openpencil/screenshot/openpencil-star-history.svg

379 lines
117 KiB
XML

<svg xmlns="http://www.w3.org/2000/svg"
xmlns:hw="https://hyperweave.app/hw/v1.0"
role="img"
aria-labelledby="hw-8f6b3caf-title hw-8f6b3caf-desc"
viewBox="0 0 1100 660"
width="1100" height="660"
shape-rendering="geometricPrecision"
data-hw-id="chart-8f6b3cafa0d92b9f"
data-hw-type="chart"
data-hw-frame="chart"
data-hw-genome="primer"
data-hw-mode="light"
data-hw-status="active"
data-hw-state="bound"
data-hw-profile="flat"
data-hw-motion="static"
data-hw-generation="1"
data-hw-contract="chart-8f6b3cafa0d92b9f"
data-hw-size="default"
data-hw-fonts="self-contained"
data-hw-regime="normal"
data-hw-glyph="github"
style="--dna-surface:#F5F8FF; --dna-surface-alt:#FFFFFF; --dna-surface-deep:#E8EFFA; --dna-ink-primary:#1E3A5F; --dna-ink-muted:#537395; --dna-ink-secondary:#537395; --dna-ink-on-accent:#FFFFFF; --dna-signal:#1D4ED8; --dna-signal-dim:#5C7C9E; --dna-status-passing-core:#15803D; --dna-status-warning-core:#B45309; --dna-status-failing-core:#DC2626; --dna-border:#C7D5EA; --dna-region:#F8F9FB; --dna-region-border:#E9EDF3; --dna-label-text:#1D4ED8; --dna-ink-ghost:#1D4ED8; --dna-glyph-inner:#1D4ED8; --dna-border-tint:rgba(30,58,95,0.12); --dna-border-div:rgba(30,58,95,0.12); --dna-seam-color:#1D4ED8; --dna-shadow-color:#1D4ED8; --dna-diagram-shadow-color:#101828; --dna-bg:#F5F8FF; --dna-bg-alt:#E8EFFA; --dna-ink-bright:#1E3A5F; --dna-ink-sub:#5C7C9E; --dna-ink-tertiary:#5C7C9E; --dna-brand-text:#1E3A5F; --dna-metric-text:#1E3A5F; --dna-seam-gap:#E8EFFA; --dna-badge-value-text:#1E3A5F; --dna-badge-pass-sep:#1D4ED8; --dna-badge-pass-core:#15803D; --dna-frame-fill:#F5F8FF; --dna-chart-title-bg:#FFFFFF;"
data-hw-chromatic="primer">
<title id="hw-8f6b3caf-title">stars: ZSeven-W/openpencil</title>
<desc id="hw-8f6b3caf-desc">A chart artifact, using primer genome.</desc>
<!-- agents: this is a HyperWeave living artifact. Its data is in <metadata> — hw:payload (lossless seed, replant to regenerate) and hw:envelope (compact hwz/1 digest, ~200 tokens, actionable). Verbs over the seed: extract · verify · transform · diff · query. Contract: https://hyperweave.app/llms.txt -->
<metadata>
<hw:artifact id="chart-8f6b3cafa0d92b9f" type="chart" series="core" version="0.4.1"
xmlns:hw="https://hyperweave.app/hw/v1.0">
<hw:provenance>
<hw:generator>HyperWeave Compositor v0.4.1 (InnerAura Labs)</hw:generator>
<hw:created>2026-07-29T03:39:26.265861+00:00</hw:created>
<hw:human-directed>true</hw:human-directed>
</hw:provenance>
<hw:spec size="1100x660" performance="composite-only"
theme="light" a11y="WCAG-AA" platform="github-readme"/>
</hw:artifact>
<hw:composition xmlns:hw="https://hyperweave.app/hw/v1.0">
<hw:frame>chart</hw:frame>
<hw:genome>primer@0.4.1</hw:genome>
<hw:variant>porcelain</hw:variant>
<hw:profile>flat</hw:profile>
<hw:stratum>002-TRIBE</hw:stratum>
<hw:slots>
</hw:slots>
<hw:environment platform="github-readme" motion="static" status="active"/>
</hw:composition>
<rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:dc="http://purl.org/dc/elements/1.1/">
<rdf:Description>
<dc:title>stars: ZSeven-W/openpencil</dc:title>
<dc:creator>HyperWeave Compositor v0.4.1 (InnerAura Labs)</dc:creator>
<dc:date>2026-07-29T03:39:26.265861+00:00</dc:date>
<dc:rights>CC BY 4.0</dc:rights>
</rdf:Description>
</rdf:RDF>
<hw:aesthetic xmlns:hw="https://hyperweave.app/hw/v1.0">
<hw:chromatic system="primer" space="oklch"
palette="porcelain" contrast-ratio="10.8:1"/>
<hw:motion vocabulary="static" physics="none"
timing="phi" duration-base="2.618s"
stagger-regime="contemplative" cim-compliant="true"/>
<hw:geometry form-language="editorial" corner-radius="5px"
grid="auto" proportional-system="phi"
mathematical-basis="golden-ratio" symmetry="bilateral"/>
<hw:typography stack="'Inter',-apple-system,system-ui,sans-serif, 'JetBrains Mono','SF Mono','Consolas',ui-monospace,monospace" hierarchy="11/18/8"
weight-range="500-900" metrics-method="lut"/>
<hw:material surface="genome-native" depth="shallow" texture="none"/>
</hw:aesthetic>
<hw:reasoning xmlns:hw="https://hyperweave.app/hw/v1.0">
<hw:intent>Porcelain-style chart card with a pale surface, thin cobalt/variant
series line, subdued grid, and live pill. The chart should compare
directly with the specimen's soft report-card treatment.</hw:intent>
<hw:approach>The same primer chart layout runs for light and dark substrates; light
variants inject paper gradient, border, shadow, and accent roles, while
the render engine computes axes, labels, milestones, and endpoints.</hw:approach>
<hw:tradeoffs>Kept the chart static except for compositor-safe line draw and endpoint
opacity pulse; this preserves GitHub README compatibility while giving
up richer geometric animation that would complicate reduced motion.</hw:tradeoffs>
<hw:constraints-applied>self-contained, cim-compliant, wcag-aa</hw:constraints-applied>
<hw:spatial-notes>1100x660 (1.67), left-to-right</hw:spatial-notes>
</hw:reasoning>
<hw:payload xmlns:hw="https://hyperweave.app/hw/v1.0" schema="chart/1" media-type="application/json"><![CDATA[{"repo":"ZSeven-W/openpencil","current":"4.7K"}]]></hw:payload>
<hw:envelope xmlns:hw="https://hyperweave.app/hw/v1.0" format="hwz/1" media-type="application/json"><![CDATA[{"v":"hwz/1","id":"sha256:c35de8f7f484d3da1dbfc9fd97fa3f8b3effa43d66b0eb5bf0f85a86ef4e706d","k":"chart","title":"ZSeven-W/openpencil","intent":"Porcelain-style chart card with a pale surface, thin cobalt/variant\nseries line, subdued grid, and live pill. The chart should compare\ndirectly with the specimen's soft report-card treatment.","state":"active","data":{"current":"4.7K","points_total":13},"frames":[{"t":"chart","l":"ZSeven-W/openpencil"}],"prov":{"by":"hyperweave","ver":"0.4.1","genome":"primer.porcelain","ts":"2026-07-29T03:39:26.265861+00:00"}}]]></hw:envelope>
</metadata>
<style>/* hw:css-modules: genome,accessibility,fonts */
svg, :root {
--dna-surface: #F5F8FF;
--dna-surface-alt: #FFFFFF;
--dna-surface-deep: #E8EFFA;
--dna-ink-primary: #1E3A5F;
--dna-ink-muted: #537395;
--dna-ink-on-accent: #FFFFFF;
--dna-ink-bright: #1E3A5F;
--dna-ink-sub: #5C7C9E;
--dna-signal: #1D4ED8;
--dna-signal-dim: #5C7C9E;
--dna-border: #C7D5EA;
--dna-border-tint: rgba(30,58,95,0.12);
--dna-seam-color: #1D4ED8;
--dna-chart-title-bg: #FFFFFF;
--dna-shadow-color: #1D4ED8;
--dna-shadow-opacity: 0.06;
--dna-diagram-shadow-color: #101828;
--dna-region: #F8F9FB;
--dna-region-border: #E9EDF3;
--dna-glow: 0px;
--dna-corner: 6;
--dna-rhythm-base: 2.618s;
--dna-bg: #F5F8FF;
--dna-bg-alt: #E8EFFA;
--dna-brand-text: #1E3A5F;
--dna-glyph-inner: #1D4ED8;
--dna-font-display: 'Inter',-apple-system,system-ui,sans-serif;
--dna-font-mono: 'JetBrains Mono','SF Mono','Consolas',ui-monospace,monospace;
--dna-sep: #C7D5EA;
--dna-status-delta-positive: #22C55E;
--dna-status-delta-negative: #DC2626;
}
/* === HyperWeave Accessibility Layer ===
* Non-negotiable media queries for motion, color scheme, and forced colors.
* Included in EVERY artifact.
*
* CAMO NOTE: @media (prefers-color-scheme) and @media (forced-colors: active)
* are INERT when served through GitHub Camo as img tags. The img element
* creates an isolated browsing context — the parent document's color scheme
* and forced-colors mode do not propagate into it. Artifacts will always
* render in their default (dark) theme on GitHub READMEs.
*
* These queries DO activate when the SVG is embedded directly (svg inline,
* object, or opened as a standalone document). This is a known accepted
* tradeoff: dark-default through Camo, adaptive in direct embed.
*/
/* ── Reduced Motion ── */
@media (prefers-reduced-motion: reduce) {
.hw-logic-bit { opacity: .8; }
.hw-scanner { opacity: 0; }
*, *::before, *::after {
animation-iteration-count: 1 !important;
transition-duration: 0.01ms !important;
}
animate, animateTransform, animateMotion, set {
display: none !important;
}
}
/* ── Light Mode Override (see CAMO NOTE above — inert through img) ── */
/* Light mode: genome alleles injected by CSS assembler into per-artifact @media block. */
/* ── Forced Colors (Windows High Contrast) ── */
@media (forced-colors: active) {
text { fill: CanvasText !important; }
rect, path, circle, ellipse, polygon, polyline, line {
stroke: CanvasText;
}
.hw-frame-bg { fill: Canvas !important; }
.hw-accent-bar { fill: Highlight !important; }
.hw-signal { fill: Highlight !important; }
.hw-logic-bit { fill: Highlight !important; }
}
</style>
<defs>
<clipPath id="hw-8f6b3caf-clip">
<rect width="1100" height="660"/>
</clipPath>
<linearGradient id="hw-8f6b3caf-card-bg" x1="0" y1="0" x2="0" y2="1">
<stop offset="0%" stop-color="#FFFFFF"/>
<stop offset="100%" stop-color="#F5F8FF"/>
</linearGradient>
<linearGradient id="hw-8f6b3caf-area-fade" x1="0" y1="0" x2="0" y2="1">
<stop offset="0%" stop-color="#1D4ED8" stop-opacity="0.14"/>
<stop offset="55%" stop-color="#1D4ED8" stop-opacity="0.04"/>
<stop offset="100%" stop-color="#1D4ED8" stop-opacity="0"/>
</linearGradient>
<filter id="hw-8f6b3caf-lift" x="-4%" y="-8%" width="108%" height="116%">
<feDropShadow dx="0" dy="1" stdDeviation="2" flood-color="#1D4ED8" flood-opacity="0.04"/>
<feDropShadow dx="0" dy="4" stdDeviation="12" flood-color="#1D4ED8" flood-opacity="0.03"/>
</filter>
<linearGradient id="hw-8f6b3caf-line-g" x1="0" y1="0" x2="1" y2="0">
<stop offset="0%" stop-color="#5C7C9E"/>
<stop offset="55%" stop-color="#1D4ED8"/>
<stop offset="100%" stop-color="#1D4ED8"/>
</linearGradient>
<filter id="hw-8f6b3caf-glass" x="-40%" y="-40%" width="180%" height="190%">
<feDropShadow dx="0" dy="2" stdDeviation="4" flood-color="#1D4ED8" flood-opacity="0.06"/>
</filter>
<style>
@font-face {
font-family: 'Inter';
font-style: normal;
font-weight: 100 900;
font-display: swap;
src: url(data:font/woff2;base64,d09GMgABAAAAAPTYABMAAAACHbwAAPRiAAQAQgAAAAAAAAAAAAAAAAAAAAAAAAAAGo0TG4H0chy1Lj9IVkFSjl4/TVZBUoEoBmA/U1RBVIFcJzQAgWwvgTYKgaNwgYl/MISePgE2AiQDjGgLhjYABCAFlD4HIFtHDHKH5iB2DrIW6T7dRgR8qdNpnQnf2wNsOtC/VXaOJv11UPUDKphu81Buh47Rb7dw9v///5+WXAxZ4ApOVdWtX9WnZQdyqSqtVnX0UgZymYUiJoKNtQNduWiduefNOV9YddKL/oLd0cJY2TRFpkzD3EMwKgW7hCQJrdXkVEJK3qwXK9Wgw7cKm873iwr8wsRgH/jgL3HGwzttaiuEiAh8nbo9yfRdPdGjfvEWlbgjz5VRnFermd7044v3Y/QMlTL5ef/zQFGHJA4o2ZU8w6mvqkgXiluuIfbWsfZ53knu5PS/Th0Ua7DJj/Hz/R9fNBRnwreM2xTCLy6ysD8FrwGPfuMWL5JSZcJV5gYjZ4ci8DKFMEY07HPdta8hWDGxxYuW2IJRjUaXhnAmijCCPIxr4EwFb737efKAElOCTDUCSpySuNnIQoaPNKWE+qbcoURT+jeMjc2hpB6/j68C7FZ4hVBNZVyfP8+vrT/n3vtiphkGGIYBhigXEBGjkWiJsrEKEQMERCrsdfmyui4fo7F6UYzabdfExgqwkYUZiHDZspvNlUar1uAkffM54WlCITxIFLY0pfoQH/VTrF73fCmMipMs0ImJ7SWAGxNaMwRz64gUQQHJHNUDBmzNKhkwtsFgsBE1YmPUxsiRBikiKKBigr6iAgpiNMbzrf7rl9Xv6xDN2f9sFA9ibaFCzc7kyQI9Me+p9P77vdfrbjZCCBojJJCEiPgmAUICNOCHWDmqfq+lcsPTdP67y+UsOc1ZLpeTyEWbpGmk5kBHi+gEmH/ji7LvhPSrso3//9zZnH0m4gzTAjXaNPLTN816RdAotGUeh+E42WP6AqaWFNivoz/k3BJB0MO2x7YscVMV//DdS943M3910zRg6Z4TiwWwNWrV9ix5qAKGIBhqGNsCAY2jZs8PMrkZboATzCg2a+d/3s2vS59LxajYFKgpEJIQLGhQD6EJhAiiwzC7/rVnvlbEDZXRLIyKcZ3Jiw59U+3HjrEOOnzA7KbXewTwRRBHvuPHHG4aILsxybKIdldaLeIsoICX95dLxXKCpWKvYq/imGxiG9PKxsbKyMgktt2IyUfsIRbEUrFcqab1G6Kz4r+qEY2ymQVvj/sAMNPzDHysR4i6XTJBtHTnQq9HFK1JfHPXNhJhMQYhbfSPN1jrZN4gCRAwNKizf/0LzMPetTx17TZeb9i6dfpM9yh0l8RBA8kis2xLMiY5fjzoVghH8AAhEBIIQeXuzSrq06LX77S2y9RtFRMI/+eoST4sANk1ErXIvPaApD4ty/PPj/2v/RDTgzUxrxASGcbbpL/mwg9pSIQy48nFLwK2ZtJ74S0QbX58m1UV8XohzKr6/xDpabp7El8ToC7JlVxXVSIrNg7/3y+/n509i/zjqoasfiHUE27qVY30/QKh+9Ql5P6XkFP5ZEE4JMLG5CgcRnn8/+81fZvejWLxX0j6NqDvZd9yvOV44PgohzGp4JzX3IPhw0MV+fCqSnqFUnhAif+/giT7FfhlX6DEr1co/UTJXpScqG86hEBH2h3SAUpc/wKk3LdAqQXSqX6IoxRGHfOoezBKYTDp6ajXPMZRz0c9HnT/n6lpux9LMFyQtIYC7cznt3o8NxUJh5iaZnZmFoO/n0sswDshrMDDQYlBAeQdL5AKCARvsbiknCkqxECHECo/la5jp1A5pNp9LCpZlWoXlWvP/1yqU3YDAqMKCIqEop/rfoFB1Q0o16VZk8uVGISakTMa1d6kTrKx6mWIap2QE27WjAf7m26td9cgCFD/ZWEY0CDi6298c3PAgdUk+MHWsAmy1HsAVFMBCDHF5HlwOe3ldcRaxie1oortcZajO2CkpVUTnuK+6e77L8HMVqDjEmwCCjyQJuDzwtJEPA6efm+rr1uVgFu6SdPKOIiIiDnz+Zb1sGlmYQHbathGQMaDGMMgjYWQMSbpr1z1m+z/LWeG6v6E9HNXHnIRCSJBQgjpYN0QQkil+D5s09DKQQXkVlU9G0zo8MihhPgrx1jav4NF2zvudaf7s4nbuEoQFRGBIFFi/H1fB4jSuHvnO4Qr5MXiI8gbInSKWUWxosQRk6VMYxCljTjDTGfLMEeu+Ra73Aq/1+Be+210yiaX/dUd73voG29t8/7sJ1+uiYCiMlToHtygUEZFMCaSKZU4r3LzUpgvzEfBVFUpLwk3/JEi3ARIZkm9xuEcrqFFtBdxB+fHNfFI8Y0iuTNeLj5fpIeJH0t2VJG7BR6w7XEIDgTq4YCmZwECa9GC6qUL/1YDDwCIPOkpdYZQT/bD51+/h0fHNL1QsT0pkclVFmds7I3Ovv3D3LGCJIMEAKKved+khKnL/gnAA0Dsp7/QjG6UACEysxT53kYn/BYAKgAEAH2fW//cv3knnV45iGA4/H/XIP3nMe8S9gIHgED028e8k5485moNxESQp/GDg48fdvL3Mwf+SswO3jzr/hgsla9s9vovch8Ej/5JbSaiLQfNHvJVp01Wb62j/WvjCxejHkNPJu6cfhJsAVAAzl7zmvdOnfx4O3l7+hSh377lX305+ctpZk75P9z/P/n5tU+7AVN4MznTmJpKADkYyNFHtHGsjyETXLeHw+l44MvVK8BJPk0K+h+XpzxgvNbXDRCv7+eyoxtv3wNNHaynqvWBltQjTQh6lNFeCSRvGT/FxpmUfWBv34T/1nshFOeGFq6ewbIJKlNiJVSiyXg+2lQ6Fx+dxyRnNsQAb4IamGXFCjSLzy0TC6mRUnVcG3/61h+j+x4zIIBxXN0erriDzCJS9Rg7NDHMi4CpAZkmTjn+SApQqBEyXRUa3eZAfAD1zh/3nSB/W9PgoLstARQ0jpy3vv671U9MFMeVIaWEEDcpmOHU4zBXrSzvep1Qy09yjhV6tQv1pn75MaZT0udunDIfvsUOI0Y4b3vxxdkdjeFt3563c70ln8/4zq+/Wjv5ot/GJOHnd1r/+7r2ZPoXa2Vs0A0sVlcPn6uoGv5bsTo23TwyMdFarMFIzcfKRcKZoqToQDaauUbqitcoJ8cXlWTB9a+TkCEC+WMEyaZsUM0g+LZ+wL6Sn7iZRosY8QVDYpHfkpekWN+WZDpdMWalDRv0l3d8ZV8r/4MiYw7gdAwaxImpIXJARfiChCzOWPt4EtmrkcABAAsA+BTnJfiDpgWHofvW/z6W620nMN1K0d8Q1+5Xy3ptiUTnvRsYWOytHtgnGVlqo7juim1RJkIdSXcWKSZ5NRWlZI4MZFa0XjivcSzWqhb+d1mR/KkaVlHwqRJeXOt0O2KhYDhWKGdnCxJB5VnfVx5kqYzQmQI7/tGc3SfvN+cu5a/M5XbNrq6gkEZvxqZI0nZBX6WZqu58QrMkMTNbBOhMX98Lju/VZ4Uba7uObPLL9o4MIya0W23mzw0hPxQUUM/2XgnU99BuLy7Qfx+cNNF/hxJSrpMI+2MqKe8av5l0WsPL+3vJIplGA0FDkFEEzLM0TtQqYVAMnu+eMw+CgFshkdeHmPDv695BOmeeoaUO+XUZIw+7/HXSC/rbNQQWPO8k5M7A8+4pqQQBGAAwSwGQ9HsLVF4M0ds9F3nQ3i0nlED/rAc5XxHoEHkFRphuTIl6G6UwkDhTiqNmpLmcAEBCSiBnIDmioL4yRNTXMmAcDE5HZaucL3iYyx+BVBv1tcs3YCgYssb8hfhRio6R345EkAiRosWIt0xnFpjw+VT0snXcbLBsexL6NeYEhaDx4OkZQn1f2NQKxwiFKIiGGBzWg1iIg4T7o9qP/9q3Y8bEt4Ja5++QnxAAlkaZaJ0mf+arbhl3vdIeR32QWKtI3hzIUrBwkn3xSpRue1RrMJSh5eBsx5zSpC71Ygpw+CsIyySAt2HPr1kyL/NXujIaXRvp5DxP2QUKLiA3ZpxmtGAIoWsjndYAeD8UxgGASMIz13M8H1NRGU5CDQa+GuLgHDnNGY7PN5sdoG+0IBg8l0Z//GgzROG4jjhZ3VgrBxhw/5zWmRCMMTcf4z5oHNnc51FEswZgkM8TkED49guiOYD9FhvAYQAqfP5OK3q+po8rAKM6BjwzQIM3AZAHPjnxOyFAf9XJG+DJizas8y75oFW/bjbt9PdKrxGOsbYlwDmd3kpwzA2kAaeGxTCw/vEIhtS7cLmAWp+mX+dpQFXkUmWi27od6SKWmru2P9tTsjKjgd0mddfNq1/eseOr7GRbft8ZN8mOPfPrSfSnkMsFVLs82kdyRE2NOb+34vbcXVHARTYAHMPn+j7wnzNM1WvDOkEJMg4vOf7JP/TJ6SRH9i8qc58f5+fvrRLrO0jk5Wf+kHgDeRlkNgPuiWh5/kkW7NQ7/u6y4fcze9GGs79y8gQP0qoOkqEC6z5H/8j+XKqhqnRnq6micFkbTCK58jLFNvXho02DRQTXABjBHbYOIX5Y9kGsQJpWTnEPJppttZPifgXyu1BNcUsOog5jdjmCakPJcz1aLO4ZUb2EoqN3z4/Dzm8EdQB7FMW4g/SUm+xFH9pt9gyrdZ25PNNF9vM37g5GGEpV3OPreXAaBmerhi111HtY5arsHF4u8nkXP9wOj+ZDD8CPzwfftn+xilMZWYStIGF5IyXgzFoTp9JsVTJ/SW2+BSxky2MpX/6NToEitkqUMaiwlKNdTnBzWn6pl2av9fbOexE+yf9HjK/aDfOfTnFMzBxEDzlIiglKITXWWRsRh5yMjCYsY6JNkzREoCBBFIIFo0KEcBMqlFyYMGqRIhlEiSIXLYbCMMPYiRVLLk4ctXjxnCRIYOsXwiJYgES2ooVK5CjKVSJvFjy9lGAB12dK8cqQqZCpllj6S8QuDTi77WFlr/yyh3324xxwkMYhh/N0BF0cXXV0zHGcE7M+YJeyfOYB9JBVlUdaoMeqPBE91dmzVQfPvYbeiVrL5ieOohwp9zDHYkSjTu2ZVDLXdsiRosX6QDZyNT4Vd2BNz00+uyKNjyGCSKngWRP+EzywXhQimKVROMFBWzFI0WCNApeyEFVw1EIqFv594EsM9lvdFSqCIR95LadSFcTCLFlnDPwJ7KiAJzrUCLjhhLDY+wXlTpU8/EVpH3IorhihUAzfLfPBR5Y++8IGr1Xq0EHGOC+OutbSk/LhksQu7igkzmdCPpxLuKxCwXyvcBBy7f6Hc7hbdg8UcVQEcogSTk05RdsUwBefOA4StnFVoO6IGmLdRRzFSR5VildJVIV1CY4iL0ZyqIh0kQKxVsVPBTcBXAYV93iWhCVwkKLFUclnYSWDALqi6FJgjnUpqXOQ4irDNVkI9rtVL5Rxik4ONOUjXGcEGsa2gRgAOzXr1DzbHVNmuKIkD+twj9/4lMuu+XMN16D5gR5651M3Q3b0foZ4cgpKFjQsWbOho2fHwIELV24GGGiQQJWqLYsYUTpPW7aUiMJpa1bOBqgUsdF3GFWA5VdWkLbI4VSZB36sck7kB1RfAaUW/f4s38f5KN0w6rtoN7Qtsp5acrRGIYIIFmDJlWijqNsw7u2CQSkZGMtpc8FAgXb8ACEArHLsfoOJZqakGpF7qBwVamy0L4ziTxmyIiElo6JmzZYTL958deenj3CVltmYmnBSa0CRL8KQooj4lx8NcjAA+g8StvQbGDJa8UFhkzE9F+pPLIGDR4IUGQqUqFCjQYsjrrjjGa9+mU+EL93xo0f8+1k9Bb3oU/1FBp4/m99imN87kT+UaPpoQRlYpbayore9a+14L0lIjBr7x9Ay4M1QnJgThPt9Ra5yAoSAyC/GrIJIgbiPtqJBkxnHkLQ1t1krMXSvCWg8dY/Tp0o8oLbOE9c7OZ3OuBUKrwaCcrX+FKYjre8j8Xftkvzk+2WF/ajVYXt/35hknB5dzaPzfeIl16DsDhAKHM8AnFlGhdC6D/aWmI6pjmi4k9Iv8lOttLbN332KO6Kn20fBly7fyvpIbzIL30+bRHd2f67W93cUelfkEllu+T2co/7s1D069plMM+9bc+FffskvMqQP43iv33MgjMN7jCwDATbaovXbvaXfkkvOPxWtk4zcZ0g498eifu9pyCbc0sxGVaN9SkvqbkfQZYuUl8dIjr8PGOpfq9azZANF4t/5gugDGmw8MBmxmYZ8Fl7z0TUpf3f4vdlQn5YMGki9qAEsTVuEtxXXeBWqilSxCSlgOOed03b4K8uSf/X5CObdDwG1zkzelP5GOsx2iNZjAxtb3wT/kVF6fNMubbpm0mAH3QtnDlEBvU59eqQd0j5LNde4ltv5VpxRbcz7nuuiUl01YAP1nfQaCqjFEsl18m3Yi/avYKT0zyPiE+38J62D1IbOaxSzM1VmTuP6mAJv3S09Ub4bXG02YBbpcO6CjYH4mvKRWetfMUxi6T4H9YMSSrRO5nbLOq0/VIjclMpdibzdNhSOVTp9/banoRCcbDtyrl3AhAjwRGuJMZyT4xN2exevoR2s4LwH+uqXy4c/oqxpvuC5W1Oy4/FdIDeut+tLCcXO+cCJvC30rsqDTwisMq45jx4N+qSa7DmlYJJ8XRj8FzCR9rZjWt6rNYgjf1YSVeT+7Z1Ilr7al1oZ+T4ybWi4RJcjjFGsDbQYDauPTE/tYWYiOz2Z6lhTbQ+tF2i1H4A6DQHHg/sJ+C5zong7I2/K83AlbuoS0G782PyquyrgcEzL1I8xzv962b3E01eopT/wrJ7Igj80KPanftaDnqy99EV26fONT9gUzfz0WMxqDQ93mZzisG3SPUx7THSz3ebfrWaXaf3NR+I1sKODIboeX3733pkPgBKgWCu94HSnn3aw8Y6U4f5pEW4rJenQVYfrg/hWkRwmMV1OCcak9bJM+EdjIq1wvCakfcOrncQdsGaGaQJjaLe5Rx/aejFmQyynAVtf3K+bW7GUQQrsXmJedKWE/ZVxPHwfYqgEda8SvRXQfNUWsq6WOum2tKqgoQOOeKjtB0KtFuupT1qx6hmWt/7Zr0G8pBYgxvOWcQvoK7EI8pXxoh+Ce7EV4EpCPmm+0vvPZz/+9PkCkfyqF7iOsdOg/wrpz1uznnPSzyVLSUM1LU9UYBiWNSWHZbgG8Z1pZ3w5iJ5HTewVF5RneNXncvzBCG3To61qwbwQ0gxKuJJm1fpCyYBMZkOtmcnyEeu7KuOPefo+ONjUn7QkI+XGsiPEpncR+45wgCRXLe8oC+EQVZtVv7/WUND57rfETwFo5ucIL8gGwn0lBbStPgY9PboiY9rEd+3gPIfT40p2HH94hSbhRsZj7J4YdDywR189KixYm+mPi3EIXVp89Y/uXAiOzfssS8eSR1k9E/fC/zzXsZ5r5UKlZo2hzToyc30p39QXnl9Nov6xFqyh85KBf7Tfy9Rdn5vRYC82IyR0r6uBkVn8q/ODZQzD2jP3Y5KFNR8sh5QGavQ48veHUD7h1QcSGeEj4fjxX7OgKFNHIvWZvWyLKIolVZwh+voQ90MhCJ/2ggb6gx8cUA15ZvF8VMesj4fIA1RBFJ1lPNwZRfzZz3409+QbfKDdDNu5+totB6y+3BQDbB+pRs1ke0JBvv9XiJ6TT3ycsRvdiB7+lcPxmSnWPPMnpAxk4X9+7n0p9n7Dpb+7/eS1/xFiPWC5Nj8PJ9nyP1Gyp74jr5lBf0JM/kdUcX/X7eIP2fojDdOzb0M3CdZebzP5Q9jbCcQDaqx5UzaY/yOBRS7iCDXwFXsvZ9kmrns8U3D1cSZ+uB1OFzsnHuCYICRmodPMl9FyfVEC3iU3eo2z3Ivs548zDUOGfBy622tHflap+XhLePsZu/KA36p0abMq37QVmg92Qext3MvgOCND3I/1mj87hvp2POxkyW7ojH0Mh5n19B6j7lvqX5VwhNwAePDixpsfT/6C+QgVZohIMYaKlSDULLNEmm22KJkyRZtvgRjZ8sTKly9JgSLJSpQZrsJSoyy3ynir1ZpsrfVm+r+dMuy2R56jjsp30kmLNWpU4LQnCj332hbvvLMzhVnbFWZYGlKTWntSlyb7EVkQeg1E1cYG5qCIIQBApdJpNCOMTsAZQm6QweEgaK4Eh4PAeGEeHojwUyotohxJChXHDPEapKrw6Zaq8wvLVh1yJki1CqmFGSJqosJGCYuEVVnmlxKyWsBO5EHORE1R0sVrGZfaofenLQ53oMudBvRo6dXlHj36zRjQNGTasDlL7DVS6Vskl4wxTFtmznL7rZi7onxClGjYEVk/0OdHNtliylU2+bEpPzHqZ0b9ogZuNoRNZETbr8u+3xAWH2z5ZJLkM/8Q908161/G/dsO21fzrnGtgh12+s/Y9zrXTzdg3o12u8keNzvoFofcapvbHHa7i9xhmztrsQxppY/mNI+8tuhZ3yTvTFxK7OWZfvtI9oABDxrcEiVVItVqv+WQyGzf63Yn4q5DIthfZcHeFi9ywKRldYYmeyvYlDcjPi7Vo9BRCBoCL354KCSwwDFSBJ6CaQqtQloDbCG9sEHIKCv5tKJJs+5kG8eowk51OBN2rsOFbpeiroRcP4S7ETIkGiokMlHSZJa4xRi1xDYjZi01atS0MTOWGbfcDitM2azhWxq+MzOiPoFBxCaCvUT8FA0/LwN0wpR+Zyc+GESYEuWc0GirQf/wL6Z/m7Nd09VTkFwzXctStIN3Bv3X/4Rdh6br57C0TzAJ01pdoqaZbnqq+U7QJekpM+aZKfYX+dwuTf5PrEjC1S7ehRy22k3QQk5T24RcLfd34oFBv89XlV6Nrfouyqs47wSOjq+YGz3P+eCk7sZH8r7giU0SgcPQUM2lqE6yg9SbQWCUzL3oiNlgTqCSazO4SD1JxAZQymYsjnIZgPfoPWnEST0nLkPdOY/0ThsN68u8KuqwuOFNnYub2nK07nxO4VJ1gLlaxOlEQZYhgUCLWQvNp1iD2exdT9jc3TKW4s9muA7sQWiFHsjRNaCpc0i1oVIogUUyAGajoBRG6KDU4BYRQMmu7SSSqSvAxKmqqMme8ZqENXxesxOgHEAH/hC9Tf8CGoSSjcTtC+J9VDO2I0d04BuRvpiUu2mJHBVSG7HKjUlvEoJAga0rhzL1dvXIWQd+OFTgywJaUsUIa7hNNqRhKalK6wXOyraEWWmIK7B6k2m/KnRY+gIOnRvMKACCVDX1Yk/lBwsIoxzRdazNkNXA3psc2C4GF3Oc/6EokRrOg1zPB4NPKLL2ZVxCZUk5MLCnvJraOJQb3IrlMrSNIw/APU0zc1qZ0nbii9s0xDHasJe2uxRk8bpxZxHNT6z9hmidAKQS+O3AGYUNWNk1daU6FOKqkW0nJkIGZe7FRGfT2t2EWGt7W6pFZebuyOMw2XEjxOjtkJN5AATeuvFRHqoH55UvAeGZmkkqt8LUyKGk+zebvv6TRoGLfoNpefR7g/x7zK3+J9U0tJT8P1ozbt7d30z8jAfh/AMC8X7i5u27n56zx9paOX796fj+XUFYb5NiJbh2u8fB3W8Qc9Byu+zNMHghhkOnEbjJSPQyCqFGI0koCs/GouyarVBsNQxHDMcj/0UErtw+naEV67fPKHOKX+84L5VR/HH3ORl2RDfjDSeMGM952VxGzDNv7hixeQ8VvzDi9Iop5Uc8XombYQSihpNwIwjMSII1itCMJmlfjiHZv7OCS0aKDvg7ZK9tzIp39bD93rkFPoxGwxCVc776Nf0AuoYG9Hae9nX+dKzT07nOSNc6M93rrPSsC6Z3XSh968LpX2dnYF0kg0ejARV+BPttCuCABG5AAzZ8hEg3X2+7Zkpoy0Gfg0EqmadKgObZaf9SkC3hJS2IySElj5wCSop406oKQMWI+GFyV8j//boIOjcxpyCPMs/Prb/sJO2h/L1wcGnxxTvx0ksr81DezP7IEj84e+nlYqHwl9Fc2v3lVvoTy0vZzxNI9M+0E7RrJz4/2cl+eKqVezDv4GqSH7v7nXv9994/AzdDQv/942f/XHTwXHgmix/+5OHdxbvPfXju+HlNzsiDo+vfuD2mEpFPeFluRdbYmyZIsJCaw+JbljejRC/r2Ra+U4n1PIv6IOu+vCrVlliaNWZJN1uGzPRUItaz4un97shCdz3ESpT0PigGpRpuhJFGGe1b00zvj20N5/h7zTWvP7aP75Yru/vyQB3exArQR+/PV6LqhvQT9bba1/+/Fs/71VXNHnrmjQ/amaIoRXU2OQUpMnikuGVXkrLWCCKJItqY40wsb+bj7M/RTMcVJ3KiHR4DMoLRd1ZncjGmCsyUmKugqrHQYKnFSieyluqrEmwMVWNrhGaCbhYYMovAtEpg2WDb4TjgOuG5ANzwPYBeIB+wH4g/8x2nORi02SUR524I+GC3JJz7ccEneyXjPIgbPtsnBedRaPjqgFScx2F9c8hwnCfhdDhsBM6zeHQ6aiTO8wi6HDMK50VEJseNRpSEjygND1EWAaI8IkRFhHivoqQDeU6ahvc63nRhkV9Mx7yRr9EMzFuLnTITUWQOLnbpw8RoUo9Fnx5MihZVbnK6EFPSi5qa5jTivYscgCVOm4tYah4SDnkgMeSMULJnD8CRC+TBC8+bLwl//cgNMIDWINGsTDSVq2y5vBQq5KNEBV9VqvWMPjLoFccc9cZ/BIJ1QlOiB/us+H7EAkpUQsofDYDNZ3yfR7HNbk2akZuj3XnfyLR3fgwqj/Hfdk8WVloVKkpQhnJUorrNWWXdluyyzzGHbCELXnoec97xYjpV5dO2pDzpqOmcAdDfL4D+5TlBw4Q9YTlOZBuixyq+AiveokxXpt4J17xJ/H7/QkPHTZoybdpijD/xvE0GPyPxUu8YGs8NgHTTjki7HZd07SXdjopdO7HbMaELF7od4bswvmvPda1c1451QdaF0y5FuzDSyedWcFUGDoBE5/S5qQLBOHTsV0rApF4EANninHxCSh2sj6cYv4Xm00o7QzzV5AksNyDdC7MwHbkOlyM0ooXCLI1H5+BTQyOahnhWi5IJycSI9UM8myv4EhOFEdlDPNsleJDEGSNihzh2N9hdUu0g14HswxtsPernZifVMVeW7ZODCp4NAMe/vFqrNh988tlX33To1MUUYJAgRbaLFth4He+Q0QoMWhzvyG+YdEKwc0IHkp4QuvycKKH7ZNszWh0lFsGVcXw8P1MV2eiiW94EHvtFi4uUsMq6Yk0kwzmY2eJENwIHcqSNoTJXrD6sicapYYZPwhTO6tnXxo4PaSUu1ipYzUM5UmP/qCzNLRQFgLSIeAEQgCuEylBosJegTyxS4THZdKFFKPJBN5JDU2AEQkW9UaY8R0fVmpaxAIhEkBnZNMMY2O/mB3NjItIilmjzKD9ikOa/RM+fQRgBSNMvegMilL1fUotAV5BDwLHX8Fvb78Cx1zAc1LfAsdfg9+gmCHS9g5z+WP1hf+p2SjxDt5lPkHK2pwfd2FW01LbO+gFY6lToLOuR3dcA82FNivR6U2G93pKjvcTSkg2W6H8XWGcjLXCBbPcX75heHk8RN+rjW9ga2IfGG4F0RF3gOyZkDbPdZxSw6h7KGgULxNtiHTYBsL4g8fH56nnSguK7xye6kPyOaUCPD7+UHMKpN0raU0cwtIdra92o5vA7VWSlwd8HODKeidqzpo4M48QadX7xCKiOjSJVw0Evio3pMrHbEpmuBqLVfkxdCmo4qqVX9dbb4EPTjgxq6DMwcE3dH9QhKccxt7A3+DgpvYJM8OKy9uof914DMnCQgXHbM8sOW1BSROjl+6xH+0XdJiV7qhKWz3R8XpwOzVsqclqAycvAUet5l7G4PxQ4nFHQAHRYulwRMfKgsRCFEtxprfscoXTCGgavc5OB+QwuSfUHTmTw9KADMIyumCLBl6tj3op48YRZryA+NWdtrREFDW1vmqDdKAvmpoX2uvCuR5KSsVCoLGv+vlKBJ+KoORso1XQUAB4wGAoC3FkJ3rCVtHPfAzqG1OQqJNHV5CWTXrzRsBp4gFxZ6KZZt342Q08dV3Hi4lyft3zye+jTzJ06yGBDBELiV4OQklsskQyH9Vvcz517h9ue65xA/Ht2jNeHW8zUzJxqYWllbWNLozOYLDaHywP4IAQjqFAskckVOEGqNVqdvlSn5tYsc9OFRFqIW7G8XcU70YRl7u9RSipqGlo6egZGJhY2dk5uHj5+ASFhuIgoAl6opDAysuXy1B30dOqchHCsHfglSlPdzlRUER6ToBKNBpAmjRRnkUVmfaHqCLc90SSTTTG1osDUFbIQI1ZsLttihANkWdyBlbP0A8dYPuiwK1rbA8QYo8Ed78v4SLG4XJBEuzRrS2BgJUORkJ61mrct0SJA9yw6ZZ+HpQyLvBMOCfMZLQTsWlBitRnx1UBssQV7AQVhl5acWr9UOgxU56fySxMyDlwlb9nP90DDxIoTL8FYacYZb4I99jvoiBPueajFUy999EW7/5gDiQpUoSabiJEiR4laTcpqq6se8iOQsudytCb6GSBYBJbzoyVFizl/tN3yY84/7q7QmfNf+JBRTnQwpTJAS8RvZUuIUKHDhq+08mRV9s36MMa6TbEpNqVKylizKTbFpjQwoSWQNTWwXCK2NHyBNAx+kMR/aiPKL9KUQ0YDuOwuGBLaGYty1FYRURtVhic3Xc/45Bskv/wLKLCgggsptLDCiyiyqKKLCVpsccUHK6HEkoKHCOkBYvx140oOHyGWSFt9esw+x4jFxSPE5KsliCND3Q5L3lurXbdfPPLUg57sDAFhxyklbqmllR6vjPgJEpZZVqKyy0lcbnlJkpZfQYUVVVxJpZWFGCv8dVVVnTyF1NI1rD4arM/Rw8DOE0DK3YuAFDu+w4cefA3xr5jIN/37vsINP7wIIoow9alLQ5rTmKZQ0B7kXc1Up0r1qeZWxq7mtFhumLH2uOdjGqOrUc9UsCS73fUhhUMrXb1cnHEOatFehMOqVc9UmFQHPPK1EEOSqeXijXfEU/+VRqlOPVMRRjjsiY6SsFWq5RJMcMJL5iBFrV493WijHfeCqVb45OUWkBYivep6RLsB8zDpXsvFSrPfQ18KMCalerZCpdjngc9ZDK7cQjuBXpv9a3PR+x0HQAvY2WiBfbxJyixCupi3ShbaHcVyMROLHOzCd9++f75bNfD3QdR711z/+mk8m2L6C32A91qsPqjw+q7tnNjqgvYJ+sWTxnnZ/0d6+yteELeeqjEP27aO2XBLOJXneXP7KZbvte030UY/i1rEbnSN1/85+HLpN/9l4iNHX1g7/enIomfb9mZ2S5Mvlv/iP0rOe3v1Rk9l7vb/BV4p9uZ/RR7Pn7u+7df89yliL+QtXH/6Awc/cKP64AfvG2Mv5E7deP63nrncYnvv8YZvzycZPZpLP3zsvNctjx1v9T6ZvfvWy1c9crjN8V22e3WeV7K9IyJ7wfumt9H65OLt/lcKvfsS/ddzO+9OocyH7pH98mX5Xt2+c1X7Gb+mVL058umOzQ93fJU6+dj/5u3Nj/j3pvg9kR8StJ6xP9n1t+fzNYfft7Phhy/mb+j/nZuQncPyBvffOfW+Vz+288SHP//ozitTZ793bPatr7zzMfdX1yGPxX8oK/mm88dfvvDkwNoV72cuwu951y7njUBwV+fbsLuebbzu2Tc8y31KJACvvN0DuHry6tYP4ud//+ef8wdefLz3+ot8+kOPfXBjYcPut73x7GMGntv9kOHnX/b35d0Kz1SDvTD/gw9OFEjgkzu+PHeCKk+jBfe89O3Np7z0mo9GB1v/Ft4SmHPXH+VfaO+7PiX4yfXER7c3anNS7rVYfhna/7t9CP34tKJ1w+urR7dLmDLPfui11dP+hb+dDV74s+3znWccothKyoHM/ygk957RJ74rieQvlk4O4ZufzTxxdv+l99cBBUDfGc6NX3gg/05XuH/xk7H/7bsv01LTH9/sxr7zeMEnxFvbRv3twbIzmI5h8VNqM3AlzNI9QvIZoOQ5yrLVlD9PVLUOVr5oNuKo5bdJQPWbWsvrKXmzcnUbLHn72XIt19+B3mh18x2tF1TlUXDxnXXnXeG8QYb7YWjacc9fFJu/f3fOgIofN/JfxZAPPPdbxmaypd9dvWrmW//p0a5ZovHpGakps+f74f34dcAZeEo6yfn8ZNz4XAffdvREY7CwfjTBv+OcFDU/OrbouMa8WP60+9Kh+IPrjlzlF9aAvQ+y0TlylP0eyWy3dNbU2bkvIXTrc3Wz9ol8SG7jgvNWSra/2J6wy9NHmeWzQ6XaK1k7s6ksvSvWGQL4ZNc8dNpfjrvljkZHG8CxQl3wk61u+NVND1zxix3hhJuai6+99dap9UP2HQ6WirPrzf/5v8OufmS1b3e46NYWErYNVqiVIEVsFEPDwJXWBWskrDAC8BnWW+0fl/zrkJUOOFQ397rs6o/WW/L45sFL88vAhi2gF046m6zgUphIKJx6vKfOOOgPpbZZrsZ/uVUuWqLUH36302+BodRSy7nPPaqLqVRJIMQnQ9HVtPvaaJ8yP1tlmT5IUGvs973yEbfwv7zZprb8ZQwInnviT83uue9vLcy97rYXrrrLuWeauAcWwN1Gm77yfgbAp6XBCed5ftc8+hlksr2OwgopIrcAd59jIDhaxAn4jWNqgJhALJMHPM0+I0Wg98FPaMleT/LH7o1JrGHsx+bQ2dtjZfeEG2+OwbKvvG9bE9jiWM+qY3HnW9cBrBvXIF+wrORFXP9Q0eBwAEZ+zMTr2SloYjx9dWpsywPndCaIYJndcltbJzyR1W4AkmcWy5N7PRebCn+w8E4FSaED+L/K2kgRhNCVXV/JQBGSTZYpX5Ua9RAz8NyUYIqdhxHwgILJBwy4bKzQG+irSERclSXvX15/EH7CAYeQEcHDzAccMd38o2aTHSAFXwAV3zMTNPTDwtPnlX/h4F+duC6P1OfRfHflnn6bIwlEhsKncDSYW1NdGTHMFd14FYZ+uMjC3R9rXKt/7lE3T1/mN2HFw3v6jp/+hooQpQ6YIPs7hy+xADTAfH6em+fZM/AB5mvz1jz2o78hoclh72q8C+jNrVKiUKmC68MB++tCZR48s31RK/L99fyFAOb8Pvo6PoEA1OGaRktCGXMRv2GlhAjjz2PHYyPCK5oq0iyWio3sCS7HFuQNwPPst0YRnrnfgSiFv8cORrkB5Mb7HYpKeH/scFQbQHf2OzJLeGz/owEAvtjycH7tnP00nwKwP2u35I4F4Tw0SQ8U4hlQ9RZBOiOKOp914mKfwCROM+FI5FS7UnT1rahR7aRTZTNsam7edRNV7cwEycn+auvEPrW+yV69KMdqPKrtlFGtUA+gATK8cKdu1olalxcAiVUFiS4yGLLnHi4tQ3n7264jiwaQMqn4FiALAKjd5Xw/pgZdEFpWFwFoDZ0O/f1hSwfaNkWIGbtKcGxEblcspQFTtPbrKBqAb80e6MoScHQQPDQ1HFQxFi4AASoit0k53G1lFKeW1td+8hBySTCVvdrQICzkgQG0wvN9wwCsgCDdePeVkJQOgcWSrPP0GkYAOrD5Uh8ht2beC+Z5WuQ2IoV3jw0MV2wLSzO0qnAoNArFMo0ghGhXGnwtTa3OnbBEIAC+BAH1oodd54DbypQxDwEw8TMDeCgZ61cLoMZvXFEvIpcl4DKh7rgZIxznhDCXSdivyJCf45vTlNmJolTa148PRSzJDPqYABM12KumeGN/Su7W0vSlUlbcMeLRQF7KfOQx437ilP3Jo2A9xpa3MgtbSwp+JydTnBhGgAl5YO2vIVpz+ewPcvx/EotCt6CK4z2q953JIk7wOWX2tJuCOKC8YbKmzqNPkIUiu0UOseRWZXW3BXZLGLPKRZeuSSEDeZ1eLqGY6/A8VFzVwc3bRsdZTtVmvVuDmCNOseTGD/jWu4c8hHC3Ii+F0ZX2MnPazpEkD0Ie8ZF+hiq4+wKxDBc4dj6NhVpRt9lwfQupHqxT1wFVfPP43nET7Bk18c80ujO8PnrXpF1woZrl+zPIIzRfs0kk2oTl4jn2C+eXlLeiNz1R57B+rM0PI/E2DfzvJYhv2N1EoIjcMxHzuPY9EA2zHJRGoGYcIa8lG+0xjqX96T53JF6eS6c3vRxuq0GtsyEL1uvWR0yAVHgripxnjiwn4dFySttqbzJHPzGPrtMH+5XwiwoyYXkex+9qjm8HYe3eE8OS12zi9hPbjB8ARtFHnxZNqOhBZgcKiSKL5xrk1m4YKaRFU2sehOViLKzYzdZpL5ZD3ERDm1FAbWEqEo05R8lNlCocl5y2YR9z593Jo+bBeyxzNITP4I7+xsUlvAWJuR7