- ${this.renderPage(this._activeCard)}
-
- `:D``}renderPage(e){switch(e){case"base":default:return this.renderBaseCard();case"calendar":return this.renderCalendar()}}renderBaseCard(){return D` ${this.renderMoonImage()} ${this.renderMoonData()} `}renderHeader(){if(!this.config.compact_view||"base"!==this._activeCard)return D`
-
- `}renderMoonImage(){const e=this._isCalendar?"calc(30% - 1px)":"calc(25% - 1px)",{moonImage:t,rotateDeg:i}=this._baseMoonData.moonImage;return D`
-
-
`}renderMoonData(){const e=this.config.compact_view&&"base"===this._activeCard;return D`
- ${e?this.renderCompactView():D`
`}
- `}renderCompactView(){const{moonFraction:e,moonRise:t,moonSet:i,moonAge:s}=this._baseMoonData,n=(e,t,i,s)=>D`
-
-
- ${t} ${i}
-
-
${s}
-
- `;return D`
-
-
-
-
${this._moonPhaseName}
-
${e.value} ${e.unit} Illuminated
-
- ${n("mdi:progress-clock",s.value,s.unit,s.label)}
- ${n("mdi:weather-moonset-up",t.value,"",t.label)}
- ${n("mdi:weather-moonset",i.value,"",i.label)}
-
-
- `}renderCalendar(){if("base"===this._activeCard)return;this.selectedDate||(this.selectedDate=this._today);const e=Ne(this.selectedDate),t=D`
- this.updateDate("prev")} class="date-input-btn click-shrink"><
-
- this.updateDate("next")} class="date-input-btn click-shrink">>
-
`;return D`
- ${this.renderMoonImage()}
-
${t}${this.renderMoonData()}
- `}updateDate(e){const t=new Date(this.selectedDate||this._today);"next"===e?t.setDate(t.getDate()+1):"prev"===e&&t.setDate(t.getDate()-1),this.selectedDate=t,this.fetchBaseMoonData()}_handleDateChange(e){const t=e.target;this.selectedDate=new Date(t.value),this.fetchBaseMoonData()}togglePage(){this._activeCard="base"===this._activeCard?"calendar":"base"}_getBaseMoonData(){const{rise:e,set:t,highest:i}=this._moonTimes,{phaseValue:s,fraction:n}=this._moonIllumination,{fullMoon:r,newMoon:a}=this._moonIllumination.next,l=this._moonPosition.parallacticAngle,c=this._moonIllumination.phase.name,{distance:d,azimuthDegrees:o,altitudeDegrees:z}=this._moonPosition,p=Math.round(16*s)%16,m=l?180-180*l/Math.PI:0,u=e=>new Date(e).toISOString(),x=(e,t,i="",s="")=>({label:e,value:t,secondValue:i,unit:s});return{moonFraction:x("Illumination",(100*n).toFixed(2),"","%"),moonAge:x("Moon Age",(29.5*s).toFixed(2),"","days"),moonRise:x("Moonrise",Ge(u(e)),Ye(u(e))),moonSet:x("Moonset",Ge(u(t)),Ye(u(t))),moonHighest:x("Moon Highest",Ge(u(i||"")),Ye(u(i||"")),""),distance:x("Distance",d.toFixed(2),"","km"),azimuthDegress:x("Azimuth",o.toFixed(2),"","°"),altitudeDegrees:x("Altitude",z.toFixed(2),"","°"),nextFullMoon:x("Full Moon",new Date(r.date).toLocaleDateString("en-US",{weekday:"short",month:"short",day:"numeric"}),"",""),nextNewMoon:x("New Moon",new Date(a.date).toLocaleDateString("en-US",{weekday:"short",month:"short",day:"numeric"}),"",""),phaseName:x("Phase Name",c,"",""),moonImage:((e,t,i)=>({moonImage:e,moonPhaseName:t,rotateDeg:i}))(tt[p],c,m)}}_getMoonIllumination(e){return Oe.getMoonIllumination(e)}_getMoonPosition(e,t,i){return Oe.getMoonPosition(e,t,i)}_computeClasses(){return Ve({"--background":this._showBackground})}_setBackgroundCss(){const e=this.config.custom_background||et;this.style.setProperty("--lunar-background-image",`url(${e})`)}static get styles(){return[st]}};zs.getStubConfig=()=>Object.assign({},ye),e([xe({attribute:!1})],zs.prototype,"hass",void 0),e([xe({type:Object})],zs.prototype,"config",void 0),e([Re()],zs.prototype,"_activeCard",void 0),e([Re()],zs.prototype,"_baseMoonData",void 0),e([Re()],zs.prototype,"latitude",void 0),e([Re()],zs.prototype,"longitude",void 0),e([Re()],zs.prototype,"selectedDate",void 0),e([Re()],zs.prototype,"_connected",void 0),e([Re()],zs.prototype,"_refreshInterval",void 0),zs=e([pe("lunar-phase-card")],zs),window.customCards=window.customCards||[],window.customCards.push({type:"lunar-phase-card",name:"Lunar Phase Card",preview:!0,description:"A custom card to display the current lunar phase."});let ps=class extends oe{constructor(){super(...arguments),this.selectedOption="url"}setConfig(e){this._config=e}get _entity(){var e;return(null===(e=this._config)||void 0===e?void 0:e.entity)||""}get _use_default(){var e;return(null===(e=this._config)||void 0===e?void 0:e.use_default)||!0}get _show_background(){var e;return(null===(e=this._config)||void 0===e?void 0:e.show_background)||!1}get _compact_view(){var e;return(null===(e=this._config)||void 0===e?void 0:e.compact_view)||!1}get _latitude(){var e;return(null===(e=this._config)||void 0===e?void 0:e.latitude)||0}get _longitude(){var e;return(null===(e=this._config)||void 0===e?void 0:e.longitude)||0}get _custom_background(){var e;return(null===(e=this._config)||void 0===e?void 0:e.custom_background)||""}connectedCallback(){super.connectedCallback()}disconnectedCallback(){super.disconnectedCallback()}shouldUpdate(e){return!(!this._config||!this.hass)&&super.shouldUpdate(e)}render(){if(!this.hass)return D``;const e=Object.keys(this.hass.states).filter((e=>e.startsWith("sensor")&&e.endsWith("_moon_phase")&&!e.endsWith("_next_moon_phase"))).sort();return D`
-
- e.stopPropagation()}
- >
- ${`${t?`${t} (${e})`:e} `} `}))}
-
- ${this.renderImageUpload()} ${this.renderCustomLatLon()} ${this.renderSwitches()}
-
-
Version: ${_e}
- `}renderImageUpload(){const e=D`
-
-
- ${this._custom_background?D`
-
-
- `:D`
-
- Choose file
- `}
-
- `;return this.panelTemplate("Custom Background","Set a custom background image","mdi:image",e)}async _handleFilePicked(e){const t=e.target;if(!t.files||0===t.files.length)return;const i=t.files[0],s=new FormData;s.append("file",i);try{const e=await fetch("/api/image/upload",{method:"POST",body:s,headers:{Authorization:`Bearer ${this.hass.auth.data.access_token}`}});if(!e.ok)throw new Error("Failed to upload image");const t=(await e.json()).id;if(!t)throw new Error("Image ID is missing in the response");const i=`/api/image/serve/${t}/original`;this._config&&(this._config=Object.assign(Object.assign({},this._config),{custom_background:i}),we(this,"config-changed",{config:this._config}),this.requestUpdate())}catch(e){}}handleRemoveBackground(){this._config&&(this._config=Object.assign(Object.assign({},this._config),{custom_background:void 0}),we(this,"config-changed",{config:this._config}),this.requestUpdate())}renderSwitches(){var e,t,i;const s=!!((null===(e=this._config)||void 0===e?void 0:e.entity)||(null===(t=this._config)||void 0===t?void 0:t.latitude)&&(null===(i=this._config)||void 0===i?void 0:i.longitude));return D`
-
-
-
-
-
-
-
-
- `}renderCustomLatLon(){var e,t,i;const s=!!(null===(e=this._config)||void 0===e?void 0:e.entity),n=D`
-
${"If entity is set, latitude and longitude won't be used."}
-
-
- `;return this.panelTemplate("Latitude & Longitude","Set custom latitude and longitude","mdi:map-marker",n)}panelTemplate(e,t,i,s){return D`
-
- `}_valueChanged(e){if(!this._config||!this.hass)return;const t=e.target,i=t.configValue;if(this[`_${i}`]===t.value)return;let s;if(["latitude","longitude"].includes(i))s=Number(t.value),this._config=Object.assign(Object.assign({},this._config),{[i]:s});else if(s&&0===s.length){const e=Object.assign({},this._config);delete e[i],this._config=e}else s=void 0!==t.checked?t.checked:t.value,this._config=Object.assign(Object.assign({},this._config),{[i]:s});if(s&&0===s.length){const e=Object.assign({},this._config);delete e[i],this._config=e}we(this,"config-changed",{config:this._config})}};ps.styles=l`
- .card-config {
- width: 100%;
- margin-block: 0.5rem;
- display: flex;
- flex-direction: column;
- gap: 1rem;
- }
-
- .switches {
- margin: 0.5rem;
- display: grid;
- grid-template-columns: 1fr 1fr;
- grid-gap: 1rem;
- }
- ha-select {
- --mdc-menu-max-height: 200px;
- }
- ha-select,
- ha-textfield {
- display: block;
- width: 100%;
- }
- ha-formfield {
- padding-bottom: 8px;
- width: 100%;
- }
- ha-switch {
- --mdc-theme-secondary: var(--switch-checked-color);
- }
-
- ha-expansion-panel .container {
- padding: 0px 1rem !important;
- }
- .right-icon {
- padding-inline: 0.5rem;
- cursor: pointer;
- }
- .custom-background-wrapper {
- display: inline-flex;
- align-items: center;
- gap: 1rem;
- text-wrap: nowrap;
- }
- .file-input {
- display: none;
- }
- .file-upload {
- cursor: pointer;
- display: inline-block;
- padding: 0.5rem 1rem;
- border: 1px solid var(--divider-color);
- border-radius: 8px;
- color: var(--primary-text-color);
- }
- .file-upload:hover {
- background-color: var(--primary-color);
- }
-
- .version {
- margin-top: 1rem;
- color: var(--secondary-text-color);
- text-align: start;
- }
- `,e([xe({attribute:!1})],ps.prototype,"hass",void 0),e([Re()],ps.prototype,"_config",void 0),e([xe({type:String})],ps.prototype,"selectedOption",void 0),ps=e([pe("lunar-phase-card-editor")],ps);var ms=Object.freeze({__proto__:null,get LunarPhaseCardEditor(){return ps}});export{zs as LunarPhaseCard};
diff --git a/config/www/dashboard-resources/output.css b/config/www/dashboard-resources/output.css
deleted file mode 100644
index 0ae7140..0000000
--- a/config/www/dashboard-resources/output.css
+++ /dev/null
@@ -1,876 +0,0 @@
-/*
-! tailwindcss v3.4.1 | MIT License | https://tailwindcss.com
-*/
-
-/*
-1. Prevent padding and border from affecting element width. (https://github.com/mozdevs/cssremedy/issues/4)
-2. Allow adding a border to an element by just adding a border-width. (https://github.com/tailwindcss/tailwindcss/pull/116)
-*/
-
-*,
-::before,
-::after {
- box-sizing: border-box;
- /* 1 */
- border-width: 0;
- /* 2 */
- border-style: solid;
- /* 2 */
- border-color: #e5e7eb;
- /* 2 */
-}
-
-::before,
-::after {
- --tw-content: '';
-}
-
-/*
-1. Use a consistent sensible line-height in all browsers.
-2. Prevent adjustments of font size after orientation changes in iOS.
-3. Use a more readable tab size.
-4. Use the user's configured `sans` font-family by default.
-5. Use the user's configured `sans` font-feature-settings by default.
-6. Use the user's configured `sans` font-variation-settings by default.
-7. Disable tap highlights on iOS
-*/
-
-html,
-:host {
- line-height: 1.5;
- /* 1 */
- -webkit-text-size-adjust: 100%;
- /* 2 */
- -moz-tab-size: 4;
- /* 3 */
- -o-tab-size: 4;
- tab-size: 4;
- /* 3 */
- font-family: ui-sans-serif, system-ui, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji";
- /* 4 */
- font-feature-settings: normal;
- /* 5 */
- font-variation-settings: normal;
- /* 6 */
- -webkit-tap-highlight-color: transparent;
- /* 7 */
-}
-
-/*
-1. Remove the margin in all browsers.
-2. Inherit line-height from `html` so users can set them as a class directly on the `html` element.
-*/
-
-body {
- margin: 0;
- /* 1 */
- line-height: inherit;
- /* 2 */
-}
-
-/*
-1. Add the correct height in Firefox.
-2. Correct the inheritance of border color in Firefox. (https://bugzilla.mozilla.org/show_bug.cgi?id=190655)
-3. Ensure horizontal rules are visible by default.
-*/
-
-hr {
- height: 0;
- /* 1 */
- color: inherit;
- /* 2 */
- border-top-width: 1px;
- /* 3 */
-}
-
-/*
-Add the correct text decoration in Chrome, Edge, and Safari.
-*/
-
-abbr:where([title]) {
- -webkit-text-decoration: underline dotted;
- text-decoration: underline dotted;
-}
-
-/*
-Remove the default font size and weight for headings.
-*/
-
-h1,
-h2,
-h3,
-h4,
-h5,
-h6 {
- font-size: inherit;
- font-weight: inherit;
-}
-
-/*
-Reset links to optimize for opt-in styling instead of opt-out.
-*/
-
-a {
- color: inherit;
- text-decoration: inherit;
-}
-
-/*
-Add the correct font weight in Edge and Safari.
-*/
-
-b,
-strong {
- font-weight: bolder;
-}
-
-/*
-1. Use the user's configured `mono` font-family by default.
-2. Use the user's configured `mono` font-feature-settings by default.
-3. Use the user's configured `mono` font-variation-settings by default.
-4. Correct the odd `em` font sizing in all browsers.
-*/
-
-code,
-kbd,
-samp,
-pre {
- font-family: ui-monospace, SFMono-Regular, Menlo, Monaco, Consolas, "Liberation Mono", "Courier New", monospace;
- /* 1 */
- font-feature-settings: normal;
- /* 2 */
- font-variation-settings: normal;
- /* 3 */
- font-size: 1em;
- /* 4 */
-}
-
-/*
-Add the correct font size in all browsers.
-*/
-
-small {
- font-size: 80%;
-}
-
-/*
-Prevent `sub` and `sup` elements from affecting the line height in all browsers.
-*/
-
-sub,
-sup {
- font-size: 75%;
- line-height: 0;
- position: relative;
- vertical-align: baseline;
-}
-
-sub {
- bottom: -0.25em;
-}
-
-sup {
- top: -0.5em;
-}
-
-/*
-1. Remove text indentation from table contents in Chrome and Safari. (https://bugs.chromium.org/p/chromium/issues/detail?id=999088, https://bugs.webkit.org/show_bug.cgi?id=201297)
-2. Correct table border color inheritance in all Chrome and Safari. (https://bugs.chromium.org/p/chromium/issues/detail?id=935729, https://bugs.webkit.org/show_bug.cgi?id=195016)
-3. Remove gaps between table borders by default.
-*/
-
-table {
- text-indent: 0;
- /* 1 */
- border-color: inherit;
- /* 2 */
- border-collapse: collapse;
- /* 3 */
-}
-
-/*
-1. Change the font styles in all browsers.
-2. Remove the margin in Firefox and Safari.
-3. Remove default padding in all browsers.
-*/
-
-button,
-input,
-optgroup,
-select,
-textarea {
- font-family: inherit;
- /* 1 */
- font-feature-settings: inherit;
- /* 1 */
- font-variation-settings: inherit;
- /* 1 */
- font-size: 100%;
- /* 1 */
- font-weight: inherit;
- /* 1 */
- line-height: inherit;
- /* 1 */
- color: inherit;
- /* 1 */
- margin: 0;
- /* 2 */
- padding: 0;
- /* 3 */
-}
-
-/*
-Remove the inheritance of text transform in Edge and Firefox.
-*/
-
-button,
-select {
- text-transform: none;
-}
-
-/*
-1. Correct the inability to style clickable types in iOS and Safari.
-2. Remove default button styles.
-*/
-
-button,
-[type='button'],
-[type='reset'],
-[type='submit'] {
- -webkit-appearance: button;
- /* 1 */
- background-color: transparent;
- /* 2 */
- background-image: none;
- /* 2 */
-}
-
-/*
-Use the modern Firefox focus style for all focusable elements.
-*/
-
-:-moz-focusring {
- outline: auto;
-}
-
-/*
-Remove the additional `:invalid` styles in Firefox. (https://github.com/mozilla/gecko-dev/blob/2f9eacd9d3d995c937b4251a5557d95d494c9be1/layout/style/res/forms.css#L728-L737)
-*/
-
-:-moz-ui-invalid {
- box-shadow: none;
-}
-
-/*
-Add the correct vertical alignment in Chrome and Firefox.
-*/
-
-progress {
- vertical-align: baseline;
-}
-
-/*
-Correct the cursor style of increment and decrement buttons in Safari.
-*/
-
-::-webkit-inner-spin-button,
-::-webkit-outer-spin-button {
- height: auto;
-}
-
-/*
-1. Correct the odd appearance in Chrome and Safari.
-2. Correct the outline style in Safari.
-*/
-
-[type='search'] {
- -webkit-appearance: textfield;
- /* 1 */
- outline-offset: -2px;
- /* 2 */
-}
-
-/*
-Remove the inner padding in Chrome and Safari on macOS.
-*/
-
-::-webkit-search-decoration {
- -webkit-appearance: none;
-}
-
-/*
-1. Correct the inability to style clickable types in iOS and Safari.
-2. Change font properties to `inherit` in Safari.
-*/
-
-::-webkit-file-upload-button {
- -webkit-appearance: button;
- /* 1 */
- font: inherit;
- /* 2 */
-}
-
-/*
-Add the correct display in Chrome and Safari.
-*/
-
-summary {
- display: list-item;
-}
-
-/*
-Removes the default spacing and border for appropriate elements.
-*/
-
-blockquote,
-dl,
-dd,
-h1,
-h2,
-h3,
-h4,
-h5,
-h6,
-hr,
-figure,
-p,
-pre {
- margin: 0;
-}
-
-fieldset {
- margin: 0;
- padding: 0;
-}
-
-legend {
- padding: 0;
-}
-
-ol,
-ul,
-menu {
- list-style: none;
- margin: 0;
- padding: 0;
-}
-
-/*
-Reset default styling for dialogs.
-*/
-
-dialog {
- padding: 0;
-}
-
-/*
-Prevent resizing textareas horizontally by default.
-*/
-
-textarea {
- resize: vertical;
-}
-
-/*
-1. Reset the default placeholder opacity in Firefox. (https://github.com/tailwindlabs/tailwindcss/issues/3300)
-2. Set the default placeholder color to the user's configured gray 400 color.
-*/
-
-input::-moz-placeholder, textarea::-moz-placeholder {
- opacity: 1;
- /* 1 */
- color: #9ca3af;
- /* 2 */
-}
-
-input::placeholder,
-textarea::placeholder {
- opacity: 1;
- /* 1 */
- color: #9ca3af;
- /* 2 */
-}
-
-/*
-Set the default cursor for buttons.
-*/
-
-button,
-[role="button"] {
- cursor: pointer;
-}
-
-/*
-Make sure disabled buttons don't get the pointer cursor.
-*/
-
-:disabled {
- cursor: default;
-}
-
-/*
-1. Make replaced elements `display: block` by default. (https://github.com/mozdevs/cssremedy/issues/14)
-2. Add `vertical-align: middle` to align replaced elements more sensibly by default. (https://github.com/jensimmons/cssremedy/issues/14#issuecomment-634934210)
- This can trigger a poorly considered lint error in some tools but is included by design.
-*/
-
-img,
-svg,
-video,
-canvas,
-audio,
-iframe,
-embed,
-object {
- display: block;
- /* 1 */
- vertical-align: middle;
- /* 2 */
-}
-
-/*
-Constrain images and videos to the parent width and preserve their intrinsic aspect ratio. (https://github.com/mozdevs/cssremedy/issues/14)
-*/
-
-img,
-video {
- max-width: 100%;
- height: auto;
-}
-
-/* Make elements with the HTML hidden attribute stay hidden by default */
-
-[hidden] {
- display: none;
-}
-
-*, ::before, ::after {
- --tw-border-spacing-x: 0;
- --tw-border-spacing-y: 0;
- --tw-translate-x: 0;
- --tw-translate-y: 0;
- --tw-rotate: 0;
- --tw-skew-x: 0;
- --tw-skew-y: 0;
- --tw-scale-x: 1;
- --tw-scale-y: 1;
- --tw-pan-x: ;
- --tw-pan-y: ;
- --tw-pinch-zoom: ;
- --tw-scroll-snap-strictness: proximity;
- --tw-gradient-from-position: ;
- --tw-gradient-via-position: ;
- --tw-gradient-to-position: ;
- --tw-ordinal: ;
- --tw-slashed-zero: ;
- --tw-numeric-figure: ;
- --tw-numeric-spacing: ;
- --tw-numeric-fraction: ;
- --tw-ring-inset: ;
- --tw-ring-offset-width: 0px;
- --tw-ring-offset-color: #fff;
- --tw-ring-color: rgb(59 130 246 / 0.5);
- --tw-ring-offset-shadow: 0 0 #0000;
- --tw-ring-shadow: 0 0 #0000;
- --tw-shadow: 0 0 #0000;
- --tw-shadow-colored: 0 0 #0000;
- --tw-blur: ;
- --tw-brightness: ;
- --tw-contrast: ;
- --tw-grayscale: ;
- --tw-hue-rotate: ;
- --tw-invert: ;
- --tw-saturate: ;
- --tw-sepia: ;
- --tw-drop-shadow: ;
- --tw-backdrop-blur: ;
- --tw-backdrop-brightness: ;
- --tw-backdrop-contrast: ;
- --tw-backdrop-grayscale: ;
- --tw-backdrop-hue-rotate: ;
- --tw-backdrop-invert: ;
- --tw-backdrop-opacity: ;
- --tw-backdrop-saturate: ;
- --tw-backdrop-sepia: ;
-}
-
-::backdrop {
- --tw-border-spacing-x: 0;
- --tw-border-spacing-y: 0;
- --tw-translate-x: 0;
- --tw-translate-y: 0;
- --tw-rotate: 0;
- --tw-skew-x: 0;
- --tw-skew-y: 0;
- --tw-scale-x: 1;
- --tw-scale-y: 1;
- --tw-pan-x: ;
- --tw-pan-y: ;
- --tw-pinch-zoom: ;
- --tw-scroll-snap-strictness: proximity;
- --tw-gradient-from-position: ;
- --tw-gradient-via-position: ;
- --tw-gradient-to-position: ;
- --tw-ordinal: ;
- --tw-slashed-zero: ;
- --tw-numeric-figure: ;
- --tw-numeric-spacing: ;
- --tw-numeric-fraction: ;
- --tw-ring-inset: ;
- --tw-ring-offset-width: 0px;
- --tw-ring-offset-color: #fff;
- --tw-ring-color: rgb(59 130 246 / 0.5);
- --tw-ring-offset-shadow: 0 0 #0000;
- --tw-ring-shadow: 0 0 #0000;
- --tw-shadow: 0 0 #0000;
- --tw-shadow-colored: 0 0 #0000;
- --tw-blur: ;
- --tw-brightness: ;
- --tw-contrast: ;
- --tw-grayscale: ;
- --tw-hue-rotate: ;
- --tw-invert: ;
- --tw-saturate: ;
- --tw-sepia: ;
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- inset: 0px;
-}
-
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- justify-content: center;
-}
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-.space-x-2 > :not([hidden]) ~ :not([hidden]) {
- --tw-space-x-reverse: 0;
- margin-right: calc(0.5rem * var(--tw-space-x-reverse));
- margin-left: calc(0.5rem * calc(1 - var(--tw-space-x-reverse)));
-}
-
-.space-x-4 > :not([hidden]) ~ :not([hidden]) {
- --tw-space-x-reverse: 0;
- margin-right: calc(1rem * var(--tw-space-x-reverse));
- margin-left: calc(1rem * calc(1 - var(--tw-space-x-reverse)));
-}
-
-.space-y-4 > :not([hidden]) ~ :not([hidden]) {
- --tw-space-y-reverse: 0;
- margin-top: calc(1rem * calc(1 - var(--tw-space-y-reverse)));
- margin-bottom: calc(1rem * var(--tw-space-y-reverse));
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-
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- border-radius: 0.5rem;
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-}
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- background-color: rgb(0 0 0 / var(--tw-bg-opacity));
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-}
diff --git a/config/www/dashboard-resources/sidebar-divider-copy.js b/config/www/dashboard-resources/sidebar-divider-copy.js
new file mode 100644
index 0000000..2ed9534
--- /dev/null
+++ b/config/www/dashboard-resources/sidebar-divider-copy.js
@@ -0,0 +1,61 @@
+console.info('Sidebar divider loaded');
+
+function getSideBar() {
+ let root = document.querySelector('home-assistant');
+ root = root && root.shadowRoot;
+ root = root && root.querySelector('home-assistant-main');
+ root = root && root.shadowRoot;
+ root = root && root.querySelector('ha-drawer > ha-sidebar');
+ return root;
+}
+
+function addDivider() {
+ const hasidebar = getSideBar();
+ const sidebar = hasidebar.shadowRoot.querySelector('paper-listbox.ha-scrollbar');
+ const spacer = sidebar.querySelector('.spacer');
+ const logs = sidebar.querySelector('a[data-panel="config/logs"]');
+ const supervisor = sidebar.querySelector('a[data-panel="hassio/system/info"]');
+
+ if (spacer && logs && supervisor) {
+ // Insert logs after spacer
+ if (spacer.nextSibling) {
+ sidebar.insertBefore(logs, spacer.nextSibling);
+ } else {
+ sidebar.appendChild(logs); // If no nextSibling, append it to the end
+ }
+
+ // Insert supervisor after logs
+ if (logs.nextSibling) {
+ sidebar.insertBefore(supervisor, logs.nextSibling);
+ } else {
+ sidebar.appendChild(supervisor); // If no nextSibling, append it to the end
+ }
+ }
+ const divider = hasidebar.shadowRoot.querySelector('div.divider');
+ const media = sidebar.querySelector('a[data-panel="media-browser"]');
+ const addons = sidebar.querySelector('a[data-panel="hassio/dashboard"]');
+ if (divider && media && addons) {
+ const style = document.createElement('style');
+ style.textContent = `
+ div.divider::before {
+ background-color: rgba(138, 140, 153, 0.2);
+ }
+ `;
+ let dividerCopy = divider.cloneNode(true);
+ dividerCopy.appendChild(style);
+ sidebar.insertBefore(dividerCopy.cloneNode(true), addons);
+ sidebar.insertBefore(dividerCopy.cloneNode(true), media);
+ }
+ console.info('Sidebar divider added');
+}
+
+// Observe changes in the DOM to wait for the sidebar
+const observer = new MutationObserver(() => {
+ if (getSideBar()) {
+ observer.disconnect(); // Stop observing once sidebar is found
+ addDivider();
+ }
+});
+
+// Start observing for changes
+observer.observe(document.body, { childList: true, subtree: true });
diff --git a/config/www/dashboard-resources/sidebar-divider.js b/config/www/dashboard-resources/sidebar-divider.js
new file mode 100644
index 0000000..3fed4f1
--- /dev/null
+++ b/config/www/dashboard-resources/sidebar-divider.js
@@ -0,0 +1,51 @@
+customElements.whenDefined('ha-sidebar').then(() => {
+ const Sidebar = customElements.get('ha-sidebar');
+
+ // Extend the `firstUpdated` method
+ const originalFirstUpdated = Sidebar.prototype.firstUpdated;
+ Sidebar.prototype.firstUpdated = function () {
+ // Call the original `firstUpdated` if it exists
+ if (originalFirstUpdated) {
+ originalFirstUpdated.call(this);
+ }
+
+ const sidebar = this.shadowRoot.querySelector('paper-listbox.ha-scrollbar');
+ const spacer = sidebar.querySelector('.spacer');
+ const logs = sidebar.querySelector('a[data-panel="config/logs"]');
+ const supervisor = sidebar.querySelector('a[data-panel="hassio/system/info"]');
+
+ if (spacer && logs && supervisor) {
+ // Insert logs after spacer
+ if (spacer.nextSibling) {
+ sidebar.insertBefore(logs, spacer.nextSibling);
+ } else {
+ sidebar.appendChild(logs); // If no nextSibling, append it to the end
+ }
+
+ // Insert supervisor after logs
+ if (logs.nextSibling) {
+ sidebar.insertBefore(supervisor, logs.nextSibling);
+ } else {
+ sidebar.appendChild(supervisor); // If no nextSibling, append it to the end
+ }
+ }
+
+ const divider = this.shadowRoot.querySelector('div.divider');
+ const media = sidebar.querySelector('a[data-panel="media-browser"]');
+ const addons = sidebar.querySelector('a[data-panel="hassio/dashboard"]');
+ if (divider && media && addons) {
+ const style = document.createElement('style');
+ style.textContent = `
+ div.divider::before {
+ background-color: rgba(138, 140, 153, 0.2);
+ }
+ `;
+ let dividerCopy = divider.cloneNode(true);
+ dividerCopy.appendChild(style);
+ sidebar.insertBefore(dividerCopy.cloneNode(true), addons);
+ sidebar.insertBefore(dividerCopy.cloneNode(true), media);
+ }
+
+ console.info('Sidebar divider added successfully');
+ };
+});
diff --git a/config/www/dashboard-resources/swipe-card.js b/config/www/dashboard-resources/swipe-card.js
deleted file mode 100644
index 0b903df..0000000
--- a/config/www/dashboard-resources/swipe-card.js
+++ /dev/null
@@ -1,6855 +0,0 @@
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- __commitText(e) {
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- __commitIterable(e) {
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-class $ extends E {}
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-(() => {
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- handleTextExpression(e) {
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- (window.litHtmlVersions || (window.litHtmlVersions = [])).push('1.2.1');
-const O = (e, ...t) => new b(e, t, 'html', I),
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-let D = !0;
-void 0 === window.ShadyCSS
- ? (D = !1)
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- (console.warn(
- 'Incompatible ShadyCSS version detected. Please update to at least @webcomponents/webcomponentsjs@2.0.2 and @webcomponents/shadycss@1.3.1.'
