5FqzTqZvM5oKM7BcNqo9elaPXspn5sB8S4zako7DiCu49xTZQgI3cJSraKMnhlM6I8kUmeQolhWh366r9rxU0kWLWxJAgQ2otql0cTSPxn4FO23TcTQl/fqz4qzv49L4B30pWfOtRovbt25zd/sug55DqdikXW/w6usvcPLUoyqgEe8WcSoXuFUqnaJSFk+CNoXCqNJ/X1xcPAiGhrwISUKUr4LbxfcNarU67WaLtbXbmIFOOJnm/K0LfPnVLzE7M6t4FrsffUijWiQ+dwqzskvxz/4M48xrXOgEmIHDViNOPuHy+IRGIp5Ge/9dwosLipvk7RTpaj7J/ChmNo3++JM4d25SNwdcavd5bGae/Z06Gzt94kmD7LhJBFEkkYMwSlQkUft9mp0I2+U2KTup3LIT0T5xW1fYeunetEXWceWW0G2VaWk6LG7yGr3d6xi9Hbx2hXKtzMz8PK29faqujlF4lqVb60zNH2V8akJhzMdGx5QxlBx4sr4F53+/SYL/oBfuffrjxHX46s11/uhP3ubts6t0+tLGi6okxAtslYA4zXXatTXc5jrJoMHRY4v86sufJzdZwAiJzOiPBl4/7e191gNkCGMaOqMrbLpl4jhD6JUS6jjoetzbHZHEQx4jSb/cLs8TA8OFhaMKliVdj6uXL3LhO39NWpKaRJ5owkY3A7ptD6/VVIlOrVHCDjQsq4neH+A7Gk6/z4YrJnQGTc1kMhZVMLXewEf32xjmkMQ/MGxG5nMcGZlX1WzpfLYbVdaWd5jJh8hOzKB7TZKGq3x+Ss0GHc2iM/AYGZskn8oz0H1Ku0U27q4oiXA7XuDowjSdXpPSfpVup00ulQdR6XN6TC4c48lnznDqyad+2jT/XPcfcmgk0Xs4fvoMDOGCP9m3S/hOeztFzn7vPLdu3VRKoP7AVQp0IkmrNA1kjas1DFYkqkjrMwvHeUrcu38UGflDb6q6X+L9t9/nyInjTM9OsrZ0G6frkU7HiKfyQ76S5Ppuf8jzsgyFFBngEtKkkOrSqlXYvnyeSjfA2F/GyhXQ507inH8P6ssKirVXqfNuUWcvk2TixHESk6N8YeQk6UycqCZCFOL1YSiur3Rc6GpKxrokKqa7Je5uDgiSLjNxi5Qq1ka5cDtgIHGmGcPXBvgRjzgG81MJJsYCZf5pGiFSuRTtVpNPP75IqbqviPb/5ItHWF4qk8zkqHoCmfRxvJ6C+cZiUcYnx0nbGfITeY4dO6rOr/s5HiYg93M2D64lm6ne63H59m3udEr06g0F21D5gyQhkimILGcshtPtog98wh2PnkijiYmMVO9Fo/Awo7jnPfYDA12UcQ5sczpBiJg2OGSNqEf2AhNL2o4EtA/ul395gUYIcVPvUHY9GsUSzf0yE9kUbsoiqlks2Fk+f3SMiJWj3usQalcp9Vx2KzUGlTsU3CqFUInMZBy7VqeeKXDtmsWF6CjLmTCGZXOaMHNWmJHReRLhCC3P5WqzyU7FYdaKM2pbrBt1NjcCOnM95kWEWzxDxNW932dGWqt6WnEJnIhDXDdJZceIR2wVmLa6LUXUVV9a4hUR0mn1xXMijGEOzbXarRbGwCA7FqHvhpR+tVQCH44HNAOil97vc/nCOW7duoJdyPH6y68SjaYVaVCR+YZubexubXHr1i0V3LjGgFeff42NjQ3VpZLbBM8rXBFJbET+UypaomQi0AnpibdKTS5ducTN67dY29jgf/o3/5ZkLobrWyyf+0BpmFvxFLPHZgm1BtT+03+E0THKR04rGcLt4oB2z2Bxss0rZ56kf+H9A435KN3VVbT5eSJPP0vtP/4RhbmjVDWPv/FbjMbSJLUErmdipqfxzG3lmjuaFqK8piqeIXG/7cVIhYXJOODmXld5iYzkDBLhQBHPRU660WzwySefkstncZtbdG68R983mVzIUyruKrJ6Ib5A4G7RNcKcfPI3WGtpSnZXko6d8g6VnbJKwr/0pS8ND2+PoU77z4fkeUAL45fjslIAaXR6fHhuiX/3H95jaXUb149haG0GXoRufUX5gNhuiahfZ/rIMZWAjE0n8SMpBUn9eUc4LAn7QCUQMgRSJbdJd2QoWCBKdQJD+VGfEMfpq4BNxuHzJYERWJQEQ8+feY4///f/B5pt0dq8O+xQpyboBiFsQcPExKshTK/ZpVsv4zsuefFPaFcURt/bu8tHjHO+1eQRMTtLZBgYEYSLayhD3YCoZVDuu4SiBienFlUBo9X2OPX4HHdvLBHVOtghn4JAI+fnwbJZvnqda8tlslmDY/NHyY2OEI6Fqezvs71T4dSTp7n9yQesb6zyL/7J63xwdVt1XnwtgtdrkT8yw+eefYPpY2Lmef/Ht771loIX/c7v/O79v/gv6RWHxSiXjeUN3n3nXfYqezid/o/sHDNsKjEg0VSzogmOLS7y3FNPEE4I3PAHHcN7p1HOmu+9954qZL7y8ufxNZ+1O2vUqlVVYEpnC4QtiZ6GIBZFwVUSFGFEkMiSQqoR0G3t8p23vkPWMkhPnWLt/f8bfee2YpGMpobdRkmY3m7OMEg9SncuySkrx8z0OCO5EWVuOzRqt2QXQXeYwIriqcQ9126s0EpqnBybZn/b5dL5DbxAJ2InfoCsOTAl8tMDJrIZ/vFz48QySba3Njl7eZNes0ajVMKOhVmYn+LURJilksfefkOdS/IeZ2dneeH5F6j1akT0CHbCZmJ24mdS6vu7LNOHCcjfZZZ+zscI1XXz7l3e31+l0+4gGik/NKQV7Orsi5Rno0lCkZYgHg4Rz02gGSElU7dd2R4mMPdUCOQAiGiDH9l8Um0yNAUEQJIT+zPJSc3SCfsBUTdQxL79lQ222y3SmSS5RJRXMnEeGbOxwnHc0CwdcfSo7NJyfdV+7G/eorp7g8lsg2goIDUxTqQVsBvLc7Y5z0oixlK/hV6scyYweObEU2RGxoTxwXqlxVK9Qtg1mchGaFXhdqjI/qChJFTHlU4WjJkJou0eEctkfGxMVeREAlUcd71mh8DVcZwOvaCtAtqI00KzRzHE3VSIj4NhkiIJhygZJcIJchO5n/NTfPi0n3UGRNZToECW79OVJNEwVOCsi5W4aVKuVNhYX6fVaisPmj/7kz/nV9/4PE8//Yz6zAzfoFwvE7Nj6t9yPVGlEpiV1/NwQzrxaIRKqaTuH0JMBG5i4Fy6xK0b51hu99FSEZ449TRTE+O0Ntbobm6wXa5xq+fjhiYpDwxaxS4vPm4xntYZrFwnPHqE1KlH8PoD3HMf0Xn7XSZee40tLWAznVcGVYmETTySIJoKU63XlXpbNBlRuvNdt0cskkHreoRChuIG7DsRIlbASLJDSKQho0kV3N29c5lBtcjb739MFJ+n52zSaY31YoW6MU32+JNsL+1yLGOQm5pl8cwLiiPitALOffohf/ynf8Y//8N/wYsvvsD1K1eYHB9nZHLqoRv6z7pg7/PjL168xv/+n8/y/tk7tHoRpdLUrBWHRoT9DqmgzJOn5njlc18klUsTFr8LSdBFmtqUvTLk8/ykIapREkh91gH9s48/lOGV2w+NClUwIyRaU+Bb/QOoliQvP3hNSVSGKlomTrvMtQvnmZqdIRSy2Fldx6gWsQvThLNxopkCISOCIX5Avk9rv0qt0SLwPcLNLbyd2/z7NYeIOLLncmpvpOICJg5L/4+I1sAIpWj3Aiq9HoWJUSbjKWXE23V0YtYAu7VMIztBIjOGoaRFU0SsCOXGPhcv3sE2OxxdPEk4ZtNqlIklkixdu0a301Gcj6cfeYKtjothBAy6XQZ9mJmd5nNvvMz41LH7/OkPL/fh976nINm/9sYbD+T6v+wXbbX6fONPv8ZupawMawWa+/1M+p7JsWKW6hKM5XI889wz5MfzKhH/7JDbNu9u8NH7H/Hi536FiclZ/MChsl1iff0OUuLNxdPEU0kCU6IZlAOZ7FxfgeM9QoSIRkP8X2/9OZQaHH30CTJWiq1v/Qdq6xeJRMOKJyhjKrzFtjPOSvQkudlThG2LmJUgM5JVYiuGZiAOOKKQ5fgO4pgo3Z1rK7vcbG7SjvVx6y3615LqsWFbfEiGmYcC0ZgmX/21OU6cnGa33uGb794k7NYpxEHr1ih2fAwthBVI7BdhaaOljK6VP4tt89Xf/Q1uX7nF9aUbvPr5V9R5Pjc3d9/PlocJyAPeyZJN7lUqfLK2ooIqITAJWU8qlpaYsbXa6PUmru8QDtlEw1ESqeww+WjV2KuU6AddrEgSz47+2K7I4Z8gPBEZ0vmQTonI88poBxYhkTkUMKOiZfnK9yAeiVKp71OuVQjaDh094NjA5ZnxMWYnc0r7WTfG6YUSeIMuVr9NrValVl6isb1KwW+QTDQVhKBnJLmpnyQ+/RQftkq8s7tC0orwFCmOR2M8MXcCK5Zgo9tgebNNyo2i5frKf2Rjv4eXcrBCGnHLZC5eYCITJyZqXEGPoB/C1x3cwRBKIGWIfq+N020eVPii6rCUnaeFLPp+oNRccnLg6QambR8Q0h7wh/3w8j80AxLgCMFcuDcCj1Or0zBUe/cweRBZvzs3rrN5+xanXxFM/Igy2ZOCUqvSUh0RIbcfBmQCy5IExbM85b7cFybiwZAgqr29xebX/pSlVofdRIF0OkosEeGJk48Rs1N0y2UGa3f41vUBerRGP3ScWtXm5JEqJ2cihDyPRMKiG88prxltZxNnbZWYHadjaHRCNhVJkO04putixsUQs8vu3o7y/ElEk0TCCZy+w6DvEBNJxnBUOaVHQy6B6dJpV3GX/pq1G0WeePkI5qDFzbVdoqEcpmFR3t4ln4thLrzMxesbPDlZ5+SzX2B88TUSsRhbOzucv3KV1etLPPX8k4yPjnH5wnlOn36S6SNH7vsh8XBZ/3wz8JdvneN//eP3WdnYpVHeZtC4jdfvEKHGC0+e5oWXPkf2wNhLHIu3tnZxOl3GJsaIJ38yX+3QA+Swy6G+0w9I54cQLNkv9/qASDIs/CoZw67IYdI+7Lwc3i/PHyqyGSoYMQN46503aYZ1FkUONZFGFJ7Ek2bG9glPnSJqWxCKErOjqshW3VmnfP0Sd7e26foa1+o9svEsiVhUqRYlUgVSMflOl85mj8CwsaM65Xobx9NJjiUZCSdJawOlZER0QhGQK5UquUJceeyMFjLkx1N0aw47u+skU6OUylt0Gw3mRjPslRrE0mFGYlnqRpRqrUKr3sJQ86CTH03w27/5O2THJ3++D/enPEvmcEj2f9iOfCATfHDRq1ev8dGH52jUa/R7Xby+izPQlKqWioWEUhEW80yDTDLJ8UcWmZ1fJBYXzty9XUedQd/l2996i6nxaZ58/AkGhk63W2d3a18ZKUbFoFZUHpNx5aPWF9Nn5ZcuPy1cQZ2YOjcvnGVvY4PCzCK6LlLrJq2ta9Q+/SsG7bqCHWYmpmiW9xVsODN7mujYBF7+CJ5ukMpklDdb1IwrJxLp/g/8oYCDdPzf2bxFPxnGMkOKnxK7O6DZsAmHxAg64NiCzasvniaaDPP2O5e4ffUqXW2GxbGAxUnROOmw3XTIZccZVNYo1+pMTE7hmnGqzQaF/AhPnXmav/iLv1LKX1Ojozz34vNMH52+7x/lwwTkvk/pj17QF+OwRoOr63fZ7dToOF1Mqdr2etDsqM6CiE/bEryIxwcafdeh3qqi9XQCkag1wgTichuxCIQvck835JCEfijDK8mHyA1KIiL39QPRthY2yHDI7Y1oiJw8TmQVe10arRot+YIv3uSo32F06jj20dMUkknsjE3X0+k0+7hSPRN1rZbLoLyCt/EOExM21cQsW6FF9MQkm50G5yubrLWrytskhs7TRoJH0lMcz43jR8IUqw43BmXitTiFnIUZ15UBWzIWZSaXIxGJKCWkftBRFavA6SsMZlQqhOGwgqFp/R7drovnD9DEoTdsKb1vgWeJZF88liAa1onG0oTtoafpw/H3OwMi1StO3dNz4hYbVmofrVaLRr0xVMK6eYPKxgaRfpdgbJzRiQmmpmaVipxUpQ4VnySBkcBLSOzyuyQ18m9xYBcysOqwiI7DwOfym3+J/+Y32RkZw3rsJN3AJm1rTI5PkEyk0AwNbXmVc7s7bG5OUPFdCrkmi5MWuWKRvuEyGJ8mOTKuruu5A1KJOHbcZiDQxWZfmTk1Ox6Z0UmiZldJqPYkuIyG1Z7db4UImR16zSaJhPiE2DRaIkm6w+WzHzFmtslHE0zMhli7u0PLDRFOjrPaCpEfrJK2YkTj4/TjYR6bm6avZZh95iWi8ST7xX2unT+HGYspdbDabpHtrXX+0Vd/m2eefw79oJP69/tJP3y1HzcDd1ZW+V/+/YdcuHCBtZUL9JWnRZ1fO3Oa5158CcMSp4IA33XYEdGO0h6mFWHh2FGSqZRSqhFI1L3j3g6I/C7cn0OOxyH3QLoj93ZAJLE4xNgL3ET2kOyt4c8hfGuoezLk0ylTRZEtjXvcefPrrIh0OxbpeFwFLpPxGNXyngqMjoQtfFG8SuYlk6F09SwXLl2h0nWp6hEaTouFiUkVtLU7UmgyyKbGyKZECjtPMoxSixSz9bVKkadPnSAfj+C1euw0ArZ3IwRaDC3UIRSqEDHijM2N8si4zkBPEo5GaVb3ee+j99EHfV5/8TH26x1eeXaSy1f6LBX30Qcuuqkpp2wx8ZUg7w/+2/+GSPT+Ojsffk537txRvmCPPnry4cZ4gDMg61Tc0z9+70O2irvUq1W8QR/XDRi4wq0aWiFI7GNaQ3XQkXyWhUef5rHTj+CLXOHBsAyDi+cuqSD/9c+/TrlaZmNjnXMfX6Dd7XJkdlqJNMTtMPF4Eisew7aMA907HV/XiFgxVt77BvXqFm58Ei05Q9jUFanb7FUpXXsXXYuQmF4garnsrq0xqJYIm2FCqTTW9FF8M0VUrBySBaKREJ4h73uowlXc2eeba9co0SNuhTHCYaKWhl5xmR4kOPXoMUYmprl+Z4v1Kx/g6hNM5XrcLXukYz7zceHM+sQTMTb3e+yXS+TTtoL1FrIRSo0uycyEck2/cPGCkju2YlF+9fXPMbc4d98/yYcJyH2f0h9/QdkEjV6Hlf1d1vaKVHoten0HvdGhK4Y54TARITOJvFyni4fgyX80aJbkww9bBAcVf3k1Ub8SHxDRG5GFLpvtUAlLfEIkMZGkJKQNN5tKVEJh1QkJWZaq1PjtDsnKPqPdWzQbRQLfJFuYZnRsCis7S8q26emCsxcyr047gM7eHo2tD5R/yF8sD/Czozw2v4gzCBHDpBpr8cH2Mrdbe1i6yYwR5UUzwan8lCKIlbwB14vQ8vp87vgRkgK5CQuZfkB/4CtJ04HRV5Kmnh/g1LskdF9VsocyfQJbCHA9B1OCWwU9A6c/oOf52GYEPaYTjwvM4WEC8ve01H/kZfqdDrulfSKRKLF4TEFNSnslBVGol0pUm1UaTl8lJ6L0kcvmmRwfZWRk/PtEdFkL8p8kJUPJzi6ZTJqYFaPZaw0FHXxfdSFuX7lM/c2vE1nZoBTXCWYepZeOYSSzTI5kSKfi+HpCOT83blxlqTz0GDj97BM4F8+z06lgZrPExuYYSScUBymel9a5jqO04NvKuK3dMKj3Aww7RSSsExJXnohJryNmoGHcQMcc1DCCOq7fprl5nVS4haWHWN1vUTA8BgJPLK7Q1FKkcpOsVPpMRMVRXWcsbDE70WXgh+nZT7Pw7K8Ss4cV6A/fe08pbhmaT3mvrjxGjh6d4403vvBDXji/qM/84ev+YAa6zTbf+fACf/Y3byLqSMmUzatPnuLZ06fZq1epiZu4eCzt79FqNJk7ssDR2SNMzE5SqZS5u7qq1udhIiLV3GGXYgiVujf5kMcc3n9IKpfbDn+XxES+Nw/dzuX5h8mHvAdl3HpACJafSavP9976FrnuPncGYVY6PQZaiOOTk0ynU4rcK3LW8V6FbiSDkRpj/dpZdne2KTuw7/RpGgbJmM1UMkUoMFUX37bDzEzliSdniGouju/R9102Kw1OP3ua7sDhzsdLmCKBKualWh43FMUI6cyMpJlcHCdJja0WFOSs1Bvs7pbJJixKbY9YXwoKAd9djtD3GyppscQR3hRDWpPxyTF+63f+qYJrPYjx7W9/m3q9zVe/+usP4vIPr3nvDAQgLus3by1x+dJlSvtF2h0X3R+ab0oi6Ht9LE34TgPVZcsXCvz3//bfqK6JGrI2NI3N1TW+9dY7fOnLX+LP/+TPsGNJLMOj2uhQEVTFWJrp6VnGUgmi0TjRWEyJi8j3taQ6RjjC8scf0Lz9Jl4rwJg8iZkbp9vt4zQr6LEEZmaCfCZNfmyEbnmfjU+/S6O6g98qE01liY0cw8uOYFiiHmcRjYk6WFRx+zZLe7x96Rx1t0MoaaOHQsxFMszkR8hEY7RbfW7d2OTynQZfORMlEtIoRHUubYpJtknYqzFwWiQsnXJD/OJCxDM5Xn/1DCG6bO61GIRi3Lx6nZ4jMHibTCbJG2+8wej06H1fdw8TkPs+pT/5glKpFS3zUq3BSnmTpfIejVoVSQVE3zoRihIKoN5r4ThtQvqPVxwIdJ1AjJ1CIvn0w7rM9yYgQjo/JKwPRMdaqgBixHQg2ZuMhSlrHuOaxbhhkumUSHSW8QZFmiTwMfGaZQwzw+jYHLH8FLoVh0iGTrdPZ+0cQfljnADevtJgJTrF1OQZ1npChI3yj0/4JLImF1qbvLe3Tq1ZZ9SweNRM8KSdYyYZxk3PsdMPmMtkyGfi+CK9KNXwwKfaayoFL0lADDm3Al8pX0Sk5RmOqoq6HL6RcBjXcRQsQB7s6obydRAp3r6mkU/nMYT1+HD8wmZAAiaR1ZXkQcbSnTuEoiEaxX1u7Kxwd3cL+h5T+RGee+wM5WadibFxcrk8yUwGIwiU8pMYRh1qxIucb6GQV1K5i4unVEdF1LhWl5e5/vZfM1otY1y+QbiQp6KDdfQE2eOLDGIWVjKL7nVJRnO4nquItEh34aO3KRY3sMcmmTvxOJYdxxYrqqiJLbLRLvT21yg6DVKpcfZ31tkaBFjJI1jS9td1HC9ExzGwAoeNtTucGimxU+7S37vOxHQOtz9gu1jEiD9KJz6CWbwIWodE7gQhzSWXNuhE5xitfMTUfIieF2Wjd5poboJEbkL9/VfOfspWsUREcxiZO6IMssRQ7qmnHoyqzy9s4fwDeWFJAjZ2d9jY3CAZSTA1NY4diVFr1lhZuct+sajWRW7cAOwyAAAgAElEQVQkzaOPPkY2N3JAGh9wd/UuG+sb7O4WVRJ+OA5hVwLxOOxayH1DjsfQB+ReYrkkLH9bAnLYVJfE4zBBiRkDLlw4C40qlf0i1XqLtpGgYWiMTRTIahEWpnLsLi/T8TWE1F7e3lSeCDJKPYeyE1CYnVJFKS2wEK58PhVnbGKUaCyhAr+IQA8bLVYqNXInp+i6AyIDA7feIeJouIMoIctj8cQTvPDiArsbG1y5cpONhsVYNsQLR011NmTyGbbKffTSLomwz62mT1M8dlodImZKJSAi5HNs8ShvfPk3lCDEgxiVSkXxdEZGRh7E5R9e88fMgEAMtza2uHrxMst3V+n1HKT41WpUCIdkTRvYpkbHj7CwsMCv//7v4fkCr4Bu22Hp9hJXL11RkPRXX3qZP/3Pf040LKa6JpGITSKTUF3u4n6Z9PQ4p0amlHWBHU9hJyOE5QwxdVZu3WXnvf+E36mRNF20xAgDPYXbLBOKxbDG54nOPU4uO6aSls3lKwTtOr2dO7jVXcWNIjNOPJnDGD2KZpnKQDCeSrOzu8N6ZY/NzR0lBXz68dOEA429XotOu4ZfbzOo9SiWDNIpnSMjJqYZKIldV48qhcW0bZDT9xkPFfj63V1Gp4/w2kunlVjM5ZvrVOpt+q6YgTqYVpTJsRHe+NIbyk39fo+HCcj9ntG/w/UExiRGMHf397i1uU69UVVf+Ml4ilE7rbLxXrusFB5KzaoyFBQI1meHJCKeqGVJN+THDOGESMtRuh+WNvwpCYnk6m5gEDUDvIjFUT/Eo/kMmh7CqWyiNdfodbeJx/vsdpI0SntEQiFy46coHH2BVrfD5sWzRCrnyMSLyvGzp9l8c9vir/bTFHkFKzHDnO1wZt7kzKxDyQp4a/kay5LQeB6z4QRPOxanRmdJjh/DitpETVG3CxgYkiSJs/mASqNDq++QjQvPQ6rfAWElhiSSkyZx6RxFxSm0RqPWUSpZVjRMKm0jtvRSER8tjN5rkP53+IQePuRBzYAkIAL92N/f4fzFy4QjhiJ1e4IdFy31apnH5k+j6YbyrRGSunT4svE4djqt3NcvXzzL6PQEIwkxcRqQzaSZGJ1W3YeV5SX2i3tcPX+RQbnCS/QZrG/S2tlWUs72+AT62DjhuTlihTSObtLUPLKZCQaeT+3mJZxLF7CTGSZ+//exEzFVQTNaHfRKmTgmbqvFrrHP1FSS9f0urYFOqxLCi9nkRrK49gjNvVWq6x9we9fl15802NwdUNmtE5/JY3VL7G61yC0uUGOS1tYK06N9DCvJbN5Tlbuie5Ss0SSeFxhaEjM1Six/gvW1Iv7Ao9mp0OsPWL6+TH50lFc+9yoj4+MPvW4e1MJ9gNcVnlO9ViNsWcTi9kG39gf49EOPqV1x8751k3JZzD2HMruidCVdCyWCdtDpGCb5Q0legVf9tPvlOsPEZPia90K0YtEIH7791zRbHaJS9KqX6XZaOIbBfpDAD+vkdZ2EVGq1EOXtLe5ubpOKhrAMnUw8zJjlodsJNtvQ7rn0TBvTCCuJ04nJCcywTTocZqvc4GZ1j9RUhnA6A1ZIkc371Q6Fhsnp04tkczlu37jGaNLiwvWbPLa4wEalSSHsMZEaMNBy9ExLdWBm0xlK+PSaLnvlCrZpqUKUBGRHFhZ5/Su/SfwBJiDS6VWqdA/H39sMSPLcqDVYurPMhU8uUCrt0ShXFPxI7uu74ndjMDk9yeu/9iXsfIblGytcuXSRzY1N6k1HGciOFQqsrW3hDLrohkYmbjM7M4U4p5fKVdoh6CcifH5hkYydVJB6204TT8ZZ++DrfHr1huJoxAyfEd1Hi9p43QFaMEDXOuhji4Rz03iZWTqlbZUchfo1dldvoosh56CDoRtkxhdxx48SCVvEYmG6nR6Vpki8p5icn0BzXb52/Sxutc6TeUGGxCnuN6lUOyQTaVKhNrVGW0GEO1Lc1WNMhPtMmkucOfYI//Obazx9+ilefek0zWab9z+6yH6pSiyZwg5bqphbSCX5yle/8kDOlocJyN/b1vjhFxJeiOt5ihuyvLnG9b0NklqIY+OTKuOMGnHldL5+d5kLd2/iB95PSEJUPx0vEsaQZEQOkM9IzQ07HoK9shQMqzsIFCHdjlg0nYDT5oDHCwZ+ZISBkaffbNKqLBNUb5FNlikPshjdHXraNJMnXma71uXC+99lxLnBqamhz4lg5d2+xm5khg96L/FWcY62ayj5xOfGujw+pjGS1fikU+K7O7doddu8OHWCqY7D0ViW6al5IlYKSxNTLOGuhOjhqjnquW18VyMWM5Tiirzvtjh5drpkoymS4RD1doeifDG4A0ayCUZTo7RbPcJJOejSv6BP+eHL/rgZkINA5HWXl1d459zbPD5/XLW6IxFDGWXiWxi6T6frqgDLsgz2ittMTh1hfn5KSfa+/Z03iYayPPrk4zx35gyu21edsIsXLmNFdS6fP8e162vkxpP88zOfo/Htv2Ln4gW1TsU0KpLOEopGsaYnSMzN0xdIS9ehev0a2mDA2O/9IZFj0xhunevrO7jNAfF2E3tjHXPEoWyDs7yBfvxFMrER0naa2jvfpZ9PsBTJ8P5H5zg9ucsjx44w8HWqxTYDrYMTmSXcLdJt7zNxZI5Wb5q2FjCa0NH8FtOpstKC2wgeIZPKsVpvMJopMD8zgxlK4ngo/5Sd9bu8+603+ZUv/jrPPvMMmWxG/W0Px/8/Z+Cn+SAMEwNXKcKdP39eEbLFG0GSE+FtDFWtBorw+n0SuTtUYpPHyf2SWEiSIY8Xwza5XTrN0lGTav2hOpA8/zDBcV1fiFUU1zZYW76BnchiWAHhyiarxTJjI1nONhwmJbCKZ0hEYySDHktLK4qH9/kZ8UOBnZ4mNEc8EWXRkqw3TBIJg2gkwkgmT2F8jlKtxVJzj3jWUgFXKFtAazc4s7DI0emj3Lh9l7MXtzEHfb74wjhrO1v81htPcO7aHmJWl9PK7Lc1qo6J03WIxyOMhWG17VNt9bENKWKJc0NYKfr81j/9Z6qL/iDGN77xDdWt/YM/+IMHcfmH1/wpMyDJX7lU5uP3Pub62fcx9QAnGFoRRDWPlhvmS19+nVKlydbmLnfX1hSXMKYHhBMx2n2PaqWq9pz4chTSGQrJED3foDnwSEcMGsDtWpFXpk6wsLiIpvvYYZvqp39BjTB1P0ql1ScV7hIzNbJ4uAIH6/VoDrqkQgOMY6/gRgr0A5+QL+edQ237LkFpmWzEpum0MeMp8tMLilNiGD6LxxfQ9CgXb96iXNxit9OkanqMhaI8nolQaftE7ALF/SLRoE9r4DFudQj5FVbdCcZNh+cmJ3AKcf63v7zAmSef5LU3XsMfDHjrb77F1t07mLEE4ViUWMRWJoSvffG1BwJjf5iA/IK3sgrGXJe7u0XqjTqToyOMZjKEDoikYtRWrte5cOcmm8X1H5uEyJ8geHAvJi3AnxyEDA4MAkw8ekGIjG0pmrrm9DmVjPFIpIwfmqAbmSTQNPrb1+lXd+i3rhIOeaRGpyH7Mr2WZOEN3L2b6OsfEursQ2YEOxWoylUjfpz3Bwt8vDrNeysW+ZTGZKzPP17sszgTY7VT4682bjI6NomhaeTMMF9KL9DviDRwg2wyQsHOMogayiFVDkT5QhE1JNHJHloyDnBqHcV4kbqdO/DotDqYEZNcLgFOiI7bVYHZQ3foX/Ai/wkvL59rtV7l4pWzZCMpeq4EUMbQj1OMOtG4fHtJaZKLQ/jN61cZHx/llde+oAwMv/PNb9BzDP71//CvldqW2Iy0qi0yuRTLq6v86Z98nVw2ze/9098jncpSOvsppbf+C361irO7T3i0wM7li1jxOCNPP0O7USc+NcORf/av+Pj8JYr1fSbHbMG0KOnqbhAlUS0T1sv49eu0vr2H/c9ep9yOMDmTpLH0PnU/RzZjcPZag/b6Eo88fgoz5VDf3aVmFgiNPcvK7TuMBDdYOPUrhLxNxow9SqETJKM24cE6pEbwrSQj+dNEjz5Jr7aP5+kk0hnW1peplSrcubbCl379i2Tz+YeqV/91Lu8H8q6GTuYeW1tbfPTR91Ti0BMTsnt8PA5ldA+VsKTj+NkERe4TJSyBTEkCIj9/nI+IKG2JOpAE836vzSeffMwgcJnKZwnvbXDtzjJHUyY3/BGxICefy5OOhEmmMjRvf8quH+GJJ54k5dVZvfYpN4sN5mOgx7Kcb2rUehr5hMncxDjNUITdoKdk6GX/F/Lj/I9f/gI7js/X3nuPbrWBXnJU9z4SMjkz4RHNTxEuzCj+TLixyYS+xZ3tNrvBCPs9j4IdUedrqVnDisaJRBLEoyZTC3P89u/+gZIWfhBjd3dXnVnT0/dfOehBvN9/qNd0/t8k+N1vfpfvfuc7JCNDVVBZW4tPvMDefoVyuURWTHH3NtCjWeaOzqok/87KOrqn0+7XSUWTzKZ80okoTWzaXkCv69JwupyeSnF7p6cgWo89uqBI441rn7J/5W2yp56mnX2UZnmLTqdOztaZt2I4/oCO11OiKf1GH7OQo5NeVF0KTWBPZogbd24SGzSZ7dyivLtDJGaTPPkyyZMvcru5y9XVdf7J44vorQGX13YptwfELIOxoMVGzcWLJen2deIRn8lwwInWGjvxgNuDaY4eO8ajJ0/QdXr8n3/8V8wvzjCejjNz7ARXzn+PlZV9DMtUCmIzUzP82pd+jdGZB9PJe5iA/Fey8+RAOFQl+ax0nxw64ox84dY1lrfWFCRFsvJh6D0copKgGyF6UZ3ANAhHI4q4qJIT9b8f9iCRfwmBSkav1SbqejyWDjOb9FTrz7UX8Y00vW4RrXieVvEa0fxJUgtfJNBdguYemuextrpMsHENa3JMmcR5G3eIsUl6Ksdq9qt8t+LzlxcmabQDpjIBvzrb4vmjCSIhnxudGreCHkk9xK8mZ6h1urT6PXJGlFQsS9rS6Ec1Irqm1GJEjaje7RIO6yTtKI39Bt1qByscMPAdNFF+SaZAC9GtdwlCAfNiKhf52V2G/ytZFr8Ub6PVanL+/Ifonrg1hwlUNdclKh09TaNWr9Op19lcWSU/OUqg6Tz99Bkmj0zQrrSJJCKERKrZ9BHsdSSRIBgM+OM/+o9E41G+8IUvMDExwf7+Hmffexen12XO6WIs32WwdhdtepLyWJx4yGb08ee5XmuqDk0qnVF7SAK6eNjAtjSl/hY7fxb9yjXlcG1MT1J/7CS21Wfl+sfk80lSEzlqxT32JEnPv0SvVCRUXyM7O04iMspW3efRx1J0Whbp8k3Gj4XYqE3jxQrMP/KMUvWhcRffHieemlDcGfluyOfzSrVIAhsJKP825+BfioXzS/5H7u83+Oh77yhluE5XeHMiQjXsgEgyIeaEn1XCkik7NCqULsgwATG/b1Qo9x8+X/agJCnSJRn6goTkK57W0gXu7BaJjx4jZrQJ7W1QLNe4ubbBxMIxJuaOEG/sM0jnSU3OYYfjOL0mdmeX1p1zXL1bodbzeSTpc7lpUjTGiYddtHSK6YUjPDo9Sb6Q4+TJR/jam3/D7fVVnp8dUfK6UrDaq7qsbDqk/fNMzcxw7baHizhD9znJdXb0RW62DZJ2hPD+Jut+gn6/rWC+IhmfSIzyyq/8Cs+/+uoDk8mVJFHObdmnD8cvdgbkO/ziRx/w8ftvU2m6PP7EE9SqbUqbt+mbKbKjWfyez2uvv6b2y9f+89dZ39jE0iyavaqCRs7PTFKIGor07RDF7bXYKrk88/zjrF2/oHiqhbRNODXGhN2g7Tg0LryL53r0j39ZcT0kERY1xTG7SXSvw067xM0rV5iZmMDKGfRTp+kbcXTfo13bpXr5HRLtreHk6QaDUBx3YpFmfpKebvLCRJZOLwq9GnUtSdIyWF5ZYzwVotOqEU6k2Wt6zKQNTmZ6lPUM1za6PPHUGU6emGWrXOatb3ybxWMLPPr4Mb759vvsra2QSGSw4gmef/YFnnrxyQfS+ThcEQ8TkF/s3vg7v7ocCu1mh6X1Va5t3qLeqmMZElj/sIOuHBGuqTOIhQjbMRXAyXO7jqs2j1LKcgeqlZi2pcYc0Ot0CboOEc9jIm5zLBdR2EFDz9CPH8HzddqldZJGmWgmTU/LoxkWfl+kDQcEnqWIvL12jX5JjKo+QXd2iOcS7JsLLJun+cb1FGe3Q+RseCTX5bV5myOzEenus9TaI4alyIh2KIxtRdA1nWzYJJVKqgAwZGrUW02ajoNm+ET7IYKgT7laJ9ACIkGXkOfjWEk8TSPwIZlKMiWb+2EC8ndeZ7+oB0qAvbm5qrghvh8imUwxNTVCKlVQLrArayt88uEnCmZS2S+xvrbGCy+/zMvPvUAoFcbWbfTw0AenWCxSrVZ455PvovUsfvM3vqKw2AKJWL7wpiJvS6s8mT/B6e6b/D/svQecXVd5t/ucXU7vZ3ovGlWrW+5VNrZsjAFjwJBOwEkuKR9JbnLzJXwhX3JDkptCSEIaCU4IISGYmGJswA1Ltqxiq7fRjEbTZ86U0/vZe99v7eOROyPMyFZZ+2f9ZM2ss/Zaz1r77PVf77ve9+RzGRxuH1ZLJ/mGOkreINFwHalcGrfupVASCc1UkvOzpMcn6aaK8cwuWGdw5OA462++hrTTYmZkDr8OvlAd6XScdC6N2XkXxUKexMhhVtRrBJpaafDmyVVMHMG1NKYfoRpYSYFGPA0dKP5mRFY3kR/Fjq6iKLbLTDqdIRKJSDH9dk3Q8/S+lmkxdnqUg8f3kUxkbXEq3KdqB8kdtiB5PRcscWDXTlim18S+KLtgORFWyIXzJOKzDsuB7lAx1FoELeHr7khNsfPJbxFt7cMX8DA5NMzs6Ek66mP0tDTj9PtIndhDsuVyVJc4q9iC1+3GTxpX4jS8cJLHS1k2eU12lXSq3iANLd1cd8NNXLZxMzOzkzz1xPdIxuMUI14qziCrPB46gzqhpnaqlp/EaD++/CilUpyRhA9vIMLsqRNM5ss0dKzA8oZoaaqz8x4MDhzH5Q1QFw6xbPUqrt96O9HouUtOu2fPHubm5tm27fbzdOZcWs0SwW3GTo+xe8eTeDwB5lJZxsbHMMWaoVJheGgCzeVg/fq1dsZzO8phzmQuMWHnJ1ve1YzTGcTjKBKO+EgXNLrWrGZ2YoyJ08dRLTfLW7x4igUS6Qx+1Y2zvpnJwUOYlSREerAaelFcborlKk1OE7fqYPrI88ykZgn7wxSdTnKKh1DLCvJD+ygN7UOr5LGE63xDD7HmdjSvk3ge8pYPy6HRFh5jdL4JzeVmdCxOIOiizZgnmBqCtl72z7tZ3l3Pxq46plM6zx06wqYtV7J281py+Rxf/Py/sW7zWq695kqOHznBkeP9LOvrYf3GDdTVxc75JpcUIBfQcygOZpfKBSbjsxwd6mc2maT8YrSRV3fD1DQ7RnTFKdyVHFiaiDdfi4Cli0hY1aq90yp2UR2lCoVkGke+aD+QLdE61jR5aHUXMJxOio4G8MTI5+fwpo7j8bohsIaK5sRKDeGMNtkiJZ9zUMrnoBinPHcUJT0ExjzecIxxxxU8HG/gibEo6ZJOV8Tgyjp495oQKa3MaGaOmNuHS9UJu0T+DrdtUqyKg5UilK6m2qH2RCSkYqWCkywRvcj4PBQthZAK2UySokss3EQ+FRe+qI/OlhY7Nr28LgwCQoiIRZTH43lNxtp4PM7hI4fZu2sn8Ylh2/2qs7ONK667jsvWXoau6rY7ibhEiN+HvvIQWS3PXTffaVtA8oUcx1/YxfDoEGG/l2TZwYrGICF9gvxMkkJcpxTQKAbrmZsrUPWorO7cxP4T+whrGms3raaQzFE4dZrCjsdJtyQYm9e54ro+5uayZGbSVDQvaihgJxHVEklYdQ0p4ZNbnaW3rZn8fJyexjRFpZuxcjMdoQxquBfTEnlKoijeNsq4qVSED3tNhJhmiVKp5qsvE5tdGPP4rWylsGansllOHjvG6OgYxaIIxlFzqRJCYmEnviZExM9eOqQu/l8Ij9pZkpcyRIuIWaIOsSMsyoh6xLtCfH5B0IhkgsePH8U5O0n/2AQRr5tmv5emRieFqoEnPc902YmrkiDt78UKRDHEwkwkhkuMMHj0CJszOY56Ieq0qDSsZMXNdzGrGEwfO0JPTy+uSpqQN8fgqIbHyqNZc+RpYCbrwO+x2KgMUahUOJSPEQo1EMpPMx6fJhdexfhIP1OppL2D29e3nJ6elVy2cSPLVy4/k0foXI3Tzp07yeXy3HrrLefqFrLeN0EglZzj5LEBkukM+57fZ58VGhgYq3mJIFwNfawWkRIxKeTyFLIl8sU0fZ0tdihOlwZNDQ24nQqR5h6K1YKd9yabipOpOoio4qxurWExLYirUSVdcJGLTyHWZK76Nhz+FnS3F9XMoiSGyCdmqIwfIhFcTSXYTjDSgOrxMj4yTHNqAFNx2vcWYXCdIT+nZk3bLTKZKeNSinayaqeuYJQVcAfYEMnSVnWQ6Ozmkd1DbL3qclZ0N7L/xBj7D55k69Zr6FvZSyZX5HN/84/82H33smHTOsbGp+x2t7W2obttX/dzfkkBcs4RL/0NxAthNjnHyOQ4J0dGyBRzdkId9VUJyET+86JXhOzVUZy6ndVSRMZyCjNipWIf5hZuXGqhTC6TwS1eVkYtbU9IDbOsJ8LqZp1ybg5T89E/U8WpVehqCuOxVIpKjEoxjV+dpWw6qaghxBnicqFApZTHSs9h5I+hpPrxeXxMBtrZHu/lifFOZuaK+DwaH12Vpb6njal0mp66KGGvH49LQ3OpmGWDQr6E7rJwiaR0paKdxK5cgaiZweeZZnguQFn1UOd1kkgnqboCBDwBcKg0NkZlGMSln35va40iw/2+fQc4uHM7E/EJXHqMtp56Vq7bSGtTC9Fo1HZTEj7Yzz77LOlUjnfcttUWIKZZ5fk9z3Lq5ACdHZ2kc0VSSZ31q3wYM7uYm83iUMDlqyOvxfBEmpganiQUdLOyvRdH0MPUxDSpTJHKyH4Y3s5MMEhzYzelXIJ8Jkc51s101kO0nKNBH8LdsZ5CPkdTVCNjdROpDhINlcgazVTVMLE1N5PIZAgGAtRF6s4kXxQiTAgOYfWQlyRwNgSEiJiYnGRo4BSnh0/blkMhGoT71EJYXWHpEGKilsCwdjbk9bJ2vzzHyMsPyIvPL+Qe0UXKXKeK06wwfnSPeJPYZ/ZEuOpoyMBdFuFzixRKKYpzGSx3kIy/k5Kq4Q86mX7hWTrMObtrqlicxVoYcteTDNTR4lTxutxsaFNIEEFxxZgdP4m3ksCbTXM058bpidJmjFFNzzKm+Yh1X8nG1X3sfOF5EqkS+VzK3tFtbW7i3fd+iPWbL7e/H14utM6G65spI87mSPerN0Pu3H9GrJ+Ss0meevIxJsbjvLDvMKql2kmWo7EgHW0tuNxOZhMZOxVCqZClrSWKz+ukqamFhkjEDu2uiCidM/Psf/S/aQi57DxTdtby9Cy6VqFkKvh1kUQ6gObXyGUNrGqakhUk51CZzxdJjp9kS1uIavIU8Woj7t6rUAIhijPTqF4TT3aWlBJmfnaOuqCfUF2M2YJlr7dm52bxuxTChgj3KyLT1XEiq3JNl4eeng7G5vM8tP0E991zB+2xCIdODvDs7kPcefuN9PT1Mp/M82//9iU++vP32xt5b8clBcjbQX0J7ikeomq1xMDwKANTk8wl4/aL4fUukS9EZB8XCZjEF31Wc6AbDrwiO65IOpXJEdRdlHMFNEtD93rIzenkPCpXtDbQEs7iU9LEEznw1hOo68GvmhiFJA6limEIH+I8GknKWh1W1UmhVKGUT+Iwcphz/ZjlEYKUqGgBds438e1nM7R3dnLnNX1UdBduzUtzXdTOnF4Wh5HdDlTTgVXIU6gUMEWuBqto71iUHC77oKNizDI5Y+CNRqkP+ZmYnyNvOQi5fHh8PprqY+ckdNwSDJ+s4kcgIBZMU2NiN+cFBk8M4bTKpGcniXSv4PIrr6G7u8u2gOzY8YztMrK8p5uelStscb13zy4G+k+ydv1aVi7r5cCePczOjtPsGiZZctougc5qEtUfI9S6hUymQsjrp1ItUKpkSRerWM6QHd46sfu/cAXACq2hlJsSJ+AJNLYyUxJWC42bemA8XyWYHiDa08FQooP6eifR9nZKaQuPniLQdR2mw0m5ULatPuK8klg02uGknc5z6n/7IwyB/Oh5SsB21U3nGDg1wIRIBjg3d0aA1MLrLpwREa5XNQFSy54ujgnWEhEuhOFdiJr1hgJE1zCKBrpXw60rVPNZyvk0uWQWzBJuTxifmkOZHyOTz5DPmhRdEaqBGLGONpL9R3DGB22SwXCQhp7lpAwVT9RvH6A9PjjBpjaN2aqLTFG4kpn0OudoceV5Ph1FRBe9crlKfn6WncMKq6+4mtvuuJvdu3cwcOwkV1x3DSeOnWBZby+br7gG3fXWWcKPHTtqn93avPny83SmyGYlE7MMHD/FNx78GhOTaVuAtHW1cdNN1+DA4PldBylb4FIM1q5dQTQSJByOkslm7bC7HqeH+dkpDn/vW/jFfA+HaOjsRlUd5GdGyBYrdhTQfFUhoDnwRWL4GiMYk3m+s+8QZaNMMZ+m1efF53ej5DJURELOUCNtviixvg5y43GOVn32WRKvx0kum8UyysSTFeobI6RSJS6PpOj0pzha7uNYPM/WzStobm3j+YMHeP7oOO//wDtZ3tfLM99/jn0Hj3HPB+6mMephMp6zo8et3bwet/vcBGNYbJZJAbIYofP89+IlMptKcXp8hP7RYcqV2sHzV18iSpYlTN8BH1VdQ9g+hMFdWEUq8Xk2dPTaoqGQyxEI+8HhZ2RMhI9TCUezrG5w11R2pUyVBrRAsx3xoVxO4ayaGIqFaeaxSlkqrkYsxU0hnbVfauWCeDFN4kseJmgMk0Hn2JRO4/JtdODnYgAAACAASURBVK27lvlE0n45BPw+Etk8yUwBl+oiJA7SF1K2ZUMcMG/05kilS+TwE4s2UiwlSMRzeKM+O8zeRDxhJ+tpbWsgForaiYGky8p5PoF/hOaJ/AkjJwc4dHgfc6OjHOk/Rs/ydWy9YxsdHR08vX0783NztDY1sXzVKtslYnJygrGhUWINMa6//kp2P/jnlJ06TkeRVLkWlCHgSFLN5fD0bGVyJk9XzyoyqVnUaonc1DgZS8Nd30Ty1HPU+4Mkw21MHttPh3uGSEOvfQZLPFyxSAdqaQZHeZKmxiBTpWW4m1dgOX2InIVdbTEMVZjidQrVAk5Ns0WIcI18tUvMj4BJfvQSJCDeC0KEHz90nP6h/leE4RUCV5wTEVYOITIWEhQKESIsHLVD6DVhIqwFoi5xGH1hg2vh92KXXyRs0l0ixK+J263jUSy0cpaqVcXt9NpOvyf270abGYZCgbSnEb2pk3BrC0YmRWnoKAlTY2U0TMnrJ1gfpK4hjKk3MTo5S1jJUJocIVExmSh7WBMxCBbm2DFlYfhCfPDedzFz+jjP7B2ib2Uf19/8DvoHBu1NrBtvuJmqotii/q2werx8mj351FOkU3ne/e47L8HZd+F0WWz0nOwfYM8zz/Pcnr32WcF33H6jndRy73PP2+sao1jl1luuIFwfwx+u5+iB/TQ3tNkRG5947Am88ZO2t1JFVQm5NQItbdQ3xTCLeSYOH8H0ijOtIkaPhaq5yaTSDIxPogZitiu8XpglHGmgva2ewsmjVHx1ZKO91EV9doTS0yUPmqqQyaUpiPDSrgrexAg9Gy7jyYMlrl3uprvZz/7REoPTJW6+dgMOM8Pe3QdIlnTuve9uIqEQe184RP+Jfj7wYx+gIRKgVAavV2RTf8n18q0eOSlA3mri5+B+dpbpXI7jI8McGztNIZd5/buIF4/LCR4nTnH+Q1GIFUUELehpEEnMghiKiDIyTTVXooibkN+HmssR9DuoDztwmjmKhZIdT9sMduL1x1CMLKV81jbrFwvz6HODVJweyoHlFEoK7kqGEhqF9EnIDVGvgqu+Fc3fTcZqxOFzY+Gxd9FS+TTpmWxtt8osYBTL5A0Rms5LzIN9SFkkPezrXMVMKs7U5DQNDUHymQIFw2LF8hVEouFa8q23wonxHIynrPLsCQgBnUjOMzo0zNTIGKamMxWPc9naNfZOlVg4CZesZDJJR0enHQ6x/8RJSmWDO9+zjRe+9ocoIjWyyLNg1b6IkyUffiVDrGUTJ6cShKKttlC3F2r5HMn4DKXpQdDjdHQvY7zSTDERZ01DkoA3hpmcoa4FjmQ20+pO4oyKJFL1zKdNWjpX4PA143CICEUB28rh1J3kCyLxlGILEPFcyksSWAoChXzBPmx78mQ/MzOzdpW1w+Yiv44Iv1uztL08DK8QIeL7U0TRWnDVEpYTITJqn6+5cdXC9tbyitSiPoncgZodsEHLzLLzyUfBX086mcCTm6Hd68BQdaqNK/AqFdZu6CM+PMWUpdDsh9FZB10xlVxJZbwMAa8bzSqz3jHEfNXNwVwTq9sduPPjfG9/BiXWwK98/BN2Wx76xjfp6+ymu6vVXgi29SwjGAi9bc+SiEwmRF4g4F+KYZR1nEMChimSFybZ/cyz7N19EF84ZOehmpyetgPihINh3nPPu8gWsiTnMoyPjtDYLiIaOnn0u0/SqJXwV1IkcgYqlm3tEJtIzRvX4dM05o+eZK6Swq2YiKARp4bHSadTeIMRiv5mHEaZgFtHcVQZPD2JO9KF1+8kFgniT01zpOAn6BVnXXV8LpXl7jEac8cZaLyLQ/0pPnjb5ZSdCvsOHCFnebjlxhuJ1Qf50gP/jurSuW3rFTi0APG5pG0B3XzF5fZ75ny4pAA5H0ZhidpQrlQYnRrj2MAxppNpO+nT614OB35fgOa6FjyVEj2tvRQqeYIio6dHs03H4k+pmMJbmMftj4A3jNfvxayU0aqjlHIKWHkqzi7ckYAdkUsrJilnxxnesx2tdJi23iuZbtyKV+ysVXMUKiaVwix+ZxbdHcDh0KgSpeyPUDQ1om4n6bSwgGRqO8DFWSJKkpIjSkYL2+5U42PjeHQv6zauo3+gn8RkgpXrV6CLA7p2NlIf2osZfZcIq6zmAiAg5kuxmGPnzj0cOnAcf9BNV1cn0WiYXDZBR0sf7Z0tHDx+kJ3PvkBDXR233X4rz/33/35N7yzLQXnegSvmoNR0DYXpPKHGALlsmWq1Ymej7WlpYv7UETzeKYpKF7mKQdQtgiUYxKpHCNepHJpbQ11bN7PZHL5AjJaWrlpOGofYVS7ZOQjEYlD8TOw2i0uG1r0AJtsF1kQxt4Q15MiRI3byz1pYXZHE0LJdL0QULCEmxDP0kkARYXe1F0XI64fpFXNX5CARIqUmaGpC3g6hHXZx+utfZiivUJ4fRdE91IUjGPkEUUcR3Rdl24c+zBO7jnLXbetJ5VUmCgq+4iwHjw+xzFvhmfEyzQ1+LldPcXjcZERv4NoNm2gKWnzlkR1Empt4/30/i+738a2H/ovV6zZyxTVXozlEDoO3NymnOKsoRJnMQXXhPCxivE4c6Wf709tJpZOU82XyJZWO9gj3/cR9VKoVBo8d49jhE1hOlXUr1xFqCKIVMoy8sJPkzCjVfBmzWKk9R6qKp7eP5X1dTAyepjp3FL9uMj2v89xkAk+sF4ei4qymEbbCQGqYE1mThstupC4axVudZy4rzlSJSLsZVJxMKBqbo3nW1vfyyPg8k4kCm/saCbR2c+DQScDJ1ddvpr2rnS9+4Yu2xeXHPnAvpllAczkJROvOK68QKUAunOfjrFoqrOKTcxMMDg8zNDVG5VVZ0RcqaQj66Yv2oPlE4r46Mpm07W8eDAbtcyBO1bLNhuIwYyk3TVNjE3q4DqWYpWQYeDBQrHGyGQPDUYcabkH1BXCVpkmPH2Pu9F7MaoFlV76PhBmBqlAhDvvAoE4aXXfgqbsMC4XZ+RK5as5ejBmVPNV8kWzGJNzooStscOhUEYeu0RAOMnR6glB9jNWXraK/XzxwsHz58jPRj84Kkix0EROo8u2HH2NuboZMLkMumcMf8PLOd91Oc3uPHV7x2Pe+yuGxLPd+9GeZOfIVJk/1vy4PU+ugf3SWvnXXo6olCi8mfDMNB9l03D6XFHLVETV3EFQNUp4teNUqLmOCZKWKT6/D3bqWztVbSKXStriIBgIomkZB+PJqGm7hcnWOsjFfxIMsu/YmCBglwz4X8sKBfeRyGdtiISwgIh/IDxIgwopYy45u2juo4np5AsNX5xERdTlcHua//zUOTedw+WsuhaVkgmp2jk3L+mjtbGd/qkjM72Wlp8yBtEZ9MEi+bLDSOUHYkebB02F6OrrZ3JJn5IUdPFNcyfs/9GOsWrGcP/v079PU0cN1V1+GCEZfcsZYtX79m6Bybj7y4FcfZG5+jvvvv//c3EDWek4ICCE9MDjG3md2MjYyzNxcGrffxV3bbqZkWHYC0O6uXpyOKjOzaS67fC1uq0R5dpDR/jFOTUxiJVPMlg0arDKuqBevz8fyzVczdvIUk8PHcXm8bD9ymuUbbsQspcgZJnVqija9yum8QkGvIz5vUqkadNcrNKdP0hjJsZ+NpPIWly/z0tu9jq8+/B0I1nP7Le9gZnqE/fsO4Q/WcfWNV9EQi/CfX/kavd3L2HrH1vN2fSQFyDmZxm9/pSKKztFTxzkwNkYlnXqNNSTkD7GmpROv14PbFaBYSuN2evC4XGguHacI2GtWwalQzBp2AifdqVKuWqgie3slj8dKYFWTlAtVTNWNGmxFd/pIppKkJkbwef3UhyGn1qMoPtshSrNSVPI53E4XlidC3rRIJvMU0gUwK7gqKbxenRPTabp6VhBw6Tx/+AidrV00NscYPHUKn99P77JOcjnhPlDLmSAvSeAlAlWeeeY5RsVBwNk8I0P9XHvDVlYtX2WfCxqfGuTwwQNcdd0tlKp5hnd+GZf++tbCiUoXbW19GCK/glaLS1gsZMnlyoiICc2uDPXl50irbXh8bRTw46nvpHX5cmaH+mmKRdEijVSrNd/6wItnPByqavvWL4QNlqMnCbxVBIQ15NChQ4yMjNqR4YQLk/gjXKnEJSwjwr9diAwhjhcOqy+E8RXuWbVkmKotXmoJdGsuWuJn4qxIOBLhyEMPMDA6iruxy87FpKKQn5tgfXcAX+cWkVDEDjW6pcFJ/2yBdL6K3+1mtW8OxVL4zrRKX9cKtiwLcuzwAPtm4V133sKqtRv4wt//Nd2963nPB++iWiijeQNvFb6zus/46XHKVtlOhCuvC4+AcNk9uHs/e1/YRyafsy0SfT19rFm/ikhdBKNaYvjEINPxOTx+L6FKCp9PsX8+dPAI+XyWSqbIpNtPYyGLGo3Q0NJJz/rNbH9uL9t37GfjprVUyoZ97qSQmcOVnSKVyaD5g2SLBrMFaIxG2egZoaL7OBJXwBlg9YoGwg3t/Oc3nrCT02677VZQTHY89Qw+n59NG1fZrocin1b3yp7z+h0jBciF92ycdYvFS2JidpbjA0eZTKftMLZ2aEYcdDQ0syzWhqVZ+FUXhWoWnz+AYplUDAhEwrjFy0nYKBxuHLohnH8xjDKOai1qShWTaq6AX5nBNMs49CATCZWBoUFS2aJ98Gllu4sGEaZUC+FwWFRLJQq5gr3zpmgKVkWlbGRJZosY5SoNISgbCoOnp1m3doOdA+Fo/wA9fctoqK8jMZ/E6/USEqHw5M7xWc+FS7FgvpJn145dPLNjD63NMeqjdXR0tKN4NA7ufwHd52T05BTLe6KE1BmKmfhrME0bPeiKD484V6RoOER8+EKWg/uOUCmabLtpDWr+OCGfjqHFcPtbIdCKIfKBqCpNTU22v62Y7yK3hzgQ63Z73/JDsZfi+Ms+vzEBsdMrdnNPnDjOzMwclsj1IbK3vugGWBMZ1RcPqtfEifBsFeJEWKrFeSjhalU7wF6zjCycERE/8weCfOOBv6ecSxLt6MGomvg1sQFlsSziJrBqHW7dzfxsmpgrgTs+wJQSYsxqok+fJTt4jJ3ZCNfc+U7uum0b+3fv4Pvff46t27bR0dXB0MBp1my5wl6AnY9X7QyIKaMwno+Dc7ZtqlQ4ePQYp44PMTIxjlU1WNbbbgc0qa9rxO1yMzF+lHxBJZeeIWSk0cXGEg7mJ4ZJJhLkCy7IxSl5Q3iUKpa/iacPDFAoFrhs1Qo8Ti+xujompybxuUX6gyKFiTht4QpPzHhpbWji6naLUqiDA0eH0VwB1qzpJD8X5/u7+vFFfLzj1uvxeGM899wzNLW1cd11V18wCWulADnbyXiBlhP+v/PJJANTE4yMnmY2NWv7oG9YvoLVbb3kc3lUEfq2kD9zGLdUKuAL+HCLqFmabgsWca7Codai+1giZrZVQauCpWqUM8Nk4yNogXoGJouc7O/H6fYR8LpYs7yRltYOSqbTzqhrVC2S2QJzySSK4cCjGQSUFMmSi4LpJByLkUwnyeZybFi30raOjJwcoqWzlcamGJZwD/P57IhBb0GenAt01GWzFwiIRcCpwUGOHTpOJpGme9lyRkaPMzM3x/IVvWzYfCW+oI/k5BCTJ58mOz9BRSSzefFSI5vZd2icvvV9QnGjqsKfPsf+PS+QSSW46vprubwvynyhSCAQIRIK44t04PSHmJ2ZIRIO2xY6sWgTGwLib5kfQM7P84WAyKszODjIxMg4yWzKPsthJ6d98RydeH8IMbKQ12IhNG8tglYtyeFCFvWFqFkY4PX7+Pq/fI6ModDd1WO/N6pGlYjXxaYWg1MZJx5DZ7KssiqYpq48z2DeR9LXzo2bWqhOjPLAU/1cv20b7737Ho4cOcjTjz/OXfe8m/rGRnz+CG73+XGQ9vXGUiQiFElzb79dZkI/X+b6m2mHmNPx8ThHjh7BqSkkEynKxSr1zQ1097QTa2xkfmqKfDaHUi1SzU6hlCuoTpVsNY8xXWBucoQ0DqqKzkzewYnhaRTNTV9XKw5Nx6iWKZYreNwuWpQCbZUpKgGLJ0YjNDY1cu2qBuKJIsdOTeALR7liy1qcHjcP/ed/gdPLe951M6bDTTpXprW9lcbmhgvmLKEUIG9mVl5gnxEPUalcYjI+zeHBkyQy8/R1LWdtZw/VfB7LpVIplCkWS7YJ0XSAz2GI5JuEfU4MxYWpeuxEUw7FgaIL07sFwnSvuKnODTEzfAQ10MhU2mR4YgKnM0hjVKfJ7MeoBLGaV+ELNaIKX+BsnvnsPHlToyEawadlmZpOUbQ8RMNhEokEqupi7cZ1dhz7seFRepf1EI4JK4o4YCijBF1gU/Btba6Y/7l0lvj0NIOjcxw/vBeXXmLdpqvtOP2GUUFTNbLpKdJzk8QHXiA1P4xpGUSaVvH0viTty9rQFadt2q5WCuzcsYd8JkF790p+/mMfYiYpQk5bRCIxW3CImPKFVAqXz4XHI6x1b++h2Ld1AOTNz2sCwjo3MzPDqVNDjI2N2kJ5QYAsZD4X/14QIwui46VM6TULyYIbl3CfUnWV5595iv5Tk/T1tNouvGIBp2keLmsELTUE7k52zxZZVx9Ez57i6FAKZ9813PXOWwmpFX77Tz/PO+/aysZl3SQrOqlsjo2bNxGJRO3oW+fzdfjwYVKpPNdee8X53EzZtrMgIOZ7pVwhnUpzaP8BZiYnqZRNO8BJU087Xa0dVEt58oWCvTYxZ8cpZ6bJKQZ+fxTH/Czx8QTVXJbjaZODY3GCgTDR+qgtzM1KwU6L4AlFWRFx0eAvUfB4efA7A3R2tXDDxj6GR8fYd+w0LS2tXHfNRlzhKF/6wpftIAc/+bEfp5gTHixhnCJ66AW0PpIC5Cwm4MVSROxezczPMzEbR7UUmgJRyqbIVFvA46qd/6iUC5Srwk3LwCjnCJkGuk9D8/jsTOea6kB7cYI7nAqG5cSKH2JuKo6voYPT00mG52bx6CHaGgN4kwfIp3SIdGEEG/BYRTxmjnwmybweo6m51c6JMDo5gurQCLoV4skMQV897e11diQRzRcgHK6F1pWXJPBmCYi5lJhPs3P3MwwePU5zexv3vvvdZEoizLNmm62rlkExMc7E6AATx5+kvWsLjzw3Qlt3m20pBINKxeDwgX3E41kaokH+5//6JGXDtCPHiUtkLxdzVbi1CHdGt0iaKTXzmx02+bm3gIAdyj2Ttw+pnxw8aYcJFQuvcnnhrEdNYLwkRITrVS2XyML16khuB3fvon/gFMuXd9ouu14RotcVojtg0DM/znRYYee0lxvWdBINGDz29FGcrSu5+93b8P6f8Kef+eznuPPObWzauBZTqyWXXUjU+RYg+ZFuISxGhmHheguTH/5IDZYfXpSAeEZmpuOMjowwfPI0mZJIvqzR3NzE6jWrENHcC/kMTqcXMhMk5uKUMyXcLgW/V7cDojx3dIg9AxNEwzGa6sNkKyZuVUdXHbgCQToafDQ3xiin8/zbwzvYtG4NN990BSOnT/PU07vpWbacVb11hFu7eeQbj3HrnbfS3XvhnjOSAmTRaXdxFRAPUdUwyGYylEtlEskEiVSSimXRHIrRGA1TwSRbLGEW8gQceRTFwOWs4PJEqGhBEEKEKkWRy8DpIjs/Q3p4BDUaZN/YBMl0iWgoSktzlDZHkarhYL6iks2ZeDSFhkCeZAniaewyTpycmpiiob6eYMDL8Og4zU0tdLS32DvOthuYDK17cU3Et6s3whpSyHPyxEn27XiaH7//53jovx/C71TYdO3VRGONGLYbCuRSs1i6xlf+9b+56rot9B8/hdvvZOz0BAcO7hMhFezkmX/y539CsVwkm89SLVbtXSkRDrq2WBOhdd+uzsr7SgI/BAFh1DYM5hPzHDhwgNmxaaqaCNkrQvLqZ0JFixrF+RDxs1qukIUwvbWJvrBRJATIwGA/PV096E43TpebcjnL8ogLdfAA3oiHb8+18oH3b2VlRwfffeRh5goV7rz5Frx1MZ7a/n3u2vZBGjub7HtfSO8AYQERiU+vvFJaQH6IGXjeFxXrJ2EhHDw2yO79e9BVP37hEaLAytUrCIeDdqZyXZz7K5eojo5QKI+SzFapC4YYnM7zzN6TFPLz1DU2oYozIIEAuVzB3qjq7GzGpeQpFg0efuoFbrvpRi7btJr5+CzffOQxrrrmCq6+ajP5VAnNoxOOhi+o5+LVAywFyHk/5c9NA223rFKJ+XyBzGycqZkZRGSe9kiYkD+AQ9VIFWoPhWJmcaRSCN8sf8iF6YugKi4UYQYX/7l1LENn7+7nefz5XTR1tbG8qRXFF6AtGMBIJdGqJeaqZVyBOtobopw4NUw2UaSlKUA+O0cqY9LR2Ysn6KFYqdDa2ioPmZ+boZe12pF+ahaLQ4cOcOzgbjJzIhttPWs2XcXqtevQvBpm0RQHnvji33yWlVuu4dntu4g1Rom1REjOJHnie0+g6SW+8A9fwXJalIol21deHDqX1jo5zS5UAuLdUCwWmZyY5LldO+1nRYiQBdfXWiZ01f63cNsV74hXXyI64c7Hv8Xw2BQ93T2oLiFORAgHFyub6limJxiYH2D3cBs/9lPb6OlawdPbn6Jcsbj9lq12CPhQU6udK+dCEh4LHL7+9W8wPz/Pz/zMT1+o00C2+wcQEM9AYirBsVPHSE0lsMwCEY+TxtYuAnVRe+PKUSqQz5eoFNNYmRlm4nOEWpdx8MlHOTw2RUvPelr8VYZzNXHvd7tYu24N7WEvxwYGeXz7fm69tptVG2+w0yQ8vWMvW2/dSt+qvgtOkL8RSilALvXHzMIOgZur5JiYmCSenCdcF6I9FMOpCMuDRYUyqqFilGZQqgU8bp2q3ojl9uNxmChuncmJWf7hn77IZGae6++4nY6mFnKGQavmw6snaPEWOTVaAW+MWLSRgRMDWC4Hq3vaGBsdJJk2Wb5mle0X6fEIlxXnee/ne6lPnYuh/+JFcvzYEZ564hESs3FCapJo2xquuvFu2js67MXPc8/tZGoizrGDR9F01Y7e1tJeRyjcwI7vP8MnP/UbBAKxiwGH7IMk8AoCwiKya9dzjI2N2eJaWD6E8BB/amdAajlCqtWXwvgKcRIIBnn0P7/EdDJJd2cPDhU0Z81Csn7TZq5dfxkHdu1hx/5jvHPbDfRcdiV7dz2D4nRz09bbZGh1OQ8vCALi+dj3/AvEB0/RWecCy8R0h2lYtoJiNkvRyEPRRLHK+LQK3991kj17nqUuFGBVdzvxnEWqIkLAWwR8fjZs3EBneyPP7z7A4aPHue9D9+F2VkgmE0Tqu6hvqb+oNrekALkgpvm5beSCNSSdztmRO4pmAd0y8GkhPB4NBQVLMahSgUwepTqHqUUIexUMbx0uj4+BgUH+9u8eIOMxufHmrXQ01pFHp8mrU+/14DIq7O+fxO91Eon5GDs9SyRaz4o1y5ianrGtHt29PfhkaN1zO9iy9tclkJif4aknHuXQwCBqpURjxMvq9dezbPkqdu/aRbZS5uDhfaj5KooOuitMd2sHq1b1sHL9ejs0tLwkgYuRgBAeo6OjnDhxwj4bIv4tzoYIF6wF68hCFvSF/tdFA3z+7/8Rs1qpCRAFPC7Ntphv2HQlV191LcdPHuSRb36Dez/8Efx6FW9dK42NrRdMCNEfNNYikIqwGtXXn59hgi/Gefp29Uk8A8nEHNnZMczkNOmZDAXVS3NPKxVFx1OokDNLKFaVbz32POn+XegNPfS21pEyPGRLZTsfTzAQYsOaVbS11fP884cZnZxk293b6Orqeru6ds7vKwXIOUd84dxAPEgifnm2UKJSKlIqpFAVHZ/uQ12I4mNUcIjwcpksikje5gsQCgY5cXKML371QbSGAOsuv5aYz4PbdOD1e4k5vVTLZQaHThOLhvG5LE6Pxmnp7KatqQ5V8eAOeKXL1YUzVS7KlorkUS/s3cnx/mPkJw5QMMOEm7rpae9mLpNh8OQgM9MTRBpifPjDP0F9Xb191kPX9YuSh+yUJPByAtlslv7+k7Y1JJcTUd9MOxeIOAPy6ivm8/G5z/8TTios7+2jYhq2+FB0B5s3Xc7Vmy5nIp7g2V1P8777fsp2uV2IsnUxUH/00e8gktndd98HL4buyD6cBYFyKU8hMU12YoqZ+BTlYgFPXRv+hnp77ptVg2996yni/fsItXURjjTiMAqg+ex8az6Pl5XLmmluaWZ8OkkoFKV3Vc9F/X6RAuQsJtalVESIEOH/WygUKIs/+SSaWcXhieHUddv9RNEVzEISo1BEMYp4PG4mchW++fwhFNWis6MXj8uJz1RxBwIEDJF4sMLMxAztHZ24vTpT09N09C6jrqmO2uvrtS+xS4m77Ov5QsC08yHs2fUsu/bspJTKsOWqGykXy5waGrLDla5dv4l33fVOItHI+dJo2Q5J4C0hIL7H4/E4o6OnGRkZsS0htWSELx0SFyF5fU6Vr//XV8gUCly2cjn5UgWhQXSXi8s3rWHjmlVkLY8d/rpv9eqLLjeOsBgJF7Vly3rfknGRNzk/CJiVMoX0HDPTk1Qz45CqMqs5qY+04o7GOHZ8gB3f34mmWgSCIVtcqCLJp1OjOVrPlmu24HZrOHSNYFCkHbi4I5hIAXJ+zNvzqhWmyHBeqVIpFCnmE5RmxjAdLly+GKovgGLveJUwcmVMI4PwzJrM53n4xAk8ikpXcwcep2b/f30gjFrJkk/EiSdL9m5YOFJnR9oSCziZlO28GnrZmBcJVIwKx04epH/vXkplEWjBSz5TYtWaVaxbv05mOJYz5ZImICzl/f39DA+PkMtlXiNAXKrO9u99g6lEno62JuHijkN1EPKFueWObaxevcY+4xeIXJwiXvARi0fpmnnpPSZiE7ecz5GND1LJZ+1kz6VshoThI5HJcfjAYaooBAMRcOoEXS6ijVFWLltJ57JOXJ7XBnW4GUfg3wAAIABJREFUWClKAXKxjuwS9Es8SEY1S3ouSSU5j1Uu4/D5cYYbbEsIJpgib0ihxPaD+/nu6AnW962iI9qCTyh8h5OGcBi34mBqfJSCqdK7ss8O0Wtnz31ZDPklaK6sQhJYYgImqflZZmemqVgaYV+AuuYmKZqXmLKs7sIkIKIozs1lmJwcZnBwwD4bsnC5dDfffPBLFC2DjoZWdLeTpuY2NmzawNr1mwmFL+zwoYuN2OOPP26fp3zve9+7WFH5+4uUQLmQp5KeJZdJYRTmGTp6ir0HB5jKm9THAviD9QQjEXp7uuhY1kE0GkXTLy1PEClALtLJv3TdsqhWK5QyCYriYF0uS0X3oYc8uDwhMC3yyQQPPfZd9sxOcP2V19EZCeN0iKRVHtrCYQJOJ9lCmVAwTCAWRJVZ2ZZueGRN55yAZRpimtfm7UVuEj/nMOUNLioCpgnlcpHTp0/bh9TF2RBxNUUi/Pmf/zUtdR6a2rq45vpr2XDFFUSj9RdsaN0fZuCOHj1qC7J169b9MB+TZS8yAqZRJVdMk5+eITUzya7vPszxiSTdKzeyas06Vq5fRSAYQHdemrnOpAC5yCb8ueuOQbVYJjOfJDc7hFpVUcIxXNE6rP/zRfu1hx7k6eOHufX6m+msayDndNGgabS1tNiH1BVVxak77cNY8pIEJAFJQBK4eAgs5A45dOgQx4+foL29lU9+8jfZ1LOMj/zCL7Puyittq/el8gJ4dVb4i2ekZU/eDIFyuUx6fpYdT2wHh4vrbrmOaCx6yXuBSAHyZmbTJfsZA6NaIJNOkcnm0OczaD4HVqiFg/0n2HlgP73LVlLv8+HXVDo7u4hGm5GRdS/ZCSM7LglIApcQgWK1Snx0itz8MPv2HuSuD/0YwWDwEiJQ62r/4X4K+QLrr1h/yfVddlgSOFsCUoCcLSlZ7gwBYVouFNKUU2msYor5uTg74kmG80m2dK6mMxSlIRolHA7L0Lpy3kgCkoAkIAlcUgS+853vkMzN8cF7PnxJ9Vt2VhL4YQhIAfLD0JJlXyFCjEKOSqnMwKkDPLDrBZrrGrjr6hvoamzG63Zf9CHk5HSQBCQBSUASkAReTUCEsRdBXESeIHlJApLA6xOQAkTOjDdNQFhCVMtibGaCZwf6Wdbazpr2Lly6S4qPN01VflASkAQkAUngQiYwOjZGuVSit1fmAbmQx1G2/dwSkALk3PK9JGqvVCvkyyVcmgu3U2aFviQGXXZSEpAEJAFJ4HUJPPbYY3Ym9HvvvVcSkgQkgTcgIAWInBqSgCQgCUgCkoAkIAksEYHZ2RkqlSrNzc1LVKOsRhK4+AhIAXLxjanskSQgCUgCkoAkIAm8TQRE2FWn0/k23V3eVhK4MAhIAXJhjJNspSQgCUgCkoAkIAlcAAT27t1LNpvjpptuvABaK5soCbw9BKQAeXu4y7tKApKAJCAJSAKSwEVIQFhARDJCl0yCdRGOruzSUhGQAmSpSMp6JAFJQBKQBCQBSUASkAQkAUlgUQJSgCyKSBaQBCQBSUASkAQkAUlAEpAEJIGlIiAFyFKRlPVIApKAJCAJSAKSgCQgCUgCksCiBKQAWRSRLCAJSAKSgCQgCUgCkoAkIAlIAktFQAqQpSIp65EEJAFJQBKQBCQBSUASkAQkgUUJSAGyKCJZQBKQBCQBSUASkAQkAUlAEpAEloqAFCBLRVLWIwlIApKAJCAJSAKSgCQgCUgCixKQAmRRRLKAJCAJSAKSgCQgCUgCkoAkIAksFQEpQJaKpKxHEpAEJAFJQBKQBCQBSUASkAQWJSAFyKKIZAFJQBKQBCQBSUASkAQkAUlAElgqAlKALBVJWY8kIAlIApKAJCAJSAKSgCQgCSxKQAqQRRHJApKAJCAJSAKSgCQgCUgCkoAksFQEpABZKpKyHklAEpAEJAFJQBKQBCQBSUASWJSAFCCLIpIFJAFJQBKQBCQBSUASkAQkAUlgqQhIAbJUJGU9koAkIAlIApKAJCAJSAKSgCSwKAEpQBZFJAtIApKAJCAJSAKSgCQgCUgCksBSEZACZKlIynokAUlAEpAEJAFJQBKQBCQBSWBRAlKALIpIFpAEJAFJQBKQBCQBSUASkAQkgaUiIAXIUpGU9UgCkoAkIAlIApKAJCAJSAKSwKIEpABZFJEsIAlIApKAJCAJSAKSgCQgCUgCS0VACpClIinrkQQkAUlAEpAEJAFJQBKQBCSBRQlIAbIoIllAEpAEJAFJQBKQBCQBSUASkASWioAUIEtFUtYjCUgCkoAkIAlIApKAJCAJSAKLEpACZFFEsoAkIAlIApKAJCAJSAKSgCQgCSwVASlAloqkrEcSkAQkAUlAEpAEJAFJQBKQBBYlIAXIoohkAUlAEpAEJAFJQBKQBCQBSUASWCoCUoAsFUlZjyQgCUgCkoAkIAlIApKAJCAJLEpACpBFEckCkoAkIAlIApKAJCAJSAKSgCSwVASkAFkqkrIeSUASkAQkAUlAEpAEJAFJQBJYlIAUIIsikgUkAUlAEpAEJAFJQBKQBCQBSWCpCEgBslQkZT2SgCQgCUgCkoAkIAlIApKAJLAoASlAFkUkC0gCkoAkIAlIApKAJCAJSAKSwFIRkAJkqUjKeiQBSUASkAQkAUlAEpAEJAFJYFECUoAsikgWkAQkAUlAEpAEJAFJQBKQBCSBpSIgBchSkZT1SAKSgCQgCUgCkoAkIAlIApLAogSkAFkUkSwgCUgCkoAkIAlIApKAJCAJSAJLRUAKkKUiKeuRBCQBSUASkAQkAUlAEpAEJIFFCUgBsigiWUASkAQkAUlAEpAEJAFJQBKQBJaKgBQgS0VS1iMJSAKSgCQgCUgCkoAkIAlIAosSkAJkUUSygCQgCUgCkoAkIAlIApKAJCAJLBUBKUCWiqSsRxKQBCQBSUASkAQkAUlAEpAEFiUgBciiiGQBSUASkAQkAUlAEpAEJAFJQBJYKgJSgCwVSVmPJPAmCFizAxj5GaxSAVVRUCKdEGwBzfXa2ioFzHweHBYOxcLhqwOH45XlSllIj0PFwoi0oXr8P7BV5vgoimMOULHcMQjW49D0s+6JUciiJEYwS7NYhTSKJ4ziioIvCsHG17ZP1JyZguwMWE6MaDuq2/vG97MsrNwslukA68W+OiwsQ0HRDcyKiupygDfyunVY8+OQm8PIjKC4/DiCbTjCbaC7X7e8aZo4EhOY+Sms7DSWK4Tub4NYO6jqWXMhn8AoWWfa6FDNWvt1DYdox1nW9Wq+luZG9TZghTtQfaHX5/uqVlqmiZVNQHIEozCDwyhjOX3o3maMaMcb8jcSCRS9ajM+035R96v4i3FwiPnqDr505zfq/4uff838tSwo5TBLpbOr/+xHQpaUBC4ZAuL7K51OU6lU7D7ruk44HH5N/0WZ8eHTaG4PPT09qD/g+yifzzM6Osbc3CypRAKn6qSuqYG29jZisdgPZDs/P49hGHYZl8uF3+9HUZQzn7GwyOVzTI9OYzgMWltb8fl8Zz1elmWRyWQoie+N17kikQiapp1VfcVikYmpcSZHJ8nlkhgVndbOZpqamux+/iBGL79BNptlZGKE+GicUjmN6vDT1iXqaSYYDL6i/+JzYsxEH8rl8lm10+l0EggE7HoW67+oULQ7FAq9ov1iTHO53OveT/D3eDw4Xr22OKvW/XCFpAD54XjJ0pLAkhCwsjNU+7+HdeSrmKU01UoZU3Gg+OpR26/CveUjOLzRl76oc3Gq+/8Dc3gPRQe4HBbuLb8EvVe+oj3Gqe2Yz/8z+ew8/qt+HnXVHW/YXmv6GOWHP0XRkcGJQjXSh/fKj6A2r128j9Uq5YHHMA9+hWJuFr2SoVrOozh9aLqfksuPd9ktKJd9EM37MhFUTFHd8RlyY3vwWBraDb+K0nvDG9+vUqD8zU/Yi1OxRhWX+F4UgkQsis2qghptQr/p/4GX8TKKOcxjX8c88g0KpQxaYRZTd+PwxFBb1+O5/H4coeZX3jc9QeXoN7BO7SBXmMFdTIHmpeyJ4eu8CnXzT+Pw/+AXrqjQSk1T3fGnGIlpFM20xZJYcNvt11QcTetw9NyN3tr7xgKiWqU6sp3q3i/afN2VDJVyHkvVcTtDWL56XFt+Cnpv/sFjVSpQOfEtm0MlN4tZTuM0qwghU3SF8YZacV31K9Cy4hX1iPlZfvh3cFi5V7b/dfgXNRN/22a06z5RqyMxQuWZv8RIzry2/1Cbv02X4b7+f7wktHNJzANfpXL6+68ZX1G/T/egtG2B5XfgCLW+5iW++ISVJSSBi5/A4cPH+PKX/4XxkTGwwBf28puf+B06ejte0fkH//MhvvLVL6ArHn7zN3+btZte/zt/9549fOU/vszw0BCZbIZ8Oovm1AgEQvai/J73foBt79r2uov8VCrFr/3aL1EtmjgUaGpu44Mf+BDrNq498/yKxfeu3c/xmT/5MyzF5Gd/9n5uv+ON31mvHkGxaH/g819g5+7tYNZ+a5ng0MGqQGdvL+9/7/tZednKNxQi1WqVo4eP8fWHHuLI8f0kphOUSnlMRSUaDtPc1Modd97N1ttusgXUG12FQoGd23fxyHe/yalTJ0nNpKgYBRTdTSwcobd3Be++5x42b9loi7GFKzGf4F8f+Bf2H9j7Ygde2Qcc4FDBqtb+vmXr7bz3nnvwBXy28PrM//dZjg8ceN3+iwqb2pv4H7/y67aQWrj++R8e4JndT2IUjTOsxBiJy+V0s3rlBu589y0s61t1Th8aKUDOKV5ZuSTwWgLiC898/NOYxx4knZtG7PcUAc+LRR2uANr7/x29Y/OZBao5fYTsI78F43sQ+/B5INi0EddPPARO55mbVA59jcyTf4iWGSfwjt/HccVH33AISs99HvPxT5IWdYkvbs2Nc+vvom3+SXjZLtWrKzAKOYwnf5/k4OME02NUbfuJ/b6jIHbdAPFdpnmiOLb8HK7rf/lMFcb8LNVv/V9URrfbfWh412dh3fvfsI1WMc3cX6zBZVap7aPV7iX2uwS3jGh7pA/t3q+gNbz0BVt69q9I7flngtkpxL6S2A9c4IvTi/s9/4Cy7GbsN6NoezFLYc8XqO75W6rFFJplIqgKNsI+o0W60W75FNqK2xaf0sPPUfrmL5FKjREAxD6TeN2cab8rgO5rxXXP53A0vs4XvBB3e/6O1P5/JzA/ZLdfMBY2GzFPBF/R/0C4A8fGn8K55WNiq/O17SqXKTzxu+ROPIIrO20zWKhDtEeMV96hEG7aiLLlo2ir7oIXdwsrE6MkvrSVQDn72va/ir/g41y+Def7v2C3wRh4nOS3/2+8mUl7fMQ4ifYu7EOK8VN634H7fX+PQ39xVFLj5J/4f6ke/W+7r6J9gpuYl3b/HQqaOwTRXnxXfRy1byuoL837xQdFlpAELn4C3/r6o/zRH/4e41OnscrYYuG977+PT//Rp1+xAP+LP/pj/vbv/gbVrfGZv/gct9+x7TVwHvyvr/NXn/kTxqdHqeQrL33JLyzwy9DW3c577/4wP3P/TxKNvrRhJiobHBzklhuuw6HVxIDL6+bD932Ij//yr1DX0Fj7rjAMHv32t/n4z91v//t//d7/5iMf+9hZD1SxUOQTv/yrPPLwf9ufUXQNyzCxhAoxweVxs+qyVXzsIx/jne9572vqFQLo+089xR/83qeYmBynkM3X2iu+hMTCXwfFUGlobeKd73oX93/sF2hoaHhNPcLq8R9f+hIPPPDPTE9NUSmWcbjAEl98au0149TdNLc387GP/QLvfe+9eL21777JiUl+49d/g+1PPVZ7vzl1zEoVYR3SnC6qxdJLX54G/OTPfIRP/PqvI6w7mXSGa7ZsIVtM2Yxf3v+Fz7Z1tPGXf/lXbL7qqjPtft/d7+GFF3ZjGRYO1YGiahgvWs1E//3uEC3djdz/0V/lfe9/91mPxw9bUAqQH5aYLC8J/IgErOGDlL/1CySSpwg6HDgiPZjt16LOD5GPH0EvzeO9559QV247s0A2Jg9S/vZvwtT+MwtC3aHgfs/fwuq7z7RICJDqk3+IIzNO8uZP03TNT79ha4v/eCvJ+BF7kScWx2KBGtz002g3/Dr43mCnv1ql8r3fxTj0ZcxKQXxH10SAHoCGy7CqWXKzJ/AYZfvn4Q0/ifudf3ymDVY6TuUbHyc5vMNemPrOQoAU/myFvSgV7ROL3YUFvVhyzzscRFuvQHvfv6D5Q7X7jByk9PDHMeYHSDschF6Hr/OOB3BteMcZoWUObaf00MchP0NWLNRb1qM2XW67s1kDj1IItBK6+X+ir71n0dGv9j9K4tHfwpuZQlU0jK6rUUwd4kfI56dtASGEhH/lNrzvqy3aX35VB5+g+uhvYSZHzvAN6AEc/nas/BS50ry9QBf1JN1hIls/hWvjB19TT+mxP8Da+4+YRvkMP5+3EcsVI5M+RcAo2puGOYdCsH416i2/i95znV1PJZ2g8g9X4ihlzghU0WZxCRGzIFrtzysa4TX34Lz7L2sFTj1F8eFfg/QE84BYloj3sJhj4pUrxs/T+w68rxAgY1Sf+APSR79uC0zRP/FZ4Vgn5pEQcvYlnpdAC467/xVXx2p7kSAvSUASqBH4xoNf5Y//9NOMj0zYC3CHGzqau/ns3/0d69etO4PpM3/+Wf7mL/8MTVP567/+R26545ZXIBwYGOBD77uX2fS0vYh2KCreYICutmVMz4wyG5+u7bg7IBwK89Mf+Sl+8RO//gqR09/fz2033lh7RpXaqywabeCzf/03XHtd7XvmjAD5hfvt33/ykz+cABFWh1++/2N878nH8QR8rFm+ieb6CM/seZb5mTmE2VnRFK65/jo+/Qd/RntP2yv6efr0aX7yJ36ckYHBmuAQ4sOEG665nef2PUk5V67t1AirrcvFL/ziL/HRn/u5V1hCxIbi9773Xf7Xb/82M1NTdnlbfJTh9tvu4btPfc3+/4V6fF4fn/nc57jl1lttS1A8PsPv/s6neOSRr9XaZggTv4XmcdviQ7hCCWFhlMuous5Hf/7n+fjHf9F25xKudOtWrLDbJ0SE+FuIF3F/Kg7b6r5izWq+8MC/0NLaeqbvd956K8cGj2AtfKn//+2dB3gU1d7/vzM7syWNhJDQQwvVAkgH6U2QpmBDRXoJLXRECRA6GHoHQb2Wi4gYOgldepGi9E4KkJC6u9k+8/7PmexuNtlQXrn873vvmefhAd2ZM+d8zuzs+Z5fI/fIdcOTHHZXX4sGBWPSlBno8X63f8lXjAmQfwlW1igjUDgB64k1yDi6EAHmTHCaAKgGnYTor/jpSomJsF/ZBLH++9TVxHkQAWLbOQHGh+fpwpPs/WaQBVpQRWj77QM0SkwDESCZB2bBR58EnydYQKTES7D+1BWS1Qg9WaSTRTF5WxWvCf+O86Aq5f6xyjsS6/W9yNo7BT4Zt5FFFpdqP/DtZ4Gr3o36G9M+GG2Qb/4GKf4LoEYPaDvOcjUh61Ngix0K6d4R2v+STxEgkjkbqTFVaf8QXBlC22gIlVo88fGynlyLjCMLFL5qP2j6xYMrWp5eIz++AdufW4AqnaAuVV2xMNnNcJz9Hvq9k+k52rA3oemySOEvy7A8vAnp5k6ow+pBVa7x0x/t22dg2RGB9OwEBBE+PQ9AXboMSFyI7fBXcFz4kd6T/K7pJiV7uGHJ2Q+RvnUYtPeOKnxFHeTmkyG+2gOCrz+I9cl6ajmyz3yNADORAQBXrCqEj2PdAoyO8zYebmiPQKtBEQvBVcA1nQgxvAVUGh1s+kzY9o5H1uXtCKI9AbjXP4bQLhoqjZeYnKwE2PfNRPaVWGrJ8HtnLXji3kd8AvIft88gZUcE/LMTFP5948EFK/wLPbISYdg/A/bLsVTgqJ3tg6f8zccXwnF1KyA76P3VFVtD030NOPUT4oeePlPsDEbgP4pA7ObtmDtrOlIyHsFuJotnGTqdFr1698LEyVNdfv0L58zCihWrIPgJWBCzDB06dHRxIG49ffr0xvFDh6kloUixIPT6aBD6DPqUWjlIfMnGnzZj9twvYUw3UnFRu0EdzJ2zAFWqVHG1QwVIixYQtGrYTUqMBrEoRAyPxODBETSOwSVABuZaQKKfV4CYMXL4SMTt2IrK4eGIio5G05aKW+qGlRsQPW8SXWRXrV4d02bNQsM8VgByzlfT52PZqgVUePjqAtBv0CD07duPxkyQ448//sCggQOQmpRMrRAN6jfBtOkzUK1GNdc4U1NSMWNyNGJ3/kL/X3BwcUybMQMdOnSgcRcktmTLll8xZ+ZMZKWlg1MDXTq+h7kL5kGr8x6LSATC5UuXoPZXY3DfsRg9cbjX55QKkOpVaf/Dw2rkjr/JU5/pwtpPSkrCqqVrsWXzTzDas6n4rFS9EjZs+BFhYZ5ufE+9yTOcwATIM0BipzACL5KAdVskpL82wyHZoSpeB9o+WwDVkwO/iQAx5FpANGo/6O0m+EkO6jale2suuJrv0y4SAeI4MAuSPgliiwkQm0R67br52Crg8GxkyRICSjeCJJvAJyo+qHyn1VC/1hkc77m97MjJgp1YP/7aSDe1stV+CP3wR3Bl63m9B1nkytlGqPPsvFAXrG0RyE78ne6G+z2jBYTsntuDK8P/GQSI5UgM7CdWQWUxIEsTgOIjLxQadE47bjHAfGIlTEcW0J13da3+EFqOAXwKBm8+y3Ngvx4H6+4J4PUPkaX2Q0ifePDFlAW49cZ+ZO6Ngk/6LWoJCB18DFxwBVeztis7Yd0fDT7zHhUOgY0ioWk1wfO2NhusO7+AdPknZEl2BPiXhLbDPHCV27jOMx9dDsfv88A7rDD4FENgyy8h1spnJbFaYfmhJ+zJR6nrnH9YY6jbTgNX4tUCw5Qy7sK6Nxry9V3Udc6/2zqoiQDx4qqXf/xFPz4AsZTnzmP+G8iZibDtnwH9lVgqsLUdN0Bds527/Zx02I8uhvXMeuRIdvrsqHvvhVj6lWeZEnYOI/BfQWB77GbMmTELiUnJCPAvghybme6i16xVC7Pnz0eNV5Tv9oI5i7Hq6wVQSQUtIGfPnEVk5BAk3kmkFtyen/TD5OhJrg0mJ8g1S9Zg1pwpVFSEBJXC2PGf4/2ePVyc81pA1BotRLUIY7YeYWHhWLV+NarXqE4DsKkL1uBcC0jU8woQE0YMGoj4fXtRuWp1RE0mAkSxrpD4kCrly9F/lylXDhPGTUbnd9929Y/EqNSsXk1xs5IEvP/hR5j45Rcu8UFOJP3bt3cvdRGzOSzUNWvRsuXo3LUrFRckCPzUyZP4oPs7dC9G5DSYO3cBOnfvAkF0B7+TgO/VK1ZgxYolsNvs1Bx89PRplC7j/b1ILRQ3L0GAiIjBERg1caLX5zevBaRq1cpUgDRp+uQNOtKQq31JjYihozFqwkj3b5DNhqUxK7FyRQxsNisCg4IQGTkOnw3o/cID05kA+a94LbFB/jsRsO75Etbz38Nkt0Ar6uDbeRn48m8CujxZhPJ12GkBcTw8D75Gd3CpV2B7fJW68gSUawmhx0qoNP4uAZKlT0JI2zng639WcOh2Myw/D4D17n6IggZy23kwp16D6vQy6ibj03Ak1E2GgtO6HF9oG46ks7DHRSE7+Q+6ABTqDoe2/aTnQivrH8EcOwy4d4S6OgV0WgpNTfePVoGFqTkb6TFV6f3k4MrQPIsAOboYhuPL4WPRwy5o4Nt6KvhXugI675myYDXBfvobWA9GU57qkBrQtpwIoWxDIB+DZxmsfOs4MnaMgE6fCLvaD7pP9kMoWZbuRtr+2gL9wVnQZCdBJfpBO+qyK36DZKuyH5gNw6nV4CUbNKIfhKFnIfgWfC7ku+dh+LkHBJsROWp/+DeMgJoEdRNODjusP/RAdsIpxZpQ8g0IPX/2mu1K+jMOOVuVZ8ReJAx+badBqFrQH1zOTIZp/yzYr2ym8T3i2xugeT2PQMgDJv/4/frGeYgsbwytmYkw7ZsJ+epv1MLh48XC4rj7O/TxURBSrtImdE3HQdVs9LNMCTuHEfivIBC7eSvmzZmB5JQEDO47Eht//hEZ+lT4aHzQb9AARAyLhFarxcJ587Bi2TIIPgVjQL5dtwELY+ZDbzJCI4j4cfNm1KpZswC/zJRMNH2zEfQ5mdR96tNP+tAFsDPrlFOAkAV+5QrVEFauPPbt20NjIgYNHoHRY0fTRbwSAzKIGqMnT532XDEgxAVr5NDhiNu9A5UrV0bUVCJAlAX447Q01HvjVer+VLlKVUydNhNNWritA4cPH0KvDz6k/SkbVh4TJ0Th7a4FA+AT7idixJDhOHfhBG139NgJ6DdgAM3WRdyvvvv2W0R/+SVtp17dJoieOQPVX3FbSJzg9sUfQHRUFO4n3aRCZu2336Ft27Zen0tqobhyCWqdGoP7R2L0xNwEH/nOpgKkWq4FpHx1xQLSQhFgTzpc7Qsiho4YhpFjxnuc/vDhQ7zftTvuJ92mc9uiWWssX7MGPj4v1uLMBMjTZop9zgi8YAL2S1uhj58MrTEFOeDgE1AaqP4eNFVagC9eA9AUzLThFCBW4oL1+kcQgsKhPzofKrsZat9QoPU06F7r5hIgJhKE3no2hIYFY0CkBxdh/HUgrJn34OsbCuHTveCSD1MXL6vdCL5UXfi8swJ8YFmPkdsvxcIcHwWrMUVZ2PY+BqF0Bbqwlq1WyDbFoZQjaVolnmap4vJZEaSsVBi2RkC6f4RaGywdlyGwdvdCCZMgdHNMVSoMVP6loKvTB3yp2u7zeRW4UrXBi+6sIvbLO2GPnwSL4RGNffDRBgI1e0JTpb13vg47HJdjkbNzAux2I+2XLagcfKp1AVetM/iQKh7tP+1xkG4chHHXGAj6ZJhEHwS8sxacfwhkfSqsZ78B7hyAXbJDW7sv1B1nupqTSCB8fBS4iz/RmAlt6cbQ9d7s9XYOcw6yltWGzpING4kFqtEV6m6XGRMRAAAgAElEQVQr6LkOfRqMP7wLMe06cngBfq/2hKazOw4nb4O2jGQYVtShY5ZUamiJwKtTULTKGQkw75sB6dpWGotDXLCEQlywPMevQ8Bbc8D5u90JofGFKrQaIORxP8hSYkDMl2OpwFF3+RrCK295WFhIZi5TXBRw5TeFT7Vu0HVf+bTpYJ8zAv81BLZu2YK5c2ci6X4Sps+agzu3ErF+wzLq0/9GvfqImhKNWrVrYtFXC7B86WIIahWWLFmNth3cC+FJ48fil40/w+qwwd83AKcvXKCixdvxyXu9cfTEHuIZiXfff48KAGfaX5cFRAU0fbM5GjdphmVLFyPHaKAZsb778XtUrFSRCpBhgwdTi/uXUVM8BMi9+/dgs9jAczxkTqZxJyHFQ6j7FomNoDEgg4cgfu8elCtXAUOGDkf9RnXxMCkNu3Zvwz++XQ9RpUbHTl0QNWUqgkPdsY2rV6/B7KlTqPvSG7XrYf6iRTQlcf6DZKn6as48/PDDN/Sjz/r2x6gxY+g4ibvalC+m4p8/fkPjLz7r0w+RY8bQAPH8x9XLV6kAOXZCydgVPWcOevXyskHotFBcJxYQNSKGD8OoceO88ncKEPLSLF2qFD7p3Re1atWEJPFU3PFwoNorr9J4kbwHtYBcvwRRUGPIwJEYNbHgRs70qNlY/80SKpbqN26ImIVLULas55rg736xmAD5uwTZ9YzA8xIwpMCyPRLG24egkyXq/iKoNFAVqwq+WkdoX+0Brkgpj9gAIkBMuS5YKuL/3nwirFuGwJR5ExwvwCf8Lag7zobt9mHkHJgFUZ8ETauZUDXqW6B3thNrkHN0IdTmTKB6N+jeXQlH8gXk7BgPLuUiHMRqQIK6KzV1BcGTRuyn1tIFMs2mpC0G3bBjIBm7ZIsBtj+3AUlnlXvlChCSghavvAuxgnvXScpMhW3bUJjv/07jWNQk3qT2p4USJAKEBKHTZCK8CPiFQqX2p30gi2ZO9IGq8waIIe7MJLIxE9Zd42C6vgsa2eHJt0obaKq+TUUFeLeJXE67DVP8VFhuxdN+EeFC/jaVaQi/ck2gfr07UNTtKvWkKZduHoJh52iIRIDwKuhK1aFBnDb9I9izEqCWbHCUrQ//jovB5bpmkfYkfSbliyub6PjUNXvBp5N34UDONy95Azn6BzRoW5c3C9XjBzBseh/q9JswqzTwbfkF1A28Z5aRLdkwLa4Nsy2Huj7piACpX/BcOSMR5v0z4LgaS61kvk8SIHnHz/HQBYZBUmndWcC0/vDpsgRckDsuRM64B9P+aFiu7lSei85fQ3w1nwBx2JFD+JzdoMw/EyDP++Zh5/+HE9i65TfMnTkTSY8SET1jDurVq4/PPvkUKY+S4Ovrj4ihI9C7fx+sWboKK9cuoYvUJYtXoW0Hd3a/gX36YO++vZBlO6pUeg17DsYVSm3CyM+x8ddvqEtRt/e6U4HjzIaVV4C0a/sWBg0djulTo3D+3Fllsf7ZYERFf+lywSL/j1zvzIL1+PFjfD5+PGwOK3gHESAkqp5D505d0aHT29D56BQBMiQC8fG74eurQ6WKlREcWgzJSY9w4+oVyCoZFcpXxuSoaLRs09xjHFGfT8J332ygsR2NGjTBouXLUby4kp0r72E0GLFu1RosXDivgAChFpghEYiL203HNGjIUAwbOZIKpPxHcmIyFSC743YoAmT2HPT67FkEyHCMGjf2qQJEFNUoFlICRQJ94LDxEDQqqMEhauYs1KlT5wkCZARGTRxToP1f/vlPjBs/igqQmm/Uxuw5Majx6otNy8sEyH/4C4kN79+TgCXhLCyH50N99xDd3SdhwDSpqDYQYvnWEFtOBFfU7R9KBIh55wRYHp6HOqwxXcAZL++AuH8KvR7+peHf4gtInAzzgVmw6pMQ0HIKxMaDPQBIVgv020ZCvLYdObIDgV1XQXi1K6TsR9AfmAP5r3/SBa3QYAR0JA4iT6pT06m1sJMFIPm8TGNoP/oHDQKWspORs30sHHcO0M/I9STpB3Gb4uoOgrb9VFcfiAuWPnYYhHtHaCxB0bdjwNfq+UQBkhFTlVpcnKWmnCltyX/7qf0gfrYXqlDF19d5SClXYDmyFNyVLZ58NX4QSr4BVetoCMWruEUecVt68BfsRxbAcucgNJKN9o8uhkUdVFXfhqrxMPAhnvUyvHVcvnUMmTtGQKtPohzIgp20Q/5N+k7/Dq4EVY2u0DSKdLtgGTJgIBaQy78oAeotvoDQZFihbEw/vg/rnd9p+355BIiUngzbxg+gT78JtaCFX+fF4PNkSsvbIBGP5tVtYNHfo3E9voUJkMwkmPbNguOqkqlF/fZ6aF