dkMLZmcEzLRATc8W+ykrJ4S7eYmaQtQ6J5HyP5EblJZRQ3HnF6bUgwo3N6jA6uFm6Y6nQD24JRH85haMuOe2V39zOPg7nDucoMqtFq7lODjwbg1qdzYq5+eynC9UUtB9JnHtS2cE2fiw5w+sNkbAomkAJhIYmF9vQnUsFWXA5geSyVvaYV7lcZ+3ZNKpwA8WDT3m1n328LYf3X1i9yPEmOIfsMMX59TqKksEElCViLzt0h7kJVo8cLbSKaC3YeD00kvpsLLJ5ZhUD04dVzwzQ5Z74YTphasE+XyhqG6SJXQpg/WnOkhSRR5zXnY74ni5Jk9eM7zmY8+d2dhHHG/7NpPpTk/QbBT7AyFzNT0+5wQqSiLbQzAQlxA0ordkn++EWVKniI015w7fhHa534Mv2n6HXDh0Ru+ive01IZALOGnSnrs+FhXnZPVvuIR+PsqSdBHvyoja6Omt8tRHHJbe0zfODkq+2AQu+cIf8Gbo8t5xMDuUM8ibxQ+7Zd+UlDoR0ta+LmzLA8x23L6JoyiOOAm9BiVc0bRiHhlSMS4aH5F8X9ozHFX9YmdHa6zye+NPHlDRwH6amLkkMqulsFXZjjURHXVlDLEw9zmhXXzE5uK6A/I28BWkSxJGvdgta1SCi0dEF3uOyngy8LGnvRG4/T7t92WEB+SR1eeRh7JDb6kgBhNeMo1FmBwdpuktb7ru9/1KadIo8P8n8ODg60fT2DhWSAhy8dCvq2RsVnck9zL2Tb8v4Pip9tpN9eKy6auIQZJBvfj61+XxkuOzZksv0QdZRzopyLtloRBRS2XZ4KFK2PC/xkAmyLfUWHIe+K5fDykNFDtnF1BzotTA2MrrqyPnkTBaHpV8GYw2aRzcLyLv1oKV5KWxzLVZiLlGY1S9J9fZWtTut78QaaU1BsrUj/J/IaRhyMpLpb0tzo5tz+cGvb0PHaVQO9YN7xkeOldtzuWSTf+/gS7F6fA63QeHBfncdM+eqR08gd6jMZP0MnD1i/chk5QA+qX3UXjH9OEc10NVF2FwweN16Qfx74WxX3D9asb3Rjm23xz7wj5DnZu2gXNNv+dKH8Ejwm55swmCbNxZvmXbarUl6uf9l5Q4vrLubFNCwqutHjVX3ebE/sJqXnBgOjnKEa3Lco5BX7nzkvbbVcKfHZya+C3F4cx+Ya8WQsPFad54npKwPHAqoruN51QQPQDILTVvivXLI54e6yWgGjqZqfsv9/YZHZeMD/KZmKa0/aAd2bW9HJ7s8ElA3xVUNNOU+K2hpQG2464eh5801bb6A1w5ARZbPMa0vS1FLq4/Od30UKBGv6/KqdHC3fiEudaCWfKplkzxeeuHcLLUm2Zl0WEDLaiHknHzgOitfa/mKKGrk9HmpDj//wsEF3qC5q+63tcM0DP0GCdoXQsLye9oT9+hu12MdZ8st7YvAJ1FnVQ9eXSWXDAS0kOPCrqtEt7pvxO28i/3yRpdM43+W+3jnh38LpOgJgnYvceHiJrr8bsfxl+/H2fTG4OUBHw984y3s9liPMe7zsla6a/ZrWGM4xLNBO9NNqzVQtX7VjCPG8EzKOcSznF41Z95GrGJPCTWgIbxfGZroox1b887EVeVIEX1FnkHpK/GbQorKHrXhnbP72coPPkLz+Un7n5zyW/JWA7ljDjA1eWVr2i1xyjZtWqhkNm/+KjyzcWOa3rDBr83XLz42WbdO0vT/RclWa9f20hd0hI5bjX06HAJJfuC7d33vSJK+1e9tVcS3npYUNUl6yrSAcNVOE93hzTa3OfCdG6sD2J+AT7Y4k2MHCMO57xatnQ/uc//hldQ4dgSkPbC7tgI4lL6//zvi/Jjr3x8EcJC0uNSw9G0RMPDWY5ZzS/+u19ID+Ni3icvXlsY+3yZ0gwvh9UkPfjbHFusPzR5hz/ldqUQIIt3vrc1VYNYuFSzLnOikt9FnvaIWKR/tiVYRMsyuyf+3AjeQ13JHrkizjhUKUcoiPHyzOUavPYW3u6JEPPtT3pGsKf6hPk0mkVjbThTmjSXTGhOJZeTMZk0vBYS+FBb9T+7nPH3m3rr9Ty2WXkLsqpPOWZUtWJBI5UVUjS+++fuWWsPFhTrD71kavAZSRCHJLIgLlqXS2V31l5BAM32ad+J5e4Xe8VkZeNJ2sHJa/WPk0T2kP//WUBJmXXPWgMFaBJDXCO5SN33jSfv0zrc3b37MmNMXv2KjbBO4m2Z9MeDUFOffZ/ZPbXxPLVZew+xulB6zyl+xwRFL8+hqf6r6XnOt4VKkzuAHdlvdolS60tx+ehI2cWqnheU2cBfc+qxX3ctuWiwR3+p26EgPPirtneOkWLnI1tomE551pxNpMm9ayB40aT4JSryJc7xpE5XJ9M1pY5Wxs6y1uvDhBP7iAq21o6u8LF5NK2QBcv/9CRC172o4JrteIq858+DTb/t6XJb9dC/5lQTq8qLvOrz74VaIqB248W73P2aBvefYvLl7yS3Lq9y9bMn/F/cSL5l7zjmbiRmL9qs4xAwGFbqNuhrzTdbo4K7AJt/CO9Z3mHu3eDLXvKWBqpAeu2RLW91GnSYdRRizqYkWN/5+SoYqp/R6MxyN2UYjOurgPvKTLq1bphEISsF+bK2nfpHRaf0OCAOEAcfjQMFkLvqd2s959jRyficXDmvuN9cZLiyJn5Sm+fsWtbhQZ1Dbwd9ruWN9UFdwT6Mp+P63g4ckU8LKbhpcy+XC23uoVdHAIADcvp3Q/DD4IXJ19w/9ZwdlubLg5mVc/e2nQ9v3aSu70Ii6lFSEqjt5tV9DuaP3C0dBk+3up7maeWPlshEzs2AgMiVnDJFRRU2mpWpiqVtmw9c36sWz2+pazvyZ27P1Ya7qmF7JvFnB8UqNsCeRWoClCPlNkfxtkMWeGDWP1ZWnqFt+9SMw9PafFk/fAQb+LnoVgM9bRwzbul8Mfr9wKZ8/eVigUBwSZEzmX1r4frD7hX4beDMwn3BW5kCk/R91yjtqgbpyvuL+eA1csc9ZO5+zzLNMdt/hOrSRbmtOv8SeO255C6u+dfM3PKtkjx3uQw+WHc7fvTYnm8/2rdhr1n7J1Ttilx60vqUTskXjt+YksXhjBw97lSM6PUQuP99/NAQDE4Snf5tz2fREYQjmx/jvPZg2Wi+r5J/05TtjuWHcZ34/hnPj0hYM5YCb5YEq+dnnQRiN1AcpJkFKyduCSd4PfnJXnAVUFX4TvwUic5rDEeR0g1O6vA3TZq1+ejd3Y6WdkeidOPFf0+bTYMJeOkPNGSwSEqvq0IPuZBORWe3Gc1sNsRHC3AgKrTQMS7CZgfrn9JYdDuFAuxyaqJwR9cOjA2Y+TIYmJmk0u42MU6KHZ/DWfAuuaR/cqMQHRYDHxZNzfUGSbfvdzmq9Y0fluve5HQX1WFS6s8XsLP/YwU0u2IxGHGlM3CHFnVUqsSc7cnOlnQXY+YoK3EJnCdhjI21MxvCCrQ8eAuQ1t695ECqtHleovdtRrXv0WJXe3frJMYm2BLtQIcPMawuluR252JNKJe6sVgqybQf+6K7Xmzlcr/9H4wC926+Swi6zSZ4JnQ/DYSPTnWJKumWYsyVFmDPd5SXQDOfk6DDimQOhWwgcWRWj1x/AbTvudVbpHTtarXuP21FYj0OnOZv7Dts/GOtBaxcsryGZSvmjawsx87IK7Jt6ue34P911OjMzNQaP+AOpM3FaFfPeMDF7QI8ZU4Te3yLMyenOIo6m5yjZM0NcMTLfm0xKPhhiz6ypP4ED/tn8ob6hjSvvv8lMa+xF0OFMa2jY4N2rm5hEFv0q8EY/++qIhwz0V56X7XB8E3QY76Wbyz+g3e8rksohIFNfm7lRGiwL9Cvn41PKucSq3MDejHosuTo6q3mmvv3B5hB0SgOyoPleXc2bwwflX11nbcBi0oM2zx6u6Wk88TNbm7/7xDzcIUUVdq5DPOx4STnucGcWoO8cZeqN7la7hg+daawv3c/jz3etHv+usbm3glaPwWuALG2OD0zuvn/8EPgS399LLfSadKfguEyA7f3N/Zenh0mW1oWE+tW4k3bAo77OcjcoOmAX3Ps4INQpm+U/zh0kU6DOd5bX91diTEBd2mFwY7JOy6psik9W7Ni+RW5nxXSvkh2I1MxdTP4+1etDz+QtuWnEgsS4QtyPc98yjksFiDIYpip1iezz+QdBjr2c2XfY3Kn8KR58nIn+4Zl6vcd/8mOlveWYM0XFmIVeWalX/cGDnRsABew5aO21y9ph/RMyp8b4D98t6MbxOaq5n30z+QPxPFnPHnJZvjf83uVH0w7NmLmwRsXZ1pkvj5d+8KLVIXEy0hmwwrb8GLJcbSXYD7FNb2JnV7SLMHE0EsPyVEC/59YdlcL8vnlGVfkYOrvajjLuly/NLMhuSscmphIybaZ9+z17d5RnFQ2spgDvbP4QcmjKZA5LhKFxm3FMr/5TWBPP3t0DbWB903ra9588RFc3SjcOg8bpTlbRIuqmbRaMHucfsrCLGFmoBzyr7os5ucvaM3Oz/LjaysTU1OinjD97/Iy24Tdt4KHDHP/CM5G3OPKakwD55V82vcTPdlwwdzBoFclfbPnTUZT0Rd/l6jyQ8L8m0fy5hFWsGPbFP+LmOpT4Rct7Wl8ceQue7flkRfLb5TtlzYFYsSHTfru3EHo+Qd9JFeDUZ6+1r0cxKb1+KL4/Ctsbzexcv6Es0MxV3J74HEAnaSFwAQSO0UbR936GP9QEDXsVpprhiA5UV57DXHbH3i834urr7cWOFZfjBu5cflltNDUUsxEUNPtG+GwQTOG6faycN1RMAabl5N+zNaw3r/PZfx/fu/ef4zXs16/zMjs7ubewv5NqenaBapbCQmgXdcPCWappC2y5FwIi9L89PExzTa9VPwdD1c/tGKmFLTEKDAVfWgujsZVolJJ1okl+8fZ3Gs21ItnpCnrsQO85dQcmzezwFNhv1fdQ1HRUv2LJAMsSt0ez+T1wZgWZTlMMYorle+UpTYn4UjIBXlgFo5Oaolk5usnf6cnUR9dF6o5LxfnHpXVNh0vdzfjmzZnY7XyFevFxEagKHoasGJc/J7uU65p9b6o+OAMkBx4H5DXAtFLfFNcc0y89aYAg5yrjiGlaJnUrX8js7+HwMZ0BR49uSXm4aaok/JjxPW4oWTyDr2/GHi/obvjtNwQwLTNOoQZ2pW++ceHp0K61y9/U114Q1R7dLJu3E3Y0ysr2aFK+zJrVFnPbgskNd2rrfu3pqHn0kNU/mdadytyRkU7b1pmShpZFpvBCKxFc+o5uHrjkl+Nq9kW3fNSP7Q6qrfqfSBtOy/nEMXU+w9x4s2P9qcqyimPXxRp13JfKY2WVDackjsY0c3U+eYwvV51+It2+R9QNp8ioTGZdbzKPL765MalkWS9ctECVJ2JLiURUoQJGZ+Dj539JFl1akwjSrOoviGpnN1eescnqUFeWTWi4/8+ZKYu5raGUhnt1db92d9T+8Yg1oJsOvgvp35lucSPxdFjn2uVvChfQFVEpvLBKJIexrYvHS+viMnfw0mnbOlLAwQ2yWA8WSxZrfc90AE3S+Xi6gg9r92btNKS0QnOybRETbnrjyK2aH2Z0HDFWnjfCc8TtEaz03gSWPI1GaJlgtij6q0+YNU7VdNxzch3f9G9hw5XaBvXqkx/cznlbG5/2injpXjBV5zbwX+bGd/+4036vVv5rjzT9adUR2svrwcRqLAkthsBaL5UUX+toV3x/97fWcY6KTuhM5xO0KiqH00QhdPAyCN1NdOAd9aTuNS2Xb9ihuH/vt5ZxtjrMiC01lS2K2nShjvrHVKWc/fr1IvZf5b+PK/xy6S+RaSkbzi7GQPgoyobFs379qwN/jg2OWb8bV6cv8vtNj/Yt2Mzx29UP/AlkdjmBoDhMGilhxhP6NJEWRcHso4fr1lXngMCGe6IwNHxjQ188oZhJHjlMUMgIiJzx35rOKe+ChzbACN01+AgYWj4aBPttXutdjW0gAGvnYvhRG/9mg+ZHN7VdkyBDb0dK9I3haOBjBqVQoCsnQBOt7luN3rrrwi4Aj5VEqKHlFXNXXESDrLw8+TerYDK8S4Afm9mtcbRShkCcszOQaUw1zjL9p1wfnULkpIjR8WM+rsQyXo8fKarKTpqIKk0Lmiw3aWxkJGsIuZHRrFDpPHNzhuny8yYSaGKcEAaetdSeLhCfa1SLz5/Or62dz889r26Mvo1SdjGllEgVlRqhzqcyGTlR06ilr/+6Apl/2u22039zwIft5cny8UJ7+qCAxdsJV2432GC4U4anl3b11lvsejuMzcXheOnAqrwqty0tHY6h1EBoBmmGQktXIx8MJCmO6vFt6CFISa6BECntwSmp8OndPKPFsmj3EoIIHQNPzdroSTJC+rt5J/sCtwgFPw8fb1q0L/BArJGjmJ5Na0LSOooklI4mbLuazV1yDG4Om5EmYkVLDnAsryocpXK6+QJOl/5XaCFHFc5IvTzsUVv/OZAtyE7hCMTsIIRTQ+GQ+2U6TxUJbGcVTA2WrM0ronVokFSRmO5oFDsTuK9oAzkP56VmpuYwWKkiJjtFTKdzxcDxTlXJbiKnSyTgdI1QpYJBbFqHOKBAZE+zS07jsKA03wBMMIYqYXFhVO+N/e6O6GEuMGWqOvI0En4Q3jzKt2b5XWHIsvP23dK623Xg0MoUlRcL4dDla57ilcwUQGGKzf7ZiRl0DYyqlhbROpqR1EwJOdikal8OjVs0DM2qYKbymEyuiMXmimn0VD6w1H/53YHAKa6xPboqhU8uh8Jz0F0zRVBGEgaXhgBGTFX+gXz2GZ96D496H9/kbxIwYj+baSegONWedIdGq6gwN/YvvsWbrmTT2+abLkZPE/+O6XEMCzwQ6PLUrEyObAb5hoeKGpp9p+m4uU1aHYUYSfaKom9C2Xz9tol0sRc0V1UknJhRRiRHxyYQY8MVk3WhmJg4GDUuorqTv4D8Md0d+jHjKKoqGKVxuvj86Kd6QQYb7L/L+Q2cdCkT6sekhMTGUkP8WDEMXj6Q7aTuqzZ1zPGGP1gmX4KHGTH3CwbFn0Jo3+gM04giwfFc/QcrkJBDTKv3cZ7v5aCH/9U7VWrMy4UlbVzuFq3MWZBEOKgQ2C1X1U/wbFgjbgsXEZb+cIKHk52LvHaL1FKUgkrfk91S08dwwO9w+a6u1iua5OZs8+oa9ZbcTdl0RCIjvScMGNvUHMC73n8ZS//oqpiSAD6oZqdHXajrrwO25UqyDJokRnUdKIphwLG4VER00Uz+mN4OfXusnA2st6qspCfaUMOuik1Yj01YV2VbK2rOSgo2zarWpbP0TzbuzWZcy41Mz1Z86qddKZ+ivdo2si03MFxb/emfTvwoPZL79ewWhjWnx6XBmrOFcTb3K3CIVM5tQGwhP8nIIwcLd6Nc3VDe8HxO3twWOdhhbDkhricHCSYwbggPGj+7HmQejpDTA3oXz6JL7QppcPYKC5znZpJHdWuP7HPijBBDFPvhIAgzwN+hC5QNBtLmWKm4wqC6GZSXV8+u/hhPJGecx1Z/6on3JLNTkNOhac6Zfr0F4i5NU462ej8vw50q0tF2wDX6UODBQeMfkYEbNcCqXFWzVTfZn2sV0KFDbqNotwYCI1H971ym2bsbT14XnZGIwXEToyfLTrT29M815blbIaOIOen0+IEio+MdoGyiOmtXLD9PB3PEVhKOp2QlhIRJE3ikGhJZBAsNYkPR2KxopynwWJpkIJ6f2QOj5iLQOWkMU8Ovm5VmkjG8/HEYcFquzh6F8vN0sUeTc8PwtMykmIgCfDan9J+jBoe1jQqynq90414ov5RIEhRNxANDlnHzsGv1OaIN0zi2zVlzmIAcD0z/TV3oujfb2jihzUlzKH3zyH+gqauF2xPY+QC13zUDiqLlUuDIAgoNQnUa2OkdORaq3eP6o2FDbhCC04ygyCg1yztBuWc1Ru2bn540WKpOO7cvvyqjC84uMEYdHKSHINA8eHAV0+hSLZrFUiGIZQTl0uhONSWXkZCQS6dGMX2D4L6ETAZwjKhKH07gy1MRUVWUr0EHYgqCz916zTqUo4knFlNY3NoBjKCJLKImJIioZFJ28uO+AxORamzY4DF3uHN8FJTdqZZMwgRieGgUMyN2wCh5ozAHmcgR7oDy+duhKZkJyNKvXY228GKhzDC4ULwXlien56EjI6UoKlX99J6ai6ZL0BlJISG8BAyGBwsN5sGBI6qS14VgFxmjDh5ghiai0hEhcqbRD7VoJlONIJYT6CmqCWKJXrJOQ0iWALpdokpd3ldQNBrB8glFEiRCKpkqZsASchnA4f3jvKEEfnUqIqqa8jVof0hB9Llbr1qHcZpNu57NVYIkYCDNwPYp8h7Xb4F4LAw9ileRrKtwLj2IvVF5o4wK1gcw+iw6DzHp3I2ravqdbDQcTTg2FnMVejGGDIy8fb+pTvW5pA6InmV78nkPZL1fd3eFyO4085pBU6DBmiFOBVrEgd1rV/uV9/r7x+9f7lfcGWgmEbpb2gi9JMy+1lZCF+A+N6fuX0zq1gew/bCa0H4/0Egk97ZryVuJ8l8b2zraSb078fEZGrBKFBi4e4/JkmBsXAn0p0tBf6p7kEo/qZJxuj0QSAssfJLjWMEhhIiQ8HfNw4WjynLFdnWGtysttYojkMhMsS2gQWSqgykcwkQezTU0jgoNjsShyaw6Vgw6MTKwKSwgxTt8CEZPb4wgscuS4rNjsMkZv5iyTRhiiuiAGjSKZJU/k10/OUa3DYpl+cMchzF+KHjZ+NIGXouP9NtUj76xHoYvRmLpudpYkKZsRAVJllCXMjbcYH3Jn/Cn9AeWbNcL2v7JfsMt1n/u/1g4b/sPtknJ1dGYjIDhMLR/QDyVmJDIZqE2zZV2usbKV1swDieMfn7c1ptUiUHLyRSSQoMDXWJwkaOIljTSuCN1aUd6KkkeT8kxhe/6AxEWQRQolRu8cmLg2HIUpopaObGnQ5XEYifBqGy4D9zrEFbCyQQiY3IdHF/NTAxpScqc+jY+2rwsM30DylRyWeVIr6w+FolLQCAxsXFoTGISOhnUcYY2dDVDtdxdABV57XEkMTLMl4mNPWkyisyGJeEylTF0Wi0Ul5mYgBLVmfRjYv2Z4UiKuD0uTYkmJERC6eiEJBoaGolPwEgi0XHh4QhoDBQODQ9HxoFKE7I8npxnihi7B4+IDCfFBBQzTdG58YnYCjSmmsKkqNrxqboNUvtsMnKkaSD13NZ09tZAhL8vygPNEqLhDE5iApkNbPSiKbVwfDUrMbgF3qMxQt9AUmF0nJRcMdxX0ZAycCQ2Nh6FTUhCyTsMqR7SAGHel/vKQdPqFJ+L6PkAZF9SM9GtAuXUkTAZmt+XXEF5CzooEcWwaYdWeAXBDd7cF4BAzfte5FaQ3hKqwL8mQc+DHv5BBjku2JW9yhVw6KMzHumBTMvU03cwPndnv6GQ0H/DYpBUnKygE9TfJtt6FYUEPSudP3MnLUVMBv/WIxxo591mkwQqBrKNQWGgWn8YfGEDA9F6U63CBv72UJES8lAUZLyEQoRLkBRUYh4C9du2X9xGBvy5SZvEI7T2HbUtftuKzYtPvsYscdsB4X6uv6Y/0SZ/hM0azM3MYw4etkgLhtmMoQ/7PcSS9LKY+amZgMOQcDhMSUpmGksKSOXla7c/5TFEDB6+YLGFYc4w9ted1PU/sYyNrYs+qrzG4vC12y+4dnSAt3S7/prQZgCwoB3/66+6CfBeBig9f/2l1PIAWF2ts3HwLg/A/7n/anFN+IMH99QUX70W/RSHP1R/qdbFhw/ltavioXgwDsRmfP4C+A5Ffb2irQHcVIuRNfUNivaXu7VCYPeLHTC+dK7ma+2fbX8GmA/wwAA+Hlf5z3rJHGABcLfXu0SnzoILterC2BXy8d1y981FLo1J634jZ6z8Z4WIpFv0GjnnQ0zdm77xji8gvRaP9Mqm6xsgHo+D3hE4fByMTEjAMkSpwsSuvExw7MU/J8FRdaZTcAglLta9869/qKWFDUJgkmO+EpYHFhVbIvCYsHA8OiIyBoWH5VUnDZCz6QaAz9payXy3MQACxPeVgtLcM4r9Ub9neCFngrOhJwLDAgw/LzDiVGDk9cGoDajogrHAuADjLw9TAq8UFM9r/63bJaV/LndxILxqvuzbeKR3a8zn2g62FbcTe4/yss+KccfCI57NuTT03H8AFXz4xEeO819Q6BRI5yy8qr8AWT0FVfOVTWzVoyiQLY1aWDmV+xaaRTgeHNHNYQnio+ccvrm7OX1YU/UgDGtkF5CrRlXDz0ianFRFc98kHj4BIZEWYq0kpNq0k5FT6KCkoqahpaNnYGRiZmFlY+fg5OLm4eXjFxAUEoaLiMbFZhaR13vvg48++eyLr9p90+E/nbqYdvOJABHDiqtnFP/vyUVBZ2PLJy8AAqw7YC1pTlqlsnou1xby3Vuh1qwSpSNfeXurqI8qO05VPqiuDi2qITX0V0u1DbSqr1rXZ21qu7q6pm1G1ddd7WpdQ28wqE0M7tOGtKehrWdY3TC8zY1o64zky6i2yWiQMW3hsL5qbH00ru4b37BMWB+FfdKsvbpO2HSKcxPGvt4eV1cfIak3F5033r11vFsc7/YZ7+9yoVgVKVErHfOVd5qKOqCyfVXlpepSaVFVaupLWhqjtj5oVe+0rlfalFZdLWub7errqnZ1U0PrGtTA4D5mSDsYWp8Nq3uGt4ERvcHIxhrVGzMaZEwbOqxXjK0XxtVfxnf4ltARt//1kfHuhfFuvYqhavrYlfPr/27icXQuPbZk+XS1ee9axSybqTiWi4ePLYg5QC90eGdNvD+5+vBdh9uuFTsCH/0et7j898F7IOL5dLhaHN4ZeWSBTvCeAVXW3SlT7lmbwf2XrUqRl4ZPrPrbDP+++L4KUDCH2xLY+vzRwtIr7h1e/jfTt8oH+KAdPfOz7cZRGQ/UAfLj5d1r58fBjYDdd3tizXw6/ir13HL+ncuoA/UtoLZ+TQtH8BD8WN+uC9A8ZTHhzzy2DU5F3/0oQZVLpW9bw/O3VfNN/jEQyLGtaN/Sid/VveV2c/xN3b/aKVOFdUYeIFOfY/ZKgltFuJ+RCijma/fzw2/+XG8htjl0u0MmD/nyd07mKF4uFkMV14vxJOc0PyOrY9V4xWa0oASLYOK6qgS9esYp2q6N1t/q55u8YmxD+mNtIa2L+kNZ/3yF9DPOMSf9dvS4Gs+qW+eEbZP1/wzI2vZ3vK+SBZNIPkAUG6XG7dUSRsjc/mK7RFaVkkk6k9iIOP603yReNQCGrGUT3n/8LnuCNGppQe5k7Z/v+PdVWyaQUUpYiY9W683RbuP2Yl7Pa0pTjeIgvVY7nIR/cfyk3lujxrq5/Zcdq88u8eqDx257e/kwDsNJ6cpUnIngkMhcbT/1ab2VHKq3Iqac2cuhvoh6FIxdyqTVTLZTReIddWrdTFc9AczF6EAigR+2g8MPlRObsA0/YxmT0W5Wz2B9nA1uq53VtXwmBqTa0TUZlqxHAo2YtFpNhskrUaj3IkafWf2gF9RwmWtpIRJA/VdD+MrBdTO++gg4jMm9/Cy3fcbY8rzyeqPDq9cNNIj/bzcKMpwvZooVsefpiQ7A2NX68kO6/XlpKI4P/tWRwH3lQakDUsFHr9v+ld06ajxyay3Am21rIihMSw1mvxgAPQDwpWPNddtWWc+u9n0t3I6ub6rwiV5Ue7VQgqqirgbVEfxWHHpSdpZtDQIgOECvOgWKuOX/lwcACpM3aON+cxO7YjbMVrdNLIm4XFh18cAiJe/Hbyw/Qr7XtWbXF442Nh6g3kq/yLSYSydX3q5M+u4FBao5cfatcw/K7zf63oUrx2Zvx9Rd6vGr4d6myZ9PHn6NayOh3aj902uf0D9sVjKhnQNv3Dy/eb72Sjl0NbRvaMJbx/uxz3bfJN9dkAzILr8c/+0BugEvgiBBhcH3Qw1CfwyDh9uGKyJyI2lRllHCKGXUQNRc1K2op9HG0V7R8Bi7mM6YfTEXYh7G/N9qBw2B0qDl0O3QGeh56A/Ql23GsW6x0FhabEFsZ+y+2Auxj+JAHIiTxz2Pd4unxefHt8SPx5+NfwQzgHnCOLBq2C3Y664tCYkJGQkdCbcSniUaJ0KSkElfe5nwk4iTSDkqEvUWvYCBYZHYa7hg3EpyWDIbH4lfIBQTQ4kvSfnkTPJDSj7lBnUPjUH7n86iP2UMMX5jIpivWW/YhzlWnPKURG5CqmkqJU2V3sSj8c5kQDI4GU0ZcxnXM55kfItv88P4BL6Ir+Rv48/wL/B/4X8QbBL4CZCCdIFM0CmYEiwJfhC8EW4U+grhwjShTNgpnBQuCteFrzJNMz0zEzI5mcWZrZm7M+cz72Q+zTLIcsmKyaJnVYlMREdEL7KJ2c9y/hJP5prlSvOiJIGSv6X++RkF/ELXQlbhYlFAUVXRdHFc8VTx+eJfij+WWJUEl+BLRCV1JYMlcyU3S/4pNSh1K40v5ZSWlmpLp0rflHmVocqyZDayABm8wq/iccWXyo7Kb7XtqrAqQpWoSlm1vepQ1cWqB1Wfqi2r/atR1bzqiuqu6qnqpeofql/LN8i95AlyjrxY3irfLZ+X35E/VRgoXBQxCppColAphhVziuuKJ4pvre2a0JoflBrlmPKk8rbS139Tm3hg6ud7P3d06M6jB9YeOHjgZu3r2n91uX6h+YWpm+w2us/6fdfvl+ue1v2oz3Jw9ZeGXrgn9p55cOfBswfv139qkBRVbH1066uzvp3FQuSIHxm5fHqdUCylP7jt5Tlfzamne7Gn534xl4mpse7E8Y0X5v00T8hwM6Y2LnyZUr7lV0/P/3Y+l2lgXpyKaxNOLCDuigxQYgcC2SDPNO04+DcUDDwfmmSTFTiOgqouorZdKACPjCxly4mQ6NEAV200yFJulbgV91qi0zkhPn9X5TRNJpOgVUZVyEEWHo1ICwqB0EDhnxPjv7n+fXOhjn9cC1nwxejPfqPl8VAHAw50PsvVwfe4DMCGXTCTGJXxxrQ18UuSRK2pi9XLsF0JOcr9K6gEOO87himVK8cKwOGXixicxsjC5TB4NQ9BHrwauBw9UXETGRPZlY3n7KYC3MFcs9XCnv/575xmIudYgVX4NlZilQ05EKDi71ijAOOEIU3nMxHXxCNemFrg+HCgqfuo/QwchmWPrB8px6OVWWuhbkpINFpvUpj2UafkUHrIMtiay003d/w0iRSL1cwWjR47e/NKts+75WVvVt81bEXcr17/VViCZau9nBc5huFIkYOzTmb5a3TgwkqyXbys1WVxZdMzKLjbXJEZTVZErbu5seRQy8kSBOjR8q9VcpgqJ7SwBj3Nh5l/uIyq0BTJYn/iAmWwbFVPDquElkoGawzNqpCAcTTRtgc+bfGRXmn/4fUqi5ArW/cK3YfFbi99NOpdn3kdbWVS00e1Fxu0rhf3B9tJE61WJlMGls0pXMhEYa5I3hNZ/rM12Dkv3UFjIZfSk8XGLGrhDF3IrsuzKu2uR+tR4ZDXWwmoKl9vbW6VV0F1Ws7GHZxZE7NIzstBlHm8un+12eTEUR0L3IJfpCZWYv3sZizLIv/WkqBddEaACqmiwBpazUkad0IZJdoEMSE58WBko7UDCzMqwQsVRoiA0pKSgIDPbML3jFHE2yzYdtfWsbuW7Qx0hjtZ/Wd7xSwTp5n7jUxlm/VetSSaTHzxnnMFXFRMEiTM/bUjvGgKR+jcfiEKdHzDPmkNvH+xym5aqyfHel+MK+PZ3OqkzIkjtt1H+V2GofRgSFKPgbyNP0fBhV6Vo2CLcf///yvtUa1ejpdyByAIJX1lQO7qk78uCk884scUCOMKdpG1GzxwBJjYA6uGhjHNZouTi+Obn8c4IXYeq0Q9GwX8PofL7QnHA1HiLkN15PW47D5/EO9Umm0cDBJUUGDYCq9LTBAoxzoSBzBlxzY3KRgTgcpBpBrFmNFoVdmO43kCT7U4Y7phZHo4/iFFs6yjovkGOAslcQqM6qtGcGOsJB0kCWE+indSijN2qWVu0BKzqJcBO83wHZBBtxALJZCEPEWGlBBlfzwXBRmraaIwiEOYThyLUNqlCYjJJ8Gqr2S5HT6WxEvMEDes0fkp3kOKV9X35SgTZ1RIVLOzsY3N6LF0LubcdwLJe8w8++YLtgkmTKOP/u+EBbLChaxFvBXqIa3BDAgltIqgD+yzHlbVv68itmVBMjvr/Hcqn8oqz9U0sqJKChRSlw9NkZIhb1bfLvHFnMeliPCmGeU8FfXAtkXXISRN9paEtIn0zTdyxw4oNdD402SAJz2QLPAyDzaCTzWU8YOf41fHq2h8K1GKaDXVsAjYfbXv6hB7mZj33gd+jUINL5c68YwlQse2wqbl2bfDyHyCnDjePp6dV+1DJKk6aCfszKrn30+K4fGbSrUJFCiIoAR1O2cveOXsYO7Dox8+RQiD7UjJ+ZZvXD109cq3wl//1di+/Ls97wEqYrhdmP3SYVP/yUNyNioYKCQS5Udk3GIPLP/w+MmJqRfBGmzAt7BWrDIg8L1nCD1Sj7TxgOBY8uCVWtLyNCnJdfoDqSjtO0QDFm22tm8qbuUCQ4j6niwwGKOsjnBl/ZDPc7G6tx5SCwbDOicpWvq5ITnL6HT5f+BkSWe1Z61/6/1GsddI80nwcv7vT/GGUWcgdvfGj0gZA8dv4lr9tXgi8ZBrm+Gey7L8yGOuiMG2RSb9E57RsLbe8Ub7ACDY6PkbzOlNw+Z6UMs+777YgDjUAPf55Gbn+6JP+Y+Uup756z3mrz5JVXvmegaAO3Jv0fiHJPmDbVdFZLj1XYSQkWQlm0kldyN2o8Ufz5GqcBqHYrktvy8cjrVRQIHCzatn41CyythEkUVLmYRwDEG58wnFSzvPxXgnRi5yRQ+kNccEZwbNaChcaFBdc5wjSZ1sBAyO5RJSRDHV12LildI8aFXNID0FNcbuzqV9AM9hk/x65FXB5edzQwgg1d9TN9M7xvxQ/1V+ItcWhGAMIThgO42HEUzIpvC1BRtp/RPc9a1P6Ww72rEuEI1GtWLlk6ujX7v39V0ALkfjovLICeYx4OWoaWdGSqW7//I5e+Poxbvy0f8O6+vAAvvnncMcIaGo573YALIoP3Qn61IoNFNrOeukOwzwE3x8zf+L171k8YmnSiExe665+5kn8MfzHo0Ck9tLwjAmDIKJipmEVSXiFzDctcfolYZnGPA8mh7SgiDQBOVf10WxPQdddze1chijKS27ppOxNMZ4/BBwtpsWB+ISIeFbCLgNyGLc/PTJp3ecPxZdw/4BmN+g57KPF/Bla85W8Dxgl/IQcgYH8wqiuEnV9uTS5IEistZOezEQIKTbBCGI3YDzQ1wQgFc2WTyEH/90iARhLFd1NezaRn4FO+ivNdRhwYVsQ4BwU97tePaznwY8sS+yIUmrAeBzU2JwbFw2Y4iYDWPtZ/+w2+4T3CUMWPGw35FtH3tl0EAPbJao6CT6+By+Au1yMmsjX5Ps6vu2dgtZxkq2FmRvomCjEaKo9mYqfVVnWckwOI5/ilBN3ijjgQkUjO10trhbTS0WLxNf4bvwHJrRfoHj0h4bNrK0DrX0hkCKHU2zKCFmY8TawqatKtiYz2lwL5Ssjebz5trLiA/7EqnzJaibOJ7xUg/Glab55y1zmUowEwwDXAIF0yW9hKBozZDYtCggL6vTJvpCkO5ZnOxzZ4ROZyU6pFDEEFJIWaUuYUzCACcA+GkKIVntf4JsD0LgEiE5iagzU2SkT/hqYQYJaEi5U25ykvaa/mGSGnJ7X+5mtQ6TeuPLsDEf+UImZ3zlRuYwtw5p8b+U3uwuy5BPX8bYGHXasfJ9VaiwI4gG8x5OEB14/54Z5/6gtgKCZwrGJWzEjk9axUv70K4gHSYSib9uhE2Fa+cCkVaGrqiGaNuWIECoQyiafg2OQkin1iBiGWTdDjykfopUGLZvKmYuIzEbmo9lbTth25xX4cv9gCmR//6B2ifRDQ/W33trCJj4MK6BENazkAM8fM9lcB0NuHVu8CNYATM04O5qYmwbgpHV/RLUUJGm1HZ25VGRjw34Ff65soFPh+mXS+dQtInjWKNeq6MInUqVV3ETOeZxvEDV6whar3Icu/YzNVBKz3xl+e56PO51zCqYyFREIs8lSbTHNshOVIAm85LkTqcZQgG53mG+X7ayK50pKH9tg8fgvDwRfEJXAjcgun5nOBF9771XC8UqR8DjstssOIDz6NVe9crfIiuiDQ0MmyHWq6vSgz2hHOqAqVxIc+Q1cRAyMkDQLrRZWvsx9yAJH6WV1hLkzECYbhxqMMOhzPVAsd9sNS0HgrFsoX/oCrHEJh2oK9OhbYVzTlrnEvXbEmBAb4uqtQ4BNbBiq47GyFLgG/Q9YWZmFzQGzp2ykVPHgcflwY8rYjccE9Xx2WQSbrIwuvqL96sV2I3Tqb6+eKbAb7c6usUdnWY6ek9tA8TuM6HfuBaEju2jrvHUiaertPT85i3q1i3D9fGFJK/9mhosoGdeFzn0/IRzZqimVHYRJGDUlrwcPCPTE0X82klbpQh6y+4uRrEbBikV/8T6J47YZpmG9kbou1p3tBi5gdEpDkbftdkFhx1/Eq9AEsctJ94fH/PQQ9W7ydDyxtjhImOiH1LlcOgn+g1m3+U0tZCnz8dJ01F2tcJulkVVEGCfV6OtgE56emubbBU9kzJfT6QrF6TBjtRjGw7TA3Jb3xrI0nmhhQGKrfEevSu6wxX1jZrEeD4wa1U2gFuZYCgzCeKszPbnTb+18pmAO76lbrDPUpcT+eE5BruYQzDbQ85SdnT1ZpNOr1C386t/3/gXZHansvVeZW9VW57kd4HT3pynQknzpncAbpNdixuHXwzcj0zpqT7Boc0g4+ZHuMvJ/90oPxOC3Gn7ZNk1XrN9tXJ5TsJ13bSYBkyjp19x1RcF57jfypQJPArSplpUU/wnz5jluEZjM455kB0qyROqbN8aNn00gBdu0NzaveFGqtjkOSE1p0nRygKxMYRl2IBhDLbIkakA85LpddyOx/E2sGmRCrWuQkeK9CzWzA8DmJbmioJAVfTQcgCrv6wiUBM0s5r2cL0IOW80NEVQzV3tHCWn/ETpfxsnk/eBOShpoOGc2nEqAZQwHvpkpRcw8ylQfEqKKqaOC3iz5JPu7NMQJrqdG6m+XYk8/o8qM/gkazv9XPKnCu/PaItUQOrjPkBmYfp3oHh5arIfePGw9VrYaWgSPGxI6tiXde+0ercG10KKh8kmh0Wklt4m8RoCCcqoEdMdFmvmcwIst/QsTKlBzJIE6ryTZQ4QE5ctogCGwDypVImodtRIJJHcSERmKrwEV6AkRoDVfXFkYYqBeBotYR53bEUSyCgu0wNZZNGDLLKh9yXtLYxOvDPWu6pergJoHdejZzjog91vnKQREltET0QYxUj/6MPY1XO5k9sST/DMU+/VU0uxBD/r/HEVRIYNZsdO9rojvkngUbs31/A8Tmsw3xXtjQ/T+i1Sf+k2UqWMqSKmmTXobIENMFrnrHhPJlfcc79woPgIOwTRvH+JEkW86w1oQ5udh9PdgDRdQNCFMePFJV0pPBIvKWbK12DZ08ckUu+miX6zSdMSZLovZJO2DWyMKSfMS0oxJqDr57mkL6gFGMMmbMEyLF01nP8QcLItTTZeaK8rv+2FPPsrzdgSHAWt691UlnG6JN+7CH8+n7kS1Giv0MVvl+rlU6BUPwLKRrZ0fidOVhkP2EoevGWdJhuju+qY4a/OWN7Mv+PQntCOdixBO9pFEvrTlXkzbO80Hx1QJwDaTJzAaLMsUQSnYPnDUGIsFI4AJrUSv2wGhbC7yfpSkrBcILqe/3n5x+DFTcbGZiBW7I34GOGWAp2XNXwf3xd1QBYKB1FRKlxy2JpU45gfwpVpvkQ3dcaIR+9Xj6GvsOjWzvJG0KCnaocu4x33ZwtNDErGyQ7OIaw0+RY4BMsXWHqvEBGBBcmFklMouEs/H8RLvQN2+U0Br0FXua1tLw2zbaXXaJ3fZJzVYHvER/hEioIXLd/1b2o3xGZ8G7/F1/ENS+4HpYlQtdzekNddkpBRNAV/P2/JZOoETRCCKtfr5Rye/1NMwFfHmTObpoJe98C41XlBGB+rYtFStUEFvvyjHCAIpDxJJvnFaTmqr6gUgpmPKDhXc9Fg0xedbjT+L0FbcL7fDUMy1tyc3LNQp0zhZotkU5S8hNxtgYNtDqin34Wpf6OtjIL43zLzJUGUrtVokSdFcynZ0dl7GBZRDKGc0nt+ZsseaobzpUrqsVLVqcCedpKP+0t7iS+APf4yvBlxvIUjsY3VXTY1vjHc6L6szL7Y+HdFPQyY2DDfF9oiSM8AcupmuoPDOpBFFGVjsQlYfJgIDcbLrjmInJ1HU7vGDmsfGfRZa+66ll5tNJi6O/nmFpt7esbwZZbZIwAv3/cOa3lakEfjh4VCRfLUMZD0JxZjupVqGALN+udU4blvHceviRyjFooGftHdJ9PXteGTc1i4FAmLYisEgfq/kHSvF5mbn1IHcr6MPBjDlqpH6HDtIq0svSID4TgGwsXWPQRiAew2BQVbYuIiQsPjEmFRnvFJsWF40nOhHu9Pn4iwxfgDQaPtx7lXO+3t0z+fVvOachCHEa7jeqJi1Kf25qurQkbIebeSkIvjg7t3o1BbqVSAgMASl4Ab47UwJDDs719//XcDIaZBGWzzae3W84d4P/vxm48MhJpErm9ArD3smSMBKULZm7Nk0lOPj9r3xtrf6j/Sw93uu5IeO/BHiPTcEf5z5AdDEwnVqQmTXf82h/CWf//+9CkZ76DpATglrQcedD4bXxFajBPNmNp7sFi80x4eBCmkCCPvpnhT+08EW/uQu050AeGBc9naNbPImx/SPm3qyKNqfKMZV3YuSzgHPoPU48RulqA3XYNDLw/jP5W/xUdtlhz33IQP9qyNmBn9hycssV6sy9EKygXgQaglYCAvlCWlRYBYfp/iYYU60q+DLERr68wUtwHLQ5GzU4dxVvND+JFAGn74GUaL+1MYhWEOg22c+2V60KmY+XqrUQyb69tRRz82rLVnPTKJPdMYNvwBtu2gVXpVfO2b6VLxeqs0/T+fTL4dfx18A7eSES5iGvpIu6/yEwTzA/nY2jT0ynAP2D2yo6mp0Addg+yvaW3YMs7b0bK4duxhhE5VGpzjwoTPfAVg/vbcXLiuemq5wCi+iZ9gFMs7EZzTFBAkAoPSBIXB2Agi6GYQZiENvH/7Lx4qXvT0Dsk4CMgKddOvr9QMGyvYcfScjMehF+h3De0YtfSthhEwt9/sDZ2InwY97rg6G4fy2+Op+KQ+SxG877O7WUMFlu3Rq3QjDG6rX9aOCe535JZ/5kpt6tX3wRv22odYvfOx0IX/DqFT5SxWtlVqlnfu0qxwAe7MQWvf/1GVO9uF9h8w5Peh8Lvb49RNYuwYAuW17yOPQPMuzMU9elWgFaipz7+aMBKFpiSj7YW2/aHRtm2LBi9rr7ImuH9l1R7fjLGwSLRhL6mUxGwNLhWhrNPOWnToFVQLJWxf9086fczImhA3iOISXKCMdav+K0Fo0e3oYzmIRl70sXTwtRN8ivMOa8Dfeq3CS/eOYph98yXhj1OGhv4WbsNUKvR6X6Vl6gQ8SMII47vqXBpFiYc3OsFhWLURgwj5WSQLGlBq6RhEATwikE0yQo9Z94ZGJWxlCsXVlOgthFoZHcp6Q8fwhtXbXPA373g1cOLsqQvne7vtnk09PfBv9c7x7NXryX7Pd7PfrcK/MQ7Q4gadlbsbHVCsW3bsmp0d62+RV23W8T3baFIp5FDi4ohMQWWT3ru7QjdhdEzADtBAB7RDKwdPjI8Ov4UC5x9f+YtG648mENKziitRoAWE0AJXHA7uNTboUCYbTRRyLoJKRabKFY06J4iNus2tzapjPbK+B/Kqam5ugjpXaC0Tv6lrb0xjDRjM6GhhOuqdtT1VxzA/3QqlxZTonXdsZcSt38sgl2aEHineFAhril0LM0ZCYY3SnBPCOmuMQ0xbKaTkXHswgkAJmfrYbi4UajGdO0Di6WZ6TxZGWKMKwogigzDCMfdhtxoERoNU5CTc2NcG3lU/IJWoZmkeaDEcvXUE0jjBOUA/NiyOZoM3dK3S59/8Uh4POEXAh6itoOAQdqfqrYMPzxEQFe/OjexAMLOyclqXePN5UvkjfzB8ggD1Uo9jy1Amg20YqXrNm+yW1+GfSBHtrKvg3QvilgdX7P9UuhWcubUccnoaBXHZ42QVm5rawtby5bwhj05ciDzyrt47/VsTETuaGbD98MEbzJ0uj9Ou5dX88mAvJF2jiRjyTDaTpbdVQRVQKXlF7Cp0ysUhbTqUGnYt24/5K03CWlOHWcaArUa3G4xvy23/qLMVK8t1fXMjnsS3hRo5LJ0Y0BPlCwoNq1NU8Wem8+53ohy3hDWE4cUSZgY4NQDgaqPqvk+AgLcPDKPwIrbskSFDGsZkoH9HQ3PMoHBoOfd3APu1njrOVRnqlkmXmNIrPg//ZdDuLoRIWva+uXgqaUZq3Vunpr4j1+s8+X+4gma42ul9O/sPTA1t/9h+7KSdUzgiKMAPsrQErkgO++jRwvzk/EJ8cyf1N3g9/Dw9XDQMoBZ5qEaCvGxAuav6wK1EORcydq2W6RIat+3yFfvkY3h1SZ9lIZTVjD/X7clHetnssEimaJWMRniJa5HjKQqWlcSxGWc9QGFtVbyM48earpup5H1INSHwHzuv+l1bwXUHDcmgo3683qTy5AZ88ay9aq08mc0/buUXJqfLVRGcNLA974qMV8wE1+RIl+q1FK3X/7ZeZ3kEeF0LY8e7/3rSSfG0EkzfpDchQOWCa40oo/24Ic739YtHrMsE/qtmLzUq4PO4HDZ0DspP7zVjhS9lqwSVxW1vNGBW7sF34njrZgPUIhy3dnWjF9fjudUAknDnjwdwq8qxbXp7a4Z0JMd3NPX8EIV2cG+FNnjSClz6Ocd21OJciUSZS7dq3U9tT/GJZfwK8XFNf22pGOVnsfw5Wk+s/qqpUEMRlIg72TX04NFG/OutRGXUMygxbavfw86fCdCIJn7XZWk5y/ZYLBzTUE6bnVyIXai9sDbt6SbAMyUEC4+5p0wGJl5QnFD69LF9MoaFccUPXlO8Y533KTs/ZqaideRhbARS6eCU143A01RGbUYCMViXg2037Zrirrd8EVjrbumnNMBOsB7w58xIpw3iOzo3sVFBN5MxHRzwwRillSDKaKiKm7HFWwi7l2U+vl4spWBMbFLSjPVrlzIGIO8X5U8ozAv3csZZowjcc6uuR/qxbb6p7aeGoWPO0eXr5sGtCZoYGzOKfUsUKkq0hKLZDG7XpPJ6nyyyHRUS8jT/XNWSJYuR4y7FjsHySRbF0l3DiTfB/o7t918tLrtrq1NnoPy8KnFcgvXbzakuYVoQW5mZ0gCmfo90gfcvCLHCb5xpHPCnf7Yjk7UVMoP8yjpzqx5bu7MPFze6fL+Fr9bL5f+d9kKFXsWX7KgfXGVnbHznJhzk4PiqZJkGe1CkOifRhrSNqNQjL0GSmTEfPc46J/X56+CjC247NpMsgPVnEGhfttDB8qzcejE/FNEGE4lCIZkM9lyAHI1lXDaQmmNlXFoIg4hD6bwDrirYy6N0nmeFQfDgAKzFZSQdEk5ENoaD4e7Ei3Fz1g4eOWW+EFmWprh9xLaFxQySxEQXicWQsOVMMFTw6bcJLkX/tvEWjNGmmkwhYbjiggflViQHBYw73MD9KIl+vdaV2V9ifGQmtyWP1f83V2dFloY9n2lkOrN9Z2vYnqJADnfJvyCZtk+u87WbW1hcwtP8HLL9fB7FTFy4PMwM81+T6PVbojcqJeohDS080Uo8fXa/mybynM3uqBvBGWCJeNc3zgZl/xKOz8BuLghQkMwb5ia767R7vC7f4x+nERNOlMjQr0lczr+ItloM6sCBFcHpFqZkuvXw0DV2W3303LAheEkW/g7QDIE9yFI9R2tmQGz1nmP6ZGsNnqrD+ZGzFsCXFz9UOAm2X9W3Efvi3kz70LAC5YIv71zoaA/fuWhSWrzZrfM90WrellOJFYm6/dQJBh7l//pQF3oYwg/M5mOIF928H+AyMsVRvWFE0SvDWJ7+VS3oY1ekT+vdriUHB3WeFUZeSmfUcKP0T5XBC7WaJ26elMAR8w26OZb3cxsxIiDQMBc8yK247tZXDM/Ka/UMmETOYrmxHMeggd/OATFsXZ1EOnUSAKUdWuHQgpg63lOTuLlrqdteRbnjoXjIGw/vT+vUbqR+QVCxC1D9kOx9qtj4Ri0RohaDZsYFT3RfimSbwje4phwcrsBh9yMjDEVtI3uPheeW5lEtDY3UFvbcLaE556HUv3uXbbNahb7a8J7L4se97q93m9yrrD3KinURDjICiZvsaMwcefHgtvrL8c2CFvShMMrGscj3q3fVq3UsNr3aFjJ8YrNeRtcuwKFxLAd0LmpVYzuxF5FBhOTiYLIxZnSCW6dilmdmJkcXmppQ3E0y00a3QlHuBCGAYqUKLQ08nPmJce5Pr52cgUZNdDjciDHLSj24wnruE/mMdje30hhhj1MCdZxWIQkwppZtYUDbCaj4mqZreeBLV7TKSu0T1uc8bEWpZ3pHWwkvj9oq9eIGT5e2HS6tG9zDcdXySxg1mETrNzUJvFhMJvN5yUzD5TqezVqpzvN8DRwLFGbDjBLR4dJ1qn/UDc5sqGDD1nVJqWL7prh4QesQsVC4Ef0s+nxqCK4LzB14xFO5L+KrtDIZ89w2bQevdVdjWWvaNbn7EmcVX1Ce4w6qbpK9l/TwtRxtjdLhKLKSSrW2ZjLB7gtQVs0AvgVYhEcosw8//UPx6zp+IG10MyOnbHM6sV1XFHR6nLSiNMomY4HK9SvoAs5Unl6ov3yuJtZ713pVwwsvYqDga69NenwTr/ZWYepU9dCZYSymK9NzHVcjPKFv1LOlOgEK6AbPVpGjw97TOka6Toi2jgE0TS3Xs4fQMSTW8tEIPdw6PVcHuxRsatmsN2jLX3ZRdN85nW/ydDLVQLTW1oe8MzDqgtPQDUTIna+EHKGtdHa+i3aaY5LUMdL3Du6VvxrkiN/psufGS8j8/GiqoGjXhcmwT/LN9en2C/f5i4NGYGHEY7CDwdxc7YH+3S7mZZCpiC616wnaLz9JMcGB8JZQCnkDK9S/zH24tLprlu07acNN/7L0ZkjYaM7sH6rBUDcfIOVUqbs6fAxvX1cW6A25ooGj7k6G4xZWXHbr1igzZ+duTORYA62kmcyisAtvPK8jEumFuUBSwtNNub4zaJoaIeq+zmMmw8p5actmWHZ9nkVa2YhU1rOtaU1/RMY4gqi0Ha9/UzP3QFrCRtTW0IMT3OBe7HBs2P/x0d+GMXKoLX3PJUJg5UZnllgjI9gA3Du5YHexmAKnXk0+Qw8RAl1bh93hkYe0+YtTzb2HWlal+fGGVstiNTdXWbI5bDYjUDrbz3FifKUe6t9vynHY8lwMM4nUG5mAnUarfg8BpOXwWRGDBpzgKfAVpNJqfyYsdZ+8AnV5S8NyoxlkRNK9UUyo0rhiY1Zvdqxadwsv+vDAlBCoXU6ViiZD0UteQc/b98Mpk79AfsjWvSxSrsidLgKskRHRswF6wx23vLHXCTaKu59G8bHpeAf6SOQgizS6kEaq5brTWGKtQuGxX8qEbbZmh9zVjedsAJ1MhvWDzvPuOzTd16hnEknketKT+T/PBoiLxsjdUtN1v+y4WrAeuVwopv05DBDU+AdV4F2iZCdt1xXCaoYQFMkBFV4lIWcDLkNn8zzbjN7Uc/HCCOkKhlKWfTVnAa4skNoVMmjDEDJIx9J7YbMPPEax0G6z2GMYDx2WWSmwiRQUxAdEujAkB78+nComsr845iK95XM4oz6jSlUlj4n8xd8tDj2gCNSJ5BbJB0j6BaNy8A3wTUu7lUn4mXjHJaIBGmDFQhmDJtxIWck5/zmxb4Es8j/1PgKi0E0A92qOSSleaJYc7HUhjae+2CE2j3/KvUEC7BLJpUJN1b4sXc/seFiB60vDFtnO0VCCKVGRIhvSYjjZLRHQb61wPiyDE+ftg8BZ4GwjEHJHDCwwzBaLVOxyOq7PE4Z9hQWcqJ5/HCTMQlNWgiO22ZTspLEWr61/QJdBpHCWs0rN15BYkelWC0kEIh+l+czfwk8DRYfbV+m8AWmbWu8/3efNdU+y4Ga0wDofo3PYttk6fF44bl0ANsMSwPgetmArvofv8sXXqHpNnZlz5ClZ7KCHdXy0hqtdhirRyuX28rKjvY+szPtJ3ey48vKFkEjbnvewp5GZezSTQTsL+ehT9VTqtRypr3YImiBxFWw8JIpFLPHgF8NE9j/qn7TYzsHXR/wTZGiLNRm/E5DlfzdxTzSkI2oHudLI3ew6lJIg0l0+5Y1etYJZmv3Db29685Sb+0dkhUQvLY8SOSuhr7fXPYN0JG4uf3KfnK7/G2y7kGyrpa1Da0ioef0uMTp1vU6WiLkibw+mvhUFmvB3z4pDH7nHocX0A2tVqRUVqenBVHQoj+6rjEFXmbvwekb4sRf85Orw7Cz6Dx0OtySZ7nRWNQcPOi+xkMtkNwfmhVQ6we5NxE3lnhP6CT8YQ5ebm9sleagLnNYNqRIMJqUNU0jkjHU5+J5wFITG6l3r86hNRykGsSGPjM7hyTQotxJ1U0SODTwSF7vezcXt+S1274izKgrGiHpyffKMPTjDPT9Dm2DOG1/20dkjd2Iv1OrRaJ3bUrDvPXhIP5DTg/D7Oonn8GDZB6y24L7P2LHwFe8fkEGx62FMLbk4HP5YxBwq/Y1Zs+lsEvaGekrYI4HrI6hogFRLe+gs1kI32yPK//HNHoiOS39Z2cczPdpIJKZuFP82R6eP7inBpcXixfS+4feMYBO3catJn7Gq7ZxnUNlv64rL+e+gbR2uRwoHNUas2IJ4XE0ynxpdIBhsgf8DJhrhPXp65fsFmtkS1Nho++vUgnUpHeLpb8xpPaKalS06s3ItE4LZv5T+auKq01Alp/znOlaVlSjlWDYQ4HypQkfYhcAmD2yiAN9icTF9Yx9BTEwoTcwz7O01PDhZAQMGDBgwc2t2gSMyL9cbwavX3wffLbNcGSF6VE+SJnA/1R1x4cdo/fgAfwq6ADJ3we+pNkCvXdrfXQPIPaoVIvLXiTGIXmsoMKQeRKSeKfXAgN6H400ulpek4ZkoAq+ks6mdmW6ftXmj+mqO8URO99v1OmOvj/FUvkkavA0l7Olzr5BsuyesGOg7qEIP1uwvWIU/1xCZQgF89/y+btBs55jcniJlu5zzAEJLKm8tcBmU50H/wQhZJvokdcfB+INxFqrqy3Rn6DAhEw7EA3nsDXX+RHOLB4B0B0zXe4K3Dzw8SGbjMGU0yEozQ43AgH0dT9XKNaykXjVF1EvAJOVVo5FKieIG9JjaIG7o4FGGDhmECilannRhzQJBB3QJfu8DUcheHodCf9L0OOz1CWXbIHBxOTVxOc+YO49+UhtORVKA4yeyT14srxTS2gfGcz87k9ccvnTq8HDVOsGCqATrZPKRdDSkvd2rKAGP5JUPmkE3FS9osmTaDH9du9wu3D7vyhxUpjvBqxBUk9N/B4o65WAUKHDgQDVmwhjxKHzXDA19PY0ufNfub0pEkaxIAqjyjzPTAAEE2BwdUYjY4W1t7hdeIGmCM+poz/6fdRYoJYryrJNJ7qj9zjMk/GCQx9xmdd4f5WL3YM8nd10EmyXy5397FAW1b8o1KhA1NywDsUwad60369+OFud18KkF48DO9+KZDwcRCV4f60PhAg71AVsHN1UBHuTtCC2WgNPvmqKjuCs+AucRO8ZpV5bu3urDuQk5zDWL2ikWoTA80VID7hIBtwXK5Cdk4ubDPA9SjYnPCPVsFMw+Mzs2M6UwO87WZiK5prAOv5HLCut+lm8BgCEUsuMyodidYLIObC+CFiIQ4r5jZeSDOA78RDbE8ARZ8c9FAdczMo1zT/03tZJ8eqkkn9puVGX7n6K3adVqiy8QGvMIBo6NbVXxLw3vDrr8/4/Ew1qZbj1WMuAset5kqL2F8Jni9ioPQXYq4O3fS9JHwlex9SO7Bg9T49Dl/A9SQ8eiSvbShhIdauT4UGEmSCx24kmkK4pHH+zWm7ovlh0jE4rHgzzgVHYJBggN2YKplZ77elnuFhL6+3tm+sUuHdoB+ZdlwqEpSpsTBfVns41fXUXUqY2V3uK6i+MrtzX0e6v6sOR1LV0vDvKmZWWT9Su7kLV+RORcmMxBqYsywkgLjJLKAxnO09Dkt5zGjDTGhdCNfRQIY06bsCEcnWBCGSMVPvCtVVJDGtPEHV1pgzDTjQzV4Wh03IRDVfCRCMdrzUAScTjRxwDan5CMs6n42jv0caaYY3ALL39+AVK/IntyCnQL/3OtbsS06GNw82cOxOIQ6TG4+SqGMISLMIyh2ywTZJLb9YfgyUpyp+vOnZgm8uuBWLTc+Pjyq6QW1ODbX0tW86/oIO8aOGkew9ZTfpNuwok2B2+fmjQ+tgPHwYQUlBla6CiWQiVGwZ/+aWbmkhtldomtI89eq8fytbqpMZtstK2J2+c7Cqf25b9UaeJd4tVfvmYdDsM8HvyMHfkxEKlrbLEAvySPQ3dO7p80jY5uV+kcyZ0TC/4NyF3LOh1j4vuyCa9JLNztA2pmbEsKODl41fDGJ57HEpgzQUZRk3Kt5WFYvt9sMqYvhv2sxB82tUjuQyOaGctguztmesUYFQyaMm6McT8QfbEvHWd2K2pRVaE5jqxao80Ww9MaWGlkfyi1HJznLzHb7Ov2x1Zr18dFHDfwt0Q27k49CAz+FMDE7x73TwygJv+ylEoTfwl6pnE/pF9o8M8HoVp9Q3r0shNj/G+nFu2elt+PbtyXyRIY/EUH5J4ThtF+YW9s4os7E8ExhJL09SDQ+VMAco8lSQr6x4Yd2ScDigLd6PmxGAZjx3gUjtHOrewq5LKAVRQd7sFiEU/9v0lTPCZdP5XPJw3EoegGnbAQM3EZqZSOOObq1TrCGorrVJSrkQ9RK1y4rykuA6WZiGN+9nyZSRirK65nW9t/USiaaRTGGopFX0fDtaZSkf4oehcVPg1+UbWiUDRfKyzEUFzGOk1LPLyt60JkhHwI8nq+qGw0PJp/NtjUk6c2+7fFyrdIE5JGhpEEkqDZhOKLtdEoF2/pTVKhkC9ptfXjzYFmkbzdqXw+k0In9/tL5Q7JVDeKqttwpSk6ePh3XG5DnK88lABES0it2PryAuyDGlijoFU0b4v79W9HkXBymOwPwoEweaE2JxgTMOAL8hjsGzLqDbzn+mSJ3lsXIWHtXqAbateivYJte35HEcOJRNKOcLNQL7iATnuuByutTde6HZGzN4oG1Q1XvOlB3OnzJUPUsdXqivMymprFJtE2jZHieMFrDI2LcBG+j43YyDa9iiOYwFZzaGlf7Y83SJwv7fqcsdQdQ9TuDfSj8w9dLttQdxzwRbdg600IFlyc40FdlkSOqJcle3KmLYlpBGu2GLuiquHQZ4+7rGnXKaKLo5vR5MRfC/HsWeHwplK9gr7G77ahHbHcrVbe0AsColsaH9HjrSZa4TNL/+VrOhNQXZhEXU/zpdxUhtF6vZgtNXitPWRD1IO5/BrN1J9eSo2/jZbjQzzZQcY3L0Jb6hdC1h+Yo7s2nJy3S8wyGwFDhCWx1ecY+E0hQjvZXjtdLZd9zzxaOtxLUd6kbzknFg926pk0rh9NFItdvQeWiw6QHadk1bD0LpZ/Mxk9FVl5eEHB2p+bbhwWG75E86gjBksXSW42a91k3l1NxLBM8D+NDwdyjoiWGfX/e1br3p3ZAycXt7QtswZrLwwIGudWtR10lcKU8aIdr46HgzE/Pxor9HK0m1u6jtKhOSilW7auTgcOaOW815wR6WS+19AW9Mv1NkaEcZ0SeVYb0IUhNBWaAsN/tKV3rKah5hkhwmgrgi9RjcccQXD2lTRJdRJ2+4RKVGrTe3WWe9Dgd5dNLlcFKkm1NRicpJPIPhJOQGB3mJKdHss+KEFEYiH/DmrUGX6QqETmxxAcP048b6KOetrhzReaCwwaxzUNwBHolL92AYVyFsawqdIpgVoz41S5CEKlWQZc5FzQhnxHOCebug6yDcrOOworTUOpULhgYqJ6y0WLTBfILb8XiXb1Oigzn7VviiJYdJ9dyR4UZNRhuAT0jNgkDpqO6Gk/njUM9SwpZ8v5w3HD4AzFBQHYUafoZvU5p5/2V1E/WX9ZzhSntMVoFIwTI0TWHz1D8E+i0Pqffw0dZpR7Us+/wB7K58Gv1+3K4Hmrx/ZXCUXysV/LdH4kCQKgQLsfvZ7Fsn8VBls7ljiws4R5nWVBPxyTxo/oufsr/7i3uoFi9dppt0ymUlFVC2jMlWqf/c+pfOc9qXXiewQ66u6WbFPfdWNm3Oowt09d/vbG2tFDcBYz+Wi6t0698rC2bVKLHSM+Eicu4/6tFvIsP08QY86zrE+jRmvGqsubT5g6F8JCKEGV1NcxuIKBOrkEJxIfKRNU0V3jpR/VcUU2cx1/3BVrDCGHdBPMIvFQITOqrOG+RFMkB0RVBGi59BDfUWozkQ4VNm/MWA1dAVYt1p2WYZlgEJo0RNbjWqFiv0Lq9OzoW2TvlV9hJeKcIAmsVsHNzGHBpfTceXfyhziXnShar05y+0/YzJ/t15/odvr8nsdWIc9Efnv94eB62oU9VUNeFelZJ/5pTJH3cn/jxIFLOQRz6gm3v+7KJZ7Wqc0U2JfHXZvheAkadAUOAvTJpQQxRVsidgsL6KDklMIR54RuOMEUN40TzqBDQlpKewnk6icUtlGCNNgTJQzjYNAybNC0RWDveIEf6QtnOsnSaC01D5UuzoisYBxgwf+ohCv3dB8YNJLPHTJkq3rwIA5aRTLPpvrNJbGY5f68YzdovqlrJip1dIkM2MteZ8nMewK1Wj1pWa2rHBZ0fOIL+HZHeV2k02rU71kjwPgQTKP0SlppbHOMxrIBGmj9nvXxuer0PTl22iDTSuCKEqpwsqlS+c4u/pomyEglqnXU7fp6aIF7howf0jQS1rKNZbgMX8USnPcGCj1HlPKldKqQT2ezd60Oi9lhM1ksCpPZ6fYFgtFoZzqTB3CvZ6Rod4rC/P3QOZK6SjwqzhBvlPX0Z2Iz9cjV2ZS1jY1oo3xOze+M5B+ZH3jwX20hX3OI8L/w/uTH762bfXQjIs2lcd4KzjqyG/u//jrFSXwTx//tk6jxp+f8OSWUyP+bVjVKR6yDAM/BVszORoG+37oOb4QmnamTcLBTZFPR0PCAAN+ncNAqEnF4ZFKYh+MdBFgC103/yLR0hgRjSSkiCRz0qLaDVHDQzlXm5ucX1WpU/J2US4sFNQNL8d+qxAnhYnutUzVMXlzV7N3d8jx09Y2q+kt8cnOZchmlvHATXiamhAav2MsCHmoXXb95NT4HoN3tS47qGy+OdrfmOnGjRoDcRvLhir0ifCKgcYnYkOiYOCiNwWbzcFQGk85ns4j4ZBwWgYAnJUIBnDXm3Xy0bQJoo49n6lILPPn/Wnu+nIoliYaoqxYYrDiFYeR0FMeRh3TLIqQkoRemiUiRZQhpyFPsENp+Optp2a1z8lyr/7aU4ojKTtequk6udh2GC/Gu5vjlGatJd6HexX++Va/X/fsxP8g/2Bl0Swa+YNaBUgT69UMl6k+hY/Fsvi1Fof4frVOzPHN0uLtSfpx4I5vDvoB2d7zPY18Np8L7LmHHiRPz7p23JqOxUbeFQkBZMHQRaMQrUWq0aRLl64tsfWj/p7Oph8OXCDX+28OMclJK3aqsNFV3yofIpigKxL0aRVOCjM4CHQKo26hurmNJgivhEtSupsJv5km/nz1W2ijHS3TFJCKoTGJHHq6BjKPYuNhoHXcW6y+DM4qg3e/Pprrpw+GwaSZcglJegBJORhun6LhXG6Mh+RqdaMUqtKKjX/u7/EbXlezORDWfppilW2Q9+cATiqNczOEaV045ISgrz0683tlv1fmG3HbdfXsoMkOFa8pDEz6Q2jFRw5BFzLDHXtem8s+E3MJnqMLfCNiNCsX1klDdMcCylf/hoIR/tcFT4p15u7nomy40DlYMOSoU84deoDOHczj9864t4bQKAtMiyDtkEu1jw8k56AWUa5Qa2lxREY3vPhKG6sNlbAPoQCNbMiRlOn0ue32XnsYCBBtuH8OJ1xRwZYqplCa4vf3cFOuPUg8cXX4/g19oTH+H9sL0Gp3oOxweBe145ixjlkOLzd3LtWFAZFi7yHrwVsfklorp/6PpWnSSO1WvgIrRFAasM5LFM+3uA+GeLVXG+19bIxEOB8CdYbL0zj0ESaUKMBjvCkZzxLpf2CF13HZNRo0G9ECI23+f3OgTxz3GZjPSRYjE+O0aEzSj7yqjFz+hK6IA0Pn2R8GbB4ZNZAet77DgVvY/CNyv0V7IfCAziV83CuanW4nJKEBTh7rCRENqzBYKgjCAXSW/3Qbp3ic+OEPI1HF63GXqGwYxeMaKGmO9YnkrCt2WbUto5UZAtWGqMSsfz5hgTr61qYSKKzdaayBYxbnZQRKlFOtDhg/lPX/dcI2Ig/8TFOmITsFlPyGOiey15g1NAlhxSwVU3Y7o7DgBfoGqJ+oWgMuNazKhBXD/DTVYoSWyhTBEioboJfpuMub17/fXp4PgmFuOrn67ov/v73K/ryLXj6+t/9vsoaPHDFhgNKrDfy7dqoQVjNYvf2ASOP3x+dfXTXh0cg6JCce5iyYwMSlRY4lkW7TAnC7KEBTmudTCFWBChmHihqk2wmgiYBPalFIdSUpGaaWFzm6ZwTWUvFooBYdQkjGAkr6YUKhq4DzEUA8IIecBRk7cwgMvvPDA04++P4OidL2+Ln+0iZyvDZgJW+t8jUt9fzYE7ruRg765i8Aw2Gucjibe2etsoBPYkKSSN8OlzOwSxjSu5Xf/KIw7xDHL7P54CMaI8wXI/BFKseF4GCyevagw2LnnyQUYrSw5Vdi02XA8nGjQikmeFTq/dcc0Cdpkyje/jKNNBk6G0vwwk8HDxAHOnqMpavZ0X+36Xg1xPiTV1Yot5l4tsg+dj7SHkOlp6iHr3gQx6CfobPI2kNz/+o8c9QcKF9UyRVzX0uJz9tNl66YRSGRKbDaj6OX8/LHSHhefBKVbNgjCK/WhM6f7mhgIcCU7JhwPwFWx9GkUeAYC0zpilMfSj+XVdq3XTkxz5wEV9/muolHbdzmraEVqbl13QPZ0p1+2mmd4qtnM5ZqS5IwIGZ3ued5ZcLoJU15ZzBUw/SNFaNzy+1WycuBUJWZ5chQTw3WpFLMQI2zBWjTfi+NHbR35tEpZ3PStF6DobRYMQHIhw/clyQzxNUJJAsGxPpEETbKVHb5ytFgP8R18U/4JfAebLYWfcp6TSaxK+zJi8eaN53dtLzE2OP1JvdyiZB7HBc6bQS4rGaoxnIAvu8/aa33R6LHrxbI4sIIoHDEc276hxUEm04qT6SSeBKhSSlUknM0Kp/HGVpBqf6tTJKXhRgIv+WLlA5k3tDMtNnWK3ldKZRsD6JXWwR0dpKW2tl7YnncMA5/oOgi9J6e32RLdH9ZCske82mZntexB3Te/0kGQ7w/yNk9jQGukcdr1LvNhDoq1NTTIb37h3KU/87Le5OQOt72DPYL8CWin0gMVAwgRz99yxHxiqDlOoZ2VTrfk5Np3lwOWifAllGTVNuYo4tCAPDFZx6kHwp79Fvfs8E1U7zOq5WBfOiYLBAacROaHE8GbRXjQlGkyfKD7e9BZzw03LUmYCb0Vg74PURCNSHO+n9nGchMmqWXGqB1yUyL5JLZaAFHvS+iNfbU6EW9AZE2ociIiTIc0Z7R3c0dHzF1NJ/0mykEF4RxSER0U2J655KhjUXeVYeKNrfBesEox7X7c8TH23WCEy+VcEkS4qFXOjsB16LpefsJdBlTOupXTdUE0J0LJnlq0l0778b4rSm2Ka2lcbba/jbUQRBwZBKVV+83d+9QNSuHbn04brKQQjetGgASoX7aU5hqKZrNtoLj511Sj2X3MPLO9pdLa2l5nB9Y+xQYtQt13opU0cPG5z+vdDZj3v0K+y9x8qfV/UUUfqvS0j8Tad6MzGQI/L5XH34y1GlfPNvsucGb1r/NO2pOmQG5/a+9LMVHMyjJQQap2KY3RniQxwM36dYYEjV8N4JmpeyvwwsHeqp0LYBzc9QAIyVyEsXL2+4X1/H/BMVIvV0lnTKVup1iU9u4ly9cvT/7WMechZ5kU2GGJMOyBFrCx1labzCFBRk1FHXTgehOaLYgvtsYtYQSOFmi45WWi+6Dn94w6U6/Sku3F8RK6H/Gtt27TmXhNEqVNJWpWb0cAmEQL6qPS/lU20U611wf8nD4ZKGUvrH34fJ3FXbbDiXC7bKDnk93YGjzqDhe4T80zTYbGty4mywig8deDygbtMtpYSWLMwMGCES0qOpLxDTkBvoWSNfkxR6yBAjcwd9MPfbXs1TA82G6wWmnGrB+s2qedSPYHQjI23NISTzwUhGkcYkCqI1TjYz0ex1D3a+t41290XFwYSi1NqPRDC7q99Zre9EPQCi1yzh2SMKOMCeG4wU2K5lyF3S3lzcRQPBwmG57FOGHgP7dK98uz/F3a2hKH3jGEJ2r853jlrCJrq4Sx/mks8RJVbd/65QWPTA5Q0600JrxHq/q1pD1XTqcooY0nUAJr7NGhpy9tZ18zgzShMC1yjjyMzbXm+mEAIZ5PaZTKKCgR5FtpqHij9V5rryeMCsImgTBGSGgrnEwoVPuVMoRaxrgHvxqrsbDACcvc/5nlwcq8EipOh2xFHU2VVsg3l+GL+waxQNAA242ooJ1XbQ8JmwPb0kuFzn3IC5vaWthWhTYbO3OgQZSi0bnJ9Pbslc0QJuQrfwI1fquZxbfELGmEtYdQ+UOeZHs7RYaGsYPCfzPYWGbY3Flp5emw/a3m81GoR42s/4qP7xuzDz++mBYp7ZhxEcKJOjRrDtLQpclGdbw3dK3pOX8tOVAmzEnwg5fByZTNnURUwVEfmadfCYiruSAnjE/Ocpvq3hJ2DbIGJc88+twtburv/6vVOQEK1l6BQMdyv5ngx2Wc+TYsaWjPJXzSmUUNIyjem0RtG2K4y15LcxexCl9SLYqTPXB52jKQZ5T6nIdFVhDYMAz0nILF/6vxg4HFWpWweBSFWjFKyJCHwhybg/wg5giss4ppgTHXsZudDjTGvDd/lKkG65DQSMkwZUJwaQJHwYDOShRFdS+KZD8SC6XYDrR1KY6f2kLC4OVlP1CB4Qx7B/cDpsNAmocISRKjBSLEfuIdmq7XC4Ws+eNVT9BgIgPU8XSXUfuM/mSoDkxDCIWNRh8GXSk3vlYzgf9yfwSsBR6FVEn73EhgucUDnBKJk/anO1IgIsZHpaZw48oAR1E0zUgkDhbJ9c8sq5YJ/Aa/wg34DX7V6ul+EFtTu6pr5/hZWI5Ze/Psvr/TTF2QBGGSaZjcAvSP/aVxmhSJo4Bi6IrIA4Fe7y5rXcA7xSqGgUSKI0EwZTZtFQPvrBDS+lAEC/beSuF9CCZCwwqCEbjsrjwXkFSIEWtuTkiEqfJWZp9YlEqzN0Ci4+bwlkVEBR9hN+uJbcacJhuTtZrZeqluf41/zID3oFmkpq0TFzIJUhL3dzpMSpOVZo0X1xH87pdx2h7vdWAJ1GzyNieeVo6b2QursJFtk76STuR1mafKbDJtQsbpZPi6rk04CEr6btzIqRuBjQJbYjbtj9EKXxzUTunVXZfh0AYOpnJ/htaaZd0ZbXdtwIGDAqaqydHwG5Q9yJTkTkrNsDR+Z/VaIjbbpO81ikEBlSsS2gD86F4sY58NdF1c2cz4pp4NBAiDBMGJi7uZ8r+fuboQC0A4HiCmC0mUys6XNClFBAp/HngQotDb1YBgBIGP/Nsd8kH/5y6PuyxgdS6MELyRcTBBYN65KAJKMggkQtZaOsjIgDGow1ZgWOHDflgGdwUuI0gVb5CVJoyHgzUj6hga/atIau+M0iagqYlcuPMlgXfApkMOBj8FcwmSVJCeA2b9tSfB9XFEVMFKgZQouLB1hH7X1ywIFONi179MVHMmAk6O35x9eeFXJ0Hoew7A+tbc4AhjJkWWkGER/r82vgW1U4Ip8iAI46RJgIMAgRXEyY1IjVaqo1ZGstA+NZerZexClJ00+Tk6ZFXKMEAsiH4dCzq5utig7A1uqpe9tsExILdX0m/ZHJmt9TzQ+VIqc6+hqgEfu/GvyETLmPNQ9aySyTyWmHOjxL15NwS1//7jK0XDW37S5DwGF22zLSM1wLMzP/ya4SXwylPUW5q/tN1w+tRpmLxYSJAGKQcq6BpqpJff15rH0ul8A0ltuyMpXkg7aY92cWhttPP8o2z3jna2vuv9s8ealraPhHVaoRt+cG7YcatjAMtjYE56614GL6ehlW8Fdil0MKJseYHh+vzC9tN621ZqZv3fh2JcXWoZdFZ6U4P7Od3B1YzSglT5yV3Y1CXnDB1NetgxhjO4NKXImMYMB1HXp4gMW1X8gPll2GgbdSGK/XHTBn5fs+UYTew4/sobSrG1r85W3mgwZ8oa0bUW4qwJGGfZ20aUsm6pwls1NRDQqc2e85BpWAnVUE/tkuDWAZ+Phd7FJiyL4UBnLQn12hg/gxafRCIJUrU6w14uQ2UiLSuMTVKdAN4Q6TulXNnjBcbCUozKDYUxjJ5r+J8LcWDKOJdi3eOFOeNcwz89eeVJk8Y5ESv+lK3ZaJXeAPjhbs5Ffod+eU7Dcd4Oe9wloOU4V+8Pem6u6Ti39dHCD7Ud5xpm6+WRxuPciVYCZ/SABQtJWAheBfuRaNbovpTr6+4TCPhGA7hFMlZi2iPLon/aFft2Ncehk1P3qFuWLvXDGfhFMtKlsDsU+nXvI69+JetfjCm9khAEO66sejfMmAu8CXlMhFMDDDTW2KRnmVbpPKn+km8FV3P5/GOte1y0bZCCZMzthNmdPic80w7Mk6yUVbtVITxXq204AwFna9YtL7eKxzSN4lcU3vldYDh5RbAUI5bQjyxGyc1KvmkGc+KocwreNh5VhuWTxl7kD01S0wGJt3x1dHckGkXuTEnSntHcEp02yGEiS3/9znQ8lTQFpMpc98MjavAv7NYuftaKYZ3LZhaxn6NH5XutHE4tX0LkIlMezcNkZS9eZks8Z/v753n359dwGJHb6KdNuXRH+qhI2JDkD959sraGivbTn9k26E/dYkiEEK2A3uAdQdaMKf05jS5hwEKcDG+5FtgLJRn6HA5uiqElOZh1O5MM8ydyfdo7JBt3ul56QzyXMik03PA+1SofIqQk0yjraZ2pPDnFVQZ/sDdLLkQlLbaSAL2KcXntqVod8xPIvAbIPxV9lrV9NSWuVWij6n+yjwaDEO78iCBh2RJRo3WzUX/d6GFN1zv8vYlD6hRLP8AIWuhbjpO9PqSbywTOxsBzncOFpqLwqXTyoBVhRikYCCIGC9YA5qnwfW27omniUu9oPeX3VkokyPdu+fPAj1E9x+54ugaO9XoFMf7PvdNzOuhQH3CE39ePf0HZFacELc0cWtYUpHFnW4LFyGmvsEHzyziTQuGg0s9zc94JuATuytBb9Z6Y0O1LjKjEGmzGOqyei/7ZzfkerPUptHh14vpJEwov3XqHuGuB5/RINQTjKWZtYCb2myXteWymtQRFnvBWqShMeS3MEB9LW5xn0WYm5Gcoc3P01QeGhKN4Zr9bUmTc2aYRoobPqAeCIY4ZMI9O+DSvkSd3IStravI6Shut2YXL/eGPcTZWX3mhyRF2bg8XSw/bqUhET+O655daYG4BhWUtAiS0o++2maL9Keia46x2Hon1x3FgIsFuzEyDA1DyJ7UdCRxZzxpmR0+73NKnK/hRcEA0DxcQq9izB3bI+dCgNPiwlXEVcZ202u3/2VUP293/nX2g1CRbIQ0Ua+HIZqOJ1WtpkkoVqKSKkjh1b3G8X3aLJiBLW2iD6IU6lsagOcYrPqwZcxGZQZQu/Yhhx6K6mh0xaWrPVLIaomOpeEmCq5Y36rtVLZhHTWjDs8AvhfWy1rNZBAvOCnFMlfK4cWWSX1bxMQ3KjwTW4itYXVjd+iuy9YPtqJhgPKWmtBBCFG9A5xRRYx1su+12YPxCH4hK1hU94VDWdjuQCuEi5eBXyfn+INoyhcPizY9ukx2zAys6ugrxgNPv3Oe37bPeEVm9rYLhCy8ErrbX3AdtLEy1x5g+ThlLZDf2YDL8S+7Fv1+rCyd748haeSC/zQgB6kNovY+P0juN+PS3mzbgy0KzbJ9+oWN1E4VubB58vffEnLt0rXefomRdnpLcxexPHorED+3Z7ypKA6Bo5yrDH5+c6j3o0YhUjnbr4LN2GR6isvHQTeuyvB5WJ58QtWJpaqP1UsXny0aljjVSA8cPp0dKG4srW8rsEyKm7URbDJaWlWQs2DDsWhiyWyvPTPN2Tbs9svJ/XuK3WBffCiNJ1WHZTwm2wo2I10ULqs4H1vY8WRSD7QTjImBSClMMA2N/pEPNuw1aijkMYxDrMYyBzPp3zKvIuJKJJaSwMOwSGlWiEO6BXWi3rtyIaNspb8ab1GfSOae1s81dRdJCTctvk6Qyju4eIBqmLotP2v0WuA5HcqEvVMjgvLguy69i99S2LaOjm9uL+61LVfLfz7TzAiadHu1smICuMVaZkpVIEDRaMntAMPRFub5hnz0P9lxbZcJmggVQcQkCymUdUtdKE29C9VqIqG4qEoVwGEWr7h4JAT/OciNMxIVp2caC3SxFKKaEbF4mH6WUwXWUrWv1QZqV5Ug7vx6DMz9/xKQD6klhR44eM3Lk26mF8L0zJRjr1ns9mFNhaflnCr36oFMorAiElpI6MKcIWtGAHW95W/Z2/eMNJOk5OY/jyd/s8n/rYnWZszP4dMODcjI9/yWQVmJZXr492y08057whJJBUP/q49aXoEGDBg36HjgL5pQRPrznkZ4AP7z/CcE2MNjzG17HQVR60Ij5OB1IdOMKuuPwWPTiPLLjdJFBzQPajvOQAJacxvdzZlnMWEZzScaydHa8uuHx5+1S/RYKR3N1/Oq67Sop7K3nQuVoqrJfc8Wz5iCq8A5VMxao1l/djTPHGws1X6gdzdX+q1nm3HCdcADR72iqGSDAEIYYFCAMkYjwRISYc2eF1FtJvR4sNErXqh6Olit8vq0xnVz29kOmR/TL/2lrHFpRFcShNhDfzNNr+fRKeTpdS4vK5HLZP+nLK9qqjIxokdUDV9fJE8chS2SfJxyD1SokTmEjssxWRCyvILpLQAjqVrbGSkljZtZb9H76E12ya1u4w+v/VUd0pX5K99/NVtu8NmRrcEVjgEca6P1Pa9HWaiu1NFr3VW0BCCCARBBYhDkRNECBzWJDwIEAHHDAPWjRWImAEw1ShrscjHTs3qLxAMMenmvHejwi2cNtayDjkTEowOeBnFE3TIKb++3FMejD8ytCpuMEwINw94oseP15qfeur1aOQcY+vVCGxLSTVDIJ4HbOXOd7g8zwKfggpvUqEsWFNSzJmGAlPAxn5klO+Bm8DQmI73hkQ3Al3sL9w9dgR7AMnz2glWNA4yNsGdBO5u+W7dcBtUYbPMwPdFfjh8aMrRu6Vm/TnQa8B7wVp7a9jQ+rW+zD3y32YWeLfbDU4nMKltuL6qZuo9/TjXrb9t/mdcbPAZxq8euIn0OAyjHEIQMpiEK0Vgx3d9BjNXZozLZ2t2g7jK4ggHsj557tWYGQhTkqReXHfqEkSFrRMYJrcghGrzfiONq80jg7DYqyw9yEXTNmILGfT3iOydMG3yxTtmo1Gu2nIzFA4CTZTgGXe3mmBrshBE6yjMK0BAfHl6BPPNOg3KSS4RM4tnlUQ6I4YCOlb0zTz50EPEtJVdBr2wGflC6oJn0trWnJb4PRtCRDlDMCpr+JvofJZrlFBM2IFCLN/sT2NlDDw5Y2P72jzwLLKeVYBzmsEBJWodXBGGhSfpYOXYulHjC3sKdqdwCpSM4D+USyEMYxPprcmgy4hmm/Ju9pydlixS/BoXazGIVco/pH93ZoLdAOGJpmKpMc/pK7+LBbBEpqA80d3FgioL9CU2rDHx0jBZPANOkWSyspZ9n58dJvrOfSE9AVVkA37CTEKPyh6QoXPhDs22zP3h3uTN6uCWl8+w68JIsAQD80rPPCOP1zDH/5ib8Buvf1WlATqRtbK5UDVxLtOXvYn0Pf+nvt2JZoG33e29Ol9MGAAXkY+f6f2xvfKZ3ujbtJcOHNfcOOK9V8FVj8yY3pNVB2HwDuyCxIb2ZPzmFIlL+/P21ASI0qCk5dqcNwwgknnFGJLsMArYwCqQwU7H5XoIrnVoRb6BZg9QF/txj/CxGP4Eh9xQBe8WMCflKvKBTAw0kldevNdp8DXz1YfWHojfU+PJ9b8AJheUlMzh4RAeGJsvdne17akfD86+C/WkH28cnZ+XA+OWYHRgL8KLRKxBrLFgrGr6o/g9vaL7AUrb2vXYEFLT0FGvRA5H67WAngzmfw/NegRtaa4y7QINgn/Y1EEUIYSA39aAa40M8A6R9GAZAl0IX/f8mzEnkEvF4/zUvIATeKn8Cht0uCIP0c6P2wPgNwrIK1jaAGkyBtV9KD+1fWAkwp1Rmh8nOR5mLutzwTb7UX9NmXfLsybWs5bg0P9UJuM2eCyFOice9n18/NIH/ZKynvg3SJEMaH0kdYtrgFg1H7lhzaZbfXdzrBiRkQ5Kxxra36JgyYTF0QSRvLelm3RANqDy8rnCAVjgR2M4eqpagRxJZQFZEYMEiQyK+zLeLdFqSrg9w6dGAXMI6TCQ6xKPkpQjTcPibfgT0AjR0jMSh9eQyC184Kks/nCQi4a/kcgOUxgHt8TzYhXj0JeklRswgLF8AZUZKaRhyTUJ3GWxBvM7DLWNVQwAHrwDok7XNtQBxIfP6W2lSTU3A2uH/ZR1pW4H7JeQv+cfYiJdDbJG6FBnT/juBvvzG3+zMvfhwgn/ndX40wnB/7/oRPA+klTVAzcyRVHJCozYph5ESzDODA4PK8QOGUwOAgJCWBik+cZvKNCKK3B3Ca4s1gALVb9F3iXR+j7ygTuDc+7BW+1O9R8n4wC1Si7lv+WYX77/rZv9WSJ4IGNUGBoAelE/BwFXH/JLSspEqsoILwLxZr5BcOAacIgRINNCYblcCpvNEDLF/ExuUS0pzurMtwrji3ihjR9wRQGSIGfIsYHGCBj8QVWGu+RPgThP/5p2Pg2dR8JAMEVGrb4hvYjM34hthsgFyxuwNTXYGbXcdTS5iW5SV5Pu4tn8FThDcMs3RfdiIh6bUrrmlvqUQVK+Up2Fdap0JUR9wqny2L/5aixWHtcV2xXUod4jpA95kXWkKbBczPRU0rjrLHav2e5SRSvC4rJMcHDbGx2Y63WFJd4+fijEo402YfkbhFQad7znU5bipZkmMk0z6bWQux7xlELtMGTvUH6etE8OWTLqEbsc7WfDYTgUbV/8Tu2y+qVipYnGOaVYuxZC9y/+anqnY8PUIa8X7nJxbBLlToOim7p8XIWrcdYLsnxdYtx8QPmxydCkx4mocolkB5S2neDG9u3Y0p1h9D1tzkkua4rte7Fu8dHHqLcyuGab3Wki2kGAm2FSYWH1nzJl6fz2ugGNsukdBcd3UgauxSQr0xEVSMi5Uexc59eloUAr+jjGJwdBTCOaOMreqgjyprhHciHeT6ghOCd6s6weLTrWSACxVzAQ/ri1B91kWrbZdN0Zho8UJHBk2yp/H6cxOh7pI6lq0WcQfpOj13TIKVaJ6c46aX7SVFpagr2bTt/mKF8gAQIECAAJHN0YTLEJ5QaBvEhtSxAbEcmhcJk+eKxxqMmUb6WDrNcIxQtXvU1xRW8aJpDpnVKAU/Yt0DNaZ6YxP2j17ul8zNN/kDscW/pMxaw7nxChOJBWPlLac9P/IP00z/5mAEFhudP3iJj63bdK0J8Sab26kWkjLos8IW6XWPp1ZmPrpHAzTGaEmOI+Ol1kb/oO9YcfmDXdnpyVq3fc2gpJWmM69ZsQ4ElNSHfB14eu4sCzTBcWvWDEeE4VpLzAnmxtpQk1JZWG1jHdmBddPLCEjUVSQ9QnRJkQVPMAlJ7PO7q6aAFKPrKisQ7iuDBaosvy942V1QNIns25NFkoNfCYlB6SvBN5Ss54E1/QSRBzTv/udQXSdBH1zIgCvzrruOD2+3Wligj9hREBTLfCWEjJhdLHPeQqgMuPe5Lxpv1s9Qo82bhppL4NK+cS4Oty70+YJLTH2eSOv/hVQcqOLQLavqOjnAu90Bj0WOZT2i+MY6CS9wFCgyVTJVUITyfGswRcJX0LY5oOmhinsVBIb+OgqgvhMCTDEA6eZ71r74UFBum9Ui1k7YOFR5GfwfSDZ4IFkf6kWZ8/W7ZgC2lYF0wvLDh2sGkxExWU3mv3+fBSWrR0C8ULxb0tpJ2yZHxTt6EonMM1WVVX9xR1FPl8B0Hhxw1gMTi6JHzM9kWUEU/oV1tVwguZI2dSKN9HbF8fMsJlbJ0ngvLq+gqwjJa3RKD453LvNybWYUwVPr+ErR25lXRZKFPgCupc3z1TUKdVjD3QxVl1JGUV41TYaP4TAgDovmeDcfFdvI+UJMkHV+7rBwR5k7wUcU8qQdD20rocgXoltaxOZ/d20WBo+58wYb48vC9jzXTza7JKmI5YVGV96PUMrrup/5SHF0rzkRi4a5el5MQLDaiYcKtbnw81brquh/gvqI1bMujPiXpuoNXTe0/qrQMO2CAdMqBLNJIgk8LckxBlGtsAFF0zj89pJ2Xd59ixZiciSomtkZ9FrK6YHyzA8j2fbyhPb1wHAV8Xq0jQjoME/ZNS0pFDj8b4tfU2gwrpSQGhBCLykogYGDBFOgI0TQMKaToDaaS0VNlp4bpvOS5BgRT1s7rrqxgplc1vCoqiZSuhnpFWq1aBcFjNpJqSClwPKCIOttDlFxNYCJpzgxJz2pNaULrcNiQgWpaaMJZCz2N9AHgB6nC6KZHy8UQVFUFWbclJOoxxDtxlMDhwqkcJxhpcXaOxu660pUWco5O4iO57IQAgFniqsGAnFc8Sc+bbtCserOdXKZLugMuA1op//EFxLKuVy/7JBUgtZubLQCAZ4/VBZFv4Mt5HMupP7skRPKin9imwA/vQ2r+GRCWZYpFP7V/7ytkT1LOm0etcOtrB+pyYt9+ZwBGAqt6ydzMZ3wLCuJskEDnSP9vuYJdPwfDHUXjMWD6i6YTQkZIm6Sc3/Ho0bVPoGKLcVTircM2DM3bKRUUKCOGG4weBTViEfOE5tUNrpxnwWUeV/3U8baNsuYsJCoc7Xk/Q1tyOabE7UyaO1JvXWpyjnWsGFw7k1X1E/x8oofqz0nhaA5wthc+nzcwv3lbBJwmm3e2AqKsHA1/dSgtwfwKJAlt+CMAGutSkdWdXI5nag+L6pNztLPzFXcxuKRldni1ot0+4mx7CW1MV/9L2yyfHbL8t/t7o+VQHLbHhaHBW6l+3Hnebu5QfUA/Pq+qVLG3fjhiqdMeOBx7Pjibdva4lIf9adXoVt2TIR1rEpV1/2+luZ9sOotN9NWgCcTUcosjwsNrKxGIunm8/k+zYnx3yzLpLcOiw3SwbQoI+D7mMIS4XvdMnP9VGlUQdFompY/39/uPg8pVjNh0v6deh1b03m/a+zbN2VR5hkfgh4nsWbCRX8oi6strgy2nW1KMPY02pHt7Xp5Anp6eQi0fzW8wM1Dw1n+CFNKaNHLMEROLAGXy2rdGLg3lDoNqqKpuFyOwkQycBl2J2D6Kk3XNU/lAGhlF6B0EKtEBxQquPdzTbtOvvK2LjufXNxGTT6527TsgU6TbayKQvdX3WX5HT4QkPU5R5WV4ucuhKxQyPpan0xWfgnhj4d+9RL+lxzgLVa/bTX58AvVZVaZNxDtbddET4QQxr/QtkrZVTsrY76emNR68fr1pn3rWd00/sYolobxvJqCETvQPrHAbktjHG3ojSBmhpfjijYWdV/KllwhrsHy265jrGt9FU7zWuUJDJYRMmzAh2Hv3IVzsmmMonyB29Li3B5zsQI5ayuQrdPh4jYD6vQTdQ04zt8wm70JO+bCmmcjp8XqtwOBiq95kQJjmTvt8RwHIfzAD1k5vpPwflnluJXKIrEBebY3XGXJ1/MOMIzZri78mHzYInuJnj9tx5985jCYUjFmeZcX3ScTBbXpP6jYyz0Su3Hi1bV/zGhCnWe/5AusqSeNQOsQ5oA7HPsZfcTKr+NkL/g0cqx+Ud8MhlScU90Lm58M6XTX3fN7wTsSY1E4u/bVZsRkCp6FPmLnnXdQ2WAAQpIxKRCi8nRsXR/nJLYBTOYOQUkP3HRlDY9W7KqqFfHcc3BXqIbBfhnTEuJ5JkXruxhGJCVtbJV3arFJpcuwAMMqGNMK3wqd+M8Z4LwroPcSlJFGt5Qgf4bOumPmTwGCaKCBGqr4wVVzT6h23zoR+mF5DvvQ+RIOH1ewKq176IS+mA6Z7snJsd+PY0UR/Zf1ByKe0WSxnFmRlcmuEPAjCiZm9UTNxa4/HAs1vSwsnyMQzxeGX+QsIRFMHhqRgGbkY9BoafoDEWwypfuTl9Wq8n4TZ8wpvfEOcr7sDjj7jmi/kCzHuULGeCuC+hTT1EB0LqcEjIOtR/aEumxbvh1Yybd0QyDnshP+oAKWpx6ZlCvWfOzDZ4Mr9woW8o3LcTkuw+W4nM28jrMw6sHEG/kH0s6n/mlCcr0STjwx++12s/b2lvYCCj/EqjwDhO5qvf5a90wTQqTaI2pC23WIA04RirK7+M3W8iBUaTSDnaAFmLjrfHjVJz/wxIQ0uAkNqpCiMvGiQJDYpyj/046hpn+rMfmUa/Be8Li77hseaFnIDYm7EgopDOkK0LHq2WxZdt1R0jR27To66xvBPgkf7WP5L/rAxO8fZd4zmHPs56IWA9pXB3RaBo3j/CTatpHlTjZOZjkK7wOWbW7a/WHUjlniZmci6iwhKFvOYSwcJ8sYnuUfyUm1PKPdGW89WM6MvBCq0t1lxYZqiRiZuJx3veXabw1FIjEdlGTdVH5ZRPkWiHAZE7jpYktIWE7NdErmandNFcNnHDfxIqFlbjpRA2J3ZGUm7kIn1oR1og5zXdrxcJFrliFrbbMyFgXF3OyfKVVDFTjRMByk7NIa+q4QyoaIU55FmzQ91TPO5QPnCji7IPVIM7z1/TFQlJCzIh+ejWRZKG8Yddwe1dSWQRGhHRDowRTAseixk6J28d7DJJc71H8J9zKqO1FynXyV7yZVR4fToNeKWN9fl/P/DToVGV2d8hEHy3UxT/lgfsxwZzH/NeZfnz69D8dEEymaU/zfuJNexMBnRlOdmjKNIpTMuSmf0YI4TMimGWEH3XZxpWNRsIZLMQweV9MCBdFMlznX0obQy5+Ltm0YJGO2RU4qZEMQWBH0uFr2UDNFcz0hZ1Li1j8qocCW3pLhQkgGahv3NVRVQ9NZMt5ZwCDaahc/+djtD0W7PLEf8ruxi06oEybmvesmJy/dCFKaVfbtp9eA0QgjRNBbJ6zzz9syiZ3m3iCSvipPW/umQ7bvVoE6FXIVHLRw5nCZLA0ibeqrAktJZq8MEqFMDneyoBOyqRuiqmmqqRuV5eO954kJYrMMso9W5GRrUJCtSdSvlQzq3wgtmC1XQF2Thqp/6NfBgNK/e3oG6lxDKw3TzdHByEbuFkYsvFslZHKO/uUG78JoSNiWPnvt1dtGnNY8pxvGa+F47+TbT0faYP3Pz4G1TKGMcbWSb2riqO1MzzpODy7GbsjuydJGfLhHIys7sXIfb1qzyhQXDZyeEkNTxs4FhPUa7z2Z4r3usBZ0K67OCEygCSLiRG0Uh3YH8prmqK5r6EYgoRm0CGZpAZdpulKwcpp8BAKtRVojJOO5Lh4ZSh/7uUa+4p9gegXc/hyxDe4x5xBB3tdG0B2PQysGAQnSdn1r3u9hxapF5p+k8IUvKGsNkJkT/A7fefeCzHdzLlLcs1omjYkyF35DoHlK9ZP8B18LGnMB/CLn3KW6o/IpN5Zkhj5683RCDSF1SV6AOu1jJ1RQ8IGSSOn8mi5WnVFQZGo5vNWUOAg65GOLnAClWw4vm7redxL92Ky4zSwTnx+umuRKZXzmqCTX+f6aMDlEvqbS5Oqk1qO/kIOFji62xmfm5AP88J5OuXU6rVRVx0pJTM001dXsU7VCwG3RpFpVRp8Iqx6LFjWNfq5bjfH5SJ/Zs0B9jxafuuZSbtYq4cqitqpWbsdb7vjuUWq1Bp3R5bX63WadQd8RsVpBC+NVsUJVZ+sXB4GwTZOJ/kt43smm3/Y0kJpSTXhjNVCqcbSLRbcY53BHS7Xzp/lUCT9bnCPmpedyhflF+cUlCh2lh+EkmyojuyBE4oAkaXT0hjzDNpp2cbWZMplYxxXM6GJMSzwBLZ4jzlNenEW9VwksAIpXzGvfM8roKnApuCCKYoBTwDP73qbvOqbYbHne7ZnJpdaESWNBLaBqZWbRynZp8z6rSI4nRbkgSrJQwmqaim6ho7J1VewHKZtkAfuq/9gV+jVTddrxsZSksxRrZhHLUA13/PB3cWDTAnLHrTLhyscn5YYs2on34plUQECID5VopCFAJZrW7BaNsjEE2o4tutYWvP++lTgj/ZCJoLuTL1/wFANno8pvHIBT3rbEs5djHpJwPNQer1kqoJlZgtlE3QXE57vqwdv4PZ679ClDyscs1Qf1M7AZ56n4ydDJ5/TdgxmtYcJyiBFeYaEdLxwH8/11hu4F6w8l/KvBjk3iQ02AE5zrSPXkucdec1zwd7mrK6pz3QHnrt68a5AntTkZxiZDqNShpYYQqagDtpsDdRYhcE4HxDgPkNd7qH3gtMx4D0Z9LWcbl7zm1UFd8G7viWi7toz5RplTzhhqzymqcSF3oPg3xwg586t2b/Y8pZIYWnhTOhpW0sRSwhdkclY3TK5urT8h6pD1RWiWJUMW9jHargvBDXT5dDK5PMzdn+jt2rO+iJZlGYiFfYzSWQZuYJwt0gwTblH9UKY3W8D6IuoDqhDLgTGh57qkgb9EqYtK2vsDVci8iAbLVkKWAxkrCi1DdG9RddEWsqhfgCaINV3pxzOcS/TwKv+DPnC5/A5c8S8PnKFTQrKSVp9WoJ8jF2KMowf9Qtldv+SEhDb9q8e8Dv0y9w3Lkikk2sf3PfSmfVwB26YCSEmza94e8z/ol6naA+o0+jk4erMjQ/y6oT4tg8ovZwOnRL+M1mOWieDnOKf0mYcHXXRdfRGgLBf1KSGYH/gM2aHkIUSPHiaECiqooIIqum/iHBriUaD7U48nEHT1CcemW75LD2nqvdbBSGJ2Oll8dPK48I7vRqVCZQ16lG1tmvj2rsgrd8hPP++c1eo9/YRUajJ9C18uVOqzpjB0yOYMRiJOXeeK1qxchNNGGHO1yD0UjCYj0eUyu/cJZbzFoldZlthI3ZExXNLU3hf1BVQ7TaROjNeOrdo8j5PqCTFKbRh61vqUJ+U3r3l7k8n2C3VeP8ac3WaeX5FAFAlW5dGkv6oCYz0yqx1dbsxZezaJ6lS2UKeqZ+ho9cCpsTgTitC2ebkXz+KcwaVRgIBjmdp8xj3vS4N+M3tutbJc14Hk1VIe73h6fl26Te/qNqpvR4O/+omfrR3fF7dRouUqnCjRvsSJkmdRdyk628ZstUTWcgbHHg0vpGV2JKxx1QYyy+zY2Q53P744oSiaMzqDuJx8s840cxZuxwyGoRsGjxfs2Nb44jdovRXvD6PRo9EgbfFrwVdRIf7hX7cm0RT9sstR1LWhbzTy5yOw7Wy9mDPuOY4bki8Q1T14JbLkBnKwUCDsaKK9NId5Ngk2/Jph+D2kqNDQthTL4vOAoDhEItxTSAKHmcitBxNmDfdQfO7QylkIZ51flxSgQbLOPpv8yYDK4cTceYUXodMf3u1W/vjXzoCJwYwShgtH+AR8Ugkh7/hVxTlExWxdy4IGnEPbQ/4DFlrZZ7h/0rbrdFlXh9JKsiwcZJCabaoJbKYGSZhOOhdXx5eNCSkByjz/U3J91LXQEIyQ0IIzoCSFfqdHiEwqoQAR4WPixP/Q30ge6635kguNLz/F8XA4e9ur0OQwiOFvZETIYvQ4MvZVS4PQDwcQ37voDdmb7els7+n9b7tyA30tsIDqDmfamLLholJGrkpJxF/A2EVWkeNciJAT6pmARGRFMcOeNcFqs0NNV8WEirlc120WhEsy9gjgDKzgkUpVqRZXTla1KJSzuKv1V502RdATQcFZoUNmtDRBT8y6n/rJEKesUjC3fJpPcZ3q5vqv+KtO6V0rwKNszOK1NmGKDypNia5rWDUcfyz1y0n4eVH2A6Pe+0XcdawIEco4D4LNidWyJOmGIsumEZaLun0kJ4zZwFKHH351VKnh1OG6FCHE2rbYqU4N8b5SIaCv9P8bQWuYlcoLmft2YNBwHHYo7cqu1ISoUi6Kuu7zntMQpgoggDACCEzJvBIcV7LZzH4U94l5AYCZ/WIXP9WWXYWY5L9Tn0zQHLz/6ssUSpwoC+f+2QgsZmsm3JfxhX5+sm1hP1bLWV/9lzc0GnQDyEmb648RQAvsl/3phrwUXyP1LX0kv7XphEpRJ9oEQUeT1UBEBiHZSLT3UhRx3CEO9UPrrA6DOBea6UNiQMVHKou6P8tuZVX3tSgvg1NWYS3GMIaxN5z4QXx+QJFMq0W0dtxSqVgqEorFGGx3FLZ6Pb5gIBQMhvFpAHchrz+6i18506XsyI2Qp8LWgRvS+w1ebGbv2e3WyEDRSGw0fVePIjWUoFqNk/eeMRTNDibtO2+Ul52AhqETLbzZ+D+AW8pPuFfqveONrWY6sjFQfMZnVvk+oMMcmaGOg6VVHfPT5reNJ4KfqdKSTaUS6ab69xcxLN3w+eSjP9vnT46aX//WXtKZ5gvhReunz8vfcOxHIp0XnJ2k9ajYs+nNYDr+/mUaPBjENXUN4b2aheuhBo53nNXWgMdQV2HZNRED1anqRJLJyERTcD4Nau//DyKzrNuqiCTEltyostIb/E1VUSZ1wxvMVLKwFfU0uDAFc94nHUlU6RYT9ThmHaZcSMK11lMgs6AsoNTGxlyfkJAj2XK5zGYXeOCvzk3TeY7eh206oRe96Ecvev+nX/8Rq4WTg1opi1Tyh/tqTbJ0TZXEcCpbKWAR/M+yo7duPt04pYBsipzQxC5+864Xxq6tmU6XOvCTCaQcRlD67/d5/qwjZPPkP0UtosJ3aF7biu31bQCRZfzzn5pwk7WY88N6Iem6n3h+le/bwEfeqVTf3XI5qSz/LbvV7VK1FIutnp/LQutuIR+1VwaN5jLAYVo2/e2XbOV8ou66S2YyL8svfPe3t8fWGzKZ2DE2HjhIXr+Hp7t62JtvS2VSyZCZTGUCGmeLEtUA/coqb3l34lTVyOXsyUJ5/+QtlUF/rWWYWBSwInPYg5VVmkALOZFrFrOpZ4PNneggKsNd7xjGAYllc4/9j8Me3c9mw4yTBfzAfdfnnqNXebzGYUKQoxfdGEA3ul9P2oQvvM51vbzfWQ6Oq/lqNbWH+wQNbm9cGsgU9PZeXvWhILndeWM4u/ipWKx5oXFejTGsB/t6EhLljktUi5TC+q53e1+2Xld0TT71V6xGEl0IKNzhKuXFQiZdopTjE+7Loal4drhlMfWGqdGvT1+5oP6eiGmnIvz85Mvr43u5Yi6bZ/sBpY76me9a9CHwS6vmP9udikTOpAr+uEEfR/yg3b/rcVNGpS9Nu4FAV/edVwX1rTrSRshWFqf9nCWRer7swICjQhXXRmJsvJe8zfPnszLpiNU6oX9ySv6fZVdA1LZ1mKTn5BHGEKxtHd3eYCC8GZeyqR8F54aTou6b8pp3VZ9WFcl2eoFZ4Qy6DFRTKxDh+DsOA3XCetkyRfy/agT5JxFAzXzRf89eBMftS6pqJLxqPlNmzOMP7rXC5sSJp2k+/VLD3wc/HgAXvDUhsR97bhQBVUQHLq559fzB578BEYNnqm+OFktxZfKCu0GKIp/W1wtzAApuflNxY3Rq2/nghUXnhBSia/hBAQXZV8ih0PC+2sKlQqOQbJVv1Oqq1qDInTQwWHJItXIJQzMdGq+xJB1i1SmvZkApseL/eOfUROU2pgwD2qK6VnnE49zgGksmPFp1C5jA9tP7758b3R2Gma4e3sfyxgBG1Ik/5vAZf8NIVvYXwPWA/vq4vH3TYpTcN6btlOrYpC5SfODcoe3QsTcsBfspahE1ChsRJdCxV7F0QDkLfi7nooJyDqUa1FMsaEap/jbvw6agcKSYDEsHxXFcM0xJSkBhiShJrYJpFY2lHks78HglmWMkutF9+khsuHyL/Fy1O/OtHn9/RHydJ8W2hEQ5Z0ZwXtoG12x8RLz1keE5ybD3XGLqjsFsmux+Ju6r8/pgAo0vUhqfbN1pXwvwtLmKMhfxaUw/0Ncdsz+HR+bzNlRoM/Bb8QdIdVlLGlOH4Tra+Ijs2SpJ5B9L/hatsulzQ2SmIkiQ4IUEyUK8cxcFejJlDJOATuqLsMYwwXJ5VTVkjmst4QGpT1f5JRbzLx4n/sZFV72j4ZmOrIBvoWqm478+EVvly+lagYnCprAALJxlKVOsaDBnDiqVeqvVBFb+SdQu43zFqJDZEQHjPQwvUFGn2+wX5T+tAo92XZVGTo3rOjnTdS0EueVZBielhvqfPwD85rDZ6fX7/97Jhao6miZRCedWQQD8AvOqOuzdmf988FCr0dxJ85rHA8tzEonCuXNx6l64Cijmawm28Kml2FczGAO7h01tpQHw6NTXXFX8mAQlDUlq+L2aa87ZgT8KF5oGxtpCXYfzoQdhGHr+csqAUSx8+sh91wTqyLUhAiRlXO2dnYGGEYGjgQ73+QOmqVmqqrXTVkAOG+9vh+5upsf/dYOO3tEvrZ3x1hqTOXBcGf/EsLUoeCM9apPnz2nj+8Y2jWTuQbc7v1w617vhNupyo156KfnTPyZrvXHNpH/b/Tg0jdaW6IE9yqYvldecFOzmWFWzC9JPXVCGFyHN/4kz/XWgc97XQQjnSMs5Y7uLUZNUYmcPr9qcA60y7VDdds2lU6dKkaVLh6TqTqxHUupM13pJkg5ud+ONSZnXs4g+GDyPf9cLkf28zJ8wGWvs1ZwQqnIeVmDo4U4+PEpcpJFGGimk2Q2o+Vwmke6a61CTQEigxlu2k+W8xKa1VhdoE4D1yNJtKRo75+XtVluaP0FlXApRq7Kod4RBSIs4WbHrH2IHbuNL855FTew+suYl+eqrQ9P9F4tOPV3EPu/f5Gf29pSqFbfQQyJ7R47WmkxtrRZTH7C5c8K7qq57+gA1bi3Y4mMVru31kXlCuVbrd4YJw6VVzE8AX167EB93o1dXpmZDPU0fSwvhxsa9rq95C/dIbtqrlyYb7wgyH03F4fiZbUYMEA3XMqgdBBKJsenvZEYoUU0fbUXIOllddzBKnd2OcBcDLA1e0SwdSDTupOzTU1/K6uAd0DynaIoRsilVYYSmSzFsW1gnuDOvtY0oCEGEQt4aIZXRgmmzwxrBMNwRwjkL9QOLzdILlOvxU9EvNFPKVbri/9Amr4eqsTuiyx1bbKEpRWk027QMPE5zMW9PY9NK2dFUsaJsIOy84NyrvwpdP4SKA2hahlxkzrVDnOeVSlM1OLJcy/FBC7XpMxjOuzd0ky0q9yBpdBBIkjuk9hNJqnEq6HXH5ZVtMExwZlrhkteq3GfOgiRvF4Rmpqbc0UI8e9MMz1+v0CEVraljCNhcoGn85H7UpLUSsX75pfrGnz3+tONIVv18kPLhYt66Tz5rkM52XdS22kUF17R+/sk9tF09K9Kk5Ba43Nx03NuKRluGVCqVGl3ZG56KRPL5FyA7jUcdHi0IzbaujWvUKQsxuMRSXOF0/ZTzeqNq9aBLitcgNHWuFZR+oirg4rLNNQNVYBVaIebkZpzV5+ecbcBIWy5M/MrQNJJccYmTBqloAbc5IUipKNBSOZBXnpScg/FKwo/ahmT2Qi0ACiII+wc4akvyuxU33IWaQj9fPUQa5Wq1UP6nDNXhHMLs4Qn2KABcX23sjcro735iMm9Vhfj2CsCW1uMdVf2xTl+61/wgL55oohfTuZagd0h/WJnjm9JtVroqf3Utf4tm7Yn46jIPyIXrCTJayMOWZZvdZKUZi5y2RgPg/rXzapWi6b3IPNtqNRoghbaaSHldOqf1qpfCnBQxsyXqOqMCv7JH88Cq50fpxXKlkqv8U/pQNyZ9kj0CaO3R79TJruc4/+7fF7JrkZJO9GRt+8VbVvn/fNdl0i2m94P8laHOT+uXy9gIG4Gq4ZVGZInr3ltbEaMbr7SOnDYNoFU2RRP8988scCjabIKU7MzXog/qw7ySI8GIXB05EoywQdHMF5vtcjqfqiNLRncb953hYIdWa4sEuu87zEbhQ4Bv3YJXlyHIJappm/3cuff+SfUVUhYhObdV/Hj9f4SPN4K//ps5mX9Oh2eXQ681++r2FmeHwijjcWvr4E1Aad2Ex1jVogeowzfbuSHFbutQ+Rf0RUq5Y/uexGnZgSvHjr24+YNa2n4gO2nXSl+Svkf+phDK5hMNI/AQwAXB1pgBcOium479Zke2+1RK1/QRV87AVf6ZyFGlE+PAsQyaZS4Uh8ZIJY1th3AweWZC+uaRYn0GT7fuzKVteAloEB2ts9ardnduUFpLkeT46qdjzN8/029dsQutbRb8604Qk+V8Eg6G42B3dvrQRYPgYhSSD7hsqRPeBXjWcY7bS0oq1B4x21rfrXqCSb+qw1gw4Qg9WqwZSK4k/X4hiWRHY80WqBl082xtOgh0z9emg6MI0bHD5fW16rQWgz0lHUKkrMkcBRTuOKRGTi5MS4jrj5FwBEh43jmpaDRJUs3q/1VSN/OGmdj1KmbNSzrOIJWdNjYGsePyM1WruEXIa+IwWSjLIWnKv5B40togUsdAmzt4iLsoKFojETHm5hXk2H1kqiInm856USzn5399m+EN6/D/RD2otkXEuJnrYioRcaTcygod/ElUiVyuKEMCDXCh1rJepuIk+ZlOFodzS6tlRQJQ2Wj9dvpzB29pb2e51+kZa8psxZmHjVuMNzOWll+mA+Fn42LOnuJ/MVTv7sE2bAdgoWMUBLYhSortJDAdxPmteeobVOx266HUFZU0QIfE4g6btfSFE4xLhA2BzUnunUZHzyu4Bc4paR1rjWYqSz0HKExxDCH0TF1nRbQahuPq3P6wwxAZouxjemkEdRMiois2O4QwISxyzDDeOXBPwrOaJtYTTeoHRtcRrp0/h2DGds6IR7jXQxRP5M39T3gAQbqeZ+nRXoDtjbJxIpNE8YRbij1r+qv+oeTK9jypBD9sFVXVtk37NqwqPa4+KxWPqrd7bXKpxmd37QY92p2Kzm+rqePFS0lCiWib8CLJZotPjpX7rspj2TBrwjRaTx9/fC7o3waDT45ewTLePq/CdIw+f1+7qpIf57fX30DTxZI6ZT2JuNXNHSvZwMskW1Fax4OGHeF5TWlYbNDy4iv6boZFpjhh62Brv2/QhPN18okYUYXHoZnRUGjrmkRO+qkiXjiBAzgLWEvaXq8rV/S5aFYk/4rEtaG1si4kuHAkIwtJ/NwEqbw5mW2+et9dWnvnZrtEbx3b1pRjmx5vKVoVSiV0Ts70D/+3gTstB910FC3Uyr0/oqsf0TVeQrURVZBma8DFZ8ET+mP3PJAK0STJMPR1Sgr9eZ6FD/OP/Ck5zw/+LPjuMqbeIyb+fc0cYLkB/adUapV/NgZkELYVAfEynAWEipWZIERpbupgnqDX9VwpY5kVP/I30AeAnu+mmI5WRlQF3ey7ZU6IvlLvmYlJodDqtdrZtRpbVSTpZMpdTT9UsZWVTmQpjR6clyyXe9x2vIhE3QpuWyvSknf9oZU5K6U8BC47seBv8W53d6nHPdXu+OHjnXRnCCyzlXiaoHWkn+iEqWQ1qrUzFT1+PVU9HjepWHT7kjp3PPu/W7cSxBkPTniKQd1ap0MpcaHhZEXShcIZbQEL0ufTYjS4FQabnqcJojPabofRyfle4uG3S3pgiDRCaEaaybZFyTIpcBzDCjpjPvLPqftta9oqdBR0qL22VZUdHpA5p1QZanKAIEZFmHoIJShFFCAvzNO3KRpUfpT0N3Z+MwObnhVkhKi/XW4LoOQQZYQgusJDbwPVjDkoNK4DIOHhSsFHChrBdjyop8WfWlqI1ncjKSVXD+XGSy