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- (D = !1));
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- const s = t.getTemplateElement();
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- return a.stringsArray.set(t.strings, n), n;
- },
- G = ['html', 'svg'],
- Y = new Set(),
- V = (e, t, s) => {
- Y.add(e);
- const i = s ? s.element : document.createElement('template'),
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- { length: r } = a;
- if (0 === r) return void window.ShadyCSS.prepareTemplateStyles(i, e);
- const n = document.createElement('style');
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- const t = a[e];
- t.parentNode.removeChild(t), (n.textContent += t.textContent);
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- ((e) => {
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- ? (function (e, t, s = null) {
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- fromAttribute(e, t) {
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- }
- _requestUpdate(e, t) {
- let s = !0;
- if (void 0 !== e) {
- const i = this.constructor,
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- }
- requestUpdate(e, t) {
- return this._requestUpdate(e, t), this.updateComplete;
- }
- async _enqueueUpdate() {
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- }
- get _hasRequestedUpdate() {
- return 4 & this._updateState;
- }
- get hasUpdated() {
- return 1 & this._updateState;
- }
- performUpdate() {
- this._instanceProperties && this._applyInstanceProperties();
- let e = !1;
- const t = this._changedProperties;
- try {
- (e = this.shouldUpdate(t)), e ? this.update(t) : this._markUpdated();
- } catch (t) {
- throw ((e = !1), this._markUpdated(), t);
- }
- e &&
- (1 & this._updateState || ((this._updateState = 1 | this._updateState), this.firstUpdated(t)),
- this.updated(t));
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- _markUpdated() {
- (this._changedProperties = new Map()), (this._updateState = -5 & this._updateState);
- }
- get updateComplete() {
- return this._getUpdateComplete();
- }
- _getUpdateComplete() {
- return this._updatePromise;
- }
- shouldUpdate(e) {
- return !0;
- }
- update(e) {
- void 0 !== this._reflectingProperties &&
- this._reflectingProperties.size > 0 &&
- (this._reflectingProperties.forEach((e, t) => this._propertyToAttribute(t, this[t], e)),
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- updated(e) {}
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-X.finalized = !0;
-const W = 'adoptedStyleSheets' in Document.prototype && 'replace' in CSSStyleSheet.prototype,
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- if (t !== q)
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- }
- get styleSheet() {
- return (
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-}
-const U = (e, ...t) => {
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- t +
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- e[0]
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-(window.litElementVersions || (window.litElementVersions = [])).push('2.3.1');
-const K = {};
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- return this.styles;
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- static _getUniqueStyles() {
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- if (void 0 === e) this._styles = [];
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- s.forEach((e) => i.unshift(e)), (this._styles = i);
- } else this._styles = [e];
- }
- initialize() {
- super.initialize(),
- this.constructor._getUniqueStyles(),
- (this.renderRoot = this.createRenderRoot()),
- window.ShadowRoot && this.renderRoot instanceof window.ShadowRoot && this.adoptStyles();
- }
- createRenderRoot() {
- return this.attachShadow({ mode: 'open' });
- }
- adoptStyles() {
- const e = this.constructor._styles;
- 0 !== e.length &&
- (void 0 === window.ShadyCSS || window.ShadyCSS.nativeShadow
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- ? (this.renderRoot.adoptedStyleSheets = e.map((e) => e.styleSheet))
- : (this._needsShimAdoptedStyleSheets = !0)
- : window.ShadyCSS.ScopingShim.prepareAdoptedCssText(
- e.map((e) => e.cssText),
- this.localName
- ));
- }
- connectedCallback() {
- super.connectedCallback(),
- this.hasUpdated && void 0 !== window.ShadyCSS && window.ShadyCSS.styleElement(this);
- }
- update(e) {
- const t = this.render();
- super.update(e),
- t !== K &&
- this.constructor.render(t, this.renderRoot, {
- scopeName: this.localName,
- eventContext: this,
- }),
- this._needsShimAdoptedStyleSheets &&
- ((this._needsShimAdoptedStyleSheets = !1),
- this.constructor._styles.forEach((e) => {
- const t = document.createElement('style');
- (t.textContent = e.cssText), this.renderRoot.appendChild(t);
- }));
- }
- render() {
- return K;
- }
-}
-function Z(e) {
- return null !== e && 'object' == typeof e && 'constructor' in e && e.constructor === Object;
-}
-function J(e, t) {
- void 0 === e && (e = {}),
- void 0 === t && (t = {}),
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- void 0 === e[s]
- ? (e[s] = t[s])
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- });
-}
-(Q.finalized = !0),
- (Q.render = (e, s, i) => {
- if (!i || 'object' != typeof i || !i.scopeName)
- throw new Error('The `scopeName` option is required.');
- const a = i.scopeName,
- r = L.has(s),
- n = D && 11 === s.nodeType && !!s.host,
- o = n && !Y.has(a),
- l = o ? document.createDocumentFragment() : s;
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- (((e, s, i) => {
- let a = L.get(s);
- void 0 === a &&
- (t(s, s.firstChild),
- L.set(s, (a = new T(Object.assign({ templateFactory: z }, i)))),
- a.appendInto(s)),
- a.setValue(e),
- a.commit();
- })(e, l, Object.assign({ templateFactory: B(a) }, i)),
- o)
- ) {
- const e = L.get(l);
- L.delete(l);
- const i = e.value instanceof v ? e.value.template : void 0;
- V(a, l, i), t(s, s.firstChild), s.appendChild(l), L.set(s, e);
- }
- !r && n && window.ShadyCSS.styleElement(s.host);
- });
-var ee = 'undefined' != typeof document ? document : {},
- te = {
- body: {},
- addEventListener: function () {},
- removeEventListener: function () {},
- activeElement: { blur: function () {}, nodeName: '' },
- querySelector: function () {
- return null;
- },
- querySelectorAll: function () {
- return [];
- },
- getElementById: function () {
- return null;
- },
- createEvent: function () {
- return { initEvent: function () {} };
- },
- createElement: function () {
- return {
- children: [],
- childNodes: [],
- style: {},
- setAttribute: function () {},
- getElementsByTagName: function () {
- return [];
- },
- };
- },
- createElementNS: function () {
- return {};
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- importNode: function () {
- return null;
- },
- location: {
- hash: '',
- host: '',
- hostname: '',
- href: '',
- origin: '',
- pathname: '',
- protocol: '',
- search: '',
- },
- };
-J(ee, te);
-var se = 'undefined' != typeof window ? window : {};
-J(se, {
- document: te,
- navigator: { userAgent: '' },
- location: {
- hash: '',
- host: '',
- hostname: '',
- href: '',
- origin: '',
- pathname: '',
- protocol: '',
- search: '',
- },
- history: {
- replaceState: function () {},
- pushState: function () {},
- go: function () {},
- back: function () {},
- },
- CustomEvent: function () {
- return this;
- },
- addEventListener: function () {},
- removeEventListener: function () {},
- getComputedStyle: function () {
- return {
- getPropertyValue: function () {
- return '';
- },
- };
- },
- Image: function () {},
- Date: function () {},
- screen: {},
- setTimeout: function () {},
- clearTimeout: function () {},
- matchMedia: function () {
- return {};
- },
-});
-class ie {
- constructor(e) {
- const t = this;
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- }
-}
-function ae(e, t) {
- const s = [];
- let i = 0;
- if (e && !t && e instanceof ie) return e;
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- if ('string' == typeof e) {
- let a, r;
- const n = e.trim();
- if (n.indexOf('<') >= 0 && n.indexOf('>') >= 0) {
- let e = 'div';
- for (
- 0 === n.indexOf('
:~]/)
- ? (t || ee).querySelectorAll(e.trim())
- : [ee.getElementById(e.trim().split('#')[1])],
- i = 0;
- i < a.length;
- i += 1
- )
- a[i] && s.push(a[i]);
- } else if (e.nodeType || e === se || e === ee) s.push(e);
- else if (e.length > 0 && e[0].nodeType) for (i = 0; i < e.length; i += 1) s.push(e[i]);
- return new ie(s);
-}
-function re(e) {
- const t = [];
- for (let s = 0; s < e.length; s += 1) -1 === t.indexOf(e[s]) && t.push(e[s]);
- return t;
-}
-(ae.fn = ie.prototype), (ae.Class = ie), (ae.Dom7 = ie);
-const ne = {
- addClass: function (e) {
- if (void 0 === e) return this;
- const t = e.split(' ');
- for (let e = 0; e < t.length; e += 1)
- for (let s = 0; s < this.length; s += 1)
- void 0 !== this[s] && void 0 !== this[s].classList && this[s].classList.add(t[e]);
- return this;
- },
- removeClass: function (e) {
- const t = e.split(' ');
- for (let e = 0; e < t.length; e += 1)
- for (let s = 0; s < this.length; s += 1)
- void 0 !== this[s] && void 0 !== this[s].classList && this[s].classList.remove(t[e]);
- return this;
- },
- hasClass: function (e) {
- return !!this[0] && this[0].classList.contains(e);
- },
- toggleClass: function (e) {
- const t = e.split(' ');
- for (let e = 0; e < t.length; e += 1)
- for (let s = 0; s < this.length; s += 1)
- void 0 !== this[s] && void 0 !== this[s].classList && this[s].classList.toggle(t[e]);
- return this;
- },
- attr: function (e, t) {
- if (1 === arguments.length && 'string' == typeof e)
- return this[0] ? this[0].getAttribute(e) : void 0;
- for (let s = 0; s < this.length; s += 1)
- if (2 === arguments.length) this[s].setAttribute(e, t);
- else for (const t in e) (this[s][t] = e[t]), this[s].setAttribute(t, e[t]);
- return this;
- },
- removeAttr: function (e) {
- for (let t = 0; t < this.length; t += 1) this[t].removeAttribute(e);
- return this;
- },
- data: function (e, t) {
- let s;
- if (void 0 !== t) {
- for (let i = 0; i < this.length; i += 1)
- (s = this[i]),
- s.dom7ElementDataStorage || (s.dom7ElementDataStorage = {}),
- (s.dom7ElementDataStorage[e] = t);
- return this;
- }
- if (((s = this[0]), s)) {
- if (s.dom7ElementDataStorage && e in s.dom7ElementDataStorage)
- return s.dom7ElementDataStorage[e];
- const t = s.getAttribute(`data-${e}`);
- return t || void 0;
- }
- },
- transform: function (e) {
- for (let t = 0; t < this.length; t += 1) {
- const s = this[t].style;
- (s.webkitTransform = e), (s.transform = e);
- }
- return this;
- },
- transition: function (e) {
- 'string' != typeof e && (e = `${e}ms`);
- for (let t = 0; t < this.length; t += 1) {
- const s = this[t].style;
- (s.webkitTransitionDuration = e), (s.transitionDuration = e);
- }
- return this;
- },
- on: function (...e) {
- let [t, s, i, a] = e;
- function r(e) {
- const t = e.target;
- if (!t) return;
- const a = e.target.dom7EventData || [];
- if ((a.indexOf(e) < 0 && a.unshift(e), ae(t).is(s))) i.apply(t, a);
- else {
- const e = ae(t).parents();
- for (let t = 0; t < e.length; t += 1) ae(e[t]).is(s) && i.apply(e[t], a);
- }
- }
- function n(e) {
- const t = (e && e.target && e.target.dom7EventData) || [];
- t.indexOf(e) < 0 && t.unshift(e), i.apply(this, t);
- }
- 'function' == typeof e[1] && (([t, i, a] = e), (s = void 0)), a || (a = !1);
- const o = t.split(' ');
- let l;
- for (let e = 0; e < this.length; e += 1) {
- const t = this[e];
- if (s)
- for (l = 0; l < o.length; l += 1) {
- const e = o[l];
- t.dom7LiveListeners || (t.dom7LiveListeners = {}),
- t.dom7LiveListeners[e] || (t.dom7LiveListeners[e] = []),
- t.dom7LiveListeners[e].push({ listener: i, proxyListener: r }),
- t.addEventListener(e, r, a);
- }
- else
- for (l = 0; l < o.length; l += 1) {
- const e = o[l];
- t.dom7Listeners || (t.dom7Listeners = {}),
- t.dom7Listeners[e] || (t.dom7Listeners[e] = []),
- t.dom7Listeners[e].push({ listener: i, proxyListener: n }),
- t.addEventListener(e, n, a);
- }
- }
- return this;
- },
- off: function (...e) {
- let [t, s, i, a] = e;
- 'function' == typeof e[1] && (([t, i, a] = e), (s = void 0)), a || (a = !1);
- const r = t.split(' ');
- for (let e = 0; e < r.length; e += 1) {
- const t = r[e];
- for (let e = 0; e < this.length; e += 1) {
- const r = this[e];
- let n;
- if (
- (!s && r.dom7Listeners
- ? (n = r.dom7Listeners[t])
- : s && r.dom7LiveListeners && (n = r.dom7LiveListeners[t]),
- n && n.length)
- )
- for (let e = n.length - 1; e >= 0; e -= 1) {
- const s = n[e];
- (i && s.listener === i) ||
- (i && s.listener && s.listener.dom7proxy && s.listener.dom7proxy === i)
- ? (r.removeEventListener(t, s.proxyListener, a), n.splice(e, 1))
- : i || (r.removeEventListener(t, s.proxyListener, a), n.splice(e, 1));
- }
- }
- }
- return this;
- },
- trigger: function (...e) {
- const t = e[0].split(' '),
- s = e[1];
- for (let i = 0; i < t.length; i += 1) {
- const a = t[i];
- for (let t = 0; t < this.length; t += 1) {
- const i = this[t];
- let r;
- try {
- r = new se.CustomEvent(a, { detail: s, bubbles: !0, cancelable: !0 });
- } catch (e) {
- (r = ee.createEvent('Event')), r.initEvent(a, !0, !0), (r.detail = s);
- }
- (i.dom7EventData = e.filter((e, t) => t > 0)),
- i.dispatchEvent(r),
- (i.dom7EventData = []),
- delete i.dom7EventData;
- }
- }
- return this;
- },
- transitionEnd: function (e) {
- const t = ['webkitTransitionEnd', 'transitionend'],
- s = this;
- let i;
- function a(r) {
- if (r.target === this) for (e.call(this, r), i = 0; i < t.length; i += 1) s.off(t[i], a);
- }
- if (e) for (i = 0; i < t.length; i += 1) s.on(t[i], a);
- return this;
- },
- outerWidth: function (e) {
- if (this.length > 0) {
- if (e) {
- const e = this.styles();
- return (
- this[0].offsetWidth +
- parseFloat(e.getPropertyValue('margin-right')) +
- parseFloat(e.getPropertyValue('margin-left'))
- );
- }
- return this[0].offsetWidth;
- }
- return null;
- },
- outerHeight: function (e) {
- if (this.length > 0) {
- if (e) {
- const e = this.styles();
- return (
- this[0].offsetHeight +
- parseFloat(e.getPropertyValue('margin-top')) +
- parseFloat(e.getPropertyValue('margin-bottom'))
- );
- }
- return this[0].offsetHeight;
- }
- return null;
- },
- offset: function () {
- if (this.length > 0) {
- const e = this[0],
- t = e.getBoundingClientRect(),
- s = ee.body,
- i = e.clientTop || s.clientTop || 0,
- a = e.clientLeft || s.clientLeft || 0,
- r = e === se ? se.scrollY : e.scrollTop,
- n = e === se ? se.scrollX : e.scrollLeft;
- return { top: t.top + r - i, left: t.left + n - a };
- }
- return null;
- },
- css: function (e, t) {
- let s;
- if (1 === arguments.length) {
- if ('string' != typeof e) {
- for (s = 0; s < this.length; s += 1) for (let t in e) this[s].style[t] = e[t];
- return this;
- }
- if (this[0]) return se.getComputedStyle(this[0], null).getPropertyValue(e);
- }
- if (2 === arguments.length && 'string' == typeof e) {
- for (s = 0; s < this.length; s += 1) this[s].style[e] = t;
- return this;
- }
- return this;
- },
- each: function (e) {
- if (!e) return this;
- for (let t = 0; t < this.length; t += 1) if (!1 === e.call(this[t], t, this[t])) return this;
- return this;
- },
- html: function (e) {
- if (void 0 === e) return this[0] ? this[0].innerHTML : void 0;
- for (let t = 0; t < this.length; t += 1) this[t].innerHTML = e;
- return this;
- },
- text: function (e) {
- if (void 0 === e) return this[0] ? this[0].textContent.trim() : null;
- for (let t = 0; t < this.length; t += 1) this[t].textContent = e;
- return this;
- },
- is: function (e) {
- const t = this[0];
- let s, i;
- if (!t || void 0 === e) return !1;
- if ('string' == typeof e) {
- if (t.matches) return t.matches(e);
- if (t.webkitMatchesSelector) return t.webkitMatchesSelector(e);
- if (t.msMatchesSelector) return t.msMatchesSelector(e);
- for (s = ae(e), i = 0; i < s.length; i += 1) if (s[i] === t) return !0;
- return !1;
- }
- if (e === ee) return t === ee;
- if (e === se) return t === se;
- if (e.nodeType || e instanceof ie) {
- for (s = e.nodeType ? [e] : e, i = 0; i < s.length; i += 1) if (s[i] === t) return !0;
- return !1;
- }
- return !1;
- },
- index: function () {
- let e,
- t = this[0];
- if (t) {
- for (e = 0; null !== (t = t.previousSibling); ) 1 === t.nodeType && (e += 1);
- return e;
- }
- },
- eq: function (e) {
- if (void 0 === e) return this;
- const t = this.length;
- let s;
- return e > t - 1
- ? new ie([])
- : e < 0
- ? ((s = t + e), new ie(s < 0 ? [] : [this[s]]))
- : new ie([this[e]]);
- },
- append: function (...e) {
- let t;
- for (let s = 0; s < e.length; s += 1) {
- t = e[s];
- for (let e = 0; e < this.length; e += 1)
- if ('string' == typeof t) {
- const s = ee.createElement('div');
- for (s.innerHTML = t; s.firstChild; ) this[e].appendChild(s.firstChild);
- } else if (t instanceof ie) for (let s = 0; s < t.length; s += 1) this[e].appendChild(t[s]);
- else this[e].appendChild(t);
- }
- return this;
- },
- prepend: function (e) {
- let t, s;
- for (t = 0; t < this.length; t += 1)
- if ('string' == typeof e) {
- const i = ee.createElement('div');
- for (i.innerHTML = e, s = i.childNodes.length - 1; s >= 0; s -= 1)
- this[t].insertBefore(i.childNodes[s], this[t].childNodes[0]);
- } else if (e instanceof ie)
- for (s = 0; s < e.length; s += 1) this[t].insertBefore(e[s], this[t].childNodes[0]);
- else this[t].insertBefore(e, this[t].childNodes[0]);
- return this;
- },
- next: function (e) {
- return this.length > 0
- ? e
- ? this[0].nextElementSibling && ae(this[0].nextElementSibling).is(e)
- ? new ie([this[0].nextElementSibling])
- : new ie([])
- : this[0].nextElementSibling
- ? new ie([this[0].nextElementSibling])
- : new ie([])
- : new ie([]);
- },
- nextAll: function (e) {
- const t = [];
- let s = this[0];
- if (!s) return new ie([]);
- for (; s.nextElementSibling; ) {
- const i = s.nextElementSibling;
- e ? ae(i).is(e) && t.push(i) : t.push(i), (s = i);
- }
- return new ie(t);
- },
- prev: function (e) {
- if (this.length > 0) {
- const t = this[0];
- return e
- ? t.previousElementSibling && ae(t.previousElementSibling).is(e)
- ? new ie([t.previousElementSibling])
- : new ie([])
- : t.previousElementSibling
- ? new ie([t.previousElementSibling])
- : new ie([]);
- }
- return new ie([]);
- },
- prevAll: function (e) {
- const t = [];
- let s = this[0];
- if (!s) return new ie([]);
- for (; s.previousElementSibling; ) {
- const i = s.previousElementSibling;
- e ? ae(i).is(e) && t.push(i) : t.push(i), (s = i);
- }
- return new ie(t);
- },
- parent: function (e) {
- const t = [];
- for (let s = 0; s < this.length; s += 1)
- null !== this[s].parentNode &&
- (e
- ? ae(this[s].parentNode).is(e) && t.push(this[s].parentNode)
- : t.push(this[s].parentNode));
- return ae(re(t));
- },
- parents: function (e) {
- const t = [];
- for (let s = 0; s < this.length; s += 1) {
- let i = this[s].parentNode;
- for (; i; ) e ? ae(i).is(e) && t.push(i) : t.push(i), (i = i.parentNode);
- }
- return ae(re(t));
- },
- closest: function (e) {
- let t = this;
- return void 0 === e ? new ie([]) : (t.is(e) || (t = t.parents(e).eq(0)), t);
- },
- find: function (e) {
- const t = [];
- for (let s = 0; s < this.length; s += 1) {
- const i = this[s].querySelectorAll(e);
- for (let e = 0; e < i.length; e += 1) t.push(i[e]);
- }
- return new ie(t);
- },
- children: function (e) {
- const t = [];
- for (let s = 0; s < this.length; s += 1) {
- const i = this[s].childNodes;
- for (let s = 0; s < i.length; s += 1)
- e
- ? 1 === i[s].nodeType && ae(i[s]).is(e) && t.push(i[s])
- : 1 === i[s].nodeType && t.push(i[s]);
- }
- return new ie(re(t));
- },
- filter: function (e) {
- const t = [],
- s = this;
- for (let i = 0; i < s.length; i += 1) e.call(s[i], i, s[i]) && t.push(s[i]);
- return new ie(t);
- },
- remove: function () {
- for (let e = 0; e < this.length; e += 1)
- this[e].parentNode && this[e].parentNode.removeChild(this[e]);
- return this;
- },
- add: function (...e) {
- const t = this;
- let s, i;
- for (s = 0; s < e.length; s += 1) {
- const a = ae(e[s]);
- for (i = 0; i < a.length; i += 1) (t[t.length] = a[i]), (t.length += 1);
- }
- return t;
- },
- styles: function () {
- return this[0] ? se.getComputedStyle(this[0], null) : {};
- },
-};
-Object.keys(ne).forEach((e) => {
- ae.fn[e] = ae.fn[e] || ne[e];
-});
-const oe = {
- deleteProps(e) {
- const t = e;
- Object.keys(t).forEach((e) => {
- try {
- t[e] = null;
- } catch (e) {}
- try {
- delete t[e];
- } catch (e) {}
- });
- },
- nextTick: (e, t = 0) => setTimeout(e, t),
- now: () => Date.now(),
- getTranslate(e, t = 'x') {
- let s, i, a;
- const r = se.getComputedStyle(e, null);
- return (
- se.WebKitCSSMatrix
- ? ((i = r.transform || r.webkitTransform),
- i.split(',').length > 6 &&
- (i = i
- .split(', ')
- .map((e) => e.replace(',', '.'))