5v7zUGhIzfumME9PokOm4i84jIdtqoeNEH2t7bwYe6f8zkzCRYctsnfIiFRfRiYSF8cGot5SNW6wYts4D8e77gWK/+vxDY+ttWzJ05A0kPEjBt2ix89MnHmDNrLtavXUFjFJo2bYaoadOxbXMsVq5eCpVawKJFK9G+Q3tXf4kAiY+PB1QOvNupB2KWLy10LDHzYrB06Vf0825du1MXoPwChKSVbd2qNV3gL1+yHN+sW4scqx6BfsWwLW4XLpw7p6ThJQJkqluAnD9/Dt1IcLwzxzt5QclAr979MHrsWAQGBVIBMjJiGOL27FSybeWe46ydQTJBBRULxrsf9ED/foM8amFEfTEZ361fR19QTZu3xJKlqxAUVNDdlQSR//j994ieqiQp6dW7r3L/wCDl/oOHI27vDnrv8RMmYeCQIV5rjpCijESA/Ba7mf4oTJ01C7179/HKlrpIXb0EtfbpLlg1q1UDJ6gg2cm2WR4GPKBT67Bo5Uq0b++eX3KKs31RJWLYiOEYOaaghWX7L7EYFjmYiqVXar6GGTPmonadPN4HL+AJZwLkBUBkTTACz0uABK/JWQmQru6H7eQKWA0JubmISOVSDbRNR0FsGOEKTne6YEkPz4MLawxNlyWQNf6wru0AQ/Zt+HAqqGv2BEJrQH98Ga0D4tcmBnwDz8W9/PAWzDtHAQ9O0yxUpUb8BfgHA5ID1hOrYD8wgy7YNaG14fPZJnBqd1Va26m1sMVHKXESYQ3h++EP1AJBszvtmw/bxQ2uOiDkN4PWcciXhpcEoVu2R4BL+F25/zMEoefEVKUZH23qQPhVaAZjYEX48mQ3TLEcOeoNhOil4rukfwjb5WOQrnwLKekUtWqQw8GroK43FL4tx4DLI7BoxfCMBDhu7YXj7AakZ9xGkCwraX8FLaS6A+DfdAx4tZcq9XkeAMeNvTDvGg+V/gGyVWr4vvoBtL5BsBvTYLp7GByxgpD0shp/FGk1DZo3PlKuzkmHJX4KpL9+Udi1mAh1E3dwYP5nzLysLrKzkmg6YzGPACEB3dZ/fgRb2k3kiDqEdlkGVHNnufEUINnIWVgTJoeZpjhWFyJApIx7sO6LhnRtp5JCuOs6qGt4D0In48/YNR4a/QPq/iCTYpS+QbCSavZEY6uKg6/7Djg/d5A/ad+Y2z4RLELHDdDkDULP7bQlPgrSqbWUjy+zgDzva4ed/x9OYOuvv2LurJlITk3G9Cnz8XGfj/HnhT8R0X8wEpPvwDfAB1OmzcDd2wlYu2o5BFGFZUvXoHUHdwILKkD276Y736TGx8KVMYVSmzhqJDb++jOtQdHtXe8ChON5tG3XDms2bMAfZ89h8uQJuHTxT7oIjxw/CZXDy9MgdOJGFJUnCJ2kAu7x7rvIfJzqrs2hAkaPm4B+/ZQYDGoBGTQIe/fvo9mnGjVpjAph5ZGWkYXzf5zHpUtnoFKroRVFDBg0BBEjhoNUEidH1IQJ+O4f39HPGzZogEXLViAkpFiBsZIA8nVr12DRgnmUSe/+AxA5ejR1wXLd/2A8/WzYyEhEDB/uNVbifkICFSB79+ymQmr6vHn49FPv1n9nkLgIEUMGD8WoifkSkeT20hmETtzXgooUQ7NWrVA+LAw2yQpBraZZzLr36Ily5Up5jMszCH0URk0omKxm8y+bMXbsMJoJ6406dTHvq4UIrxb+Qr9BTIC8UJysMUbgOQk4bLDrU2E4uxGaP5YDVqNSJ8G/JHwGHaIuTnTR/OAi9LkuWFqSrajLEvBFSkM6vxGWHZF0cW0PqQ5diVqQySJXnwS++USo3/RcwNou/ISsg3OhMzxSqoJX6+KyAsgZt5GTcBIquwkaTgXNZ9vBla7lGpD93PfIjotSPleJ0EScBRcQQmNAQKp023OoiMrcFgnNrf1K+ve/WQeEpOF9HFNVqQNRNBxi68ngKzRTNrtyk3TJKk2h2TlIQDaMaXD88RMMp5dRvtR1S9BCE3mBpkEucDiskA0ZyDn9NfiTS101L1QVW9AFOopVfvIk3z6N1B1D4ZedAJkEkn+wW8kEJklwPL6NzD0ToU0+q/DxKwHtyHMuAZIVPwX8X79QqwFXozu07ywr9F4kNsZhzi5Qh8P+6CHsm99HZsYNBKjUEBqNgLp5QRM7adiSlQp52etKnQ5Bh4B20RBqf1LwnpkPYdw/B7YrG5VMYe+sharQNLynYd4xFJnZCQgU/cDnjt9VyZ6sNATRswp85kPY9s9B9pWNVJz5dFuntJ83y5YpE1nxUeD/3KTwYRaQ53zZsNP/0wlsjd2OuTOnIynxPqKmz0Dffv2QkZ6OBXNn4fufflCEQvcP4atV4eeff6ZpeBfGLMdbeaqPEwESl7tIDikTgtOnLxaKbdTIMdiy6UcqHnp8+D6t4+FMYauk4W1O0862bfkWFSAWgwUTJo3Hjl1baLr2oKBgDI0chxlRSpYnYkFxumCRFL0kU5XkcHhYNojw0Gp1uTEgZowcNhJxO7ciPLwSPv9yMpo0bw5JkmGzWjEjajo2/UL6J6NVqxbUFatCuPL+njJ5Gr5dt4q+hxo1blyoC1ZWRhaWxCzC19+uotd9+mkfjB43jsZ5mExmDB84EvsP7gARWv0HDCzUBevWtVtUgBw+sZ+KFTo/fft5ZUstFJcvgbhVDR05BpGj3cV8817gyoKlAsIrV8KkzyejSbMWtIghiZEhG51qtQZ8voyWzvbVfiKG9B2CURM/L9CPhXMWYPGSryBo1KhXpy4WLlvmYUF6Ed8lJkBeBEXWBiPwdwlYDDAcXQL7iWXQ5q7UNGOugdMqC2SnBYQUIkQeASJbjchZ1xk5GVeURbpPSejtRuis2fBtuwRcfXeVcRK4TNLoyhe/V4QCSfOaW1SO1gHJHQNxdyI1KAKbjoGGFCXMPRy3DlELCNKu089DWk8B39DTxYucat3UBxIpxkfqlOQXILl1QBz3jtD7P60OiDMInfj8kzS8Ac+QBcvrVFgMsJ9aB/vxZdDbjHS3X+x/DOriT47rMG8ZBvnyZhpzYCtZG0XI/cvWfeJsk0KEpJAg9A+RofZDiXxZoKwn10E6EoN0cyaKavxz68AEwWExUxc3+cI/KN8An2LQRV7wiMNx3li+dxyWjZ8gw5aDIG0gVE3HQqyv/JjZjXrYv+8C+fFVZJJCjWFNoPn4Z88Ff25D0l+/wRQ7REmtG1wFYttoqCp5+kqTU6WMO7DtnQb5+h5aGLDIO2uVNLxe6oA8bfze4D1L+/b7p2gRTO7heeX5azcTfL2CMU5/96vIrmcE/q8SoIUIZ81GcloyZkZ9hZ59P6aL0P3792P0yBGuOhRVK9XGjet/Qq0WsXz5OrTq0Mo15HkzY/DN+lUwSQb4Cn7YtX+/1+BjkimpYe3adOFN3Kx6f9YbX051u9u6YkAAtHtLESDkOHnyJMYMH47EhAQIvgLCy7yGqzfP/Y1ChP0Rf2A/KlepkZuG1x1zeOb0GfTo1lmpk1GuBq203rSl8vmOzb9g6PDhVCBVrkDqhMxEo0aNCkz9/bsJGDp4GP66fIoKuM+jotCrd2/odDqa6jcm5iusWbWUZttq26EDvoiKQvnyBesexe3ch+kzopBw/za1/mzetg116nr/LXEWChQkERFDvAsE0lEiQGpWr04LFVYMC/cY35OeYdL+jTu3AJuEIREF64wQy07Hjh1w5+o1KmTatGuPlevWenUt+zvfFSZA/g49di0j8JwEiJsPSPC36AsuT+YmunC8sg2WvVNgyn4AnUoNn8g/PQQIqYRuIlmwwhrDN9cCApLB6dSPsB6YBDNJRZJbqZqkuC3SYhLUTdwFjOSH16EnC7j7B2HmVPD3CYYDPM1aRcQHidkw2cwQrXrwsgRVkXBoIg7SAGp6pCVQFyH9rV30XJLWVtdrJ7iiZd3nEGGzqQ/E67vpJSovLlikDkhm4u+0ArvYaQmEmm6RlB8nsYCkxVQFyQtG0vBSF6GnFCKUTZmKa1W+InX2G/uUNK4ZtyFyKqgGHoNYLIxaJohlRCaVZAWthzVFunMcj398l96fL1VPKYRYxm0V8jb98q2TSNs5DL7ZiZDUfvDJI0DI/NuOL4d0fBmyLNk0hsVnwEFwgUqWKNvRpXAcWwK91UAZ67ptAF+9rQdfUsSQVDnPPPctikh2SAGloOm0EKoKzVzdsWzqi8wbe1BEliAFlIW28zJwYXXpYsF1WHNg3jwQjtv7qIubXKkDAtpOA4K9ZDrJfADj/tlKkUwyr4W4SJG2nzT+Qr8uT2pfliEZ0xU2Z1ZTsUS+H7oPNoGvUP85v4HsdEbgP5fA1thtmDtjBpKS7mPK9Jno008R6CkPU7Aw5its3PgDJJvivkp2oXSBOixc4GkBid0cixnRUUhNSYFGq8H4LyZTVyG1RnFdor9Vdjt+3vQzvvh8DHXRKVeuIiZ9OQ3tO7lduZyFCFUaEa1btHIJEFLIMHLkSOzetpUWIiRpemmlcBIDMu3564AoFpBtShreadNchQhJPy+cvoCuXd6icSTVq1elFpDGTZX35MWLF9ClvZJyPCDAH/0GDqCB8nkzfpFxxu3ejoiBQ6iVx0fng0VLV6Bt+3b0d8Jhd2DLxl8xdsIIapEvHhKK6Flz0apNW1pl3nnos7No1rFVy1dSMeTvE4ADR44iuFhBly9yjctC4avG4H6jMXqid1fcvBaQKlUqY/Jkz/EX9qS72hdFDBs5FCNGu128TDk5iI2NxZRJk2CxmhEYXBQjho5H30HeA+b/zreJCZC/Q49dywg8JwFazO/oEiCgNARSWTugFCROC86aCfuZ9TCe+RqCwwIhpCY0vTe7YjCIBcSY64JFgtCdLljk9taUG7BtGQDL42u0N86fCV3reVA1zPUxJV5SV3bAvjcKkj4ZqsAK0LaZjHTOF8EqRbiYZB72uych/vkDjDkpdKHp0+8YhBKKlUCyWWE4tgT8qVV0wU4Ci/3K1oWqQSSEkMrgRR0kyQLz9jHg7h6mdT78C1hAHsEWOwz6e0eoFcLQYgZCXvPMvS6rA8BpfOmOvdMCQgPQA8vDr+kYCOXzVSMn2ax8iinuOnYLrIcXgCcVyCs1Bx9QOpdvNqznf4Lj9GpI1mxl/APiaKVuGNMhnf0nHOQHNqwRhCIlIXNa8LYsOI5/C/OZxVSg+YZ3oGlqkSc5gLfpd9zYB9OucRD0D2BQ+yK451bIQeXASybY027Dfng+7AnHIcgOGIKroNjgQ65mbHdPwxH3Oeypl5TigH4lwL8VA7FkNXC8FrIlC9Z7RyEfng+bMQUCx8NUsTWK9lgPCO6sXpaL2yHvGgGr3QQbp4Jv2UYQmo6FqlgFcLIKkjkN1uu7IR+cTV3Miog+4OoNgvhmJHjRvdBwdkzOuA/LvumQrm2n7lqFBYmT8z3GL/oi6IPvoQryrKIrCzpwusA87n+e7fu0nwtNeEtIsgQYUmG/sgO2P3+GzZxOu6Qt3xba91cDIpXC7GAEGAEASgzILCSnJGH61Hn4pK/y/icF9bbv2InZ06PxIDERnCDT3Xydrw5Ll65BmzwxILdv38GQIf1w7c+r4EQZIUHFMeHzyWj4ZiNotRqYc8z486+LmDolCo+Sk0G8e1q2aY2ZM79C8VLubIQuCwgPtGvntoCQ/pw7dQ59B32CjIfp4FQ8jVXIHwPyLBOqpOEdjPi9cagUXg0TJnyJxs0a0Orjer0Ra75ejp/W/yM3AL8ldfEKD1fiGIgQat20ORLu36VB3OXLV8SgIcPQsHEDFCkSAIPBiFvXr2JW9Hxcv32Buk21a9cRX0yJQrkKStITYl06d+4PDB7UHylJD8GrBNRr2BjDh49AhUrl4efnh7S0NBw99DtWr1yFpAd3acriAQMiMG7SBA9Rl3e81AJy4xIEWUTEsGEYNd6zTofz3Lx1QMqXDacpgOs3qg9O5iHxEniJBy/wKFasGPg8m0952//00/4YOKw/rDYbjNkmHP/9IJavXIa01DTwGg41qtTEwhVLaaX5F30wAfKiibL2GIEnEFDS0EbAcv8IxBI14Sj1BkQ+CLLpPmz3DoEzpIJXqaGqPxSa5pGuLFROFyw7KUQY1hhapwWE3MtqhOP0BuT8Pg92h02pr0EWiS2jITbOTalqNcF0dBnsxxYoQcS1e0PXbiogeAZUSyQd767x4B9eVIocNpsMoWmEa0TS4xu0YnXO7QPQOmywgoPGNxRSyTrgfYqBs2XBdO8Y5JxUmrmKyydAPMZPuk5qjgSF0RgW5968UKkD+KptwKm1VICQNLw08J3EE5R4HUJACVeaXFoPwq8EuAaR4P39UShfczJM949AyE6kWaO09YfQYoMQ1JCykmDeOgKkPooYWh2OUjXBowgcpnvgr++GzWoAr/YFV7c/fJuMKGBZyT/d0s0jyN4ZCQ3JgkWC0Gv0hE0TCM6RASn5DJB6DRZSB0TQQWo1A7713IkCJKMR9t/nwXjxe2htOZSv2r84HGFNoFUHwZp5F+YHZ6A1Z1ImPrqi4Lqtgaai2+2AioDMTFi39oUp4TidBwcvgA+uRGu8iLKInIzrsCWdhI/kgJkToAtrAlWbKRBLeE+zSLJUkUKBjqtb6HB1T0zDm2f8vABNhZbgtf7UykIOMs98QCUIzYa6nr/87atK14c6sDRybCYI6XdheXyVJsMh11oCyyOgw1cQKzTy6p7GXkCMwH8rga2/xeZmwUrEtGmz8Vk/dx2oBw9SMHfuHGzf8gvsVht4QYDGR8TiRSvRLk8WLGKVWLx4MVYuXkyDmckLM6RkKBo2bIrAoABkpmbi1NlTSEkh4kNAUEARTIr6Eu++94EHdlchQgFo28ZTgBDLwrjR4/Dbln+C4wTIdgeIkpk8ZerzFyKMGIq4PbtQtGgI3mzeDGXDyiBTn4Xk+49wIH4XeEEFncYHvfv1R8SIoTR43XmQQOtJE8bBYjJRkVK6VHnUeK0GypQpg0ePU3D+xEkkJT+gFpTixUsgctRYvNO9u4eVJCsrGytXrMTX61bCZrbQdqqGv47Kr1REiZCSuHn7Bv48+wcepxOxBVSqWAVz5n+FN+rU8RAF+QXI5WuXIPJqDB0+EpFjvRdcVQRINSoySBrimq+/jmKhJWjKejtng2hXo0jxIujXeyBKlXUHohMBcvXaNWr9r1KlEmrUfA0GgwkpyWm4dfMaDKYsKriKFC2KsWM/x6d9vMQFvoAvGRMgLwAia4IReFYCdrLA3D4CWbd2I0CW6CKSWMOJtYFYoenirlIbiG2nQxVMdlmUSGunALHlChBdXgFCMmolX4Bpz+ewPDhPLSC0WFyr6RAa9afXS5n3YSKF5K5uo/Ef2q5roK7REXC6V+XeWzbpYdw+EvyNPTDLEnyK14C29x737rokwXrnJBznvgF3YydMkt2j/2QPniw0yR+y8OXfHA1Nc3eKP2cdkMz7igsWERDONK1kL5umYK0zEOrmo4h/ABUgWTFV6cKT1sbI/ZtQIe2TOJPgouEQ3t8IVXApSCYTbNuHI/PGrgJ8qZsRYV2+KbRtpoIjaWCJlYXUZYmLgu1KLP2cCBRnulxyjUrQQFupNcSm48AXL1jhtqAA+R22naNgJIkAcvtM5pnMMTmcdVTUtT6Eo9EoaPJVl5XSb0M69R3s59YjXbLROB1aByX3aXCxKFoe6tc+BNdoGM3nn/+wJ5wFjq+F+UYstaY4+ZKxueqccDx8StWGUG8I+OodCv1BJJm1FAHyG2Wk6bQemte8p+GVbv4O/c5RUOuTXM93/vnTaoKgG37SlWSBtG/fNxOmq7+5+BNmTn50/CoRqtBatFAiiT8hKaDZwQgwAm4CrjogDxMRPW0OevVzu80QK8hvsdsQM28uku8pu/4arYjFi1ehXZ46IKQ1kjJ27apV+MeP3yInO0dJ8Zqb9IMsosnilLyQgoKK0UDq3v36Fah94RQgJD6hTes2LhcsZ2+vXbiG7h93gSErGxzJkPf/XJr+VwJkyFDExe1y9Y++oHhlb4JYefwCAtDxrc7oN3gQqlb3TCCi12dg9crV2LZlB+4n3gQxxNBx0he/YqAlYw0pEYrPevfHhz0/otaEvAfheuPGNXyzbgPi4+KQlvHIxYe8aInLFQ3rlIEq1aohYtgItH/rLRpDUthBXaSuXaIZu4YM8F6ng1yr12ejQd26MOeQOXKAV6moVYbUTHGOv1RYacyfvxhNmrk3qagAua7EdzhsNiqMnH10zu8rr9fGez3eQ48P36OWnH/FwQTIv4Iqa5MRKIQAeVk57p6A6a9fIN47CWP2bbrYFXkRjuBwILwTtNU7QFW8skehPGJ5MMZNhpxwEj41PoSq1ThwvkXdd7GZYLmyHfa/ttDq6GSRi4Zj4F9Feek4Um/QKtLc3YN0F1zdeRFUxSp57aV0/kdkHZgFPicNmoDSEPsegMrXXVhJskuQs+7Dfvkg5FtbYEu9DM5qcNW5kEUf8KXrQyxSD6om74APyhPobTfDeugrWJL+cC3InYt+IkTI75rmlW4QX+sOqH0h20wwbh8FXp9CfxOc5zgX47SmBnFnaz0NKn+Fh5RwFtZrO4CrcTBk3XLxlYPDIYW3h6Z6JwjFq7r5OqyQEi/CelOP5cYAAAbgSURBVPE32O/shEX/gC7WSayBWKom/Mq3B/dqR/DBZE7yxFAUMseOtGTYD82ExfCACqa84yNsZN+qUIfXh6pCA8UNyduhfwzHlVgY7vwO8eYeVx0NIo74oLIQyrSA+HoXCCVrAZon/Dik3Yf10mZYbu2HnHzGY3GvLV4NXNm2UL/ekRbBfKI7kyEdliNLYD+/ASp1EXBvr4KmSkOvFggyftOhmRAMD+jIyLNI5ivv/An+odB2Wui+Z04m7Od+gvlWvGIhyRWj1BmMU0HyLQuUqAl1hVoQaF+9V2ZmLx5G4L+ZwKFDhxE9eTIepT7C7Bnz0bl7Zw8cjx+n47tv/4E/ThyBgxOoFeSLLz9HjRo1CmDT6/U4ePAgftn0K06fOIqcHJJ+QnmhlSlVEXUb1cXbnTuhYcOGXgvv3blzB3169kFKajI+/qQ3vpg6yeMeDpsDa79ei0PxB2kQiF9gUXz6WS80a+6OZXvaXJIg8PXrvsahvfGQSDQ5eXeQgBKVGjaHAxUrlkfdunXQqFETlC5b2ssGiwx9djaOHjqBzZs24dTp48gypCu7UDIgagS81b4LWrdvjabNWyA4OM9vbp7OSZIDqY9SEbdrF7bFbsf5C3/AJptpbItKEFCmfDm82agp2nVsj3r163tN05t3rFMnReGHjRvAQ8DkKbPwSa/cVO35gBBXs9nTZuD6jUtwSGoIKgmygwevssHiUEGQBZQo7Y8hw0ejalX35tmqxStw7MQ+mKwiBPIDpbLAbldDVDkQWro0qlWrhgYNG+HV6q9A1Dq3zp42G8//ORMgz8+MXcEI/C0CsuSAnJMOmDLhsOrBZT2A5F8Cgk8g4Fucxj+QnQmPw26BIzsZIO5APiHg/EIKWi9IILUpQwmqJu9P3+JQ5daskO1myFlJgFVPix2S2AioCnmxWPSwZSZARczvJMVtcBVwXnbYZYsFcs5DaqWwGTOgMqdDRUSRLoj+4YRAcL4FF8eyMRWylezJez84XRFlZ5xu4ciQDWRHyWkf8nKNSgTnF+oO1CZbOeYsSIZUL3xDwZMFe36+kgTJlAUYH8FiMEA0PYIcWBIqXRDlDe2z7wDR+TWkAA4qAz0PXgVO5QfOx//pYsZuhpSTDln/EFZjJgSjEVxgEXD+xaHSFgMI6/zjKHBDGTJJkWxMhcOYAkdWFgSHCXJQCah8gsHrQgAfL6mI87eTOybiWkeiRrnAMCVOx8vxxPHnns8JanB+xd39J+2bs0AKIxY4yBhVOuWZUJPavvm+G3/r28guZgT+cwiQuIXkpETY7HaULVMWAUU8v9tkdzwzMwtGg54kaqWL7OIlQl21MfKTIO5YDx88Qnr6Y6SlPQZxNyKFBkNDiqNocFEEFwsu1GpKxMG9u/dhsZgQGlICoSVCCoAmNTbSH2cAnARBFGltjSdZBvI3oIwnEwY9GY+yOcSRrQ6Op6l4fX19aIC5s/ZHYTNts9rwOPUxMjIzkJSciBxjDvz9iiIkJJC6XgUWDXxqG6Rtk9GI1NQ0ZGdn4c69O5AdMkKLhiK4ZDEEFw2m8yHkidUrrD+pKal4+OiBIvbKlqUpf72+a2UZ6Y/TkWMy0vnkyAUyB46X4ZA4kmIGoppD0eAQj/5nZ2VDr8+E3cGBp78hEmSZ/FuGWquDv7/fc83D//YbxATI/5Ycu44ReFEEJOL/WtCF5kU1/zLaIUGEHFn4E9Hw1EXxy+hRnns8L19qLv83mxPiG/C3+cqQJfIzJeeKH7aQf8lPIrsdI/B/lgCx3pMFP9kcyxvQ/H92QIV03D1OvkD9jOcZKxFv5OA5HqRQIDsKEmAChD0VjAAjwAgwAowAI8AIMAKMACPw0ggwAfLSULMbMQKMACPACDACjAAjwAgwAowAEyDsGWAEGAFGgBFgBBgBRoARYAQYgZdGgAmQl4aa3YgRYAQYAUaAEWAEGAFGgBFgBJgAYc8AI8AIMAKMACPACDACjAAjwAi8NAJMgLw01OxGjAAjwAgwAowAI8AIMAKMACPABAh7BhgBRoARYAQYAUaAEWAEGAFG4KURYALkpaFmN2IEGAFGgBFgBBgBRoARYAQYASZA2DPACDACjAAjwAgwAowAI8AIMAIvjQATIC8NNbsRI8AIMAKMACPACDACjAAjwAgwAcKeAUaAEWAEGAFGgBFgBBgBRoAReGkEmAB5aajZjRgBRoARYAQYAUaAEWAEGAFGgAkQ9gwwAowAI8AIMAKMACPACDACjMBLI8AEyEtDzW7ECDACjAAjwAgwAowAI8AIMAJMgLBngBFgBBgBRoARYAQYAUaAEWAEXhoBJkBeGmp2I0aAEWAEGAFGgBFgBBgBRoAR+B/1pn/9tIjeAQAAAABJRU5ErkJggg==" alt="" width="800" height="222"></p>
<h3>Choosing the Right Cable for Your Needs: Home, Office, and Industrial Facilities</h3>
<p>When choosing a network patch cable, the intended environment plays a key role in deciding between Cat5e, Cat6, or Cat6a cables:</p>
<ul>
<li>
<p><strong>For Home Use</strong>: Most home networks will benefit from <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat5e-patch-cables.html">Cat5e</a> or <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6-patch-cables.html">Cat6</a> cables. These will provide more than enough speed for streaming, browsing, and gaming. Unshielded cables are fine for this type of setup.</p>
</li>
<li>
<p><strong>For Office Use</strong>: If you have a large office with many devices, consider using <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6-patch-cables.html">Cat6</a> or <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6a-patch-cables.html">Cat6a</a> cables. These will handle the higher data demands and network traffic better. Shielded cables might be necessary in high-interference areas.</p>
</li>
<li>
<p><strong>For Industrial or High-Density Environments</strong>: <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6a-patch-cables.html">Cat6a</a> or higher cables (shielded) are necessary to minimize interference, maximize speed, and ensure network stability. Shielded cables are crucial for environments like data centers or manufacturing facilities where equipment can cause significant interference.</p>
</li>
</ul>
<table border="1px">
<thead>
<tr>
<td><strong>Environment</strong></td>
<td><strong>Recommended Cable Type</strong></td>
<td><strong>Reason</strong></td>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Home Use</strong></td>
<td><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat5e-patch-cables.html">Cat5e</a> or <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6-patch-cables.html">Cat6</a></td>
<td>Provides sufficient speed for streaming, browsing, and gaming; minimal interference in typical home setups.</td>
</tr>
<tr>
<td><strong>Office Use</strong></td>
<td><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6-patch-cables.html">Cat6</a> or <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6a-patch-cables.html">Cat6a</a></td>
<td>Handles higher data demands and network traffic; shielded options help reduce interference in large offices.</td>
</tr>
<tr>
<td><strong>Industrial/High-Density</strong></td>
<td><a tabindex="-1" href="https://www.cableleader.com/networking/network-cables/cat6a-patch-cables.html">Cat6a</a> or higher</td>
<td>Minimizes interference and maximizes network stability in data centers or manufacturing environments.</td>
</tr>
</tbody>
</table>
<h5>*This table provides a quick reference to help select the appropriate cable type and shielding based on the usage environment.</h5>
<h3><br>Final Thoughts: Which Network Patch Cable is Right for You?</h3>
<p>Choosing the right <a tabindex="-1" href="https://www.cableleader.com/networking/network-cables.html">network patch cable</a> depends on your specific needs. For home use, Cat6 cables offer good speed and performance at a reasonable price. For businesses or industrial environments, Cat6a with shielding will provide the high performance needed for data-heavy applications.</p>
<p>At Cable Leader, we offer a wide range of network patch cables tailored to meet your needs, from basic home setups to high-performance, industrial-grade networks. Whether you need Cat5e, Cat6, or Cat6a, shielded or unshielded, we have you covered with high-quality, reliable products to keep your network running smoothly.</p>
<p>&nbsp;</p></div></div></div>]]></description> <pubDate>Fri, 11 Oct 2024 00:00:00 +0000</pubDate> <category><![CDATA[Network Cable]]></category></item> </channel></rss>