2U1sE7XbJGBeW3TakQKvp2JiTN2pRl3ydLJxa38oyv+CdpHEBY2T1fP7Bb+5TQZI0Qj3MJCTJVRFwrmMGIfVAIioWWXDO1iVzasXPDOMW0kEpgKqr2gkrO06KomqRXxiwmfsnDqUYH014LRCwnxLP6ZrP1kvVtbU0xwEzXZveajenmZuzH42snLEmIoki6FHnyElM/xFmO8b7Ef8/6fVlWq6FxWgsu6lrynLdDvnusj3f/v0wp+tEOsX2IPQSeUK5M2JACdR4cZh5LWaw+hcN5WpSnyHY7AcrvvCqg88Zt3JTgZ04wTdlRZF1VLiqaJLc3t3Th9bIwGux3MYXPeVpO7H7HOOPBb1zm3zvi3q2dTaelJTCUR53k4jWJzUBFd3Yd6a3zp1jqlI90nWAwJfHupVQkewHqqBvBphc0WV07k8rB9x3mymyWZeKliQ9vd0EovWWqAWWaJqxQzg7UNM2op9O0kWUwSLM6owjiHBJDYi01J8RskKQ8Oak29bo0hZE8CtVTkVOPWsrFSlNSDqXE55DDKK+ka8PuxtLcSV5gxPnFCXbOeeBn7VB12hJQ7Ido6udAgQzO39GktC3ilG3i6NCO1MUY/i/IJS1utVYYUy5U4Fc0WuIMCKJZZ8HWILH/12Fn909j7cTdl2ZZD63Fgqin21tE0DAMGHryKg0yRjetpqmER1LUjWYlRFkWeadFWQrTc99O23p5f8+XL2MfQ9SRCFsSmpycl/5f9Yv9rWgO/GU9kjPDZ4fGVSa26S3WJ7nLUv1ct4aOKjDevK+7TO3dvraENZ9HAHmIxCcsPZKSY3R0S35xRln2dKS1Db7TsuW9eRR8DZ/zMS2MDIHfrzmTzfSFjNTthTGu5UUmsSF2sc0wb7dj2WUWFVHYSptp4AVV6UBMxMSQR0rI6oZlswnvhjlTihHfVjUS/3Pw2U/6/0g02zxhlnYE112SLzhaQDMYTjAhvq0qcG+xEKU1dONQxrlLdYYZoxwXUxx6F9wT0BAAbH8D5CUXEZB7rVk7fBbur1ankt0J9i0V1E7DGtaMxQ4XstHhKy25Oz6BFH+7oz2ucrmEOvaBndIG+IQVBGseJ0XUhWMGHELcRz8Sz7ItFoqNVBD4/gGbWQ8Hgz6XDNc9dR8YuZG2qeyhInNB2JAZDbxWWmkwxLkT61B2nXbkWs9gCUaXzBk6Q4geGJEVRmBCAFtWnLLwB4pIlqfmNwJphLEchUAbnAMmX0kwhPzVdLDAS7NjeldRvEVU7b67lNKGygbWm866J+WZKHLOLK4bCilXrJV0+If7YulG1AOmnyi01Guvpu1zS0WcaXAyUkR4E5hskBKsyMCS5WqAKugzZxAJK2ERz25LmrckpwcmvuTtLig1EdeidUK/USPy/0nuM4eNwxskhgwHtHfTLSoP6ewjz18AyOzD4m7qfPDzL/4fUBvqMEUmvPQBPVF1FZmbIgiDdNUVVGmWDWIqZflry//64b0Kz6MfKw991+WGVFKWIDe6uGjZ4dnxlDDLHEZPvZRMNXNHVF2DDJCmfwRqfpJufm7PJwEc+smDPuAgey39Bf3N0YEZ4jS3SgP6wtbCf8N27KpfL9zBCeejnSPx3wH0K/87rygfRsdurEXQyzblg2QCXrlZd03pE5jymMx8WALfB+7ky4QCXrU5T+Ho9JmCeT0VNig4fLxk+GHgo2BTA/DbD+cOVycL2eqX29Xldx/vzkw28AHU48zjToVXX4bShtTlAImO08GQPagXm2On59+YW4evUDsngc4X1k8OzUYLdIDdDC3sJ/nfao60MBb7bSi+sTQnwL3o4sy0d/icF9EBDjRYVY+EtfQYHLRlAScU7g0ZZX5kphhuWrUpL4pn2vw40HH4Tl6xjrzn4bcXJferc9weF/LjNGw+kZV7qsReObmbCNtn/vWwqWkef62kBpWyBXgU2vxq5YI2ET8g5FpSSY/bls9rFPSL28X+ifNAx+sV+d9uBI36xvK81rwor/OR81TDIpFRoBTh3zohbAAJiACQTbL5+cXF6flay7mWBv0v3E7A/TEa9XA4gBt26mOxCASAg5abIp0u+k/hQCJ7ARxbCEgyxAZ40QIKozyUGwpH5YIbApTR1o5gLoHJgaoICRlZI0UZmLJ4PEjnj5P/r4rMR9tq6jh3PUmCgEZo6IJuyrCwH/7rvwbgYgIvfly5ga14wJyq43bPJqW1+Zqa2B3LmCOw1L5oI2roMB7GQtcek6nP8Y63drvK3h5aqIibrqK40AtnfeEY0JmcUAR1Y58FmFqrwMqY50DagbeAXVUJTd7fRjaUoW7uABMyQ1DgVP+/RKiEDKdQ3YEdoEOnkSO6kv+8jPLOQlW6tK2cNZ+Z3clCPQW5J6ztwYI9LWKa/gRqvco5gFemR2eV7Hduqmb3t1tVcNrfUOf7qatmN6IrReDQCA1ecE0ZAbbDM88Mwzkb3nlcu3MFH7OJ8pddI9RKoH2NOgowS7W1Vxi17EUFpRkM2q8YRm2dHRIjof/gAjOWnt260H/F3ZHK/hGbqVIdBxRH6liRWrERajnsUiDxJZTBghyqAKdCcKhUMyNwAezA37htRSNM5ble6G9rBsM+Y6JOwYICW3BtZsU1qPtYihtpJ5kz2n8PGdEZaiEdLg0ivkTIsg3hKnhX9kmIcXWX+IntpESkvBc8LXgP6fVi7R9gifT3Mf2rL0c6BoEbQtcXUnRPH3BDZiIr5QkoeFcNlVvfBaECmqrKgStz3q50dIQOCxZ0WK8/ZkrEsQLI7KaE48wwwBKE/HN/d505RvXBsWHaZqgK2YtZkZbul24AL0EyB9JuJpMf98YBhm3YCNOtAufqyUC9DAXnp+wjdMeD4xBEiWFgjQlqsjUhjujewBjAcCa/l32fnrMdwA8zXbf0PF3TVk7rcq2CXM0e7QV9PrZvdczOgQ70oAMdaO/SPhKHMETXBU1rUY/VXMp09/3G2IFrkNLBRYrS20P1UaUiz1ld3ipbF0735K607UG2bTrsuZNkUssa7+1qdKLa2rA3bsa9Avjfu52/enTGbptgM3iCDxs1TvPraLBx8x0GRtkxOwO9GGN7TeH1Mt25V3R7QZl4kThsBfR7Xe+iMcvKRQ9jEutUhODsUf1jvpkxkGIHzQhFKDe7PNKyrbyYgUYeOIEZMMx90OqNjszW8sKPzOxgBeVmV4XqSV8upFe2reum0lggz8c94fA5AVJzWeKmq6GiU3lhLezjiWXhzUWcxxha1mY3FjZxPwiUpFNY0+0FaW51Rdnv8dMFwgi6TBKy4AzRta5rYYLAoTlrb/as9MyfVg17iolKKRFH5BRF+U7CalUHBLhAAqpyh/pwaP/xmvBs/4b0CLqEf6Z9gz/79Klalz1anHgLO3hoQRv1+g5N0gNC5hrfMMX4yzdUA8qwSV/MpKrI9v3bouploIfAKD6i4yQ7zpurkO1S5lJ3fudHfaUbIftPvIzlq0t8zfuW5hYHpWrXJrS/wZ2JRRK1H0Vvt7u8C3XUB3+JFxX+P7pKZnmu08yZwwLoQWjWY3O4VanjLTepqSNoy3J+5Pu8DVsA1QA2ESWItQCa5HgkedlCyJn77/+eb6horQ2NqQDNUbK+nVO9dpcSyLXXPqohGWyTP9LtJBIJ5BK6SXyf+DIf9o7bMslSnpVYQTeqioJWAH+PkDNSX1pdqaJ1VIqkiRQhbP6PvyxE69so2ISMc832uHNhtNussUD09xQkAmqmHChvvQiqYeg4v2LPoGUxydpie9MDUwqro7tDHo/6NPqsNxa3rByPyyy99YJf9lua6KzCfaZ2uf07vmdqnGqdrOYl6Z0xt/0PjUQi71CQuofzCIDXXGgkAuOD6+pFZ0kPTPf5hxKJ97ALc7kMI+Kgz7Zt1Sghb/SC+fKQTpKY7hHLBDbfHDxhRWPbSFSPtpXK1nbS6e4eVCrudU3zyHFdf51+4Fy+oyupkE8EBjGFq1EqukmTvK7h+yGvd5Y/mamq4DW1eDCQCAk9qWazwkn06XZhx1E8Z6SdWMMeLDHBJhmYm6ZtLs8CQR5vxxptUrPZBdMX1n4/ZVkiYFO5LIQGWJWWPUSvDJ6TnwxvSzklopewWk3qQUp2BBFGGEEE3x24j6VjTpZ+Sp1gjJGSUpidQm+dKuGvG7Xi8QLIrf81txHcuU9cvuOO9nZyivE/XQfuNuflVzHs8z0vlstvAsRFDNtInynye5LYI8Vhoq8O5LdawAW9er2uv4N8p0fB8niMx7kYa+sqh8tF9wiCLF/elxWSIZOE9DFegcJ9O3et58y5aCygI+D+FmtaTwKRQUmQ4WuGS0kBM0/OLzZrwciYS9J3e5/5ZU4wWguRi8UobTR2I+/9kf/dvhOK/3JDIWsxUoaxQUup18fjU8VwuBF8A15w1yJyfezxjDPxAZ5T3i9GKSG7jOl8sqX7cTxPFAd6CY1AvJQZf3ZpYemQr4RGuZRON2Fo0B5nn+z35m4cVe6HPH2krrqxWRwHLMoPjdFuc7N3tlVsUpmbOPhfNHsgp2SYYDBWM2gU90ToxOwfdnjGvaM6HBJIZ/eDGez/TDalwu5yGVVKUlsC+M1ByCnOn91R/eGshDkBGWHYu+Jv1QgcF86AQQEHGxLKOc3+bFsmrrvgbm5NpPIV7UsNxwPo82Qh5UnJE9DzmYNxbDc3J5tVAZU7xx3tnHidfkRPJtWTXMPghQg0bKK0XBkx8qTtZjxRo1wOOsvixfiftFPW8hEPkw8EPERFwXHesmWnuo6KOiVq8U7xrG1wPkAbRIPQgdKLCsFLBqvokC+oE1+Pj9nzouj6zP+pI1O0mzgYOseO0S0g7PVUNa0D7mr/aImS8os4LcbX1YTp1++ADdj4qA2Lscl+elIVOhk753xGarOtOb6AUGCmrKuijACRvTWepZtum4GLsqy9FjdrdZSIRpmw2dYAE7jcq+QCWcakDn1qOa7aCsqaHlmF8tTt7P9xl+8KG5ejU39gtehkWp2yVaByj5VPJjrWBh1tBnxAMdoewigsjgZhqT3jVfXlZuXU34k4t3Zp9/wuU390eQW2fmZ9bMJ23sRY0+F2DrasfFt+f/3oVnCJxbi9OpXQdYhQVEX1swkiTzzf3E1ApNZ+VC3Bna5B2yspPZKT/cfpaTXIEJMyGdY1zEZONlyVpuvtGm5zc6HbcA3ZjbxNAxhH/wRGkrKoOlTmdkp7gh2OahVDaqZ0cmndi61SEnSM/iu1uq5j3lFaW+qVso5hqQxia7CWENWCBPLq2+ogR1XRPzKb9IP5/+ZQhUsjh3g3MNRLDH8UimmWJm4iWcms5Gv6cXMyjHI+yPt+I1AcOX7mWurIwMMaHjniwdYklCsxTLXVgq3wl/VoO4oZca2QgSfjIyD02sVSaDafknb0awZqXks5DIIt846Wq6wcKSsbSZ8eQv0T95g+hRtdlew+n1ZoSz4mM8oSShjOFuBVmHB7z3vqGvtsXjwMv2eZqJ+8Zn915efLXsbWvRzADx5zHD/Iz4hXV5j9qqOQKig1lG1zyYIBufdUjb3K/At6R0e+CyaXoN2bZuIG66Yv1mKZssW05Yvb3NxHJTe72lwJFVGGKaWEcmHgFDUmtXIb94z0yf+tyhZ05EwsZSEaZmDtYGAVnNaFK1x2TsymwNuf4ihRYXKKUYxhawUGUiAJ32i4YVpAk5FRtVGs9RLjU46HTHrSgQjxUaLf4tZYCC9UrAFmIIRNQjJA2rd+VxPLPvWUdOZGk/wm8fh72HuvDFiWy5p20dsCGrKHrrJfp5/cINy2rBLyulELRN8tKe/FXDYixNq5KQBNS7nrPn5212XjiB82f2E8EJAs9rtmgpQYQWQ/nydMTweYYKUEQfVSZ9RvwgmaUtsDx+rC1hoXuOK0EBSewWY0mgqdME68M5YQ40Oj4f24QSZmIggCwYircj7cNGSvpvmFJq6VeHK6mhC/xxPEw7oHV8+Typlbb6jx6oWoauTgnWRMGdUagqF1JWRVVlyk2HeNsu94Iaru0oQ/coyVl9sy03Pv4+55edW7iRRl83mld8RGLbnx1gJEwjYPtS0mhx0d7f1WfRzyOTo16jUvUYc+yqpRL93p1AQOjtD7JRRWS21NoJOQxBl9cRhiKzBmeFBOQLsqj/SFTL9dtHEc5CLOJaJfpk1vuU1LMdSi3UJoRVWLjSsyNAbX/oS12ql1oVVxrXi1G0zQMBjMpkpCGUHeBzcHg5L93ou2QRLiphpEhFFrMcINFSFs1yurxWfOxoM2nLvdEMwjPOlIaYVak7a6kFwqZrHEuFS5IZaqDrtChbhTLQyuFK5FayiojwDJA6HI8Yx5lwIMTokKHZRCe83Z4IAKQ0xZ4TckFIUDh40bvaQ2GnTEXDRgWxJiE05KrpQ01jEZudEYhUs0NVAFPb/SG4GLdjrnXZApo22F8EOlNgMpOOgRQs8ITJ0c7lCt8x87DtJPpfG2cs9t4TG9a0wwDItYCkWumgbj6/cFbHCWs4644PR7ePoObAoYRbfPexAW/x/S2W6JEu9I06ok0EYzvT3c7XnB849iztQsyxSu1UU6sdvjGJnO51ojBDkhSSb4VCpDOVAThvqWfCvbEuSdk4XM94KdPHwIhO2sjjZ2I5HUKIRyaLvOa0cdQ0foOClb4WKUwOrNj1oSoB+ZuJeKo9td1HS8ZrbhqUaZc6ZVnkCmW2v8KTZulsWabvC8KJnHa4K2Jb8SUlGEoqYdS68ncAh71cXWT33bfZ4qtTqKyxFqESbzpEKbLB0c1FvtQGOuyPPM4tVCk8nmRNqSSX9mi5RpwzdZzJyNulWAVerBQmNiW4bo2LNgr2Z1BokwzGmXMF8FsUOpWgl/olw579kjndD0G7KCigKJyC4hHEf5DT5VvSANRZ4WxhLhSijh1jKpgMGxnBEzHUm5JOSCNOJyUOtkhfsyYX4BS657x9wtRYpyTo8fqvlocB/BYT/qkx28C+4+3Y+eT9kyIKYl3XibXc9bjpmwpg/+EVS75fWLYWliqrP7XaTLT5LVqHVj3KkxR5YRS/epb59xjctgIGS/JF3KUHSIYodjY8KNQ1hW8njeJCoEZcIhZ7WjnmQutiBYU9qQtE41MRWsC3DacnIcTx8+RYvfrFkXe4NmjB7TVIiGCc6IWeDc0XBZifX/a1PSPjDu2i6qMINUjXMNiVQhE3t/y5hx8NVUihRDnOlTEcfYMAh2uY/Sci7gH+8pa3y1XITqpQQwea1TH1zkk4XREtDOyyfeFed2Sf92CiAn7556TUH2J1//FCCV0lOc2BaTgD/5s8F5UJoEVS6Aq0Qh3Ps+R1Rz6fLlKpjldK7OgahsHAS4dmshyStvF1NpbjNkOfvx7erOqdpF10AID2odkmsoSSqLBJyVY5bW5B6hWKN5Ro6aGqLwwUkMbiRNOUFhAGUytAiBw9yEl03bDsjW1ZT6eRAI67iEhDjlkjAwttLcmKWU7IX4dvSZPjyMQRCdMG2UavNILUPOkgwdQBr/tF6IjcBIkovVsHo5GumWQhQndO2A1GTcjC3hqTCkqz39uEXdsOPIHE8Xo6E5ejUxY46QNjadSwRSHyqpb7EjUQi6odKccbAYZokxSmoHoZHQykEdN7AazLhr0DXhrxrmuVvzbQy4T6EQpOZtfFX2WY4Zcoxp1MjJQSQpYYolrqNBWiX1mjEispry/x/UKWFeq6KqCyjd//DpzBz02n/8CYD7m1QU6s7hRHcpsUBcM1OIa03DWW2EWjyXAUjxPt5TQQpHAc8FkdBhA4bWAg0AdQm6KCgxRBcDEjJHj2qn3lRfecksgT6DzRwlpvMVj3psoDSJbtHN3i4+3wCEzMEwZtxDyTf79iMj/ver1FcfkN4oSOCl9GAJf/aEjK5tL4O/uO/16/71U0cORRSQQ76jPLwbL6xIvV7MZNIqVyxh1hwQWswIxQSj1gsSFFQYHkQ6TDPlJe+RHCFEUXw+vODuPMU3re3HASED/3jjXv/NXoI1HSdMUEf1LcmQ4LhXSJQstNc1BWQpqVcWjtXkZnzFEpr9XPExoOzBre7TeBWK2sqNFIZEEPVkpmDRlUGkjOUKfRs1LHdWB+AWD422xgZRFBQqnyg7xIRWD9w6PuUCDkGaansHIzMqw5I4ZUYuepdck79IUyROKePK+xX5kaLfbvNzh9BsrJDIXkKwBqmiEYRIayVgMG5nlkqrh/LQ3ipTC4KT8tL92beniTjAJcqVqxpjlzFXItcrTlNIMYGStc393BHoL+djPZNu5LtBOT2Eje0ESuTcxuzR/SiWOyc0hbTCdB338DLAzRFNqSXiCx/MQfrZ1JMWzBDdtZ43m3BaHwRw35ydM+I4f/YWtOqS/FD+TNf64ADMt/ETAEUgd8azuUROTqy5BTd0uIfi+gKj4lZQUL/CkknLodZvcNz/mcOJej4nDVkCrXKzgZnSa0EUT7M2yflLs6vZktSfQizq998U1of4U6MbKatfp8glqzlXH2DGlH+zpV7GMUd9kKv/4Wie+Ns/LeVy/SZRnd6g4ibrYesir3/ucPbMyqWcOm7nvP2+UHOwoERZr4Tv3IrAkpXIuznpb7lNRZgguh3R39olMiY7jqWJb+r4/Epwpj2I47qOYfM4gc8RDnkzCOwMbqYCj/RZK/EpyG1bhsG01t3i3I5NH+IZuA87cTN24M5N41a7XhYqdDabxRub37TaTJ1zt2yO9gu4PsHFvqK0MC6nFD4ip9Oipk6+Op61GOqbxfFWISi3+56oTeF3T+o6da5aw9Gz5mDHrXPquYVSVRRr5Q9xSBd3Qpl3ml68Mlw3m1GJ4vV9Lkap+apd+cM2F31KxezBlCBZBV962MLA5pliZ+D8SZtOw15r+JO/hodkkKfQzOGunuesCTSN3+J4kjKoa4u7Q+IY3MN94fWOShGAo373ZK3/+03SYT0AS7zq6pnb08PpT6nOy/C9S7VswnuzB8coUoGDzwWcKhy4FQdvemwcLE6JO4g+AON3stfk+I5VKvApc3wrOu+t5uTBHGkOrh1SX7pe0MfX56RcUEwEjcADLXSC27h5HuytmnQq1SYOqPJxFURCRx3n5CQSgfpGo127Zs7fGJy7Qjd8M7cjMdOuxoDHsX+swuNv3DFgYMBDIiORqWLjVOSq5LPZICQOsYthQt/bNqK4xS8K4uFD6LlqovBo5pORUSTUHCXKzXfepVIiyr1AtrSSApqgFpj4k9cABr+CTmBsYvWXg69OFVhP+P0DSlwOSL3j0yQqQf2ODb2EamvHsRYe03M7ITH136QtGMvrYLHgXYPXgrpjE9t0rD8nbA3b5qsT9oTTEvxua6hwed2kKxi77D91J+9PugPUZgJqrI0ry6PmD2qL+kpd+Qn5FzOrVlZDsP6566wB1/HD81YLAj3do978HyXeD3jJIRRxRxgz1tJ00D8kczoran8zM/4Uv0PRAFocdO7aXqRpD0NgudoATVcwHt3oxrkzwearRZ6BITJjx9/MAxjCfo4SbOjBquYhuHZasF9HF/dR+75/ay/FkzxFtGyGfvu7KiWSoK4h8GizQzJaLgIEGh0jBDDss86UY0KmicEH4ptz7/5859CXbn/4eqMxltz0+TtzYUX+cMdtc8zbXcEjH3nAgT1RtTj2qhDMolfGq2ojEggd2Bu2wTPh7t1/Ah1d2v/PByJDHPD86dda6EH/27m28fP9hYUFUZ+p6+1qsG1mJvTsqVPx8YuQwEAWSyTicRlkCDOVn5VXGBflX8SoaLfGoPhVKNAaMmxSDbwbVQhwFlWK+Eba3DNsywX0+kD3O/IexhrIlCx33ksWb9kSPIubh4bNjycOtZT1M03URc0wDe/gdVNLuqFdY8C+wjogMrcEp28J1w2chxkZ5di5aQhAoE+TOJmTFoNdl4O/q1KSFekaRf3WxP504ZWefVBBsA6d6OzhpwMII7TKyB9kLdqe7FUUIr8TXlR/+6Y8rChC8nKOtZJyWx6pXUOspjQb012QfFVFUkG6XLJWlc32OuOah3tP8dA1Z+y1WZU6LYkGl/S4IrD7MqxVZe/zjbsecjeS61Q831PC2fjw6eLpp86HV88/YZ0ZseD4KCDACJNTJcUtD9kOkH2/cJiP3+pCIod1KJu2aoafYLffHRaB4OIxlttuUf30D+IJR84DvbsXatbyvUxSsKzZj/GLnBD4v2TWMT5mWCuIQUpjSk3CkilFakU83vFOdsQ6+23+K9R3EkuOJe2vtccweObM8Kzj3aM3eBaY27jkG3U2C9Ezu+0VycsJOkIVnDz1bPnbpBXARyLi2SrrABp88b+FecxOLXN1Xbb44YITFiWUU4LQKqh0VcdndADee+cCINI8QgBlFIR6AIQ5FCFo+DGzBi2Rt7Wbt/poJWJcamltaWrcltXJHnXP5KqFuntq9d9H0kpqS9Li/l3VdVsOiwWQcIiCwCNSQhgiKS4I8NEHdn/shbnuvNbXW9Z80D99/vWxx59ROzeoODMEWIRSBPMph32YfejfoNm3og/DCkqY5zEvOu7134yw2LRAe5FR5VZvKYePrEtX+9y5wAH7bp7awOuPX+D+fzxe+ICOV8chWF98rIxA3p6KI8GPIjLwC/+WmEGIoRjIH9fxkCRIiyJPmn6cAaiPu4D20B9WwcAR5EM/DemNIx//eVd0D46cfyXhf49EAPwEgJ5gsjK9/+KRj/0c6/6Ri69ewcAfaEyjK6eZQ0ia8U6Fu+7qDm9aLTbCnlPUE3VIOafXy+MZhdGyARVLf30KGjsyRp5aZ49I+MicN7OtyO1X3+8cXcbJxTtyYx6oKipfQKDtV8zjCmpwfL6fU50Tmx/AQkDMfBrFaa+WXBJCmO/U0hcmOMaXH9LKcM6Z/DWmsGcEJj97F4Yl05thDpMfBalLI7yKK2dHIk0mnOHJp7B4MzI5zeQ/21FqY+rnnZH0eeu+fIJGd0Qof3sfQj40ly+IU8n4/Ahbzr/gOS6s3X8RnQTo9e8WjmYRLMnTarkPL+ZefO6WUfEaJW8oOuN9Vv6lpKiPCPkxMNPLpjurGZLzIiqnhfdtAOs8SyasL53p3AskuyXOC4U5xC3o73J5FMzpf7pzTkGnI9B8rwrDY2ZyNwzn/9JjuDv4jRsvPOLxEEBgRo+YBhiDu/Ki/bkICptdd2+xjYQ7uq7gpgcgWEafZsYdsv1b9nHmquctbH2xuWSj/cVBb8G55Gm0+J+PLjpHiq81U3/huTR5Zvly6fTzisTMP+RNS9C44xcde1ifH7PhAzBpQZpmfx1LaHfHLUYZHIDfiWg64BSVy0rHsl/DJ3uByRMNduqTUy4lmwOTkNSW39CWACCERLw0VKagcvruUVyER1adA8jH39v0xr8UM0idNAtOnkQ/iJ0gvu5HrXdslzNrZkAh4djpxBkBxB6GzR8NQAh9lEefeOKhD//oR3KvLQ3QDKASvpe4kzZOyr9aDomx7Oo7ju0WSt7PojtMbWV0RIFEs5EDWiq/P6c8+Fi0EzsF5CLBXWyAM/idLm3XX+cyHGlCoAVSD+ZROqdJgXxuBk3OP61KdeRvYdHOyeQIBOI9uZ8UlM9nwxtKdvYmf5k+KXVDPtbUeVIhM4cRLIe+6LAebzFZ97QI1wP/oyeD+kaLmg+ZnV88aPUJLj+994Ld6vnUjFbu70QFM5rXpz9fO7SYr//MbWZ1ML+TGJDkvGwhn4Dj7Zb6VlwAOWrAOVidl8CExdAHptbR0+DDiLZz0FO8a1736a4XX9n+Ynage1zzielPr1rxVq+VPqoBvSuwV9z7cv97Z6QNoXcVwdbM/I+WlTcZRAf9hkvn9Z4yTc99GP7XLpxBcqAvdWhHvN6fVc1quqon0VYhaYu9FaQ4jFCM/ONlfMYgdbftPbXuhvyzQHznsk73/AvLIT/Nq6CuArH/U+FHSOSQJex5kUd0ttkzGsQzwHoN6wNCJInCpWYPmNT+TuxjYp+3D/pPka+BbMxjEkuEmaltgtON8NonsMXxQKfYX1CJwgI9y91tqSuF2pyUoVfi9YfOqbRY6BRW5AmVmIRWUHH/we4Iyf6SXYXAQ9oKjhmAEGfZJbQaiMO3hXzhcCCe3vXIFXoDsI2lNM4RXRdxSjkmXAJQN7Zgn8siQkjSGXZ7n+6904V/a2ZZ/gafkzH1bubyWirHi2Lvco+znfnO9brj33wjChgSmAtY+Ym8WuwKyGUZar5OqJlA69ec6C3QBza8+Rtuh5rTMWZZW2yUKSkvpctn2X+9PpgtNIy5MJyrxm07rsaq8sSc1qFaWD1rtXdaAlAnBWHMBcRtkbC0HJhGF8+ATHm1Jbj2XhrboyhWh2FEj1bnbPxWZq/o59FOr4jopsix7Z7lPGA+3evVAD2aHj38ApqOvd6dWffsN8+4xfw5LJ+BZmDL2Wdmx2amzMwO/m+WeCxywS059N4HsFK4OLd63zrn3+cZI5VYsb4hlvDZYcCXCP+y90Eue95j2UvC7DDPHab2Vv4ufOCaO1h2E4TUqW79Pm3zoG9TKwqSY9V8rHDrxuF58PlTdSlfaUZDB7hw8aIYoAFKtu1cmQ7Xr8KK13P6nfKeUPZm5wTbjJcqL3eS89h/z4blnrBs/8SGP2eObk3BB0UkbAm7jcjzmHki9z2skU6h6hjG+gcD2CWrNXVC2UZWh8osr7W88J3XQnbmReuKsCKO3jrfjzWQQnML1enIisId7o5rrVeX3/OWgWuVOdYIHQ1Hgpv7LcWrzOUp5m8svQyGIR8MQIUtTWwYXTcoqx2+zCAPGt5iR26jl0IavuxBO7aIi5dAghi8BD2j5Wb136KT9bbILZDxSB8yxxQ8ACnVXwqWai+rBKDt0GD8YS83LwMSRP8cunwRnNlPJMZ/W+eAPvPYwgzTg/5ZMNsAOZC8r23EMIkdI9hjmppqRHEG+l9H3mylRTpYO4WQArz0lFQK/FZ/wVIA1K4NixcETRNIDFv8hMQbl06jNeeg35F79Sc3VSrxktiytXrxRTJADoQo/eFD+tF1CMjHyVBJV9e+xQMCRQm64yzWHPhNltQIziqotBlq8obKmY14tA/FJkcL+zg24wMgACbor1ff6d44Fey/SERYzT++RY0/nPTsGZsy/v/D/6pIDwBFiLsR/Ae6xrJNx/dVHgPu9owvXuCSN42ABebQMiVvWXVoDMV6oBTXV1fmtXgta9OAZhszek1ehD3BitePsLqixvrq/opTJnyYpcKCxd/E5S0B7oD1IwFLhX5LkYbGum3UGTWemB7X6wYv8hH7B9R72tqjruzUhW2cDE+T5qJ8C0RjLkRjXP7uU6xFcZ/sDXJNKI7gSgpTHF9tvbT5sPQaRTTcMULrYQf1XmmFDb6h7/s08hUsZpDXCOPHQ+vGJYuXADljUdH4S95oMXG8sUDUIEmoAharW1PyHtUSakXRIzRiDXJxALU4gh9Pr12vLI6iU9FcbZJ++Kr59HZjFpmNPLJT5u9dQqNERYduPRdVt20C+Z1mxXi0PPaifO8jvn3IKnFIFauv5xU9q375K7GxPOMct17Npu5bAX2V4P5ZbLYb0TXGd7SwrpPVKMlSRXCMCmfsBqq9etbI1vTsmJ/6zvcka3y1QNXofGhVRV2x8FtdJOY9o5pP02vM8O8ovZuf/a9ZHWN2HzT28cuoYpMq08Ruk9m9pvV2iR0yZVxjUXeOYBbjSRJ7yOz8hvL1g0Is/Px/e3IXqab9bYSzzZybxLadmHIUXaYQWa9M6o09tNEXuRs9pT5b0GbbcIWxVeFtkBL5bdpebv5Vrn0Ds64IpkLBC3YF7le0nvWsegHeH4gfcGitDBCzZBu6g80gMHteFpz687Z4aVHU9d+rPhfVluei9k6xQtX+QPQeN6n76wBYMxCHAORBgC8WQSoTB90RyX++AXUFhUMCAPHg3UQG8SahlG5SY+QFWbXJ6e2GydPHzBQkx8cUickzJYxRoYzo+EB5tyLR86ZSQD0K2GLPQABd2wgTQd6+JgGx+5sUXBtpMtC22OTArxUmD9LeaQrg3nMB0ew9UdKmKQV5N5sy8OwnphzUw9xUgPdwMZUgjihTBa6DYappRqVpwXe0mhrSccS05D6WTC3r8cS0YhhfTGvdFjvTRuCCNHVcFxXaanQS9NErpoF+eW7a06yMTQfqlQM6tqL+ppH3CmY60a3yTBe+qwbTlWF1yHTjvroC7tGXpgfN2gw9ibqY3ejWoeZ3xHWE6U25jjd9yNdp374v6fp/USlMGa9BwKAVSJS2bdqy79BbQW7cokQCBUPXOV9WXCgDzBvIKV9QbrWKIN8vhTmeksbW6DGkB4kVk7s0NlvBkxMyG8bVjmyvuDUKufGsHSeap9hj4AS3fhKmFuQHoNjF8vguULYzT+xag9BX5JVSVViWFZ8hKlGpKCTMtohDwTNyZXkvCCEXU5rXmEeKZE0yYEriEVG4g3nki8XHNmxoIzdCG+6RrRIB5e5A6gp5qrUMOVmJbMJMiSVHOeogR7Ou5GikPJLJd+JhNaitpDao6vIMW/xReE7DNqtZwqqxnGI59pVqjnELHE4QDNxrq4Zjmwc7YY4yDvJ5Ehck4pDGC5HuXfNOBBJOTsHpYupESsBYU04gqhCRhu1wySNVddGo7g8pUne+Oo2hzV9XC7I7F5gd5q5rIUgtwOVR5c4OZ3XqwppeK6FMa1qjEZBQfznnGWc6ClDtxdxIGfy+CPdB5nxOWkGyj0kfRs/ZlcMbK1cqX4OIy4qZkriwbgIhr7TqoMyUWKBbCDlq0u0rW4MZgoxU+hkFIzhpVworotrniuarLSOeOK+ooVI0YKFUUnAQvw7m2KG80SmhID0/WL+CEocjOUQ1JFIHiQzrVjKAXSm4kTr7HH4SSOajmnjQV4fz+oMZLkjQ8QksZUNNYojpShjLPGJN4uEyXMNM+sQbRFTk0t5BIgZTakwvhDkUeDmrhecL4dKkEKXAyz1UegLxFIsNFiIcSh5kPmeMnHP32byaFg==) format('woff2');