- .join(', ')),
- (a = new se.WebKitCSSMatrix('none' === i ? '' : i)))
- : ((a =
- r.MozTransform ||
- r.OTransform ||
- r.MsTransform ||
- r.msTransform ||
- r.transform ||
- r.getPropertyValue('transform').replace('translate(', 'matrix(1, 0, 0, 1,')),
- (s = a.toString().split(','))),
- 'x' === t &&
- (i = se.WebKitCSSMatrix ? a.m41 : 16 === s.length ? parseFloat(s[12]) : parseFloat(s[4])),
- 'y' === t &&
- (i = se.WebKitCSSMatrix ? a.m42 : 16 === s.length ? parseFloat(s[13]) : parseFloat(s[5])),
- i || 0
- );
- },
- parseUrlQuery(e) {
- const t = {};
- let s,
- i,
- a,
- r,
- n = e || se.location.href;
- if ('string' == typeof n && n.length)
- for (
- n = n.indexOf('?') > -1 ? n.replace(/\S*\?/, '') : '',
- i = n.split('&').filter((e) => '' !== e),
- r = i.length,
- s = 0;
- s < r;
- s += 1
- )
- (a = i[s].replace(/#\S+/g, '').split('=')),
- (t[decodeURIComponent(a[0])] =
- void 0 === a[1] ? void 0 : decodeURIComponent(a[1]) || '');
- return t;
- },
- isObject: (e) =>
- 'object' == typeof e && null !== e && e.constructor && e.constructor === Object,
- extend(...e) {
- const t = Object(e[0]);
- for (let s = 1; s < e.length; s += 1) {
- const i = e[s];
- if (null != i) {
- const e = Object.keys(Object(i));
- for (let s = 0, a = e.length; s < a; s += 1) {
- const a = e[s],
- r = Object.getOwnPropertyDescriptor(i, a);
- void 0 !== r &&
- r.enumerable &&
- (oe.isObject(t[a]) && oe.isObject(i[a])
- ? oe.extend(t[a], i[a])
- : !oe.isObject(t[a]) && oe.isObject(i[a])
- ? ((t[a] = {}), oe.extend(t[a], i[a]))
- : (t[a] = i[a]));
- }
- }
- }
- return t;
- },
- },
- le = {
- touch: !!('ontouchstart' in se || (se.DocumentTouch && ee instanceof se.DocumentTouch)),
- pointerEvents:
- !!se.PointerEvent && 'maxTouchPoints' in se.navigator && se.navigator.maxTouchPoints >= 0,
- observer: 'MutationObserver' in se || 'WebkitMutationObserver' in se,
- passiveListener: (function () {
- let e = !1;
- try {
- const t = Object.defineProperty({}, 'passive', {
- get() {
- e = !0;
- },
- });
- se.addEventListener('testPassiveListener', null, t);
- } catch (e) {}
- return e;
- })(),
- gestures: 'ongesturestart' in se,
- };
-class de {
- constructor(e = {}) {
- const t = this;
- (t.params = e),
- (t.eventsListeners = {}),
- t.params &&
- t.params.on &&
- Object.keys(t.params.on).forEach((e) => {
- t.on(e, t.params.on[e]);
- });
- }
- on(e, t, s) {
- const i = this;
- if ('function' != typeof t) return i;
- const a = s ? 'unshift' : 'push';
- return (
- e.split(' ').forEach((e) => {
- i.eventsListeners[e] || (i.eventsListeners[e] = []), i.eventsListeners[e][a](t);
- }),
- i
- );
- }
- once(e, t, s) {
- const i = this;
- if ('function' != typeof t) return i;
- function a(...s) {
- i.off(e, a), a.f7proxy && delete a.f7proxy, t.apply(i, s);
- }
- return (a.f7proxy = t), i.on(e, a, s);
- }
- off(e, t) {
- const s = this;
- return s.eventsListeners
- ? (e.split(' ').forEach((e) => {
- void 0 === t
- ? (s.eventsListeners[e] = [])
- : s.eventsListeners[e] &&
- s.eventsListeners[e].length &&
- s.eventsListeners[e].forEach((i, a) => {
- (i === t || (i.f7proxy && i.f7proxy === t)) && s.eventsListeners[e].splice(a, 1);
- });
- }),
- s)
- : s;
- }
- emit(...e) {
- const t = this;
- if (!t.eventsListeners) return t;
- let s, i, a;
- return (
- 'string' == typeof e[0] || Array.isArray(e[0])
- ? ((s = e[0]), (i = e.slice(1, e.length)), (a = t))
- : ((s = e[0].events), (i = e[0].data), (a = e[0].context || t)),
- (Array.isArray(s) ? s : s.split(' ')).forEach((e) => {
- if (t.eventsListeners && t.eventsListeners[e]) {
- const s = [];
- t.eventsListeners[e].forEach((e) => {
- s.push(e);
- }),
- s.forEach((e) => {
- e.apply(a, i);
- });
- }
- }),
- t
- );
- }
- useModulesParams(e) {
- const t = this;
- t.modules &&
- Object.keys(t.modules).forEach((s) => {
- const i = t.modules[s];
- i.params && oe.extend(e, i.params);
- });
- }
- useModules(e = {}) {
- const t = this;
- t.modules &&
- Object.keys(t.modules).forEach((s) => {
- const i = t.modules[s],
- a = e[s] || {};
- i.instance &&
- Object.keys(i.instance).forEach((e) => {
- const s = i.instance[e];
- t[e] = 'function' == typeof s ? s.bind(t) : s;
- }),
- i.on &&
- t.on &&
- Object.keys(i.on).forEach((e) => {
- t.on(e, i.on[e]);
- }),
- i.create && i.create.bind(t)(a);
- });
- }
- static set components(e) {
- this.use && this.use(e);
- }
- static installModule(e, ...t) {
- const s = this;
- s.prototype.modules || (s.prototype.modules = {});
- const i = e.name || `${Object.keys(s.prototype.modules).length}_${oe.now()}`;
- return (
- (s.prototype.modules[i] = e),
- e.proto &&
- Object.keys(e.proto).forEach((t) => {
- s.prototype[t] = e.proto[t];
- }),
- e.static &&
- Object.keys(e.static).forEach((t) => {
- s[t] = e.static[t];
- }),
- e.install && e.install.apply(s, t),
- s
- );
- }
- static use(e, ...t) {
- const s = this;
- return Array.isArray(e) ? (e.forEach((e) => s.installModule(e)), s) : s.installModule(e, ...t);
- }
-}
-var pe = {
- updateSize: function () {
- const e = this;
- let t, s;
- const i = e.$el;
- (t = void 0 !== e.params.width ? e.params.width : i[0].clientWidth),
- (s = void 0 !== e.params.height ? e.params.height : i[0].clientHeight),
- (0 === t && e.isHorizontal()) ||
- (0 === s && e.isVertical()) ||
- ((t = t - parseInt(i.css('padding-left'), 10) - parseInt(i.css('padding-right'), 10)),
- (s = s - parseInt(i.css('padding-top'), 10) - parseInt(i.css('padding-bottom'), 10)),
- oe.extend(e, { width: t, height: s, size: e.isHorizontal() ? t : s }));
- },
- updateSlides: function () {
- const e = this,
- t = e.params,
- { $wrapperEl: s, size: i, rtlTranslate: a, wrongRTL: r } = e,
- n = e.virtual && t.virtual.enabled,
- o = n ? e.virtual.slides.length : e.slides.length,
- l = s.children(`.${e.params.slideClass}`),
- d = n ? e.virtual.slides.length : l.length;
- let p = [];
- const c = [],
- h = [];
- function u(e) {
- return !t.cssMode || e !== l.length - 1;
- }
- let m = t.slidesOffsetBefore;
- 'function' == typeof m && (m = t.slidesOffsetBefore.call(e));
- let g = t.slidesOffsetAfter;
- 'function' == typeof g && (g = t.slidesOffsetAfter.call(e));
- const f = e.snapGrid.length,
- v = e.snapGrid.length;
- let w,
- b,
- y = t.spaceBetween,
- x = -m,
- S = 0,
- E = 0;
- if (void 0 === i) return;
- 'string' == typeof y && y.indexOf('%') >= 0 && (y = (parseFloat(y.replace('%', '')) / 100) * i),
- (e.virtualSize = -y),
- a ? l.css({ marginLeft: '', marginTop: '' }) : l.css({ marginRight: '', marginBottom: '' }),
- t.slidesPerColumn > 1 &&
- ((w =
- Math.floor(d / t.slidesPerColumn) === d / e.params.slidesPerColumn
- ? d
- : Math.ceil(d / t.slidesPerColumn) * t.slidesPerColumn),
- 'auto' !== t.slidesPerView &&
- 'row' === t.slidesPerColumnFill &&
- (w = Math.max(w, t.slidesPerView * t.slidesPerColumn)));
- const T = t.slidesPerColumn,
- C = w / T,
- A = Math.floor(d / t.slidesPerColumn);
- for (let s = 0; s < d; s += 1) {
- b = 0;
- const a = l.eq(s);
- if (t.slidesPerColumn > 1) {
- let i, r, n;
- if ('row' === t.slidesPerColumnFill && t.slidesPerGroup > 1) {
- const e = Math.floor(s / (t.slidesPerGroup * t.slidesPerColumn)),
- o = s - t.slidesPerColumn * t.slidesPerGroup * e,
- l =
- 0 === e
- ? t.slidesPerGroup
- : Math.min(Math.ceil((d - e * T * t.slidesPerGroup) / T), t.slidesPerGroup);
- (n = Math.floor(o / l)),
- (r = o - n * l + e * t.slidesPerGroup),
- (i = r + (n * w) / T),
- a.css({
- '-webkit-box-ordinal-group': i,
- '-moz-box-ordinal-group': i,
- '-ms-flex-order': i,
- '-webkit-order': i,
- order: i,
- });
- } else
- 'column' === t.slidesPerColumnFill
- ? ((r = Math.floor(s / T)),
- (n = s - r * T),
- (r > A || (r === A && n === T - 1)) && ((n += 1), n >= T && ((n = 0), (r += 1))))
- : ((n = Math.floor(s / C)), (r = s - n * C));
- a.css(
- `margin-${e.isHorizontal() ? 'top' : 'left'}`,
- 0 !== n && t.spaceBetween && `${t.spaceBetween}px`
- );
- }
- if ('none' !== a.css('display')) {
- if ('auto' === t.slidesPerView) {
- const s = se.getComputedStyle(a[0], null),
- i = a[0].style.transform,
- r = a[0].style.webkitTransform;
- if (
- (i && (a[0].style.transform = 'none'),
- r && (a[0].style.webkitTransform = 'none'),
- t.roundLengths)
- )
- b = e.isHorizontal() ? a.outerWidth(!0) : a.outerHeight(!0);
- else if (e.isHorizontal()) {
- const e = parseFloat(s.getPropertyValue('width')),
- t = parseFloat(s.getPropertyValue('padding-left')),
- i = parseFloat(s.getPropertyValue('padding-right')),
- a = parseFloat(s.getPropertyValue('margin-left')),
- r = parseFloat(s.getPropertyValue('margin-right')),
- n = s.getPropertyValue('box-sizing');
- b = n && 'border-box' === n ? e + a + r : e + t + i + a + r;
- } else {
- const e = parseFloat(s.getPropertyValue('height')),
- t = parseFloat(s.getPropertyValue('padding-top')),
- i = parseFloat(s.getPropertyValue('padding-bottom')),
- a = parseFloat(s.getPropertyValue('margin-top')),
- r = parseFloat(s.getPropertyValue('margin-bottom')),
- n = s.getPropertyValue('box-sizing');
- b = n && 'border-box' === n ? e + a + r : e + t + i + a + r;
- }
- i && (a[0].style.transform = i),
- r && (a[0].style.webkitTransform = r),
- t.roundLengths && (b = Math.floor(b));
- } else
- (b = (i - (t.slidesPerView - 1) * y) / t.slidesPerView),
- t.roundLengths && (b = Math.floor(b)),
- l[s] &&
- (e.isHorizontal() ? (l[s].style.width = `${b}px`) : (l[s].style.height = `${b}px`));
- l[s] && (l[s].swiperSlideSize = b),
- h.push(b),
- t.centeredSlides
- ? ((x = x + b / 2 + S / 2 + y),
- 0 === S && 0 !== s && (x = x - i / 2 - y),
- 0 === s && (x = x - i / 2 - y),
- Math.abs(x) < 0.001 && (x = 0),
- t.roundLengths && (x = Math.floor(x)),
- E % t.slidesPerGroup == 0 && p.push(x),
- c.push(x))
- : (t.roundLengths && (x = Math.floor(x)),
- (E - Math.min(e.params.slidesPerGroupSkip, E)) % e.params.slidesPerGroup == 0 &&
- p.push(x),
- c.push(x),
- (x = x + b + y)),
- (e.virtualSize += b + y),
- (S = b),
- (E += 1);
- }
- }
- let $;
- if (
- ((e.virtualSize = Math.max(e.virtualSize, i) + g),
- a &&
- r &&
- ('slide' === t.effect || 'coverflow' === t.effect) &&
- s.css({ width: `${e.virtualSize + t.spaceBetween}px` }),
- t.setWrapperSize &&
- (e.isHorizontal()
- ? s.css({ width: `${e.virtualSize + t.spaceBetween}px` })
- : s.css({ height: `${e.virtualSize + t.spaceBetween}px` })),
- t.slidesPerColumn > 1 &&
- ((e.virtualSize = (b + t.spaceBetween) * w),
- (e.virtualSize = Math.ceil(e.virtualSize / t.slidesPerColumn) - t.spaceBetween),
- e.isHorizontal()
- ? s.css({ width: `${e.virtualSize + t.spaceBetween}px` })
- : s.css({ height: `${e.virtualSize + t.spaceBetween}px` }),
- t.centeredSlides))
- ) {
- $ = [];
- for (let s = 0; s < p.length; s += 1) {
- let i = p[s];
- t.roundLengths && (i = Math.floor(i)), p[s] < e.virtualSize + p[0] && $.push(i);
- }
- p = $;
- }
- if (!t.centeredSlides) {
- $ = [];
- for (let s = 0; s < p.length; s += 1) {
- let a = p[s];
- t.roundLengths && (a = Math.floor(a)), p[s] <= e.virtualSize - i && $.push(a);
- }
- (p = $),
- Math.floor(e.virtualSize - i) - Math.floor(p[p.length - 1]) > 1 &&
- p.push(e.virtualSize - i);
- }
- if (
- (0 === p.length && (p = [0]),
- 0 !== t.spaceBetween &&
- (e.isHorizontal()
- ? a
- ? l.filter(u).css({ marginLeft: `${y}px` })
- : l.filter(u).css({ marginRight: `${y}px` })
- : l.filter(u).css({ marginBottom: `${y}px` })),
- t.centeredSlides && t.centeredSlidesBounds)
- ) {
- let e = 0;
- h.forEach((s) => {
- e += s + (t.spaceBetween ? t.spaceBetween : 0);
- }),
- (e -= t.spaceBetween);
- const s = e - i;
- p = p.map((e) => (e < 0 ? -m : e > s ? s + g : e));
- }
- if (t.centerInsufficientSlides) {
- let e = 0;
- if (
- (h.forEach((s) => {
- e += s + (t.spaceBetween ? t.spaceBetween : 0);
- }),
- (e -= t.spaceBetween),
- e < i)
- ) {
- const t = (i - e) / 2;
- p.forEach((e, s) => {
- p[s] = e - t;
- }),
- c.forEach((e, s) => {
- c[s] = e + t;
- });
- }
- }
- oe.extend(e, { slides: l, snapGrid: p, slidesGrid: c, slidesSizesGrid: h }),
- d !== o && e.emit('slidesLengthChange'),
- p.length !== f &&
- (e.params.watchOverflow && e.checkOverflow(), e.emit('snapGridLengthChange')),
- c.length !== v && e.emit('slidesGridLengthChange'),
- (t.watchSlidesProgress || t.watchSlidesVisibility) && e.updateSlidesOffset();
- },
- updateAutoHeight: function (e) {
- const t = this,
- s = [];
- let i,
- a = 0;
- if (
- ('number' == typeof e ? t.setTransition(e) : !0 === e && t.setTransition(t.params.speed),
- 'auto' !== t.params.slidesPerView && t.params.slidesPerView > 1)
- )
- if (t.params.centeredSlides)
- t.visibleSlides.each((e, t) => {
- s.push(t);
- });
- else
- for (i = 0; i < Math.ceil(t.params.slidesPerView); i += 1) {
- const e = t.activeIndex + i;
- if (e > t.slides.length) break;
- s.push(t.slides.eq(e)[0]);
- }
- else s.push(t.slides.eq(t.activeIndex)[0]);
- for (i = 0; i < s.length; i += 1)
- if (void 0 !== s[i]) {
- const e = s[i].offsetHeight;
- a = e > a ? e : a;
- }
- a && t.$wrapperEl.css('height', `${a}px`);
- },
- updateSlidesOffset: function () {
- const e = this,
- t = e.slides;
- for (let s = 0; s < t.length; s += 1)
- t[s].swiperSlideOffset = e.isHorizontal() ? t[s].offsetLeft : t[s].offsetTop;
- },
- updateSlidesProgress: function (e = (this && this.translate) || 0) {
- const t = this,
- s = t.params,
- { slides: i, rtlTranslate: a } = t;
- if (0 === i.length) return;
- void 0 === i[0].swiperSlideOffset && t.updateSlidesOffset();
- let r = -e;
- a && (r = e),
- i.removeClass(s.slideVisibleClass),
- (t.visibleSlidesIndexes = []),
- (t.visibleSlides = []);
- for (let e = 0; e < i.length; e += 1) {
- const n = i[e],
- o =
- (r + (s.centeredSlides ? t.minTranslate() : 0) - n.swiperSlideOffset) /
- (n.swiperSlideSize + s.spaceBetween);
- if (s.watchSlidesVisibility || (s.centeredSlides && s.autoHeight)) {
- const a = -(r - n.swiperSlideOffset),
- o = a + t.slidesSizesGrid[e];
- ((a >= 0 && a < t.size - 1) || (o > 1 && o <= t.size) || (a <= 0 && o >= t.size)) &&
- (t.visibleSlides.push(n),
- t.visibleSlidesIndexes.push(e),
- i.eq(e).addClass(s.slideVisibleClass));
- }
- n.progress = a ? -o : o;
- }
- t.visibleSlides = ae(t.visibleSlides);
- },
- updateProgress: function (e) {
- const t = this;
- if (void 0 === e) {
- const s = t.rtlTranslate ? -1 : 1;
- e = (t && t.translate && t.translate * s) || 0;
- }
- const s = t.params,
- i = t.maxTranslate() - t.minTranslate();
- let { progress: a, isBeginning: r, isEnd: n } = t;
- const o = r,
- l = n;
- 0 === i
- ? ((a = 0), (r = !0), (n = !0))
- : ((a = (e - t.minTranslate()) / i), (r = a <= 0), (n = a >= 1)),
- oe.extend(t, { progress: a, isBeginning: r, isEnd: n }),
- (s.watchSlidesProgress || s.watchSlidesVisibility || (s.centeredSlides && s.autoHeight)) &&
- t.updateSlidesProgress(e),
- r && !o && t.emit('reachBeginning toEdge'),
- n && !l && t.emit('reachEnd toEdge'),
- ((o && !r) || (l && !n)) && t.emit('fromEdge'),
- t.emit('progress', a);
- },
- updateSlidesClasses: function () {
- const e = this,
- { slides: t, params: s, $wrapperEl: i, activeIndex: a, realIndex: r } = e,
- n = e.virtual && s.virtual.enabled;
- let o;
- t.removeClass(
- `${s.slideActiveClass} ${s.slideNextClass} ${s.slidePrevClass} ${s.slideDuplicateActiveClass} ${s.slideDuplicateNextClass} ${s.slideDuplicatePrevClass}`
- ),
- (o = n ? e.$wrapperEl.find(`.${s.slideClass}[data-swiper-slide-index="${a}"]`) : t.eq(a)),
- o.addClass(s.slideActiveClass),
- s.loop &&
- (o.hasClass(s.slideDuplicateClass)
- ? i
- .children(
- `.${s.slideClass}:not(.${s.slideDuplicateClass})[data-swiper-slide-index="${r}"]`
- )
- .addClass(s.slideDuplicateActiveClass)
- : i
- .children(`.${s.slideClass}.${s.slideDuplicateClass}[data-swiper-slide-index="${r}"]`)
- .addClass(s.slideDuplicateActiveClass));
- let l = o.nextAll(`.${s.slideClass}`).eq(0).addClass(s.slideNextClass);
- s.loop && 0 === l.length && ((l = t.eq(0)), l.addClass(s.slideNextClass));
- let d = o.prevAll(`.${s.slideClass}`).eq(0).addClass(s.slidePrevClass);
- s.loop && 0 === d.length && ((d = t.eq(-1)), d.addClass(s.slidePrevClass)),
- s.loop &&
- (l.hasClass(s.slideDuplicateClass)
- ? i
- .children(
- `.${s.slideClass}:not(.${s.slideDuplicateClass})[data-swiper-slide-index="${l.attr(
- 'data-swiper-slide-index'
- )}"]`
- )
- .addClass(s.slideDuplicateNextClass)
- : i
- .children(
- `.${s.slideClass}.${s.slideDuplicateClass}[data-swiper-slide-index="${l.attr(
- 'data-swiper-slide-index'
- )}"]`
- )
- .addClass(s.slideDuplicateNextClass),
- d.hasClass(s.slideDuplicateClass)
- ? i
- .children(
- `.${s.slideClass}:not(.${s.slideDuplicateClass})[data-swiper-slide-index="${d.attr(
- 'data-swiper-slide-index'
- )}"]`
- )
- .addClass(s.slideDuplicatePrevClass)
- : i
- .children(
- `.${s.slideClass}.${s.slideDuplicateClass}[data-swiper-slide-index="${d.attr(
- 'data-swiper-slide-index'
- )}"]`
- )
- .addClass(s.slideDuplicatePrevClass));
- },
- updateActiveIndex: function (e) {
- const t = this,
- s = t.rtlTranslate ? t.translate : -t.translate,
- { slidesGrid: i, snapGrid: a, params: r, activeIndex: n, realIndex: o, snapIndex: l } = t;
- let d,
- p = e;
- if (void 0 === p) {
- for (let e = 0; e < i.length; e += 1)
- void 0 !== i[e + 1]
- ? s >= i[e] && s < i[e + 1] - (i[e + 1] - i[e]) / 2
- ? (p = e)
- : s >= i[e] && s < i[e + 1] && (p = e + 1)
- : s >= i[e] && (p = e);
- r.normalizeSlideIndex && (p < 0 || void 0 === p) && (p = 0);
- }
- if (a.indexOf(s) >= 0) d = a.indexOf(s);
- else {
- const e = Math.min(r.slidesPerGroupSkip, p);
- d = e + Math.floor((p - e) / r.slidesPerGroup);
- }
- if ((d >= a.length && (d = a.length - 1), p === n))
- return void (d !== l && ((t.snapIndex = d), t.emit('snapIndexChange')));
- const c = parseInt(t.slides.eq(p).attr('data-swiper-slide-index') || p, 10);
- oe.extend(t, { snapIndex: d, realIndex: c, previousIndex: n, activeIndex: p }),
- t.emit('activeIndexChange'),
- t.emit('snapIndexChange'),
- o !== c && t.emit('realIndexChange'),
- (t.initialized || t.params.runCallbacksOnInit) && t.emit('slideChange');
- },
- updateClickedSlide: function (e) {
- const t = this,
- s = t.params,
- i = ae(e.target).closest(`.${s.slideClass}`)[0];
- let a = !1;
- if (i) for (let e = 0; e < t.slides.length; e += 1) t.slides[e] === i && (a = !0);
- if (!i || !a) return (t.clickedSlide = void 0), void (t.clickedIndex = void 0);
- (t.clickedSlide = i),
- t.virtual && t.params.virtual.enabled
- ? (t.clickedIndex = parseInt(ae(i).attr('data-swiper-slide-index'), 10))
- : (t.clickedIndex = ae(i).index()),
- s.slideToClickedSlide &&
- void 0 !== t.clickedIndex &&
- t.clickedIndex !== t.activeIndex &&
- t.slideToClickedSlide();
- },
-};
-var ce = {
- getTranslate: function (e = this.isHorizontal() ? 'x' : 'y') {
- const { params: t, rtlTranslate: s, translate: i, $wrapperEl: a } = this;
- if (t.virtualTranslate) return s ? -i : i;
- if (t.cssMode) return i;
- let r = oe.getTranslate(a[0], e);
- return s && (r = -r), r || 0;
- },
- setTranslate: function (e, t) {
- const s = this,
- { rtlTranslate: i, params: a, $wrapperEl: r, wrapperEl: n, progress: o } = s;
- let l,
- d = 0,
- p = 0;
- s.isHorizontal() ? (d = i ? -e : e) : (p = e),
- a.roundLengths && ((d = Math.floor(d)), (p = Math.floor(p))),
- a.cssMode
- ? (n[s.isHorizontal() ? 'scrollLeft' : 'scrollTop'] = s.isHorizontal() ? -d : -p)
- : a.virtualTranslate || r.transform(`translate3d(${d}px, ${p}px, 0px)`),
- (s.previousTranslate = s.translate),
- (s.translate = s.isHorizontal() ? d : p);
- const c = s.maxTranslate() - s.minTranslate();
- (l = 0 === c ? 0 : (e - s.minTranslate()) / c),
- l !== o && s.updateProgress(e),
- s.emit('setTranslate', s.translate, t);
- },
- minTranslate: function () {
- return -this.snapGrid[0];
- },
- maxTranslate: function () {
- return -this.snapGrid[this.snapGrid.length - 1];
- },
- translateTo: function (e = 0, t = this.params.speed, s = !0, i = !0, a) {
- const r = this,
- { params: n, wrapperEl: o } = r;
- if (r.animating && n.preventInteractionOnTransition) return !1;
- const l = r.minTranslate(),
- d = r.maxTranslate();
- let p;
- if (((p = i && e > l ? l : i && e < d ? d : e), r.updateProgress(p), n.cssMode)) {
- const e = r.isHorizontal();
- return (
- 0 === t
- ? (o[e ? 'scrollLeft' : 'scrollTop'] = -p)
- : o.scrollTo
- ? o.scrollTo({ [e ? 'left' : 'top']: -p, behavior: 'smooth' })
- : (o[e ? 'scrollLeft' : 'scrollTop'] = -p),
- !0
- );
- }
- return (
- 0 === t
- ? (r.setTransition(0),
- r.setTranslate(p),
- s && (r.emit('beforeTransitionStart', t, a), r.emit('transitionEnd')))
- : (r.setTransition(t),
- r.setTranslate(p),
- s && (r.emit('beforeTransitionStart', t, a), r.emit('transitionStart')),
- r.animating ||
- ((r.animating = !0),
- r.onTranslateToWrapperTransitionEnd ||
- (r.onTranslateToWrapperTransitionEnd = function (e) {
- r &&
- !r.destroyed &&
- e.target === this &&
- (r.$wrapperEl[0].removeEventListener(
- 'transitionend',
- r.onTranslateToWrapperTransitionEnd
- ),
- r.$wrapperEl[0].removeEventListener(
- 'webkitTransitionEnd',
- r.onTranslateToWrapperTransitionEnd
- ),
- (r.onTranslateToWrapperTransitionEnd = null),
- delete r.onTranslateToWrapperTransitionEnd,
- s && r.emit('transitionEnd'));
- }),
- r.$wrapperEl[0].addEventListener('transitionend', r.onTranslateToWrapperTransitionEnd),
- r.$wrapperEl[0].addEventListener(
- 'webkitTransitionEnd',
- r.onTranslateToWrapperTransitionEnd
- ))),
- !0
- );
- },
-};
-var he = {
- setTransition: function (e, t) {
- const s = this;
- s.params.cssMode || s.$wrapperEl.transition(e), s.emit('setTransition', e, t);
- },
- transitionStart: function (e = !0, t) {
- const s = this,
- { activeIndex: i, params: a, previousIndex: r } = s;
- if (a.cssMode) return;
- a.autoHeight && s.updateAutoHeight();
- let n = t;
- if (
- (n || (n = i > r ? 'next' : i < r ? 'prev' : 'reset'),
- s.emit('transitionStart'),
- e && i !== r)
- ) {
- if ('reset' === n) return void s.emit('slideResetTransitionStart');
- s.emit('slideChangeTransitionStart'),
- 'next' === n ? s.emit('slideNextTransitionStart') : s.emit('slidePrevTransitionStart');
- }
- },
- transitionEnd: function (e = !0, t) {
- const s = this,
- { activeIndex: i, previousIndex: a, params: r } = s;
- if (((s.animating = !1), r.cssMode)) return;
- s.setTransition(0);
- let n = t;
- if (
- (n || (n = i > a ? 'next' : i < a ? 'prev' : 'reset'), s.emit('transitionEnd'), e && i !== a)
- ) {
- if ('reset' === n) return void s.emit('slideResetTransitionEnd');
- s.emit('slideChangeTransitionEnd'),
- 'next' === n ? s.emit('slideNextTransitionEnd') : s.emit('slidePrevTransitionEnd');
- }
- },
-};
-var ue = {
- slideTo: function (e = 0, t = this.params.speed, s = !0, i) {
- const a = this;
- let r = e;
- r < 0 && (r = 0);
- const {
- params: n,
- snapGrid: o,
- slidesGrid: l,
- previousIndex: d,
- activeIndex: p,
- rtlTranslate: c,
- wrapperEl: h,
- } = a;
- if (a.animating && n.preventInteractionOnTransition) return !1;
- const u = Math.min(a.params.slidesPerGroupSkip, r);
- let m = u + Math.floor((r - u) / a.params.slidesPerGroup);
- m >= o.length && (m = o.length - 1),
- (p || n.initialSlide || 0) === (d || 0) && s && a.emit('beforeSlideChangeStart');
- const g = -o[m];
- if ((a.updateProgress(g), n.normalizeSlideIndex))
- for (let e = 0; e < l.length; e += 1)
- -Math.floor(100 * g) >= Math.floor(100 * l[e]) && (r = e);
- if (a.initialized && r !== p) {
- if (!a.allowSlideNext && g < a.translate && g < a.minTranslate()) return !1;
- if (!a.allowSlidePrev && g > a.translate && g > a.maxTranslate() && (p || 0) !== r) return !1;
- }
- let f;
- if (
- ((f = r > p ? 'next' : r < p ? 'prev' : 'reset'),
- (c && -g === a.translate) || (!c && g === a.translate))
- )
- return (
- a.updateActiveIndex(r),
- n.autoHeight && a.updateAutoHeight(),
- a.updateSlidesClasses(),
- 'slide' !== n.effect && a.setTranslate(g),
- 'reset' !== f && (a.transitionStart(s, f), a.transitionEnd(s, f)),
- !1
- );
- if (n.cssMode) {
- const e = a.isHorizontal();
- let s = -g;
- return (
- c && (s = h.scrollWidth - h.offsetWidth - s),
- 0 === t
- ? (h[e ? 'scrollLeft' : 'scrollTop'] = s)
- : h.scrollTo
- ? h.scrollTo({ [e ? 'left' : 'top']: s, behavior: 'smooth' })
- : (h[e ? 'scrollLeft' : 'scrollTop'] = s),
- !0
- );
- }
- return (
- 0 === t
- ? (a.setTransition(0),
- a.setTranslate(g),
- a.updateActiveIndex(r),
- a.updateSlidesClasses(),
- a.emit('beforeTransitionStart', t, i),
- a.transitionStart(s, f),
- a.transitionEnd(s, f))
- : (a.setTransition(t),
- a.setTranslate(g),
- a.updateActiveIndex(r),
- a.updateSlidesClasses(),
- a.emit('beforeTransitionStart', t, i),
- a.transitionStart(s, f),
- a.animating ||
- ((a.animating = !0),
- a.onSlideToWrapperTransitionEnd ||
- (a.onSlideToWrapperTransitionEnd = function (e) {
- a &&
- !a.destroyed &&
- e.target === this &&
- (a.$wrapperEl[0].removeEventListener(
- 'transitionend',
- a.onSlideToWrapperTransitionEnd
- ),
- a.$wrapperEl[0].removeEventListener(
- 'webkitTransitionEnd',
- a.onSlideToWrapperTransitionEnd
- ),
- (a.onSlideToWrapperTransitionEnd = null),
- delete a.onSlideToWrapperTransitionEnd,
- a.transitionEnd(s, f));
- }),
- a.$wrapperEl[0].addEventListener('transitionend', a.onSlideToWrapperTransitionEnd),
- a.$wrapperEl[0].addEventListener(
- 'webkitTransitionEnd',
- a.onSlideToWrapperTransitionEnd
- ))),
- !0
- );
- },
- slideToLoop: function (e = 0, t = this.params.speed, s = !0, i) {
- const a = this;
- let r = e;
- return a.params.loop && (r += a.loopedSlides), a.slideTo(r, t, s, i);
- },
- slideNext: function (e = this.params.speed, t = !0, s) {
- const i = this,
- { params: a, animating: r } = i,
- n = i.activeIndex < a.slidesPerGroupSkip ? 1 : a.slidesPerGroup;
- if (a.loop) {
- if (r) return !1;
- i.loopFix(), (i._clientLeft = i.$wrapperEl[0].clientLeft);
- }
- return i.slideTo(i.activeIndex + n, e, t, s);
- },
- slidePrev: function (e = this.params.speed, t = !0, s) {
- const i = this,
- { params: a, animating: r, snapGrid: n, slidesGrid: o, rtlTranslate: l } = i;
- if (a.loop) {
- if (r) return !1;
- i.loopFix(), (i._clientLeft = i.$wrapperEl[0].clientLeft);
- }
- function d(e) {
- return e < 0 ? -Math.floor(Math.abs(e)) : Math.floor(e);
- }
- const p = d(l ? i.translate : -i.translate),
- c = n.map((e) => d(e));
- o.map((e) => d(e)), n[c.indexOf(p)];
- let h,
- u = n[c.indexOf(p) - 1];
- return (
- void 0 === u &&
- a.cssMode &&
- n.forEach((e) => {
- !u && p >= e && (u = e);
- }),
- void 0 !== u && ((h = o.indexOf(u)), h < 0 && (h = i.activeIndex - 1)),
- i.slideTo(h, e, t, s)
- );
- },
- slideReset: function (e = this.params.speed, t = !0, s) {
- return this.slideTo(this.activeIndex, e, t, s);
- },
- slideToClosest: function (e = this.params.speed, t = !0, s, i = 0.5) {
- const a = this;
- let r = a.activeIndex;
- const n = Math.min(a.params.slidesPerGroupSkip, r),
- o = n + Math.floor((r - n) / a.params.slidesPerGroup),
- l = a.rtlTranslate ? a.translate : -a.translate;
- if (l >= a.snapGrid[o]) {
- const e = a.snapGrid[o];
- l - e > (a.snapGrid[o + 1] - e) * i && (r += a.params.slidesPerGroup);
- } else {
- const e = a.snapGrid[o - 1];
- l - e <= (a.snapGrid[o] - e) * i && (r -= a.params.slidesPerGroup);
- }
- return (r = Math.max(r, 0)), (r = Math.min(r, a.slidesGrid.length - 1)), a.slideTo(r, e, t, s);
- },
- slideToClickedSlide: function () {
- const e = this,
- { params: t, $wrapperEl: s } = e,
- i = 'auto' === t.slidesPerView ? e.slidesPerViewDynamic() : t.slidesPerView;
- let a,
- r = e.clickedIndex;
- if (t.loop) {
- if (e.animating) return;
- (a = parseInt(ae(e.clickedSlide).attr('data-swiper-slide-index'), 10)),
- t.centeredSlides
- ? r < e.loopedSlides - i / 2 || r > e.slides.length - e.loopedSlides + i / 2
- ? (e.loopFix(),
- (r = s
- .children(
- `.${t.slideClass}[data-swiper-slide-index="${a}"]:not(.${t.slideDuplicateClass})`
- )
- .eq(0)
- .index()),
- oe.nextTick(() => {
- e.slideTo(r);
- }))
- : e.slideTo(r)
- : r > e.slides.length - i
- ? (e.loopFix(),
- (r = s
- .children(
- `.${t.slideClass}[data-swiper-slide-index="${a}"]:not(.${t.slideDuplicateClass})`
- )
- .eq(0)
- .index()),
- oe.nextTick(() => {
- e.slideTo(r);
- }))
- : e.slideTo(r);
- } else e.slideTo(r);
- },
-};
-var me = {
- loopCreate: function () {
- const e = this,
- { params: t, $wrapperEl: s } = e;
- s.children(`.${t.slideClass}.${t.slideDuplicateClass}`).remove();
- let i = s.children(`.${t.slideClass}`);
- if (t.loopFillGroupWithBlank) {
- const e = t.slidesPerGroup - (i.length % t.slidesPerGroup);
- if (e !== t.slidesPerGroup) {
- for (let i = 0; i < e; i += 1) {
- const e = ae(ee.createElement('div')).addClass(`${t.slideClass} ${t.slideBlankClass}`);
- s.append(e);
- }
- i = s.children(`.${t.slideClass}`);
- }
- }
- 'auto' !== t.slidesPerView || t.loopedSlides || (t.loopedSlides = i.length),
- (e.loopedSlides = Math.ceil(parseFloat(t.loopedSlides || t.slidesPerView, 10))),
- (e.loopedSlides += t.loopAdditionalSlides),
- e.loopedSlides > i.length && (e.loopedSlides = i.length);
- const a = [],
- r = [];
- i.each((t, s) => {
- const n = ae(s);
- t < e.loopedSlides && r.push(s),
- t < i.length && t >= i.length - e.loopedSlides && a.push(s),
- n.attr('data-swiper-slide-index', t);
- });
- for (let e = 0; e < r.length; e += 1)
- s.append(ae(r[e].cloneNode(!0)).addClass(t.slideDuplicateClass));
- for (let e = a.length - 1; e >= 0; e -= 1)
- s.prepend(ae(a[e].cloneNode(!0)).addClass(t.slideDuplicateClass));
- },
- loopFix: function () {
- const e = this;
- e.emit('beforeLoopFix');
- const {
- activeIndex: t,
- slides: s,
- loopedSlides: i,
- allowSlidePrev: a,
- allowSlideNext: r,
- snapGrid: n,
- rtlTranslate: o,
- } = e;
- let l;
- (e.allowSlidePrev = !0), (e.allowSlideNext = !0);
- const d = -n[t] - e.getTranslate();
- if (t < i) {
- (l = s.length - 3 * i + t),
- (l += i),
- e.slideTo(l, 0, !1, !0) && 0 !== d && e.setTranslate((o ? -e.translate : e.translate) - d);
- } else if (t >= s.length - i) {
- (l = -s.length + t + i),
- (l += i),
- e.slideTo(l, 0, !1, !0) && 0 !== d && e.setTranslate((o ? -e.translate : e.translate) - d);
- }
- (e.allowSlidePrev = a), (e.allowSlideNext = r), e.emit('loopFix');
- },
- loopDestroy: function () {
- const { $wrapperEl: e, params: t, slides: s } = this;
- e
- .children(`.${t.slideClass}.${t.slideDuplicateClass},.${t.slideClass}.${t.slideBlankClass}`)
- .remove(),
- s.removeAttr('data-swiper-slide-index');
- },
-};
-var ge = {
- setGrabCursor: function (e) {
- if (
- le.touch ||
- !this.params.simulateTouch ||
- (this.params.watchOverflow && this.isLocked) ||
- this.params.cssMode
- )
- return;
- const t = this.el;
- (t.style.cursor = 'move'),
- (t.style.cursor = e ? '-webkit-grabbing' : '-webkit-grab'),
- (t.style.cursor = e ? '-moz-grabbin' : '-moz-grab'),
- (t.style.cursor = e ? 'grabbing' : 'grab');
- },
- unsetGrabCursor: function () {
- le.touch ||
- (this.params.watchOverflow && this.isLocked) ||
- this.params.cssMode ||
- (this.el.style.cursor = '');
- },
-};
-var fe = {
- appendSlide: function (e) {
- const t = this,
- { $wrapperEl: s, params: i } = t;
- if ((i.loop && t.loopDestroy(), 'object' == typeof e && 'length' in e))
- for (let t = 0; t < e.length; t += 1) e[t] && s.append(e[t]);
- else s.append(e);
- i.loop && t.loopCreate(), (i.observer && le.observer) || t.update();
- },
- prependSlide: function (e) {
- const t = this,
- { params: s, $wrapperEl: i, activeIndex: a } = t;
- s.loop && t.loopDestroy();
- let r = a + 1;
- if ('object' == typeof e && 'length' in e) {
- for (let t = 0; t < e.length; t += 1) e[t] && i.prepend(e[t]);
- r = a + e.length;
- } else i.prepend(e);
- s.loop && t.loopCreate(), (s.observer && le.observer) || t.update(), t.slideTo(r, 0, !1);
- },
- addSlide: function (e, t) {
- const s = this,
- { $wrapperEl: i, params: a, activeIndex: r } = s;
- let n = r;
- a.loop && ((n -= s.loopedSlides), s.loopDestroy(), (s.slides = i.children(`.${a.slideClass}`)));
- const o = s.slides.length;
- if (e <= 0) return void s.prependSlide(t);
- if (e >= o) return void s.appendSlide(t);
- let l = n > e ? n + 1 : n;
- const d = [];
- for (let t = o - 1; t >= e; t -= 1) {
- const e = s.slides.eq(t);
- e.remove(), d.unshift(e);
- }
- if ('object' == typeof t && 'length' in t) {
- for (let e = 0; e < t.length; e += 1) t[e] && i.append(t[e]);
- l = n > e ? n + t.length : n;
- } else i.append(t);
- for (let e = 0; e < d.length; e += 1) i.append(d[e]);
- a.loop && s.loopCreate(),
- (a.observer && le.observer) || s.update(),
- a.loop ? s.slideTo(l + s.loopedSlides, 0, !1) : s.slideTo(l, 0, !1);
- },
- removeSlide: function (e) {
- const t = this,
- { params: s, $wrapperEl: i, activeIndex: a } = t;
- let r = a;
- s.loop && ((r -= t.loopedSlides), t.loopDestroy(), (t.slides = i.children(`.${s.slideClass}`)));
- let n,
- o = r;
- if ('object' == typeof e && 'length' in e) {
- for (let s = 0; s < e.length; s += 1)
- (n = e[s]), t.slides[n] && t.slides.eq(n).remove(), n < o && (o -= 1);
- o = Math.max(o, 0);
- } else (n = e), t.slides[n] && t.slides.eq(n).remove(), n < o && (o -= 1), (o = Math.max(o, 0));
- s.loop && t.loopCreate(),
- (s.observer && le.observer) || t.update(),
- s.loop ? t.slideTo(o + t.loopedSlides, 0, !1) : t.slideTo(o, 0, !1);
- },
- removeAllSlides: function () {
- const e = this,
- t = [];
- for (let s = 0; s < e.slides.length; s += 1) t.push(s);
- e.removeSlide(t);
- },
-};
-const ve = (function () {
- const e = se.navigator.platform,
- t = se.navigator.userAgent,
- s = {
- ios: !1,
- android: !1,
- androidChrome: !1,
- desktop: !1,
- iphone: !1,
- ipod: !1,
- ipad: !1,
- edge: !1,
- ie: !1,
- firefox: !1,
- macos: !1,
- windows: !1,
- cordova: !(!se.cordova && !se.phonegap),
- phonegap: !(!se.cordova && !se.phonegap),
- electron: !1,
- },
- i = se.screen.width,
- a = se.screen.height,
- r = t.match(/(Android);?[\s\/]+([\d.]+)?/);
- let n = t.match(/(iPad).*OS\s([\d_]+)/);
- const o = t.match(/(iPod)(.*OS\s([\d_]+))?/),
- l = !n && t.match(/(iPhone\sOS|iOS)\s([\d_]+)/),
- d = t.indexOf('MSIE ') >= 0 || t.indexOf('Trident/') >= 0,
- p = t.indexOf('Edge/') >= 0,
- c = t.indexOf('Gecko/') >= 0 && t.indexOf('Firefox/') >= 0,
- h = 'Win32' === e,
- u = t.toLowerCase().indexOf('electron') >= 0;
- let m = 'MacIntel' === e;
- return (
- !n &&
- m &&
- le.touch &&
- ((1024 === i && 1366 === a) ||
- (834 === i && 1194 === a) ||
- (834 === i && 1112 === a) ||
- (768 === i && 1024 === a)) &&
- ((n = t.match(/(Version)\/([\d.]+)/)), (m = !1)),
- (s.ie = d),
- (s.edge = p),
- (s.firefox = c),
- r &&
- !h &&
- ((s.os = 'android'),
- (s.osVersion = r[2]),
- (s.android = !0),
- (s.androidChrome = t.toLowerCase().indexOf('chrome') >= 0)),
- (n || l || o) && ((s.os = 'ios'), (s.ios = !0)),
- l && !o && ((s.osVersion = l[2].replace(/_/g, '.')), (s.iphone = !0)),
- n && ((s.osVersion = n[2].replace(/_/g, '.')), (s.ipad = !0)),
- o && ((s.osVersion = o[3] ? o[3].replace(/_/g, '.') : null), (s.ipod = !0)),
- s.ios &&
- s.osVersion &&
- t.indexOf('Version/') >= 0 &&
- '10' === s.osVersion.split('.')[0] &&
- (s.osVersion = t.toLowerCase().split('version/')[1].split(' ')[0]),
- (s.webView =
- !(!(l || n || o) || (!t.match(/.*AppleWebKit(?!.*Safari)/i) && !se.navigator.standalone)) ||
- (se.matchMedia && se.matchMedia('(display-mode: standalone)').matches)),
- (s.webview = s.webView),
- (s.standalone = s.webView),
- (s.desktop = !(s.ios || s.android) || u),
- s.desktop &&
- ((s.electron = u),
- (s.macos = m),
- (s.windows = h),
- s.macos && (s.os = 'macos'),
- s.windows && (s.os = 'windows')),
- (s.pixelRatio = se.devicePixelRatio || 1),
- s
- );
-})();
-function we(e) {
- const t = this,
- s = t.touchEventsData,
- { params: i, touches: a } = t;
- if (t.animating && i.preventInteractionOnTransition) return;
- let r = e;
- r.originalEvent && (r = r.originalEvent);
- const n = ae(r.target);
- if ('wrapper' === i.touchEventsTarget && !n.closest(t.wrapperEl).length) return;
- if (
- ((s.isTouchEvent = 'touchstart' === r.type), !s.isTouchEvent && 'which' in r && 3 === r.which)
- )
- return;
- if (!s.isTouchEvent && 'button' in r && r.button > 0) return;
- if (s.isTouched && s.isMoved) return;
- if (
- i.noSwiping &&
- n.closest(i.noSwipingSelector ? i.noSwipingSelector : `.${i.noSwipingClass}`)[0]
- )
- return void (t.allowClick = !0);
- if (i.swipeHandler && !n.closest(i.swipeHandler)[0]) return;
- (a.currentX = 'touchstart' === r.type ? r.targetTouches[0].pageX : r.pageX),
- (a.currentY = 'touchstart' === r.type ? r.targetTouches[0].pageY : r.pageY);
- const o = a.currentX,
- l = a.currentY,
- d = i.edgeSwipeDetection || i.iOSEdgeSwipeDetection,
- p = i.edgeSwipeThreshold || i.iOSEdgeSwipeThreshold;
- if (!d || !(o <= p || o >= se.screen.width - p)) {
- if (
- (oe.extend(s, {
- isTouched: !0,
- isMoved: !1,
- allowTouchCallbacks: !0,
- isScrolling: void 0,
- startMoving: void 0,
- }),
- (a.startX = o),
- (a.startY = l),
- (s.touchStartTime = oe.now()),
- (t.allowClick = !0),
- t.updateSize(),
- (t.swipeDirection = void 0),
- i.threshold > 0 && (s.allowThresholdMove = !1),
- 'touchstart' !== r.type)
- ) {
- let e = !0;
- n.is(s.formElements) && (e = !1),
- ee.activeElement &&
- ae(ee.activeElement).is(s.formElements) &&
- ee.activeElement !== n[0] &&
- ee.activeElement.blur();
- const a = e && t.allowTouchMove && i.touchStartPreventDefault;
- (i.touchStartForcePreventDefault || a) && r.preventDefault();
- }
- t.emit('touchStart', r);
- }
-}
-function be(e) {
- const t = this,
- s = t.touchEventsData,
- { params: i, touches: a, rtlTranslate: r } = t;
- let n = e;
- if ((n.originalEvent && (n = n.originalEvent), !s.isTouched))
- return void (s.startMoving && s.isScrolling && t.emit('touchMoveOpposite', n));
- if (s.isTouchEvent && 'touchmove' !== n.type) return;
- const o =
- 'touchmove' === n.type && n.targetTouches && (n.targetTouches[0] || n.changedTouches[0]),
- l = 'touchmove' === n.type ? o.pageX : n.pageX,
- d = 'touchmove' === n.type ? o.pageY : n.pageY;
- if (n.preventedByNestedSwiper) return (a.startX = l), void (a.startY = d);
- if (!t.allowTouchMove)
- return (
- (t.allowClick = !1),
- void (
- s.isTouched &&
- (oe.extend(a, { startX: l, startY: d, currentX: l, currentY: d }),
- (s.touchStartTime = oe.now()))
- )
- );
- if (s.isTouchEvent && i.touchReleaseOnEdges && !i.loop)
- if (t.isVertical()) {
- if (
- (d < a.startY && t.translate <= t.maxTranslate()) ||
- (d > a.startY && t.translate >= t.minTranslate())
- )
- return (s.isTouched = !1), void (s.isMoved = !1);
- } else if (
- (l < a.startX && t.translate <= t.maxTranslate()) ||
- (l > a.startX && t.translate >= t.minTranslate())
- )
- return;
- if (
- s.isTouchEvent &&
- ee.activeElement &&
- n.target === ee.activeElement &&
- ae(n.target).is(s.formElements)
- )
- return (s.isMoved = !0), void (t.allowClick = !1);
- if (
- (s.allowTouchCallbacks && t.emit('touchMove', n), n.targetTouches && n.targetTouches.length > 1)
- )
- return;
- (a.currentX = l), (a.currentY = d);
- const p = a.currentX - a.startX,
- c = a.currentY - a.startY;
- if (t.params.threshold && Math.sqrt(p ** 2 + c ** 2) < t.params.threshold) return;
- if (void 0 === s.isScrolling) {
- let e;
- (t.isHorizontal() && a.currentY === a.startY) || (t.isVertical() && a.currentX === a.startX)
- ? (s.isScrolling = !1)
- : p * p + c * c >= 25 &&
- ((e = (180 * Math.atan2(Math.abs(c), Math.abs(p))) / Math.PI),
- (s.isScrolling = t.isHorizontal() ? e > i.touchAngle : 90 - e > i.touchAngle));
- }
- if (
- (s.isScrolling && t.emit('touchMoveOpposite', n),
- void 0 === s.startMoving &&
- ((a.currentX === a.startX && a.currentY === a.startY) || (s.startMoving = !0)),
- s.isScrolling)
- )
- return void (s.isTouched = !1);
- if (!s.startMoving) return;
- (t.allowClick = !1),
- !i.cssMode && n.cancelable && n.preventDefault(),
- i.touchMoveStopPropagation && !i.nested && n.stopPropagation(),
- s.isMoved ||
- (i.loop && t.loopFix(),
- (s.startTranslate = t.getTranslate()),
- t.setTransition(0),
- t.animating && t.$wrapperEl.trigger('webkitTransitionEnd transitionend'),
- (s.allowMomentumBounce = !1),
- !i.grabCursor || (!0 !== t.allowSlideNext && !0 !== t.allowSlidePrev) || t.setGrabCursor(!0),
- t.emit('sliderFirstMove', n)),
- t.emit('sliderMove', n),
- (s.isMoved = !0);
- let h = t.isHorizontal() ? p : c;
- (a.diff = h),
- (h *= i.touchRatio),
- r && (h = -h),
- (t.swipeDirection = h > 0 ? 'prev' : 'next'),
- (s.currentTranslate = h + s.startTranslate);
- let u = !0,
- m = i.resistanceRatio;
- if (
- (i.touchReleaseOnEdges && (m = 0),
- h > 0 && s.currentTranslate > t.minTranslate()
- ? ((u = !1),
- i.resistance &&
- (s.currentTranslate =
- t.minTranslate() - 1 + (-t.minTranslate() + s.startTranslate + h) ** m))
- : h < 0 &&
- s.currentTranslate < t.maxTranslate() &&
- ((u = !1),
- i.resistance &&
- (s.currentTranslate =
- t.maxTranslate() + 1 - (t.maxTranslate() - s.startTranslate - h) ** m)),
- u && (n.preventedByNestedSwiper = !0),
- !t.allowSlideNext &&
- 'next' === t.swipeDirection &&
- s.currentTranslate < s.startTranslate &&
- (s.currentTranslate = s.startTranslate),
- !t.allowSlidePrev &&
- 'prev' === t.swipeDirection &&
- s.currentTranslate > s.startTranslate &&
- (s.currentTranslate = s.startTranslate),
- i.threshold > 0)
- ) {
- if (!(Math.abs(h) > i.threshold || s.allowThresholdMove))
- return void (s.currentTranslate = s.startTranslate);
- if (!s.allowThresholdMove)
- return (
- (s.allowThresholdMove = !0),
- (a.startX = a.currentX),
- (a.startY = a.currentY),
- (s.currentTranslate = s.startTranslate),