}
@font-face {
font-family: 'JetBrains Mono';
font-style: normal;
font-weight: 400 800;
font-display: swap;
src: url(data:font/woff2;base64,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) format('woff2');
}
.hw-8f6b3caf-chart text { shape-rendering: geometricPrecision; }
.hw-8f6b3caf-title {
font-family: 'Inter', system-ui, sans-serif;
font-size: 24px;
font-weight: 600;
letter-spacing: -0.02em;
/* ink-primary is substrate-aware; ink_bright is the near-black surface tone on
dark variants, which made the chart title vanish on noir/carbon/space/anvil. */
fill: #1E3A5F;
}
.hw-8f6b3caf-subtitle,
.hw-8f6b3caf-axis-y,
.hw-8f6b3caf-axis-x,
.hw-8f6b3caf-footer,
.hw-8f6b3caf-live {
font-family: 'JetBrains Mono', ui-monospace, monospace;
fill: #537395;
}
.hw-8f6b3caf-subtitle { font-size: 12px; letter-spacing: 0.03em; opacity: 0.85; }
.hw-8f6b3caf-hero-value {
font-family: 'Inter', system-ui, sans-serif;
font-size: 30px;
font-weight: 800;
letter-spacing: -0.03em;
/* Hero = the SAME identity tone as the glyph (glyph_inner), so the big number
reads the same orange/cobalt/etc. as the header mark on every variant. The
prior accent_deep was a muddy darker tone that clashed with the bright glyph. */
fill: #1D4ED8;
}
/* PRIMER LABEL VOICE (single source: genome label_text). The chart's category
labels — CURRENT/DELTA/WINDOW, GROWTH/GAINED, LIVE·TOTAL — wear the SAME voice as
the badge label, strip column header, and stats card label: JetBrains Mono, 8px,
700, 0.12em, uppercase, fill #1D4ED8. */
.hw-8f6b3caf-tri-label,
.hw-8f6b3caf-callout-label,
.hw-8f6b3caf-hero-label {
font-family: 'JetBrains Mono', ui-monospace, monospace;
font-size: 8px; font-weight: 700; letter-spacing: 0.12em; text-transform: uppercase;
fill: #1D4ED8;
}
.hw-8f6b3caf-tri-value { font-family: 'Inter', system-ui, sans-serif; font-size: 22px; font-weight: 700; letter-spacing: -0.02em; fill: #1E3A5F; }
.hw-8f6b3caf-tri-accent { fill: #1D4ED8; }
.hw-8f6b3caf-callout-value { font-family: 'Inter', system-ui, sans-serif; font-size: 32px; font-weight: 800; letter-spacing: -0.03em; fill: #1E3A5F; }
.hw-8f6b3caf-live-word { fill: #1D4ED8; will-change: opacity; }
.hw-8f6b3caf-live { font-size: 9px; font-weight: 700; letter-spacing: 0.10em; fill: #1D4ED8; }
/* Axis ticks share the label colour (#1D4ED8); they keep their own
legible tick size since they're data annotations, and the milestone accent
(axis-accent) still wins for the top-Y / current-X tick. */
.hw-8f6b3caf-axis-y { font-size: 10px; font-weight: 700; letter-spacing: 0.04em; fill: #1D4ED8; opacity: 0.72; }
.hw-8f6b3caf-axis-x { font-size: 9px; font-weight: 700; letter-spacing: 0.08em; fill: #1D4ED8; opacity: 0.58; }
/* Accented tick (top Y, current X) — the genome accent at full strength. Defined
after axis-y/axis-x so it wins their fill + opacity at equal specificity. */
.hw-8f6b3caf-axis-accent { fill: #1D4ED8; opacity: 1; }
.hw-8f6b3caf-footer { font-size: 9px; letter-spacing: 0.14em; opacity: 0.62; }
.hw-8f6b3caf-brand { font-weight: 700; letter-spacing: 0.24em; }
/* Grid is a light NEUTRAL field (faint ink), not the blue border — matching the
specimen's barely-there near-white grid. Baseline axis a touch stronger; the
trailing (current) vertical carries a faint accent tint. */
.hw-8f6b3caf-chart .hw-chart-gridline { stroke: #1E3A5F; stroke-width: 1; opacity: 0.06; }
.hw-8f6b3caf-chart .hw-chart-axis { stroke: #1E3A5F; stroke-width: 1; opacity: 0.12; }
.hw-8f6b3caf-vgrid { stroke: #1E3A5F; stroke-width: 1; opacity: 0.05; }
.hw-8f6b3caf-vgrid-a { stroke: #1D4ED8; stroke-width: 1; opacity: 0.14; }
.hw-8f6b3caf-chart .hw-chart-area-smooth { fill: url(#hw-8f6b3caf-area-fade); fill-opacity: 1; }
.hw-8f6b3caf-chart .hw-chart-line { stroke: url(#hw-8f6b3caf-line-g); stroke-width: 2.5; stroke-linecap: round; stroke-linejoin: round; }
.hw-8f6b3caf-chart [data-hw-zone="markers"] circle { fill: #FFFFFF; stroke: #1D4ED8; stroke-width: 1; }
.hw-8f6b3caf-chart [data-hw-zone="markers"] circle:last-child { fill: #1D4ED8; stroke: none; }
.hw-8f6b3caf-chart .hw-chart-milestone-line { stroke: #1D4ED8; stroke-width: 0.7; opacity: 0.25; stroke-dasharray: 2 6; }
.hw-8f6b3caf-chart .hw-chart-milestone-label { font-family: 'JetBrains Mono', ui-monospace, monospace; font-size: 9px; font-weight: 700; letter-spacing: 0.10em; fill: #1E3A5F; }
.hw-8f6b3caf-pulse { will-change: opacity; }
.hw-8f6b3caf-chart .hw-chart-line-draw { stroke-dashoffset: 0; will-change: stroke-dashoffset; }
.hw-8f6b3caf-chart .hw-chart-area-smooth { }
.hw-8f6b3caf-chart [data-hw-zone="markers"] { }
.hw-8f6b3caf-chart .hw-chart-endpoint { transform-box: fill-box; transform-origin: center; will-change: transform, opacity; }
@media (prefers-reduced-motion: reduce) {
.hw-8f6b3caf-chart .hw-chart-line-draw { stroke-dashoffset: 0; }
.hw-8f6b3caf-chart .hw-chart-area-smooth,
.hw-8f6b3caf-chart [data-hw-zone="markers"] { opacity: 1; }
.hw-8f6b3caf-chart .hw-chart-endpoint { }
.hw-8f6b3caf-pulse, .hw-8f6b3caf-live-word { opacity: 1; }
}
</style>
</defs>
<g class="hw-8f6b3caf-chart" clip-path="url(#hw-8f6b3caf-clip)">
<g filter="url(#hw-8f6b3caf-lift)">
<rect x="50.0" y="36.0"
width="1000.0" height="588.0"
rx="16.0" fill="url(#hw-8f6b3caf-card-bg)"/>
</g>
<rect x="50.0" y="36.0"
width="1000.0" height="588.0"
rx="16.0" fill="none" stroke="#C7D5EA" stroke-width="0.8"/>
<svg x="100.0" y="73.0" width="20" height="20" viewBox="0 0 24 24">
<path d="M12 .297c-6.63 0-12 5.373-12 12 0 5.303 3.438 9.8 8.205 11.385.6.113.82-.258.82-.577 0-.285-.01-1.04-.015-2.04-3.338.724-4.042-1.61-4.042-1.61C4.422 18.07 3.633 17.7 3.633 17.7c-1.087-.744.084-.729.084-.729 1.205.084 1.838 1.236 1.838 1.236 1.07 1.835 2.809 1.305 3.495.998.108-.776.417-1.305.76-1.605-2.665-.3-5.466-1.332-5.466-5.93 0-1.31.465-2.38 1.235-3.22-.135-.303-.54-1.523.105-3.176 0 0 1.005-.322 3.3 1.23.96-.267 1.98-.399 3-.405 1.02.006 2.04.138 3 .405 2.28-1.552 3.285-1.23 3.285-1.23.645 1.653.24 2.873.12 3.176.765.84 1.23 1.91 1.23 3.22 0 4.61-2.805 5.625-5.475 5.92.42.36.81 1.096.81 2.22 0 1.606-.015 2.896-.015 3.286 0 .315.21.69.825.57C20.565 22.092 24 17.592 24 12.297c0-6.627-5.373-12-12-12" fill="#1D4ED8"/>
</svg>
<text class="hw-8f6b3caf-title" x="132.0" y="90.0">ZSeven-W/openpencil</text>
<text class="hw-8f6b3caf-subtitle" x="132.0" y="110.0">STARS · Feb 2026 — Jul 2026</text>
<text class="hw-8f6b3caf-hero-value" x="1000.0" y="90.0"
text-anchor="end">4.7K</text>
<text class="hw-8f6b3caf-hero-label" x="1000.0" y="110.0"
text-anchor="end"><tspan class="hw-8f6b3caf-live-word">LIVE</tspan> · TOTAL STARS</text>
<g data-hw-zone="plot">
<line x1="100.0" y1="140" x2="100.0" y2="480" class="hw-8f6b3caf-vgrid"/> <line x1="320.0" y1="140" x2="320.0" y2="480" class="hw-8f6b3caf-vgrid"/> <line x1="540.0" y1="140" x2="540.0" y2="480" class="hw-8f6b3caf-vgrid"/> <line x1="760.0" y1="140" x2="760.0" y2="480" class="hw-8f6b3caf-vgrid"/> <line x1="980.0" y1="140" x2="980.0" y2="480" class="hw-8f6b3caf-vgrid hw-8f6b3caf-vgrid-a"/><line x1="100" y1="480" x2="980" y2="480" class="hw-chart-gridline"/>
<line x1="100" y1="367" x2="980" y2="367" class="hw-chart-gridline"/>
<line x1="100" y1="253" x2="980" y2="253" class="hw-chart-gridline"/>
<line x1="100" y1="140" x2="980" y2="140" class="hw-chart-gridline"/>
<line x1="100" y1="480" x2="980" y2="480" class="hw-chart-axis"/>
<line x1="100" y1="140" x2="100" y2="480" class="hw-chart-axis"/>
<text class="hw-8f6b3caf-axis-y" x="88" y="484.0" text-anchor="end">0</text>
<text class="hw-8f6b3caf-axis-y" x="88" y="371.0" text-anchor="end">2K</text>
<text class="hw-8f6b3caf-axis-y" x="88" y="257.0" text-anchor="end">4K</text>
<text class="hw-8f6b3caf-axis-y hw-8f6b3caf-axis-accent" x="88" y="144.0" text-anchor="end">6K</text>
<path d="M100,480 C124,472 149,465 173,457 C193,450 212,449 232,435 C239,430 246,420 253,412 C260,404 267,394 274,389 C295,374 315,372 336,367 C382,355 428,354 474,344 C501,338 528,328 555,321 C583,313 610,304 638,299 C697,287 755,289 814,276 C838,271 862,261 886,253 C910,246 933,237 957,231 C965,229 972,228 980,226 L980,480 L100,480 Z" fill="#1D4ED8"
fill-opacity="0.12" class="hw-chart-area-smooth"/><path d="M100,480 C124,472 149,465 173,457 C193,450 212,449 232,435 C239,430 246,420 253,412 C260,404 267,394 274,389 C295,374 315,372 336,367 C382,355 428,354 474,344 C501,338 528,328 555,321 C583,313 610,304 638,299 C697,287 755,289 814,276 C838,271 862,261 886,253 C910,246 933,237 957,231 C965,229 972,228 980,226" fill="none" stroke="#1D4ED8"
stroke-width="2.5" stroke-linecap="round" stroke-linejoin="round"
class="hw-chart-line hw-chart-line-draw" pathLength="1" stroke-dasharray="1" stroke-dashoffset="0"/> <g data-hw-zone="markers"><circle cx="100" cy="480" r="4"/>
<circle cx="173" cy="457" r="4"/>
<circle cx="232" cy="435" r="4"/>
<circle cx="253" cy="412" r="4"/>
<circle cx="274" cy="389" r="4"/>
<circle cx="336" cy="367" r="4"/>
<circle cx="474" cy="344" r="4"/>
<circle cx="555" cy="321" r="4"/>
<circle cx="638" cy="299" r="4"/>
<circle cx="814" cy="276" r="4"/>
<circle cx="886" cy="253" r="4"/>
<circle cx="957" cy="231" r="4"/>
<g data-hw-zone="endpoint">
<circle class="hw-chart-endpoint" cx="980" cy="226" r="8"
fill="#1D4ED8" opacity="0.18"/>
<circle cx="980" cy="226" r="5"
fill="#FFFFFF" stroke="#1D4ED8" stroke-width="1"/>
<circle cx="980" cy="226" r="2" fill="#1D4ED8"/>
</g>
</g>
</g>
<g data-hw-zone="x-axis">
<text class="hw-8f6b3caf-axis-x" x="100.0" y="500.0" text-anchor="start">Feb 2026</text>
<text class="hw-8f6b3caf-axis-x" x="320.0" y="500.0" text-anchor="middle">Apr 2026</text>
<text class="hw-8f6b3caf-axis-x" x="540.0" y="500.0" text-anchor="middle">May 2026</text>
<text class="hw-8f6b3caf-axis-x" x="760.0" y="500.0" text-anchor="middle">Jun 2026</text>
<text class="hw-8f6b3caf-axis-x hw-8f6b3caf-axis-accent" x="980.0" y="500.0" text-anchor="end">Jul 2026</text>
</g>
<g filter="url(#hw-8f6b3caf-glass)">
<rect x="150.0" y="210.0"
width="120.0" height="72.0"
rx="10.0" fill="white" fill-opacity="0.72" stroke="#C7D5EA" stroke-width="1"/>
</g>
<rect x="151.0" y="211.0"
width="118.0" height="2.0"
rx="1.0" fill="white" fill-opacity="0.32"/>
<text class="hw-8f6b3caf-callout-value" x="210.0" y="254.0" text-anchor="middle">+4.7K</text>
<text class="hw-8f6b3caf-callout-label" x="210.0" y="270.0" text-anchor="middle">GAINED</text>
<line x1="80.0" y1="530.0" x2="1020.0" y2="530.0" stroke="#C7D5EA" stroke-width="0.7" opacity="0.7"/>
<text class="hw-8f6b3caf-tri-label" x="100.0" y="552.0">CURRENT</text>
<text class="hw-8f6b3caf-tri-label" x="410.0" y="552.0">DELTA</text>
<text class="hw-8f6b3caf-tri-label" x="720.0" y="552.0">WINDOW</text>
<text class="hw-8f6b3caf-tri-value" x="100.0" y="576.0">4.7K</text>
<text class="hw-8f6b3caf-tri-value hw-8f6b3caf-tri-accent" x="410.0" y="576.0">+4.7K</text>
<text class="hw-8f6b3caf-tri-value" x="720.0" y="576.0">5mo</text>
<line x1="80.0" y1="600.0" x2="1020.0" y2="600.0" stroke="#C7D5EA" stroke-width="0.7" opacity="0.5"/>
<text class="hw-8f6b3caf-footer hw-8f6b3caf-brand" x="100.0" y="616.0">HYPERWEAVE · STAR HISTORY</text>
<text class="hw-8f6b3caf-footer" x="1000.0" y="616.0" text-anchor="end">https://github.com/ZSeven-W/openpencil</text>
</g>
</svg>