- void (a.diff = t.isHorizontal() ? a.currentX - a.startX : a.currentY - a.startY)
- );
- }
- i.followFinger &&
- !i.cssMode &&
- ((i.freeMode || i.watchSlidesProgress || i.watchSlidesVisibility) &&
- (t.updateActiveIndex(), t.updateSlidesClasses()),
- i.freeMode &&
- (0 === s.velocities.length &&
- s.velocities.push({
- position: a[t.isHorizontal() ? 'startX' : 'startY'],
- time: s.touchStartTime,
- }),
- s.velocities.push({
- position: a[t.isHorizontal() ? 'currentX' : 'currentY'],
- time: oe.now(),
- })),
- t.updateProgress(s.currentTranslate),
- t.setTranslate(s.currentTranslate));
-}
-function ye(e) {
- const t = this,
- s = t.touchEventsData,
- { params: i, touches: a, rtlTranslate: r, $wrapperEl: n, slidesGrid: o, snapGrid: l } = t;
- let d = e;
- if (
- (d.originalEvent && (d = d.originalEvent),
- s.allowTouchCallbacks && t.emit('touchEnd', d),
- (s.allowTouchCallbacks = !1),
- !s.isTouched)
- )
- return (
- s.isMoved && i.grabCursor && t.setGrabCursor(!1), (s.isMoved = !1), void (s.startMoving = !1)
- );
- i.grabCursor &&
- s.isMoved &&
- s.isTouched &&
- (!0 === t.allowSlideNext || !0 === t.allowSlidePrev) &&
- t.setGrabCursor(!1);
- const p = oe.now(),
- c = p - s.touchStartTime;
- if (
- (t.allowClick &&
- (t.updateClickedSlide(d),
- t.emit('tap click', d),
- c < 300 && p - s.lastClickTime < 300 && t.emit('doubleTap doubleClick', d)),
- (s.lastClickTime = oe.now()),
- oe.nextTick(() => {
- t.destroyed || (t.allowClick = !0);
- }),
- !s.isTouched ||
- !s.isMoved ||
- !t.swipeDirection ||
- 0 === a.diff ||
- s.currentTranslate === s.startTranslate)
- )
- return (s.isTouched = !1), (s.isMoved = !1), void (s.startMoving = !1);
- let h;
- if (
- ((s.isTouched = !1),
- (s.isMoved = !1),
- (s.startMoving = !1),
- (h = i.followFinger ? (r ? t.translate : -t.translate) : -s.currentTranslate),
- i.cssMode)
- )
- return;
- if (i.freeMode) {
- if (h < -t.minTranslate()) return void t.slideTo(t.activeIndex);
- if (h > -t.maxTranslate())
- return void (t.slides.length < l.length
- ? t.slideTo(l.length - 1)
- : t.slideTo(t.slides.length - 1));
- if (i.freeModeMomentum) {
- if (s.velocities.length > 1) {
- const e = s.velocities.pop(),
- a = s.velocities.pop(),
- r = e.position - a.position,
- n = e.time - a.time;
- (t.velocity = r / n),
- (t.velocity /= 2),
- Math.abs(t.velocity) < i.freeModeMinimumVelocity && (t.velocity = 0),
- (n > 150 || oe.now() - e.time > 300) && (t.velocity = 0);
- } else t.velocity = 0;
- (t.velocity *= i.freeModeMomentumVelocityRatio), (s.velocities.length = 0);
- let e = 1e3 * i.freeModeMomentumRatio;
- const a = t.velocity * e;
- let o = t.translate + a;
- r && (o = -o);
- let d,
- p = !1;
- const c = 20 * Math.abs(t.velocity) * i.freeModeMomentumBounceRatio;
- let h;
- if (o < t.maxTranslate())
- i.freeModeMomentumBounce
- ? (o + t.maxTranslate() < -c && (o = t.maxTranslate() - c),
- (d = t.maxTranslate()),
- (p = !0),
- (s.allowMomentumBounce = !0))
- : (o = t.maxTranslate()),
- i.loop && i.centeredSlides && (h = !0);
- else if (o > t.minTranslate())
- i.freeModeMomentumBounce
- ? (o - t.minTranslate() > c && (o = t.minTranslate() + c),
- (d = t.minTranslate()),
- (p = !0),
- (s.allowMomentumBounce = !0))
- : (o = t.minTranslate()),
- i.loop && i.centeredSlides && (h = !0);
- else if (i.freeModeSticky) {
- let e;
- for (let t = 0; t < l.length; t += 1)
- if (l[t] > -o) {
- e = t;
- break;
- }
- (o =
- Math.abs(l[e] - o) < Math.abs(l[e - 1] - o) || 'next' === t.swipeDirection
- ? l[e]
- : l[e - 1]),
- (o = -o);
- }
- if (
- (h &&
- t.once('transitionEnd', () => {
- t.loopFix();
- }),
- 0 !== t.velocity)
- ) {
- if (
- ((e = r
- ? Math.abs((-o - t.translate) / t.velocity)
- : Math.abs((o - t.translate) / t.velocity)),
- i.freeModeSticky)
- ) {
- const s = Math.abs((r ? -o : o) - t.translate),
- a = t.slidesSizesGrid[t.activeIndex];
- e = s < a ? i.speed : s < 2 * a ? 1.5 * i.speed : 2.5 * i.speed;
- }
- } else if (i.freeModeSticky) return void t.slideToClosest();
- i.freeModeMomentumBounce && p
- ? (t.updateProgress(d),
- t.setTransition(e),
- t.setTranslate(o),
- t.transitionStart(!0, t.swipeDirection),
- (t.animating = !0),
- n.transitionEnd(() => {
- t &&
- !t.destroyed &&
- s.allowMomentumBounce &&
- (t.emit('momentumBounce'),
- t.setTransition(i.speed),
- setTimeout(() => {
- t.setTranslate(d),
- n.transitionEnd(() => {
- t && !t.destroyed && t.transitionEnd();
- });
- }, 0));
- }))
- : t.velocity
- ? (t.updateProgress(o),
- t.setTransition(e),
- t.setTranslate(o),
- t.transitionStart(!0, t.swipeDirection),
- t.animating ||
- ((t.animating = !0),
- n.transitionEnd(() => {
- t && !t.destroyed && t.transitionEnd();
- })))
- : t.updateProgress(o),
- t.updateActiveIndex(),
- t.updateSlidesClasses();
- } else if (i.freeModeSticky) return void t.slideToClosest();
- return void (
- (!i.freeModeMomentum || c >= i.longSwipesMs) &&
- (t.updateProgress(), t.updateActiveIndex(), t.updateSlidesClasses())
- );
- }
- let u = 0,
- m = t.slidesSizesGrid[0];
- for (let e = 0; e < o.length; e += e < i.slidesPerGroupSkip ? 1 : i.slidesPerGroup) {
- const t = e < i.slidesPerGroupSkip - 1 ? 1 : i.slidesPerGroup;
- void 0 !== o[e + t]
- ? h >= o[e] && h < o[e + t] && ((u = e), (m = o[e + t] - o[e]))
- : h >= o[e] && ((u = e), (m = o[o.length - 1] - o[o.length - 2]));
- }
- const g = (h - o[u]) / m,
- f = u < i.slidesPerGroupSkip - 1 ? 1 : i.slidesPerGroup;
- if (c > i.longSwipesMs) {
- if (!i.longSwipes) return void t.slideTo(t.activeIndex);
- 'next' === t.swipeDirection && (g >= i.longSwipesRatio ? t.slideTo(u + f) : t.slideTo(u)),
- 'prev' === t.swipeDirection && (g > 1 - i.longSwipesRatio ? t.slideTo(u + f) : t.slideTo(u));
- } else {
- if (!i.shortSwipes) return void t.slideTo(t.activeIndex);
- t.navigation && (d.target === t.navigation.nextEl || d.target === t.navigation.prevEl)
- ? d.target === t.navigation.nextEl
- ? t.slideTo(u + f)
- : t.slideTo(u)
- : ('next' === t.swipeDirection && t.slideTo(u + f),
- 'prev' === t.swipeDirection && t.slideTo(u));
- }
-}
-function xe() {
- const e = this,
- { params: t, el: s } = e;
- if (s && 0 === s.offsetWidth) return;
- t.breakpoints && e.setBreakpoint();
- const { allowSlideNext: i, allowSlidePrev: a, snapGrid: r } = e;
- (e.allowSlideNext = !0),
- (e.allowSlidePrev = !0),
- e.updateSize(),
- e.updateSlides(),
- e.updateSlidesClasses(),
- ('auto' === t.slidesPerView || t.slidesPerView > 1) &&
- e.isEnd &&
- !e.isBeginning &&
- !e.params.centeredSlides
- ? e.slideTo(e.slides.length - 1, 0, !1, !0)
- : e.slideTo(e.activeIndex, 0, !1, !0),
- e.autoplay && e.autoplay.running && e.autoplay.paused && e.autoplay.run(),
- (e.allowSlidePrev = a),
- (e.allowSlideNext = i),
- e.params.watchOverflow && r !== e.snapGrid && e.checkOverflow();
-}
-function Se(e) {
- const t = this;
- t.allowClick ||
- (t.params.preventClicks && e.preventDefault(),
- t.params.preventClicksPropagation &&
- t.animating &&
- (e.stopPropagation(), e.stopImmediatePropagation()));
-}
-function Ee() {
- const e = this,
- { wrapperEl: t, rtlTranslate: s } = e;
- let i;
- (e.previousTranslate = e.translate),
- e.isHorizontal()
- ? (e.translate = s ? t.scrollWidth - t.offsetWidth - t.scrollLeft : -t.scrollLeft)
- : (e.translate = -t.scrollTop),
- -0 === e.translate && (e.translate = 0),
- e.updateActiveIndex(),
- e.updateSlidesClasses();
- const a = e.maxTranslate() - e.minTranslate();
- (i = 0 === a ? 0 : (e.translate - e.minTranslate()) / a),
- i !== e.progress && e.updateProgress(s ? -e.translate : e.translate),
- e.emit('setTranslate', e.translate, !1);
-}
-let Te = !1;
-function Ce() {}
-var Ae = {
- init: !0,
- direction: 'horizontal',
- touchEventsTarget: 'container',
- initialSlide: 0,
- speed: 300,
- cssMode: !1,
- updateOnWindowResize: !0,
- preventInteractionOnTransition: !1,
- edgeSwipeDetection: !1,
- edgeSwipeThreshold: 20,
- freeMode: !1,
- freeModeMomentum: !0,
- freeModeMomentumRatio: 1,
- freeModeMomentumBounce: !0,
- freeModeMomentumBounceRatio: 1,
- freeModeMomentumVelocityRatio: 1,
- freeModeSticky: !1,
- freeModeMinimumVelocity: 0.02,
- autoHeight: !1,
- setWrapperSize: !1,
- virtualTranslate: !1,
- effect: 'slide',
- breakpoints: void 0,
- spaceBetween: 0,
- slidesPerView: 1,
- slidesPerColumn: 1,
- slidesPerColumnFill: 'column',
- slidesPerGroup: 1,
- slidesPerGroupSkip: 0,
- centeredSlides: !1,
- centeredSlidesBounds: !1,
- slidesOffsetBefore: 0,
- slidesOffsetAfter: 0,
- normalizeSlideIndex: !0,
- centerInsufficientSlides: !1,
- watchOverflow: !1,
- roundLengths: !1,
- touchRatio: 1,
- touchAngle: 45,
- simulateTouch: !0,
- shortSwipes: !0,
- longSwipes: !0,
- longSwipesRatio: 0.5,
- longSwipesMs: 300,
- followFinger: !0,
- allowTouchMove: !0,
- threshold: 0,
- touchMoveStopPropagation: !1,
- touchStartPreventDefault: !0,
- touchStartForcePreventDefault: !1,
- touchReleaseOnEdges: !1,
- uniqueNavElements: !0,
- resistance: !0,
- resistanceRatio: 0.85,
- watchSlidesProgress: !1,
- watchSlidesVisibility: !1,
- grabCursor: !1,
- preventClicks: !0,
- preventClicksPropagation: !0,
- slideToClickedSlide: !1,
- preloadImages: !0,
- updateOnImagesReady: !0,
- loop: !1,
- loopAdditionalSlides: 0,
- loopedSlides: null,
- loopFillGroupWithBlank: !1,
- allowSlidePrev: !0,
- allowSlideNext: !0,
- swipeHandler: null,
- noSwiping: !0,
- noSwipingClass: 'swiper-no-swiping',
- noSwipingSelector: null,
- passiveListeners: !0,
- containerModifierClass: 'swiper-container-',
- slideClass: 'swiper-slide',
- slideBlankClass: 'swiper-slide-invisible-blank',
- slideActiveClass: 'swiper-slide-active',
- slideDuplicateActiveClass: 'swiper-slide-duplicate-active',
- slideVisibleClass: 'swiper-slide-visible',
- slideDuplicateClass: 'swiper-slide-duplicate',
- slideNextClass: 'swiper-slide-next',
- slideDuplicateNextClass: 'swiper-slide-duplicate-next',
- slidePrevClass: 'swiper-slide-prev',
- slideDuplicatePrevClass: 'swiper-slide-duplicate-prev',
- wrapperClass: 'swiper-wrapper',
- runCallbacksOnInit: !0,
-};
-const $e = {
- update: pe,
- translate: ce,
- transition: he,
- slide: ue,
- loop: me,
- grabCursor: ge,
- manipulation: fe,
- events: {
- attachEvents: function () {
- const e = this,
- { params: t, touchEvents: s, el: i, wrapperEl: a } = e;
- (e.onTouchStart = we.bind(e)),
- (e.onTouchMove = be.bind(e)),
- (e.onTouchEnd = ye.bind(e)),
- t.cssMode && (e.onScroll = Ee.bind(e)),
- (e.onClick = Se.bind(e));
- const r = !!t.nested;
- if (!le.touch && le.pointerEvents)
- i.addEventListener(s.start, e.onTouchStart, !1),
- ee.addEventListener(s.move, e.onTouchMove, r),
- ee.addEventListener(s.end, e.onTouchEnd, !1);
- else {
- if (le.touch) {
- const a = !('touchstart' !== s.start || !le.passiveListener || !t.passiveListeners) && {
- passive: !0,
- capture: !1,
- };
- i.addEventListener(s.start, e.onTouchStart, a),
- i.addEventListener(
- s.move,
- e.onTouchMove,
- le.passiveListener ? { passive: !1, capture: r } : r
- ),
- i.addEventListener(s.end, e.onTouchEnd, a),
- s.cancel && i.addEventListener(s.cancel, e.onTouchEnd, a),
- Te || (ee.addEventListener('touchstart', Ce), (Te = !0));
- }
- ((t.simulateTouch && !ve.ios && !ve.android) ||
- (t.simulateTouch && !le.touch && ve.ios)) &&
- (i.addEventListener('mousedown', e.onTouchStart, !1),
- ee.addEventListener('mousemove', e.onTouchMove, r),
- ee.addEventListener('mouseup', e.onTouchEnd, !1));
- }
- (t.preventClicks || t.preventClicksPropagation) &&
- i.addEventListener('click', e.onClick, !0),
- t.cssMode && a.addEventListener('scroll', e.onScroll),
- t.updateOnWindowResize
- ? e.on(
- ve.ios || ve.android
- ? 'resize orientationchange observerUpdate'
- : 'resize observerUpdate',
- xe,
- !0
- )
- : e.on('observerUpdate', xe, !0);
- },
- detachEvents: function () {
- const e = this,
- { params: t, touchEvents: s, el: i, wrapperEl: a } = e,
- r = !!t.nested;
- if (!le.touch && le.pointerEvents)
- i.removeEventListener(s.start, e.onTouchStart, !1),
- ee.removeEventListener(s.move, e.onTouchMove, r),
- ee.removeEventListener(s.end, e.onTouchEnd, !1);
- else {
- if (le.touch) {
- const a = !(
- 'onTouchStart' !== s.start ||
- !le.passiveListener ||
- !t.passiveListeners
- ) && { passive: !0, capture: !1 };
- i.removeEventListener(s.start, e.onTouchStart, a),
- i.removeEventListener(s.move, e.onTouchMove, r),
- i.removeEventListener(s.end, e.onTouchEnd, a),
- s.cancel && i.removeEventListener(s.cancel, e.onTouchEnd, a);
- }
- ((t.simulateTouch && !ve.ios && !ve.android) ||
- (t.simulateTouch && !le.touch && ve.ios)) &&
- (i.removeEventListener('mousedown', e.onTouchStart, !1),
- ee.removeEventListener('mousemove', e.onTouchMove, r),
- ee.removeEventListener('mouseup', e.onTouchEnd, !1));
- }
- (t.preventClicks || t.preventClicksPropagation) &&
- i.removeEventListener('click', e.onClick, !0),
- t.cssMode && a.removeEventListener('scroll', e.onScroll),
- e.off(
- ve.ios || ve.android
- ? 'resize orientationchange observerUpdate'
- : 'resize observerUpdate',
- xe
- );
- },
- },
- breakpoints: {
- setBreakpoint: function () {
- const e = this,
- { activeIndex: t, initialized: s, loopedSlides: i = 0, params: a, $el: r } = e,
- n = a.breakpoints;
- if (!n || (n && 0 === Object.keys(n).length)) return;
- const o = e.getBreakpoint(n);
- if (o && e.currentBreakpoint !== o) {
- const l = o in n ? n[o] : void 0;
- l &&
- [
- 'slidesPerView',
- 'spaceBetween',
- 'slidesPerGroup',
- 'slidesPerGroupSkip',
- 'slidesPerColumn',
- ].forEach((e) => {
- const t = l[e];
- void 0 !== t &&
- (l[e] =
- 'slidesPerView' !== e || ('AUTO' !== t && 'auto' !== t)
- ? 'slidesPerView' === e
- ? parseFloat(t)
- : parseInt(t, 10)
- : 'auto');
- });
- const d = l || e.originalParams,
- p = a.slidesPerColumn > 1,
- c = d.slidesPerColumn > 1;
- p && !c
- ? r.removeClass(
- `${a.containerModifierClass}multirow ${a.containerModifierClass}multirow-column`
- )
- : !p &&
- c &&
- (r.addClass(`${a.containerModifierClass}multirow`),
- 'column' === d.slidesPerColumnFill &&
- r.addClass(`${a.containerModifierClass}multirow-column`));
- const h = d.direction && d.direction !== a.direction,
- u = a.loop && (d.slidesPerView !== a.slidesPerView || h);
- h && s && e.changeDirection(),
- oe.extend(e.params, d),
- oe.extend(e, {
- allowTouchMove: e.params.allowTouchMove,
- allowSlideNext: e.params.allowSlideNext,
- allowSlidePrev: e.params.allowSlidePrev,
- }),
- (e.currentBreakpoint = o),
- u &&
- s &&
- (e.loopDestroy(),
- e.loopCreate(),
- e.updateSlides(),
- e.slideTo(t - i + e.loopedSlides, 0, !1)),
- e.emit('breakpoint', d);
- }
- },
- getBreakpoint: function (e) {
- if (!e) return;
- let t = !1;
- const s = Object.keys(e).map((e) => {
- if ('string' == typeof e && 0 === e.indexOf('@')) {
- const t = parseFloat(e.substr(1));
- return { value: se.innerHeight * t, point: e };
- }
- return { value: e, point: e };
- });
- s.sort((e, t) => parseInt(e.value, 10) - parseInt(t.value, 10));
- for (let e = 0; e < s.length; e += 1) {
- const { point: i, value: a } = s[e];
- a <= se.innerWidth && (t = i);
- }
- return t || 'max';
- },
- },
- checkOverflow: {
- checkOverflow: function () {
- const e = this,
- t = e.params,
- s = e.isLocked,
- i =
- e.slides.length > 0 &&
- t.slidesOffsetBefore +
- t.spaceBetween * (e.slides.length - 1) +
- e.slides[0].offsetWidth * e.slides.length;
- t.slidesOffsetBefore && t.slidesOffsetAfter && i
- ? (e.isLocked = i <= e.size)
- : (e.isLocked = 1 === e.snapGrid.length),
- (e.allowSlideNext = !e.isLocked),
- (e.allowSlidePrev = !e.isLocked),
- s !== e.isLocked && e.emit(e.isLocked ? 'lock' : 'unlock'),
- s && s !== e.isLocked && ((e.isEnd = !1), e.navigation.update());
- },
- },
- classes: {
- addClasses: function () {
- const { classNames: e, params: t, rtl: s, $el: i } = this,
- a = [];
- a.push('initialized'),
- a.push(t.direction),
- t.freeMode && a.push('free-mode'),
- t.autoHeight && a.push('autoheight'),
- s && a.push('rtl'),
- t.slidesPerColumn > 1 &&
- (a.push('multirow'), 'column' === t.slidesPerColumnFill && a.push('multirow-column')),
- ve.android && a.push('android'),
- ve.ios && a.push('ios'),
- t.cssMode && a.push('css-mode'),
- a.forEach((s) => {
- e.push(t.containerModifierClass + s);
- }),
- i.addClass(e.join(' '));
- },
- removeClasses: function () {
- const { $el: e, classNames: t } = this;
- e.removeClass(t.join(' '));
- },
- },
- images: {
- loadImage: function (e, t, s, i, a, r) {
- let n;
- function o() {
- r && r();
- }
- ae(e).parent('picture')[0] || (e.complete && a)
- ? o()
- : t
- ? ((n = new se.Image()),
- (n.onload = o),
- (n.onerror = o),
- i && (n.sizes = i),
- s && (n.srcset = s),
- t && (n.src = t))
- : o();
- },
- preloadImages: function () {
- const e = this;
- function t() {
- null != e &&
- e &&
- !e.destroyed &&
- (void 0 !== e.imagesLoaded && (e.imagesLoaded += 1),
- e.imagesLoaded === e.imagesToLoad.length &&
- (e.params.updateOnImagesReady && e.update(), e.emit('imagesReady')));
- }
- e.imagesToLoad = e.$el.find('img');
- for (let s = 0; s < e.imagesToLoad.length; s += 1) {
- const i = e.imagesToLoad[s];
- e.loadImage(
- i,
- i.currentSrc || i.getAttribute('src'),
- i.srcset || i.getAttribute('srcset'),
- i.sizes || i.getAttribute('sizes'),
- !0,
- t
- );
- }
- },
- },
- },
- Me = {};
-class Pe extends de {
- constructor(...e) {
- let t, s;
- 1 === e.length && e[0].constructor && e[0].constructor === Object ? (s = e[0]) : ([t, s] = e),
- s || (s = {}),
- (s = oe.extend({}, s)),
- t && !s.el && (s.el = t),
- super(s),
- Object.keys($e).forEach((e) => {
- Object.keys($e[e]).forEach((t) => {
- Pe.prototype[t] || (Pe.prototype[t] = $e[e][t]);
- });
- });
- const i = this;
- void 0 === i.modules && (i.modules = {}),
- Object.keys(i.modules).forEach((e) => {
- const t = i.modules[e];
- if (t.params) {
- const e = Object.keys(t.params)[0],
- i = t.params[e];
- if ('object' != typeof i || null === i) return;
- if (!(e in s) || !('enabled' in i)) return;
- !0 === s[e] && (s[e] = { enabled: !0 }),
- 'object' != typeof s[e] || 'enabled' in s[e] || (s[e].enabled = !0),
- s[e] || (s[e] = { enabled: !1 });
- }
- });
- const a = oe.extend({}, Ae);
- i.useModulesParams(a),
- (i.params = oe.extend({}, a, Me, s)),
- (i.originalParams = oe.extend({}, i.params)),
- (i.passedParams = oe.extend({}, s)),
- (i.$ = ae);
- const r = ae(i.params.el);
- if (((t = r[0]), !t)) return;
- if (r.length > 1) {
- const e = [];
- return (
- r.each((t, i) => {
- const a = oe.extend({}, s, { el: i });
- e.push(new Pe(a));
- }),
- e
- );
- }
- let n;
- return (
- (t.swiper = i),
- r.data('swiper', i),
- t && t.shadowRoot && t.shadowRoot.querySelector
- ? ((n = ae(t.shadowRoot.querySelector(`.${i.params.wrapperClass}`))),
- (n.children = (e) => r.children(e)))
- : (n = r.children(`.${i.params.wrapperClass}`)),
- oe.extend(i, {
- $el: r,
- el: t,
- $wrapperEl: n,
- wrapperEl: n[0],
- classNames: [],
- slides: ae(),
- slidesGrid: [],
- snapGrid: [],
- slidesSizesGrid: [],
- isHorizontal: () => 'horizontal' === i.params.direction,
- isVertical: () => 'vertical' === i.params.direction,
- rtl: 'rtl' === t.dir.toLowerCase() || 'rtl' === r.css('direction'),
- rtlTranslate:
- 'horizontal' === i.params.direction &&
- ('rtl' === t.dir.toLowerCase() || 'rtl' === r.css('direction')),
- wrongRTL: '-webkit-box' === n.css('display'),
- activeIndex: 0,
- realIndex: 0,
- isBeginning: !0,
- isEnd: !1,
- translate: 0,
- previousTranslate: 0,
- progress: 0,
- velocity: 0,
- animating: !1,
- allowSlideNext: i.params.allowSlideNext,
- allowSlidePrev: i.params.allowSlidePrev,
- touchEvents: (function () {
- const e = ['touchstart', 'touchmove', 'touchend', 'touchcancel'];
- let t = ['mousedown', 'mousemove', 'mouseup'];
- return (
- le.pointerEvents && (t = ['pointerdown', 'pointermove', 'pointerup']),
- (i.touchEventsTouch = { start: e[0], move: e[1], end: e[2], cancel: e[3] }),
- (i.touchEventsDesktop = { start: t[0], move: t[1], end: t[2] }),
- le.touch || !i.params.simulateTouch ? i.touchEventsTouch : i.touchEventsDesktop
- );
- })(),
- touchEventsData: {
- isTouched: void 0,
- isMoved: void 0,
- allowTouchCallbacks: void 0,
- touchStartTime: void 0,
- isScrolling: void 0,
- currentTranslate: void 0,
- startTranslate: void 0,
- allowThresholdMove: void 0,
- formElements: 'input, select, option, textarea, button, video, label',
- lastClickTime: oe.now(),
- clickTimeout: void 0,
- velocities: [],
- allowMomentumBounce: void 0,
- isTouchEvent: void 0,
- startMoving: void 0,
- },
- allowClick: !0,
- allowTouchMove: i.params.allowTouchMove,
- touches: { startX: 0, startY: 0, currentX: 0, currentY: 0, diff: 0 },
- imagesToLoad: [],
- imagesLoaded: 0,
- }),
- i.useModules(),
- i.params.init && i.init(),
- i
- );
- }
- slidesPerViewDynamic() {
- const { params: e, slides: t, slidesGrid: s, size: i, activeIndex: a } = this;
- let r = 1;
- if (e.centeredSlides) {
- let e,
- s = t[a].swiperSlideSize;
- for (let n = a + 1; n < t.length; n += 1)
- t[n] && !e && ((s += t[n].swiperSlideSize), (r += 1), s > i && (e = !0));
- for (let n = a - 1; n >= 0; n -= 1)
- t[n] && !e && ((s += t[n].swiperSlideSize), (r += 1), s > i && (e = !0));
- } else for (let e = a + 1; e < t.length; e += 1) s[e] - s[a] < i && (r += 1);
- return r;
- }
- update() {
- const e = this;
- if (!e || e.destroyed) return;
- const { snapGrid: t, params: s } = e;
- function i() {
- const t = e.rtlTranslate ? -1 * e.translate : e.translate,
- s = Math.min(Math.max(t, e.maxTranslate()), e.minTranslate());
- e.setTranslate(s), e.updateActiveIndex(), e.updateSlidesClasses();
- }
- let a;
- s.breakpoints && e.setBreakpoint(),
- e.updateSize(),
- e.updateSlides(),
- e.updateProgress(),
- e.updateSlidesClasses(),
- e.params.freeMode
- ? (i(), e.params.autoHeight && e.updateAutoHeight())
- : ((a =
- ('auto' === e.params.slidesPerView || e.params.slidesPerView > 1) &&
- e.isEnd &&
- !e.params.centeredSlides
- ? e.slideTo(e.slides.length - 1, 0, !1, !0)
- : e.slideTo(e.activeIndex, 0, !1, !0)),
- a || i()),
- s.watchOverflow && t !== e.snapGrid && e.checkOverflow(),
- e.emit('update');
- }
- changeDirection(e, t = !0) {
- const s = this,
- i = s.params.direction;
- return (
- e || (e = 'horizontal' === i ? 'vertical' : 'horizontal'),
- e === i ||
- ('horizontal' !== e && 'vertical' !== e) ||
- (s.$el
- .removeClass(`${s.params.containerModifierClass}${i}`)
- .addClass(`${s.params.containerModifierClass}${e}`),
- (s.params.direction = e),
- s.slides.each((t, s) => {
- 'vertical' === e ? (s.style.width = '') : (s.style.height = '');
- }),
- s.emit('changeDirection'),
- t && s.update()),
- s
- );
- }
- init() {
- const e = this;
- e.initialized ||
- (e.emit('beforeInit'),
- e.params.breakpoints && e.setBreakpoint(),
- e.addClasses(),
- e.params.loop && e.loopCreate(),
- e.updateSize(),
- e.updateSlides(),
- e.params.watchOverflow && e.checkOverflow(),
- e.params.grabCursor && e.setGrabCursor(),
- e.params.preloadImages && e.preloadImages(),
- e.params.loop
- ? e.slideTo(e.params.initialSlide + e.loopedSlides, 0, e.params.runCallbacksOnInit)
- : e.slideTo(e.params.initialSlide, 0, e.params.runCallbacksOnInit),
- e.attachEvents(),
- (e.initialized = !0),
- e.emit('init'));
- }
- destroy(e = !0, t = !0) {
- const s = this,
- { params: i, $el: a, $wrapperEl: r, slides: n } = s;
- return (
- void 0 === s.params ||
- s.destroyed ||
- (s.emit('beforeDestroy'),
- (s.initialized = !1),
- s.detachEvents(),
- i.loop && s.loopDestroy(),
- t &&
- (s.removeClasses(),
- a.removeAttr('style'),
- r.removeAttr('style'),
- n &&
- n.length &&
- n
- .removeClass(
- [i.slideVisibleClass, i.slideActiveClass, i.slideNextClass, i.slidePrevClass].join(
- ' '
- )
- )
- .removeAttr('style')
- .removeAttr('data-swiper-slide-index')),
- s.emit('destroy'),
- Object.keys(s.eventsListeners).forEach((e) => {
- s.off(e);
- }),
- !1 !== e && ((s.$el[0].swiper = null), s.$el.data('swiper', null), oe.deleteProps(s)),
- (s.destroyed = !0)),
- null
- );
- }
- static extendDefaults(e) {
- oe.extend(Me, e);
- }
- static get extendedDefaults() {
- return Me;
- }
- static get defaults() {
- return Ae;
- }
- static get Class() {
- return de;
- }
- static get $() {
- return ae;
- }
-}
-var ke = { name: 'device', proto: { device: ve }, static: { device: ve } },
- ze = { name: 'support', proto: { support: le }, static: { support: le } };
-const _e = {
- isEdge: !!se.navigator.userAgent.match(/Edge/g),
- isSafari: (function () {
- const e = se.navigator.userAgent.toLowerCase();
- return e.indexOf('safari') >= 0 && e.indexOf('chrome') < 0 && e.indexOf('android') < 0;
- })(),
- isWebView: /(iPhone|iPod|iPad).*AppleWebKit(?!.*Safari)/i.test(se.navigator.userAgent),
-};
-var Le = { name: 'browser', proto: { browser: _e }, static: { browser: _e } },
- Ie = {
- name: 'resize',
- create() {
- const e = this;
- oe.extend(e, {
- resize: {
- resizeHandler() {
- e && !e.destroyed && e.initialized && (e.emit('beforeResize'), e.emit('resize'));
- },
- orientationChangeHandler() {
- e && !e.destroyed && e.initialized && e.emit('orientationchange');
- },
- },
- });
- },
- on: {
- init() {
- se.addEventListener('resize', this.resize.resizeHandler),
- se.addEventListener('orientationchange', this.resize.orientationChangeHandler);
- },
- destroy() {
- se.removeEventListener('resize', this.resize.resizeHandler),
- se.removeEventListener('orientationchange', this.resize.orientationChangeHandler);
- },
- },
- };
-const Oe = {
- func: se.MutationObserver || se.WebkitMutationObserver,
- attach(e, t = {}) {
- const s = this,
- i = new (0, Oe.func)((e) => {
- if (1 === e.length) return void s.emit('observerUpdate', e[0]);
- const t = function () {
- s.emit('observerUpdate', e[0]);
- };
- se.requestAnimationFrame ? se.requestAnimationFrame(t) : se.setTimeout(t, 0);
- });
- i.observe(e, {
- attributes: void 0 === t.attributes || t.attributes,
- childList: void 0 === t.childList || t.childList,
- characterData: void 0 === t.characterData || t.characterData,
- }),
- s.observer.observers.push(i);
- },
- init() {
- const e = this;
- if (le.observer && e.params.observer) {
- if (e.params.observeParents) {
- const t = e.$el.parents();
- for (let s = 0; s < t.length; s += 1) e.observer.attach(t[s]);
- }
- e.observer.attach(e.$el[0], { childList: e.params.observeSlideChildren }),
- e.observer.attach(e.$wrapperEl[0], { attributes: !1 });
- }
- },
- destroy() {
- this.observer.observers.forEach((e) => {
- e.disconnect();
- }),
- (this.observer.observers = []);
- },
-};
-var Ne = {
- name: 'observer',
- params: { observer: !1, observeParents: !1, observeSlideChildren: !1 },
- create() {
- oe.extend(this, {
- observer: {
- init: Oe.init.bind(this),
- attach: Oe.attach.bind(this),
- destroy: Oe.destroy.bind(this),
- observers: [],
- },
- });
- },
- on: {
- init() {
- this.observer.init();
- },
- destroy() {
- this.observer.destroy();
- },
- },
-};
-const De = {
- update(e) {
- const t = this,
- { slidesPerView: s, slidesPerGroup: i, centeredSlides: a } = t.params,
- { addSlidesBefore: r, addSlidesAfter: n } = t.params.virtual,
- { from: o, to: l, slides: d, slidesGrid: p, renderSlide: c, offset: h } = t.virtual;
- t.updateActiveIndex();
- const u = t.activeIndex || 0;
- let m, g, f;
- (m = t.rtlTranslate ? 'right' : t.isHorizontal() ? 'left' : 'top'),
- a
- ? ((g = Math.floor(s / 2) + i + r), (f = Math.floor(s / 2) + i + n))
- : ((g = s + (i - 1) + r), (f = i + n));
- const v = Math.max((u || 0) - f, 0),
- w = Math.min((u || 0) + g, d.length - 1),
- b = (t.slidesGrid[v] || 0) - (t.slidesGrid[0] || 0);
- function y() {
- t.updateSlides(),
- t.updateProgress(),
- t.updateSlidesClasses(),
- t.lazy && t.params.lazy.enabled && t.lazy.load();
- }
- if (
- (oe.extend(t.virtual, { from: v, to: w, offset: b, slidesGrid: t.slidesGrid }),
- o === v && l === w && !e)
- )
- return t.slidesGrid !== p && b !== h && t.slides.css(m, `${b}px`), void t.updateProgress();
- if (t.params.virtual.renderExternal)
- return (
- t.params.virtual.renderExternal.call(t, {
- offset: b,
- from: v,
- to: w,
- slides: (function () {
- const e = [];
- for (let t = v; t <= w; t += 1) e.push(d[t]);
- return e;
- })(),
- }),
- void y()
- );
- const x = [],
- S = [];
- if (e) t.$wrapperEl.find(`.${t.params.slideClass}`).remove();
- else
- for (let e = o; e <= l; e += 1)
- (e < v || e > w) &&
- t.$wrapperEl.find(`.${t.params.slideClass}[data-swiper-slide-index="${e}"]`).remove();
- for (let t = 0; t < d.length; t += 1)
- t >= v &&
- t <= w &&
- (void 0 === l || e ? S.push(t) : (t > l && S.push(t), t < o && x.push(t)));
- S.forEach((e) => {
- t.$wrapperEl.append(c(d[e], e));
- }),
- x
- .sort((e, t) => t - e)
- .forEach((e) => {
- t.$wrapperEl.prepend(c(d[e], e));
- }),
- t.$wrapperEl.children('.swiper-slide').css(m, `${b}px`),
- y();
- },
- renderSlide(e, t) {
- const s = this,
- i = s.params.virtual;
- if (i.cache && s.virtual.cache[t]) return s.virtual.cache[t];
- const a = i.renderSlide
- ? ae(i.renderSlide.call(s, e, t))
- : ae(`${e}
`);
- return (
- a.attr('data-swiper-slide-index') || a.attr('data-swiper-slide-index', t),
- i.cache && (s.virtual.cache[t] = a),
- a
- );
- },
- appendSlide(e) {
- const t = this;
- if ('object' == typeof e && 'length' in e)
- for (let s = 0; s < e.length; s += 1) e[s] && t.virtual.slides.push(e[s]);
- else t.virtual.slides.push(e);
- t.virtual.update(!0);
- },
- prependSlide(e) {
- const t = this,
- s = t.activeIndex;
- let i = s + 1,
- a = 1;
- if (Array.isArray(e)) {
- for (let s = 0; s < e.length; s += 1) e[s] && t.virtual.slides.unshift(e[s]);
- (i = s + e.length), (a = e.length);
- } else t.virtual.slides.unshift(e);
- if (t.params.virtual.cache) {
- const e = t.virtual.cache,
- s = {};
- Object.keys(e).forEach((t) => {
- const i = e[t],
- r = i.attr('data-swiper-slide-index');
- r && i.attr('data-swiper-slide-index', parseInt(r, 10) + 1), (s[parseInt(t, 10) + a] = i);
- }),
- (t.virtual.cache = s);
- }
- t.virtual.update(!0), t.slideTo(i, 0);
- },
- removeSlide(e) {
- const t = this;
- if (null == e) return;
- let s = t.activeIndex;
- if (Array.isArray(e))
- for (let i = e.length - 1; i >= 0; i -= 1)
- t.virtual.slides.splice(e[i], 1),
- t.params.virtual.cache && delete t.virtual.cache[e[i]],
- e[i] < s && (s -= 1),
- (s = Math.max(s, 0));
- else
- t.virtual.slides.splice(e, 1),
- t.params.virtual.cache && delete t.virtual.cache[e],
- e < s && (s -= 1),
- (s = Math.max(s, 0));
- t.virtual.update(!0), t.slideTo(s, 0);
- },
- removeAllSlides() {
- const e = this;
- (e.virtual.slides = []),
- e.params.virtual.cache && (e.virtual.cache = {}),
- e.virtual.update(!0),
- e.slideTo(0, 0);
- },
-};
-var Be = {
- name: 'virtual',
- params: {
- virtual: {
- enabled: !1,
- slides: [],
- cache: !0,
- renderSlide: null,
- renderExternal: null,
- addSlidesBefore: 0,
- addSlidesAfter: 0,
- },
- },
- create() {
- oe.extend(this, {
- virtual: {
- update: De.update.bind(this),
- appendSlide: De.appendSlide.bind(this),
- prependSlide: De.prependSlide.bind(this),
- removeSlide: De.removeSlide.bind(this),
- removeAllSlides: De.removeAllSlides.bind(this),
- renderSlide: De.renderSlide.bind(this),
- slides: this.params.virtual.slides,
- cache: {},
- },
- });
- },
- on: {
- beforeInit() {
- const e = this;
- if (!e.params.virtual.enabled) return;
- e.classNames.push(`${e.params.containerModifierClass}virtual`);
- const t = { watchSlidesProgress: !0 };
- oe.extend(e.params, t),
- oe.extend(e.originalParams, t),
- e.params.initialSlide || e.virtual.update();
- },
- setTranslate() {
- this.params.virtual.enabled && this.virtual.update();
- },
- },
-};
-const Ge = {
- handle(e) {
- const t = this,
- { rtlTranslate: s } = t;
- let i = e;
- i.originalEvent && (i = i.originalEvent);
- const a = i.keyCode || i.charCode;
- if (
- !t.allowSlideNext &&
- ((t.isHorizontal() && 39 === a) || (t.isVertical() && 40 === a) || 34 === a)
- )
- return !1;
- if (
- !t.allowSlidePrev &&
- ((t.isHorizontal() && 37 === a) || (t.isVertical() && 38 === a) || 33 === a)
- )
- return !1;
- if (
- !(
- i.shiftKey ||
- i.altKey ||
- i.ctrlKey ||
- i.metaKey ||
- (ee.activeElement &&
- ee.activeElement.nodeName &&
- ('input' === ee.activeElement.nodeName.toLowerCase() ||
- 'textarea' === ee.activeElement.nodeName.toLowerCase()))
- )
- ) {
- if (
- t.params.keyboard.onlyInViewport &&
- (33 === a || 34 === a || 37 === a || 39 === a || 38 === a || 40 === a)
- ) {
- let e = !1;
- if (
- t.$el.parents(`.${t.params.slideClass}`).length > 0 &&
- 0 === t.$el.parents(`.${t.params.slideActiveClass}`).length
- )
- return;
- const i = se.innerWidth,
- a = se.innerHeight,
- r = t.$el.offset();
- s && (r.left -= t.$el[0].scrollLeft);
- const n = [
- [r.left, r.top],
- [r.left + t.width, r.top],
- [r.left, r.top + t.height],
- [r.left + t.width, r.top + t.height],
- ];
- for (let t = 0; t < n.length; t += 1) {
- const s = n[t];
- s[0] >= 0 && s[0] <= i && s[1] >= 0 && s[1] <= a && (e = !0);
- }
- if (!e) return;
- }
- t.isHorizontal()
- ? ((33 !== a && 34 !== a && 37 !== a && 39 !== a) ||
- (i.preventDefault ? i.preventDefault() : (i.returnValue = !1)),
- (((34 !== a && 39 !== a) || s) && ((33 !== a && 37 !== a) || !s)) || t.slideNext(),
- (((33 !== a && 37 !== a) || s) && ((34 !== a && 39 !== a) || !s)) || t.slidePrev())
- : ((33 !== a && 34 !== a && 38 !== a && 40 !== a) ||
- (i.preventDefault ? i.preventDefault() : (i.returnValue = !1)),
- (34 !== a && 40 !== a) || t.slideNext(),
- (33 !== a && 38 !== a) || t.slidePrev()),
- t.emit('keyPress', a);
- }
- },
- enable() {
- this.keyboard.enabled ||
- (ae(ee).on('keydown', this.keyboard.handle), (this.keyboard.enabled = !0));
- },
- disable() {
- this.keyboard.enabled &&
- (ae(ee).off('keydown', this.keyboard.handle), (this.keyboard.enabled = !1));
- },
-};
-var Ye = {
- name: 'keyboard',
- params: { keyboard: { enabled: !1, onlyInViewport: !0 } },
- create() {
- oe.extend(this, {
- keyboard: {
- enabled: !1,
- enable: Ge.enable.bind(this),
- disable: Ge.disable.bind(this),
- handle: Ge.handle.bind(this),
- },
- });
- },
- on: {
- init() {
- const e = this;
- e.params.keyboard.enabled && e.keyboard.enable();
- },
- destroy() {
- const e = this;
- e.keyboard.enabled && e.keyboard.disable();
- },
- },
-};
-const Ve = {
- lastScrollTime: oe.now(),
- lastEventBeforeSnap: void 0,
- recentWheelEvents: [],
- event: () =>
- se.navigator.userAgent.indexOf('firefox') > -1
- ? 'DOMMouseScroll'
- : (function () {
- let e = 'onwheel' in ee;
- if (!e) {
- const t = ee.createElement('div');
- t.setAttribute('onwheel', 'return;'), (e = 'function' == typeof t.onwheel);
- }
- return (
- !e &&
- ee.implementation &&
- ee.implementation.hasFeature &&
- !0 !== ee.implementation.hasFeature('', '') &&
- (e = ee.implementation.hasFeature('Events.wheel', '3.0')),
- e
- );
- })()
- ? 'wheel'
- : 'mousewheel',
- normalize(e) {
- let t = 0,
- s = 0,
- i = 0,
- a = 0;
- return (
- 'detail' in e && (s = e.detail),
- 'wheelDelta' in e && (s = -e.wheelDelta / 120),
- 'wheelDeltaY' in e && (s = -e.wheelDeltaY / 120),
- 'wheelDeltaX' in e && (t = -e.wheelDeltaX / 120),
- 'axis' in e && e.axis === e.HORIZONTAL_AXIS && ((t = s), (s = 0)),
- (i = 10 * t),
- (a = 10 * s),
- 'deltaY' in e && (a = e.deltaY),
- 'deltaX' in e && (i = e.deltaX),
- e.shiftKey && !i && ((i = a), (a = 0)),
- (i || a) &&
- e.deltaMode &&
- (1 === e.deltaMode ? ((i *= 40), (a *= 40)) : ((i *= 800), (a *= 800))),
- i && !t && (t = i < 1 ? -1 : 1),
- a && !s && (s = a < 1 ? -1 : 1),
- { spinX: t, spinY: s, pixelX: i, pixelY: a }
- );
- },
- handleMouseEnter() {
- this.mouseEntered = !0;
- },
- handleMouseLeave() {
- this.mouseEntered = !1;
- },
- handle(e) {
- let t = e;
- const s = this,
- i = s.params.mousewheel;
- s.params.cssMode && t.preventDefault();
- let a = s.$el;
- if (
- ('container' !== s.params.mousewheel.eventsTarged &&
- (a = ae(s.params.mousewheel.eventsTarged)),
- !s.mouseEntered && !a[0].contains(t.target) && !i.releaseOnEdges)
- )
- return !0;
- t.originalEvent && (t = t.originalEvent);
- let r = 0;
- const n = s.rtlTranslate ? -1 : 1,
- o = Ve.normalize(t);
- if (i.forceToAxis)
- if (s.isHorizontal()) {
- if (!(Math.abs(o.pixelX) > Math.abs(o.pixelY))) return !0;
- r = -o.pixelX * n;
- } else {
- if (!(Math.abs(o.pixelY) > Math.abs(o.pixelX))) return !0;
- r = -o.pixelY;
- }
- else r = Math.abs(o.pixelX) > Math.abs(o.pixelY) ? -o.pixelX * n : -o.pixelY;
- if (0 === r) return !0;
- if ((i.invert && (r = -r), s.params.freeMode)) {
- const e = { time: oe.now(), delta: Math.abs(r), direction: Math.sign(r) },
- { lastEventBeforeSnap: a } = s.mousewheel,
- n = a && e.time < a.time + 500 && e.delta <= a.delta && e.direction === a.direction;
- if (!n) {
- (s.mousewheel.lastEventBeforeSnap = void 0), s.params.loop && s.loopFix();
- let a = s.getTranslate() + r * i.sensitivity;
- const o = s.isBeginning,
- l = s.isEnd;
- if (
- (a >= s.minTranslate() && (a = s.minTranslate()),
- a <= s.maxTranslate() && (a = s.maxTranslate()),
- s.setTransition(0),
- s.setTranslate(a),
- s.updateProgress(),
- s.updateActiveIndex(),
- s.updateSlidesClasses(),
- ((!o && s.isBeginning) || (!l && s.isEnd)) && s.updateSlidesClasses(),
- s.params.freeModeSticky)
- ) {
- clearTimeout(s.mousewheel.timeout), (s.mousewheel.timeout = void 0);
- const t = s.mousewheel.recentWheelEvents;
- t.length >= 15 && t.shift();
- const i = t.length ? t[t.length - 1] : void 0,
- a = t[0];
- if ((t.push(e), i && (e.delta > i.delta || e.direction !== i.direction))) t.splice(0);
- else if (
- t.length >= 15 &&
- e.time - a.time < 500 &&
- a.delta - e.delta >= 1 &&
- e.delta <= 6
- ) {
- const i = r > 0 ? 0.8 : 0.2;
- (s.mousewheel.lastEventBeforeSnap = e),
- t.splice(0),
- (s.mousewheel.timeout = oe.nextTick(() => {
- s.slideToClosest(s.params.speed, !0, void 0, i);
- }, 0));
- }
- s.mousewheel.timeout ||
- (s.mousewheel.timeout = oe.nextTick(() => {
- (s.mousewheel.lastEventBeforeSnap = e),
- t.splice(0),
- s.slideToClosest(s.params.speed, !0, void 0, 0.5);
- }, 500));
- }
- if (
- (n || s.emit('scroll', t),
- s.params.autoplay && s.params.autoplayDisableOnInteraction && s.autoplay.stop(),
- a === s.minTranslate() || a === s.maxTranslate())
- )
- return !0;
- }
- } else {
- const t = { time: oe.now(), delta: Math.abs(r), direction: Math.sign(r), raw: e },
- i = s.mousewheel.recentWheelEvents;
- i.length >= 2 && i.shift();
- const a = i.length ? i[i.length - 1] : void 0;
- if (
- (i.push(t),
- a
- ? (t.direction !== a.direction || t.delta > a.delta || t.time > a.time + 150) &&
- s.mousewheel.animateSlider(t)
- : s.mousewheel.animateSlider(t),
- s.mousewheel.releaseScroll(t))
- )
- return !0;
- }
- return t.preventDefault ? t.preventDefault() : (t.returnValue = !1), !1;
- },
- animateSlider(e) {
- const t = this;
- return (
- (e.delta >= 6 && oe.now() - t.mousewheel.lastScrollTime < 60) ||
- (e.direction < 0
- ? (t.isEnd && !t.params.loop) || t.animating || (t.slideNext(), t.emit('scroll', e.raw))
- : (t.isBeginning && !t.params.loop) ||
- t.animating ||
- (t.slidePrev(), t.emit('scroll', e.raw)),
- (t.mousewheel.lastScrollTime = new se.Date().getTime()),
- !1)
- );
- },
- releaseScroll(e) {
- const t = this,
- s = t.params.mousewheel;
- if (e.direction < 0) {
- if (t.isEnd && !t.params.loop && s.releaseOnEdges) return !0;
- } else if (t.isBeginning && !t.params.loop && s.releaseOnEdges) return !0;
- return !1;
- },
- enable() {
- const e = this,
- t = Ve.event();
- if (e.params.cssMode) return e.wrapperEl.removeEventListener(t, e.mousewheel.handle), !0;
- if (!t) return !1;
- if (e.mousewheel.enabled) return !1;
- let s = e.$el;
- return (
- 'container' !== e.params.mousewheel.eventsTarged &&
- (s = ae(e.params.mousewheel.eventsTarged)),
- s.on('mouseenter', e.mousewheel.handleMouseEnter),
- s.on('mouseleave', e.mousewheel.handleMouseLeave),
- s.on(t, e.mousewheel.handle),
- (e.mousewheel.enabled = !0),
- !0
- );
- },
- disable() {
- const e = this,
- t = Ve.event();
- if (e.params.cssMode) return e.wrapperEl.addEventListener(t, e.mousewheel.handle), !0;
- if (!t) return !1;
- if (!e.mousewheel.enabled) return !1;
- let s = e.$el;
- return (
- 'container' !== e.params.mousewheel.eventsTarged &&
- (s = ae(e.params.mousewheel.eventsTarged)),
- s.off(t, e.mousewheel.handle),
- (e.mousewheel.enabled = !1),
- !0
- );
- },
-};
-const He = {
- update() {
- const e = this,
- t = e.params.navigation;
- if (e.params.loop) return;
- const { $nextEl: s, $prevEl: i } = e.navigation;
- i &&
- i.length > 0 &&
- (e.isBeginning ? i.addClass(t.disabledClass) : i.removeClass(t.disabledClass),
- i[e.params.watchOverflow && e.isLocked ? 'addClass' : 'removeClass'](t.lockClass)),
- s &&
- s.length > 0 &&
- (e.isEnd ? s.addClass(t.disabledClass) : s.removeClass(t.disabledClass),
- s[e.params.watchOverflow && e.isLocked ? 'addClass' : 'removeClass'](t.lockClass));
- },
- onPrevClick(e) {
- e.preventDefault(), (this.isBeginning && !this.params.loop) || this.slidePrev();
- },
- onNextClick(e) {
- e.preventDefault(), (this.isEnd && !this.params.loop) || this.slideNext();
- },
- init() {
- const e = this,
- t = e.params.navigation;
- if (!t.nextEl && !t.prevEl) return;
- let s, i;
- t.nextEl &&
- ((s = ae(t.nextEl)),
- e.params.uniqueNavElements &&
- 'string' == typeof t.nextEl &&
- s.length > 1 &&
- 1 === e.$el.find(t.nextEl).length &&
- (s = e.$el.find(t.nextEl))),
- t.prevEl &&
- ((i = ae(t.prevEl)),
- e.params.uniqueNavElements &&
- 'string' == typeof t.prevEl &&
- i.length > 1 &&
- 1 === e.$el.find(t.prevEl).length &&
- (i = e.$el.find(t.prevEl))),
- s && s.length > 0 && s.on('click', e.navigation.onNextClick),
- i && i.length > 0 && i.on('click', e.navigation.onPrevClick),
- oe.extend(e.navigation, { $nextEl: s, nextEl: s && s[0], $prevEl: i, prevEl: i && i[0] });
- },
- destroy() {
- const e = this,
- { $nextEl: t, $prevEl: s } = e.navigation;
- t &&
- t.length &&
- (t.off('click', e.navigation.onNextClick), t.removeClass(e.params.navigation.disabledClass)),
- s &&
- s.length &&
- (s.off('click', e.navigation.onPrevClick),
- s.removeClass(e.params.navigation.disabledClass));
- },
-};
-const Re = {
- update() {
- const e = this,
- t = e.rtl,
- s = e.params.pagination;
- if (!s.el || !e.pagination.el || !e.pagination.$el || 0 === e.pagination.$el.length) return;
- const i = e.virtual && e.params.virtual.enabled ? e.virtual.slides.length : e.slides.length,
- a = e.pagination.$el;
- let r;
- const n = e.params.loop
- ? Math.ceil((i - 2 * e.loopedSlides) / e.params.slidesPerGroup)
- : e.snapGrid.length;
- if (
- (e.params.loop
- ? ((r = Math.ceil((e.activeIndex - e.loopedSlides) / e.params.slidesPerGroup)),
- r > i - 1 - 2 * e.loopedSlides && (r -= i - 2 * e.loopedSlides),
- r > n - 1 && (r -= n),
- r < 0 && 'bullets' !== e.params.paginationType && (r = n + r))
- : (r = void 0 !== e.snapIndex ? e.snapIndex : e.activeIndex || 0),
- 'bullets' === s.type && e.pagination.bullets && e.pagination.bullets.length > 0)
- ) {
- const i = e.pagination.bullets;
- let n, o, l;
- if (
- (s.dynamicBullets &&
- ((e.pagination.bulletSize = i.eq(0)[e.isHorizontal() ? 'outerWidth' : 'outerHeight'](!0)),
- a.css(
- e.isHorizontal() ? 'width' : 'height',
- `${e.pagination.bulletSize * (s.dynamicMainBullets + 4)}px`
- ),
- s.dynamicMainBullets > 1 &&
- void 0 !== e.previousIndex &&
- ((e.pagination.dynamicBulletIndex += r - e.previousIndex),
- e.pagination.dynamicBulletIndex > s.dynamicMainBullets - 1
- ? (e.pagination.dynamicBulletIndex = s.dynamicMainBullets - 1)
- : e.pagination.dynamicBulletIndex < 0 && (e.pagination.dynamicBulletIndex = 0)),
- (n = r - e.pagination.dynamicBulletIndex),
- (o = n + (Math.min(i.length, s.dynamicMainBullets) - 1)),
- (l = (o + n) / 2)),
- i.removeClass(
- `${s.bulletActiveClass} ${s.bulletActiveClass}-next ${s.bulletActiveClass}-next-next ${s.bulletActiveClass}-prev ${s.bulletActiveClass}-prev-prev ${s.bulletActiveClass}-main`
- ),
- a.length > 1)
- )
- i.each((e, t) => {
- const i = ae(t),
- a = i.index();
- a === r && i.addClass(s.bulletActiveClass),
- s.dynamicBullets &&
- (a >= n && a <= o && i.addClass(`${s.bulletActiveClass}-main`),
- a === n &&
- i
- .prev()
- .addClass(`${s.bulletActiveClass}-prev`)
- .prev()
- .addClass(`${s.bulletActiveClass}-prev-prev`),
- a === o &&
- i
- .next()
- .addClass(`${s.bulletActiveClass}-next`)
- .next()
- .addClass(`${s.bulletActiveClass}-next-next`));
- });
- else {
- const t = i.eq(r),
- a = t.index();
- if ((t.addClass(s.bulletActiveClass), s.dynamicBullets)) {
- const t = i.eq(n),
- r = i.eq(o);
- for (let e = n; e <= o; e += 1) i.eq(e).addClass(`${s.bulletActiveClass}-main`);
- if (e.params.loop)
- if (a >= i.length - s.dynamicMainBullets) {
- for (let e = s.dynamicMainBullets; e >= 0; e -= 1)
- i.eq(i.length - e).addClass(`${s.bulletActiveClass}-main`);
- i.eq(i.length - s.dynamicMainBullets - 1).addClass(`${s.bulletActiveClass}-prev`);
- } else
- t
- .prev()
- .addClass(`${s.bulletActiveClass}-prev`)
- .prev()
- .addClass(`${s.bulletActiveClass}-prev-prev`),
- r
- .next()
- .addClass(`${s.bulletActiveClass}-next`)
- .next()
- .addClass(`${s.bulletActiveClass}-next-next`);
- else
- t
- .prev()
- .addClass(`${s.bulletActiveClass}-prev`)
- .prev()
- .addClass(`${s.bulletActiveClass}-prev-prev`),
- r
- .next()
- .addClass(`${s.bulletActiveClass}-next`)
- .next()
- .addClass(`${s.bulletActiveClass}-next-next`);
- }
- }
- if (s.dynamicBullets) {
- const a = Math.min(i.length, s.dynamicMainBullets + 4),
- r =
- (e.pagination.bulletSize * a - e.pagination.bulletSize) / 2 -
- l * e.pagination.bulletSize,
- n = t ? 'right' : 'left';
- i.css(e.isHorizontal() ? n : 'top', `${r}px`);
- }
- }
- if (
- ('fraction' === s.type &&
- (a.find(`.${s.currentClass}`).text(s.formatFractionCurrent(r + 1)),
- a.find(`.${s.totalClass}`).text(s.formatFractionTotal(n))),
- 'progressbar' === s.type)
- ) {
- let t;
- t = s.progressbarOpposite
- ? e.isHorizontal()
- ? 'vertical'
- : 'horizontal'
- : e.isHorizontal()
- ? 'horizontal'
- : 'vertical';
- const i = (r + 1) / n;
- let o = 1,
- l = 1;
- 'horizontal' === t ? (o = i) : (l = i),
- a
- .find(`.${s.progressbarFillClass}`)
- .transform(`translate3d(0,0,0) scaleX(${o}) scaleY(${l})`)
- .transition(e.params.speed);
- }
- 'custom' === s.type && s.renderCustom
- ? (a.html(s.renderCustom(e, r + 1, n)), e.emit('paginationRender', e, a[0]))
- : e.emit('paginationUpdate', e, a[0]),
- a[e.params.watchOverflow && e.isLocked ? 'addClass' : 'removeClass'](s.lockClass);
- },
- render() {
- const e = this,
- t = e.params.pagination;
- if (!t.el || !e.pagination.el || !e.pagination.$el || 0 === e.pagination.$el.length) return;
- const s = e.virtual && e.params.virtual.enabled ? e.virtual.slides.length : e.slides.length,
- i = e.pagination.$el;
- let a = '';
- if ('bullets' === t.type) {
- const r = e.params.loop
- ? Math.ceil((s - 2 * e.loopedSlides) / e.params.slidesPerGroup)
- : e.snapGrid.length;
- for (let s = 0; s < r; s += 1)
- t.renderBullet
- ? (a += t.renderBullet.call(e, s, t.bulletClass))
- : (a += `<${t.bulletElement} class="${t.bulletClass}">`);
- i.html(a), (e.pagination.bullets = i.find(`.${t.bulletClass}`));
- }
- 'fraction' === t.type &&
- ((a = t.renderFraction
- ? t.renderFraction.call(e, t.currentClass, t.totalClass)
- : `
`)), a.append(r)),
- oe.extend(t, { $el: a, el: a[0], $dragEl: r, dragEl: r[0] }),
- i.draggable && t.enableDraggable();
- },
- destroy() {
- this.scrollbar.disableDraggable();
- },
-};
-const Xe = {
- setTransform(e, t) {
- const { rtl: s } = this,
- i = ae(e),
- a = s ? -1 : 1,
- r = i.attr('data-swiper-parallax') || '0';
- let n = i.attr('data-swiper-parallax-x'),
- o = i.attr('data-swiper-parallax-y');
- const l = i.attr('data-swiper-parallax-scale'),
- d = i.attr('data-swiper-parallax-opacity');
- if (
- (n || o
- ? ((n = n || '0'), (o = o || '0'))
- : this.isHorizontal()
- ? ((n = r), (o = '0'))
- : ((o = r), (n = '0')),
- (n = n.indexOf('%') >= 0 ? `${parseInt(n, 10) * t * a}%` : `${n * t * a}px`),
- (o = o.indexOf('%') >= 0 ? `${parseInt(o, 10) * t}%` : `${o * t}px`),
- null != d)
- ) {
- const e = d - (d - 1) * (1 - Math.abs(t));
- i[0].style.opacity = e;
- }
- if (null == l) i.transform(`translate3d(${n}, ${o}, 0px)`);
- else {
- const e = l - (l - 1) * (1 - Math.abs(t));
- i.transform(`translate3d(${n}, ${o}, 0px) scale(${e})`);
- }
- },
- setTranslate() {
- const e = this,
- { $el: t, slides: s, progress: i, snapGrid: a } = e;
- t
- .children(
- '[data-swiper-parallax], [data-swiper-parallax-x], [data-swiper-parallax-y], [data-swiper-parallax-opacity], [data-swiper-parallax-scale]'
- )
- .each((t, s) => {
- e.parallax.setTransform(s, i);
- }),
- s.each((t, s) => {
- let r = s.progress;
- e.params.slidesPerGroup > 1 &&
- 'auto' !== e.params.slidesPerView &&
- (r += Math.ceil(t / 2) - i * (a.length - 1)),
- (r = Math.min(Math.max(r, -1), 1)),
- ae(s)
- .find(
- '[data-swiper-parallax], [data-swiper-parallax-x], [data-swiper-parallax-y], [data-swiper-parallax-opacity], [data-swiper-parallax-scale]'
- )
- .each((t, s) => {
- e.parallax.setTransform(s, r);
- });
- });
- },
- setTransition(e = this.params.speed) {
- const { $el: t } = this;
- t.find(
- '[data-swiper-parallax], [data-swiper-parallax-x], [data-swiper-parallax-y], [data-swiper-parallax-opacity], [data-swiper-parallax-scale]'
- ).each((t, s) => {
- const i = ae(s);
- let a = parseInt(i.attr('data-swiper-parallax-duration'), 10) || e;
- 0 === e && (a = 0), i.transition(a);
- });
- },
-};
-const We = {
- getDistanceBetweenTouches(e) {
- if (e.targetTouches.length < 2) return 1;
- const t = e.targetTouches[0].pageX,
- s = e.targetTouches[0].pageY,
- i = e.targetTouches[1].pageX,
- a = e.targetTouches[1].pageY;
- return Math.sqrt((i - t) ** 2 + (a - s) ** 2);
- },
- onGestureStart(e) {
- const t = this,
- s = t.params.zoom,
- i = t.zoom,
- { gesture: a } = i;
- if (((i.fakeGestureTouched = !1), (i.fakeGestureMoved = !1), !le.gestures)) {
- if ('touchstart' !== e.type || ('touchstart' === e.type && e.targetTouches.length < 2))
- return;
- (i.fakeGestureTouched = !0), (a.scaleStart = We.getDistanceBetweenTouches(e));
- }
- (a.$slideEl && a.$slideEl.length) ||
- ((a.$slideEl = ae(e.target).closest(`.${t.params.slideClass}`)),
- 0 === a.$slideEl.length && (a.$slideEl = t.slides.eq(t.activeIndex)),
- (a.$imageEl = a.$slideEl.find('img, svg, canvas, picture, .swiper-zoom-target')),
- (a.$imageWrapEl = a.$imageEl.parent(`.${s.containerClass}`)),
- (a.maxRatio = a.$imageWrapEl.attr('data-swiper-zoom') || s.maxRatio),
- 0 !== a.$imageWrapEl.length)
- ? (a.$imageEl && a.$imageEl.transition(0), (t.zoom.isScaling = !0))
- : (a.$imageEl = void 0);
- },
- onGestureChange(e) {
- const t = this.params.zoom,
- s = this.zoom,
- { gesture: i } = s;
- if (!le.gestures) {
- if ('touchmove' !== e.type || ('touchmove' === e.type && e.targetTouches.length < 2)) return;
- (s.fakeGestureMoved = !0), (i.scaleMove = We.getDistanceBetweenTouches(e));
- }
- i.$imageEl &&
- 0 !== i.$imageEl.length &&
- ((s.scale = le.gestures
- ? e.scale * s.currentScale
- : (i.scaleMove / i.scaleStart) * s.currentScale),
- s.scale > i.maxRatio && (s.scale = i.maxRatio - 1 + (s.scale - i.maxRatio + 1) ** 0.5),
- s.scale < t.minRatio && (s.scale = t.minRatio + 1 - (t.minRatio - s.scale + 1) ** 0.5),
- i.$imageEl.transform(`translate3d(0,0,0) scale(${s.scale})`));
- },
- onGestureEnd(e) {
- const t = this.params.zoom,
- s = this.zoom,
- { gesture: i } = s;
- if (!le.gestures) {
- if (!s.fakeGestureTouched || !s.fakeGestureMoved) return;
- if (
- 'touchend' !== e.type ||
- ('touchend' === e.type && e.changedTouches.length < 2 && !ve.android)
- )
- return;
- (s.fakeGestureTouched = !1), (s.fakeGestureMoved = !1);
- }
- i.$imageEl &&
- 0 !== i.$imageEl.length &&
- ((s.scale = Math.max(Math.min(s.scale, i.maxRatio), t.minRatio)),
- i.$imageEl.transition(this.params.speed).transform(`translate3d(0,0,0) scale(${s.scale})`),
- (s.currentScale = s.scale),
- (s.isScaling = !1),
- 1 === s.scale && (i.$slideEl = void 0));
- },
- onTouchStart(e) {
- const t = this.zoom,
- { gesture: s, image: i } = t;
- s.$imageEl &&
- 0 !== s.$imageEl.length &&
- (i.isTouched ||
- (ve.android && e.cancelable && e.preventDefault(),
- (i.isTouched = !0),
- (i.touchesStart.x = 'touchstart' === e.type ? e.targetTouches[0].pageX : e.pageX),
- (i.touchesStart.y = 'touchstart' === e.type ? e.targetTouches[0].pageY : e.pageY)));
- },
- onTouchMove(e) {
- const t = this,
- s = t.zoom,
- { gesture: i, image: a, velocity: r } = s;
- if (!i.$imageEl || 0 === i.$imageEl.length) return;
- if (((t.allowClick = !1), !a.isTouched || !i.$slideEl)) return;
- a.isMoved ||
- ((a.width = i.$imageEl[0].offsetWidth),
- (a.height = i.$imageEl[0].offsetHeight),
- (a.startX = oe.getTranslate(i.$imageWrapEl[0], 'x') || 0),
- (a.startY = oe.getTranslate(i.$imageWrapEl[0], 'y') || 0),
- (i.slideWidth = i.$slideEl[0].offsetWidth),
- (i.slideHeight = i.$slideEl[0].offsetHeight),
- i.$imageWrapEl.transition(0),
- t.rtl && ((a.startX = -a.startX), (a.startY = -a.startY)));
- const n = a.width * s.scale,
- o = a.height * s.scale;
- if (!(n < i.slideWidth && o < i.slideHeight)) {
- if (
- ((a.minX = Math.min(i.slideWidth / 2 - n / 2, 0)),
- (a.maxX = -a.minX),
- (a.minY = Math.min(i.slideHeight / 2 - o / 2, 0)),
- (a.maxY = -a.minY),
- (a.touchesCurrent.x = 'touchmove' === e.type ? e.targetTouches[0].pageX : e.pageX),
- (a.touchesCurrent.y = 'touchmove' === e.type ? e.targetTouches[0].pageY : e.pageY),
- !a.isMoved && !s.isScaling)
- ) {
- if (
- t.isHorizontal() &&
- ((Math.floor(a.minX) === Math.floor(a.startX) && a.touchesCurrent.x < a.touchesStart.x) ||
- (Math.floor(a.maxX) === Math.floor(a.startX) && a.touchesCurrent.x > a.touchesStart.x))
- )
- return void (a.isTouched = !1);
- if (
- !t.isHorizontal() &&
- ((Math.floor(a.minY) === Math.floor(a.startY) && a.touchesCurrent.y < a.touchesStart.y) ||
- (Math.floor(a.maxY) === Math.floor(a.startY) && a.touchesCurrent.y > a.touchesStart.y))
- )
- return void (a.isTouched = !1);
- }
- e.cancelable && e.preventDefault(),
- e.stopPropagation(),
- (a.isMoved = !0),
- (a.currentX = a.touchesCurrent.x - a.touchesStart.x + a.startX),
- (a.currentY = a.touchesCurrent.y - a.touchesStart.y + a.startY),
- a.currentX < a.minX && (a.currentX = a.minX + 1 - (a.minX - a.currentX + 1) ** 0.8),
- a.currentX > a.maxX && (a.currentX = a.maxX - 1 + (a.currentX - a.maxX + 1) ** 0.8),
- a.currentY < a.minY && (a.currentY = a.minY + 1 - (a.minY - a.currentY + 1) ** 0.8),
- a.currentY > a.maxY && (a.currentY = a.maxY - 1 + (a.currentY - a.maxY + 1) ** 0.8),
- r.prevPositionX || (r.prevPositionX = a.touchesCurrent.x),
- r.prevPositionY || (r.prevPositionY = a.touchesCurrent.y),
- r.prevTime || (r.prevTime = Date.now()),
- (r.x = (a.touchesCurrent.x - r.prevPositionX) / (Date.now() - r.prevTime) / 2),
- (r.y = (a.touchesCurrent.y - r.prevPositionY) / (Date.now() - r.prevTime) / 2),
- Math.abs(a.touchesCurrent.x - r.prevPositionX) < 2 && (r.x = 0),
- Math.abs(a.touchesCurrent.y - r.prevPositionY) < 2 && (r.y = 0),
- (r.prevPositionX = a.touchesCurrent.x),
- (r.prevPositionY = a.touchesCurrent.y),
- (r.prevTime = Date.now()),
- i.$imageWrapEl.transform(`translate3d(${a.currentX}px, ${a.currentY}px,0)`);
- }
- },
- onTouchEnd() {
- const e = this.zoom,
- { gesture: t, image: s, velocity: i } = e;
- if (!t.$imageEl || 0 === t.$imageEl.length) return;
- if (!s.isTouched || !s.isMoved) return (s.isTouched = !1), void (s.isMoved = !1);
- (s.isTouched = !1), (s.isMoved = !1);
- let a = 300,
- r = 300;
- const n = i.x * a,
- o = s.currentX + n,
- l = i.y * r,
- d = s.currentY + l;
- 0 !== i.x && (a = Math.abs((o - s.currentX) / i.x)),
- 0 !== i.y && (r = Math.abs((d - s.currentY) / i.y));
- const p = Math.max(a, r);
- (s.currentX = o), (s.currentY = d);
- const c = s.width * e.scale,
- h = s.height * e.scale;
- (s.minX = Math.min(t.slideWidth / 2 - c / 2, 0)),
- (s.maxX = -s.minX),
- (s.minY = Math.min(t.slideHeight / 2 - h / 2, 0)),
- (s.maxY = -s.minY),
- (s.currentX = Math.max(Math.min(s.currentX, s.maxX), s.minX)),
- (s.currentY = Math.max(Math.min(s.currentY, s.maxY), s.minY)),
- t.$imageWrapEl.transition(p).transform(`translate3d(${s.currentX}px, ${s.currentY}px,0)`);
- },
- onTransitionEnd() {
- const e = this.zoom,
- { gesture: t } = e;
- t.$slideEl &&
- this.previousIndex !== this.activeIndex &&
- (t.$imageEl && t.$imageEl.transform('translate3d(0,0,0) scale(1)'),
- t.$imageWrapEl && t.$imageWrapEl.transform('translate3d(0,0,0)'),
- (e.scale = 1),
- (e.currentScale = 1),
- (t.$slideEl = void 0),
- (t.$imageEl = void 0),
- (t.$imageWrapEl = void 0));
- },
- toggle(e) {
- const t = this.zoom;
- t.scale && 1 !== t.scale ? t.out() : t.in(e);
- },
- in(e) {
- const t = this,
- s = t.zoom,
- i = t.params.zoom,
- { gesture: a, image: r } = s;
- if (
- (a.$slideEl ||
- (t.params.virtual && t.params.virtual.enabled && t.virtual
- ? (a.$slideEl = t.$wrapperEl.children(`.${t.params.slideActiveClass}`))
- : (a.$slideEl = t.slides.eq(t.activeIndex)),
- (a.$imageEl = a.$slideEl.find('img, svg, canvas, picture, .swiper-zoom-target')),
- (a.$imageWrapEl = a.$imageEl.parent(`.${i.containerClass}`))),
- !a.$imageEl || 0 === a.$imageEl.length)
- )
- return;
- let n, o, l, d, p, c, h, u, m, g, f, v, w, b, y, x, S, E;
- a.$slideEl.addClass(`${i.zoomedSlideClass}`),
- void 0 === r.touchesStart.x && e
- ? ((n = 'touchend' === e.type ? e.changedTouches[0].pageX : e.pageX),
- (o = 'touchend' === e.type ? e.changedTouches[0].pageY : e.pageY))
- : ((n = r.touchesStart.x), (o = r.touchesStart.y)),
- (s.scale = a.$imageWrapEl.attr('data-swiper-zoom') || i.maxRatio),
- (s.currentScale = a.$imageWrapEl.attr('data-swiper-zoom') || i.maxRatio),
- e
- ? ((S = a.$slideEl[0].offsetWidth),
- (E = a.$slideEl[0].offsetHeight),
- (l = a.$slideEl.offset().left),
- (d = a.$slideEl.offset().top),
- (p = l + S / 2 - n),
- (c = d + E / 2 - o),
- (m = a.$imageEl[0].offsetWidth),
- (g = a.$imageEl[0].offsetHeight),
- (f = m * s.scale),
- (v = g * s.scale),
- (w = Math.min(S / 2 - f / 2, 0)),
- (b = Math.min(E / 2 - v / 2, 0)),
- (y = -w),
- (x = -b),
- (h = p * s.scale),
- (u = c * s.scale),
- h < w && (h = w),
- h > y && (h = y),
- u < b && (u = b),
- u > x && (u = x))
- : ((h = 0), (u = 0)),
- a.$imageWrapEl.transition(300).transform(`translate3d(${h}px, ${u}px,0)`),
- a.$imageEl.transition(300).transform(`translate3d(0,0,0) scale(${s.scale})`);
- },
- out() {
- const e = this,
- t = e.zoom,
- s = e.params.zoom,
- { gesture: i } = t;
- i.$slideEl ||
- (e.params.virtual && e.params.virtual.enabled && e.virtual
- ? (i.$slideEl = e.$wrapperEl.children(`.${e.params.slideActiveClass}`))
- : (i.$slideEl = e.slides.eq(e.activeIndex)),
- (i.$imageEl = i.$slideEl.find('img, svg, canvas, picture, .swiper-zoom-target')),
- (i.$imageWrapEl = i.$imageEl.parent(`.${s.containerClass}`))),
- i.$imageEl &&
- 0 !== i.$imageEl.length &&
- ((t.scale = 1),
- (t.currentScale = 1),
- i.$imageWrapEl.transition(300).transform('translate3d(0,0,0)'),
- i.$imageEl.transition(300).transform('translate3d(0,0,0) scale(1)'),
- i.$slideEl.removeClass(`${s.zoomedSlideClass}`),
- (i.$slideEl = void 0));
- },
- enable() {
- const e = this,
- t = e.zoom;
- if (t.enabled) return;
- t.enabled = !0;
- const s = !(
- 'touchstart' !== e.touchEvents.start ||
- !le.passiveListener ||
- !e.params.passiveListeners
- ) && { passive: !0, capture: !1 },
- i = !le.passiveListener || { passive: !1, capture: !0 },
- a = `.${e.params.slideClass}`;
- le.gestures
- ? (e.$wrapperEl.on('gesturestart', a, t.onGestureStart, s),
- e.$wrapperEl.on('gesturechange', a, t.onGestureChange, s),
- e.$wrapperEl.on('gestureend', a, t.onGestureEnd, s))
- : 'touchstart' === e.touchEvents.start &&
- (e.$wrapperEl.on(e.touchEvents.start, a, t.onGestureStart, s),
- e.$wrapperEl.on(e.touchEvents.move, a, t.onGestureChange, i),
- e.$wrapperEl.on(e.touchEvents.end, a, t.onGestureEnd, s),
- e.touchEvents.cancel && e.$wrapperEl.on(e.touchEvents.cancel, a, t.onGestureEnd, s)),
- e.$wrapperEl.on(e.touchEvents.move, `.${e.params.zoom.containerClass}`, t.onTouchMove, i);
- },
- disable() {
- const e = this,
- t = e.zoom;
- if (!t.enabled) return;
- e.zoom.enabled = !1;
- const s = !(
- 'touchstart' !== e.touchEvents.start ||
- !le.passiveListener ||
- !e.params.passiveListeners
- ) && { passive: !0, capture: !1 },
- i = !le.passiveListener || { passive: !1, capture: !0 },
- a = `.${e.params.slideClass}`;
- le.gestures
- ? (e.$wrapperEl.off('gesturestart', a, t.onGestureStart, s),
- e.$wrapperEl.off('gesturechange', a, t.onGestureChange, s),
- e.$wrapperEl.off('gestureend', a, t.onGestureEnd, s))
- : 'touchstart' === e.touchEvents.start &&
- (e.$wrapperEl.off(e.touchEvents.start, a, t.onGestureStart, s),
- e.$wrapperEl.off(e.touchEvents.move, a, t.onGestureChange, i),
- e.$wrapperEl.off(e.touchEvents.end, a, t.onGestureEnd, s),
- e.touchEvents.cancel && e.$wrapperEl.off(e.touchEvents.cancel, a, t.onGestureEnd, s)),
- e.$wrapperEl.off(e.touchEvents.move, `.${e.params.zoom.containerClass}`, t.onTouchMove, i);
- },
-};
-const qe = {
- loadInSlide(e, t = !0) {
- const s = this,
- i = s.params.lazy;
- if (void 0 === e) return;
- if (0 === s.slides.length) return;
- const a =
- s.virtual && s.params.virtual.enabled
- ? s.$wrapperEl.children(`.${s.params.slideClass}[data-swiper-slide-index="${e}"]`)
- : s.slides.eq(e);
- let r = a.find(`.${i.elementClass}:not(.${i.loadedClass}):not(.${i.loadingClass})`);
- !a.hasClass(i.elementClass) ||
- a.hasClass(i.loadedClass) ||
- a.hasClass(i.loadingClass) ||
- (r = r.add(a[0])),
- 0 !== r.length &&
- r.each((e, r) => {
- const n = ae(r);
- n.addClass(i.loadingClass);
- const o = n.attr('data-background'),
- l = n.attr('data-src'),
- d = n.attr('data-srcset'),
- p = n.attr('data-sizes'),
- c = n.parent('picture');
- s.loadImage(n[0], l || o, d, p, !1, () => {
- if (null != s && s && (!s || s.params) && !s.destroyed) {
- if (
- (o
- ? (n.css('background-image', `url("${o}")`), n.removeAttr('data-background'))
- : (d && (n.attr('srcset', d), n.removeAttr('data-srcset')),
- p && (n.attr('sizes', p), n.removeAttr('data-sizes')),
- c.length &&
- c.children('source').each((e, t) => {
- const s = ae(t);
- s.attr('data-srcset') &&
- (s.attr('srcset', s.attr('data-srcset')), s.removeAttr('data-srcset'));
- }),
- l && (n.attr('src', l), n.removeAttr('data-src'))),
- n.addClass(i.loadedClass).removeClass(i.loadingClass),
- a.find(`.${i.preloaderClass}`).remove(),
- s.params.loop && t)
- ) {
- const e = a.attr('data-swiper-slide-index');
- if (a.hasClass(s.params.slideDuplicateClass)) {
- const t = s.$wrapperEl.children(
- `[data-swiper-slide-index="${e}"]:not(.${s.params.slideDuplicateClass})`
- );
- s.lazy.loadInSlide(t.index(), !1);
- } else {
- const t = s.$wrapperEl.children(
- `.${s.params.slideDuplicateClass}[data-swiper-slide-index="${e}"]`
- );
- s.lazy.loadInSlide(t.index(), !1);
- }
- }
- s.emit('lazyImageReady', a[0], n[0]), s.params.autoHeight && s.updateAutoHeight();
- }
- }),
- s.emit('lazyImageLoad', a[0], n[0]);
- });
- },
- load() {
- const e = this,
- { $wrapperEl: t, params: s, slides: i, activeIndex: a } = e,
- r = e.virtual && s.virtual.enabled,
- n = s.lazy;
- let o = s.slidesPerView;
- function l(e) {
- if (r) {
- if (t.children(`.${s.slideClass}[data-swiper-slide-index="${e}"]`).length) return !0;
- } else if (i[e]) return !0;
- return !1;
- }
- function d(e) {
- return r ? ae(e).attr('data-swiper-slide-index') : ae(e).index();
- }
- if (
- ('auto' === o && (o = 0),
- e.lazy.initialImageLoaded || (e.lazy.initialImageLoaded = !0),
- e.params.watchSlidesVisibility)
- )
- t.children(`.${s.slideVisibleClass}`).each((t, s) => {
- const i = r ? ae(s).attr('data-swiper-slide-index') : ae(s).index();
- e.lazy.loadInSlide(i);
- });
- else if (o > 1) for (let t = a; t < a + o; t += 1) l(t) && e.lazy.loadInSlide(t);
- else e.lazy.loadInSlide(a);
- if (n.loadPrevNext)
- if (o > 1 || (n.loadPrevNextAmount && n.loadPrevNextAmount > 1)) {
- const t = n.loadPrevNextAmount,
- s = o,
- r = Math.min(a + s + Math.max(t, s), i.length),
- d = Math.max(a - Math.max(s, t), 0);
- for (let t = a + o; t < r; t += 1) l(t) && e.lazy.loadInSlide(t);
- for (let t = d; t < a; t += 1) l(t) && e.lazy.loadInSlide(t);
- } else {
- const i = t.children(`.${s.slideNextClass}`);
- i.length > 0 && e.lazy.loadInSlide(d(i));
- const a = t.children(`.${s.slidePrevClass}`);
- a.length > 0 && e.lazy.loadInSlide(d(a));
- }
- },
-};
-const je = {
- LinearSpline: function (e, t) {
- const s = (function () {
- let e, t, s;
- return (i, a) => {
- for (t = -1, e = i.length; e - t > 1; ) (s = (e + t) >> 1), i[s] <= a ? (t = s) : (e = s);
- return e;
- };
- })();
- let i, a;
- return (
- (this.x = e),
- (this.y = t),
- (this.lastIndex = e.length - 1),
- (this.interpolate = function (e) {
- return e
- ? ((a = s(this.x, e)),
- (i = a - 1),
- ((e - this.x[i]) * (this.y[a] - this.y[i])) / (this.x[a] - this.x[i]) + this.y[i])
- : 0;
- }),
- this
- );
- },
- getInterpolateFunction(e) {
- const t = this;
- t.controller.spline ||
- (t.controller.spline = t.params.loop
- ? new je.LinearSpline(t.slidesGrid, e.slidesGrid)
- : new je.LinearSpline(t.snapGrid, e.snapGrid));
- },
- setTranslate(e, t) {
- const s = this,
- i = s.controller.control;
- let a, r;
- function n(e) {
- const t = s.rtlTranslate ? -s.translate : s.translate;
- 'slide' === s.params.controller.by &&
- (s.controller.getInterpolateFunction(e), (r = -s.controller.spline.interpolate(-t))),
- (r && 'container' !== s.params.controller.by) ||
- ((a = (e.maxTranslate() - e.minTranslate()) / (s.maxTranslate() - s.minTranslate())),
- (r = (t - s.minTranslate()) * a + e.minTranslate())),
- s.params.controller.inverse && (r = e.maxTranslate() - r),
- e.updateProgress(r),
- e.setTranslate(r, s),
- e.updateActiveIndex(),
- e.updateSlidesClasses();
- }
- if (Array.isArray(i))
- for (let e = 0; e < i.length; e += 1) i[e] !== t && i[e] instanceof Pe && n(i[e]);
- else i instanceof Pe && t !== i && n(i);
- },
- setTransition(e, t) {
- const s = this,
- i = s.controller.control;
- let a;
- function r(t) {
- t.setTransition(e, s),
- 0 !== e &&
- (t.transitionStart(),
- t.params.autoHeight &&
- oe.nextTick(() => {
- t.updateAutoHeight();
- }),
- t.$wrapperEl.transitionEnd(() => {
- i &&
- (t.params.loop && 'slide' === s.params.controller.by && t.loopFix(),
- t.transitionEnd());
- }));
- }
- if (Array.isArray(i))
- for (a = 0; a < i.length; a += 1) i[a] !== t && i[a] instanceof Pe && r(i[a]);
- else i instanceof Pe && t !== i && r(i);
- },
-};
-const Ue = {
- makeElFocusable: (e) => (e.attr('tabIndex', '0'), e),
- makeElNotFocusable: (e) => (e.attr('tabIndex', '-1'), e),
- addElRole: (e, t) => (e.attr('role', t), e),
- addElLabel: (e, t) => (e.attr('aria-label', t), e),
- disableEl: (e) => (e.attr('aria-disabled', !0), e),
- enableEl: (e) => (e.attr('aria-disabled', !1), e),
- onEnterKey(e) {
- const t = this,
- s = t.params.a11y;
- if (13 !== e.keyCode) return;
- const i = ae(e.target);
- t.navigation &&
- t.navigation.$nextEl &&
- i.is(t.navigation.$nextEl) &&
- ((t.isEnd && !t.params.loop) || t.slideNext(),
- t.isEnd ? t.a11y.notify(s.lastSlideMessage) : t.a11y.notify(s.nextSlideMessage)),
- t.navigation &&
- t.navigation.$prevEl &&
- i.is(t.navigation.$prevEl) &&
- ((t.isBeginning && !t.params.loop) || t.slidePrev(),
- t.isBeginning ? t.a11y.notify(s.firstSlideMessage) : t.a11y.notify(s.prevSlideMessage)),
- t.pagination && i.is(`.${t.params.pagination.bulletClass}`) && i[0].click();
- },
- notify(e) {
- const t = this.a11y.liveRegion;
- 0 !== t.length && (t.html(''), t.html(e));
- },
- updateNavigation() {
- const e = this;
- if (e.params.loop || !e.navigation) return;
- const { $nextEl: t, $prevEl: s } = e.navigation;
- s &&
- s.length > 0 &&
- (e.isBeginning
- ? (e.a11y.disableEl(s), e.a11y.makeElNotFocusable(s))
- : (e.a11y.enableEl(s), e.a11y.makeElFocusable(s))),
- t &&
- t.length > 0 &&
- (e.isEnd
- ? (e.a11y.disableEl(t), e.a11y.makeElNotFocusable(t))
- : (e.a11y.enableEl(t), e.a11y.makeElFocusable(t)));
- },
- updatePagination() {
- const e = this,
- t = e.params.a11y;
- e.pagination &&
- e.params.pagination.clickable &&
- e.pagination.bullets &&
- e.pagination.bullets.length &&
- e.pagination.bullets.each((s, i) => {
- const a = ae(i);
- e.a11y.makeElFocusable(a),
- e.a11y.addElRole(a, 'button'),
- e.a11y.addElLabel(a, t.paginationBulletMessage.replace(/\{\{index\}\}/, a.index() + 1));
- });
- },
- init() {
- const e = this;
- e.$el.append(e.a11y.liveRegion);
- const t = e.params.a11y;
- let s, i;
- e.navigation && e.navigation.$nextEl && (s = e.navigation.$nextEl),
- e.navigation && e.navigation.$prevEl && (i = e.navigation.$prevEl),
- s &&
- (e.a11y.makeElFocusable(s),
- e.a11y.addElRole(s, 'button'),
- e.a11y.addElLabel(s, t.nextSlideMessage),
- s.on('keydown', e.a11y.onEnterKey)),
- i &&
- (e.a11y.makeElFocusable(i),
- e.a11y.addElRole(i, 'button'),
- e.a11y.addElLabel(i, t.prevSlideMessage),
- i.on('keydown', e.a11y.onEnterKey)),
- e.pagination &&
- e.params.pagination.clickable &&
- e.pagination.bullets &&
- e.pagination.bullets.length &&
- e.pagination.$el.on('keydown', `.${e.params.pagination.bulletClass}`, e.a11y.onEnterKey);
- },
- destroy() {
- const e = this;
- let t, s;
- e.a11y.liveRegion && e.a11y.liveRegion.length > 0 && e.a11y.liveRegion.remove(),
- e.navigation && e.navigation.$nextEl && (t = e.navigation.$nextEl),
- e.navigation && e.navigation.$prevEl && (s = e.navigation.$prevEl),
- t && t.off('keydown', e.a11y.onEnterKey),
- s && s.off('keydown', e.a11y.onEnterKey),
- e.pagination &&
- e.params.pagination.clickable &&
- e.pagination.bullets &&
- e.pagination.bullets.length &&
- e.pagination.$el.off('keydown', `.${e.params.pagination.bulletClass}`, e.a11y.onEnterKey);
- },
-};
-const Ke = {
- init() {
- const e = this;
- if (!e.params.history) return;
- if (!se.history || !se.history.pushState)
- return (e.params.history.enabled = !1), void (e.params.hashNavigation.enabled = !0);
- const t = e.history;
- (t.initialized = !0),
- (t.paths = Ke.getPathValues()),
- (t.paths.key || t.paths.value) &&
- (t.scrollToSlide(0, t.paths.value, e.params.runCallbacksOnInit),
- e.params.history.replaceState ||
- se.addEventListener('popstate', e.history.setHistoryPopState));
- },
- destroy() {
- const e = this;
- e.params.history.replaceState ||
- se.removeEventListener('popstate', e.history.setHistoryPopState);
- },
- setHistoryPopState() {
- (this.history.paths = Ke.getPathValues()),
- this.history.scrollToSlide(this.params.speed, this.history.paths.value, !1);
- },
- getPathValues() {
- const e = se.location.pathname
- .slice(1)
- .split('/')
- .filter((e) => '' !== e),
- t = e.length;
- return { key: e[t - 2], value: e[t - 1] };
- },
- setHistory(e, t) {
- if (!this.history.initialized || !this.params.history.enabled) return;
- const s = this.slides.eq(t);
- let i = Ke.slugify(s.attr('data-history'));
- se.location.pathname.includes(e) || (i = `${e}/${i}`);
- const a = se.history.state;
- (a && a.value === i) ||
- (this.params.history.replaceState
- ? se.history.replaceState({ value: i }, null, i)
- : se.history.pushState({ value: i }, null, i));
- },
- slugify: (e) =>
- e
- .toString()
- .replace(/\s+/g, '-')
- .replace(/[^\w-]+/g, '')
- .replace(/--+/g, '-')
- .replace(/^-+/, '')
- .replace(/-+$/, ''),
- scrollToSlide(e, t, s) {
- const i = this;
- if (t)
- for (let a = 0, r = i.slides.length; a < r; a += 1) {
- const r = i.slides.eq(a);
- if (Ke.slugify(r.attr('data-history')) === t && !r.hasClass(i.params.slideDuplicateClass)) {
- const t = r.index();
- i.slideTo(t, e, s);
- }
- }
- else i.slideTo(0, e, s);
- },
-};
-const Qe = {
- onHashCange() {
- const e = this;
- e.emit('hashChange');
- const t = ee.location.hash.replace('#', '');
- if (t !== e.slides.eq(e.activeIndex).attr('data-hash')) {
- const s = e.$wrapperEl.children(`.${e.params.slideClass}[data-hash="${t}"]`).index();
- if (void 0 === s) return;
- e.slideTo(s);
- }
- },
- setHash() {
- const e = this;
- if (e.hashNavigation.initialized && e.params.hashNavigation.enabled)
- if (e.params.hashNavigation.replaceState && se.history && se.history.replaceState)
- se.history.replaceState(
- null,
- null,
- `#${e.slides.eq(e.activeIndex).attr('data-hash')}` || ''
- ),
- e.emit('hashSet');
- else {
- const t = e.slides.eq(e.activeIndex),
- s = t.attr('data-hash') || t.attr('data-history');
- (ee.location.hash = s || ''), e.emit('hashSet');
- }
- },
- init() {
- const e = this;
- if (!e.params.hashNavigation.enabled || (e.params.history && e.params.history.enabled)) return;
- e.hashNavigation.initialized = !0;
- const t = ee.location.hash.replace('#', '');
- if (t) {
- const s = 0;
- for (let i = 0, a = e.slides.length; i < a; i += 1) {
- const a = e.slides.eq(i);
- if (
- (a.attr('data-hash') || a.attr('data-history')) === t &&
- !a.hasClass(e.params.slideDuplicateClass)
- ) {
- const t = a.index();
- e.slideTo(t, s, e.params.runCallbacksOnInit, !0);
- }
- }
- }
- e.params.hashNavigation.watchState && ae(se).on('hashchange', e.hashNavigation.onHashCange);
- },
- destroy() {
- const e = this;
- e.params.hashNavigation.watchState && ae(se).off('hashchange', e.hashNavigation.onHashCange);
- },
-};
-const Ze = {
- run() {
- const e = this,
- t = e.slides.eq(e.activeIndex);
- let s = e.params.autoplay.delay;
- t.attr('data-swiper-autoplay') &&
- (s = t.attr('data-swiper-autoplay') || e.params.autoplay.delay),
- clearTimeout(e.autoplay.timeout),
- (e.autoplay.timeout = oe.nextTick(() => {
- e.params.autoplay.reverseDirection
- ? e.params.loop
- ? (e.loopFix(), e.slidePrev(e.params.speed, !0, !0), e.emit('autoplay'))
- : e.isBeginning
- ? e.params.autoplay.stopOnLastSlide
- ? e.autoplay.stop()
- : (e.slideTo(e.slides.length - 1, e.params.speed, !0, !0), e.emit('autoplay'))
- : (e.slidePrev(e.params.speed, !0, !0), e.emit('autoplay'))
- : e.params.loop
- ? (e.loopFix(), e.slideNext(e.params.speed, !0, !0), e.emit('autoplay'))
- : e.isEnd
- ? e.params.autoplay.stopOnLastSlide
- ? e.autoplay.stop()
- : (e.slideTo(0, e.params.speed, !0, !0), e.emit('autoplay'))
- : (e.slideNext(e.params.speed, !0, !0), e.emit('autoplay')),
- e.params.cssMode && e.autoplay.running && e.autoplay.run();
- }, s));
- },
- start() {
- return (
- void 0 === this.autoplay.timeout &&
- !this.autoplay.running &&
- ((this.autoplay.running = !0), this.emit('autoplayStart'), this.autoplay.run(), !0)
- );
- },
- stop() {
- const e = this;
- return (
- !!e.autoplay.running &&
- void 0 !== e.autoplay.timeout &&
- (e.autoplay.timeout && (clearTimeout(e.autoplay.timeout), (e.autoplay.timeout = void 0)),
- (e.autoplay.running = !1),
- e.emit('autoplayStop'),
- !0)
- );
- },
- pause(e) {
- const t = this;
- t.autoplay.running &&
- (t.autoplay.paused ||
- (t.autoplay.timeout && clearTimeout(t.autoplay.timeout),
- (t.autoplay.paused = !0),
- 0 !== e && t.params.autoplay.waitForTransition
- ? (t.$wrapperEl[0].addEventListener('transitionend', t.autoplay.onTransitionEnd),
- t.$wrapperEl[0].addEventListener('webkitTransitionEnd', t.autoplay.onTransitionEnd))
- : ((t.autoplay.paused = !1), t.autoplay.run())));
- },
-};
-const Je = {
- setTranslate() {
- const e = this,
- { slides: t } = e;
- for (let s = 0; s < t.length; s += 1) {
- const t = e.slides.eq(s);
- let i = -t[0].swiperSlideOffset;
- e.params.virtualTranslate || (i -= e.translate);
- let a = 0;
- e.isHorizontal() || ((a = i), (i = 0));
- const r = e.params.fadeEffect.crossFade
- ? Math.max(1 - Math.abs(t[0].progress), 0)
- : 1 + Math.min(Math.max(t[0].progress, -1), 0);
- t.css({ opacity: r }).transform(`translate3d(${i}px, ${a}px, 0px)`);
- }
- },
- setTransition(e) {
- const t = this,
- { slides: s, $wrapperEl: i } = t;
- if ((s.transition(e), t.params.virtualTranslate && 0 !== e)) {
- let e = !1;
- s.transitionEnd(() => {
- if (e) return;
- if (!t || t.destroyed) return;
- (e = !0), (t.animating = !1);
- const s = ['webkitTransitionEnd', 'transitionend'];
- for (let e = 0; e < s.length; e += 1) i.trigger(s[e]);
- });
- }
- },
-};
-const et = {
- setTranslate() {
- const {
- $el: e,
- $wrapperEl: t,
- slides: s,
- width: i,
- height: a,
- rtlTranslate: r,
- size: n,
- } = this,
- o = this.params.cubeEffect,
- l = this.isHorizontal(),
- d = this.virtual && this.params.virtual.enabled;
- let p,
- c = 0;
- o.shadow &&
- (l
- ? ((p = t.find('.swiper-cube-shadow')),
- 0 === p.length && ((p = ae('
')), t.append(p)),
- p.css({ height: `${i}px` }))
- : ((p = e.find('.swiper-cube-shadow')),
- 0 === p.length && ((p = ae('
')), e.append(p))));
- for (let e = 0; e < s.length; e += 1) {
- const t = s.eq(e);
- let i = e;
- d && (i = parseInt(t.attr('data-swiper-slide-index'), 10));
- let a = 90 * i,
- p = Math.floor(a / 360);
- r && ((a = -a), (p = Math.floor(-a / 360)));
- const h = Math.max(Math.min(t[0].progress, 1), -1);
- let u = 0,
- m = 0,
- g = 0;
- i % 4 == 0
- ? ((u = 4 * -p * n), (g = 0))
- : (i - 1) % 4 == 0
- ? ((u = 0), (g = 4 * -p * n))
- : (i - 2) % 4 == 0
- ? ((u = n + 4 * p * n), (g = n))
- : (i - 3) % 4 == 0 && ((u = -n), (g = 3 * n + 4 * n * p)),
- r && (u = -u),
- l || ((m = u), (u = 0));
- const f = `rotateX(${l ? 0 : -a}deg) rotateY(${
- l ? a : 0
- }deg) translate3d(${u}px, ${m}px, ${g}px)`;
- if (
- (h <= 1 && h > -1 && ((c = 90 * i + 90 * h), r && (c = 90 * -i - 90 * h)),
- t.transform(f),
- o.slideShadows)
- ) {
- let e = l ? t.find('.swiper-slide-shadow-left') : t.find('.swiper-slide-shadow-top'),
- s = l ? t.find('.swiper-slide-shadow-right') : t.find('.swiper-slide-shadow-bottom');
- 0 === e.length &&
- ((e = ae(`
`)), t.append(e)),
- 0 === s.length &&
- ((s = ae(`
`)),
- t.append(s)),
- e.length && (e[0].style.opacity = Math.max(-h, 0)),
- s.length && (s[0].style.opacity = Math.max(h, 0));
- }
- }
- if (
- (t.css({
- '-webkit-transform-origin': `50% 50% -${n / 2}px`,
- '-moz-transform-origin': `50% 50% -${n / 2}px`,
- '-ms-transform-origin': `50% 50% -${n / 2}px`,
- 'transform-origin': `50% 50% -${n / 2}px`,
- }),
- o.shadow)
- )
- if (l)
- p.transform(
- `translate3d(0px, ${i / 2 + o.shadowOffset}px, ${
- -i / 2
- }px) rotateX(90deg) rotateZ(0deg) scale(${o.shadowScale})`
- );
- else {
- const e = Math.abs(c) - 90 * Math.floor(Math.abs(c) / 90),
- t = 1.5 - (Math.sin((2 * e * Math.PI) / 360) / 2 + Math.cos((2 * e * Math.PI) / 360) / 2),
- s = o.shadowScale,
- i = o.shadowScale / t,
- r = o.shadowOffset;
- p.transform(
- `scale3d(${s}, 1, ${i}) translate3d(0px, ${a / 2 + r}px, ${-a / 2 / i}px) rotateX(-90deg)`
- );
- }
- const h = _e.isSafari || _e.isWebView ? -n / 2 : 0;
- t.transform(
- `translate3d(0px,0,${h}px) rotateX(${this.isHorizontal() ? 0 : c}deg) rotateY(${
- this.isHorizontal() ? -c : 0
- }deg)`
- );
- },
- setTransition(e) {
- const { $el: t, slides: s } = this;
- s
- .transition(e)
- .find(
- '.swiper-slide-shadow-top, .swiper-slide-shadow-right, .swiper-slide-shadow-bottom, .swiper-slide-shadow-left'
- )
- .transition(e),
- this.params.cubeEffect.shadow &&
- !this.isHorizontal() &&
- t.find('.swiper-cube-shadow').transition(e);
- },
-};
-const tt = {
- setTranslate() {
- const e = this,
- { slides: t, rtlTranslate: s } = e;
- for (let i = 0; i < t.length; i += 1) {
- const a = t.eq(i);
- let r = a[0].progress;
- e.params.flipEffect.limitRotation && (r = Math.max(Math.min(a[0].progress, 1), -1));
- let n = -180 * r,
- o = 0,
- l = -a[0].swiperSlideOffset,
- d = 0;
- if (
- (e.isHorizontal() ? s && (n = -n) : ((d = l), (l = 0), (o = -n), (n = 0)),
- (a[0].style.zIndex = -Math.abs(Math.round(r)) + t.length),
- e.params.flipEffect.slideShadows)
- ) {
- let t = e.isHorizontal()
- ? a.find('.swiper-slide-shadow-left')
- : a.find('.swiper-slide-shadow-top'),
- s = e.isHorizontal()
- ? a.find('.swiper-slide-shadow-right')
- : a.find('.swiper-slide-shadow-bottom');
- 0 === t.length &&
- ((t = ae(`
`)),
- a.append(t)),
- 0 === s.length &&
- ((s = ae(
- `
`
- )),
- a.append(s)),
- t.length && (t[0].style.opacity = Math.max(-r, 0)),
- s.length && (s[0].style.opacity = Math.max(r, 0));
- }
- a.transform(`translate3d(${l}px, ${d}px, 0px) rotateX(${o}deg) rotateY(${n}deg)`);
- }
- },
- setTransition(e) {
- const t = this,
- { slides: s, activeIndex: i, $wrapperEl: a } = t;
- if (
- (s
- .transition(e)
- .find(
- '.swiper-slide-shadow-top, .swiper-slide-shadow-right, .swiper-slide-shadow-bottom, .swiper-slide-shadow-left'
- )
- .transition(e),
- t.params.virtualTranslate && 0 !== e)
- ) {
- let e = !1;
- s.eq(i).transitionEnd(function () {
- if (e) return;
- if (!t || t.destroyed) return;
- (e = !0), (t.animating = !1);
- const s = ['webkitTransitionEnd', 'transitionend'];
- for (let e = 0; e < s.length; e += 1) a.trigger(s[e]);
- });
- }
- },
-};
-const st = {
- setTranslate() {
- const { width: e, height: t, slides: s, $wrapperEl: i, slidesSizesGrid: a } = this,
- r = this.params.coverflowEffect,
- n = this.isHorizontal(),
- o = this.translate,
- l = n ? e / 2 - o : t / 2 - o,
- d = n ? r.rotate : -r.rotate,
- p = r.depth;
- for (let e = 0, t = s.length; e < t; e += 1) {
- const t = s.eq(e),
- i = a[e],
- o = ((l - t[0].swiperSlideOffset - i / 2) / i) * r.modifier;
- let c = n ? d * o : 0,
- h = n ? 0 : d * o,
- u = -p * Math.abs(o),
- m = r.stretch;
- 'string' == typeof m && -1 !== m.indexOf('%') && (m = (parseFloat(r.stretch) / 100) * i);
- let g = n ? 0 : m * o,
- f = n ? m * o : 0,
- v = 1 - (1 - r.scale) * Math.abs(o);
- Math.abs(f) < 0.001 && (f = 0),
- Math.abs(g) < 0.001 && (g = 0),
- Math.abs(u) < 0.001 && (u = 0),
- Math.abs(c) < 0.001 && (c = 0),
- Math.abs(h) < 0.001 && (h = 0),
- Math.abs(v) < 0.001 && (v = 0);
- const w = `translate3d(${f}px,${g}px,${u}px) rotateX(${h}deg) rotateY(${c}deg) scale(${v})`;
- if ((t.transform(w), (t[0].style.zIndex = 1 - Math.abs(Math.round(o))), r.slideShadows)) {
- let e = n ? t.find('.swiper-slide-shadow-left') : t.find('.swiper-slide-shadow-top'),
- s = n ? t.find('.swiper-slide-shadow-right') : t.find('.swiper-slide-shadow-bottom');
- 0 === e.length &&
- ((e = ae(`
`)), t.append(e)),
- 0 === s.length &&
- ((s = ae(`
`)),
- t.append(s)),
- e.length && (e[0].style.opacity = o > 0 ? o : 0),
- s.length && (s[0].style.opacity = -o > 0 ? -o : 0);
- }
- }
- if (le.pointerEvents || le.prefixedPointerEvents) {
- i[0].style.perspectiveOrigin = `${l}px 50%`;
- }
- },
- setTransition(e) {
- this.slides
- .transition(e)
- .find(
- '.swiper-slide-shadow-top, .swiper-slide-shadow-right, .swiper-slide-shadow-bottom, .swiper-slide-shadow-left'
- )
- .transition(e);
- },
-};
-const it = {
- init() {
- const e = this,
- { thumbs: t } = e.params,
- s = e.constructor;
- t.swiper instanceof s
- ? ((e.thumbs.swiper = t.swiper),
- oe.extend(e.thumbs.swiper.originalParams, {
- watchSlidesProgress: !0,
- slideToClickedSlide: !1,
- }),
- oe.extend(e.thumbs.swiper.params, { watchSlidesProgress: !0, slideToClickedSlide: !1 }))
- : oe.isObject(t.swiper) &&
- ((e.thumbs.swiper = new s(
- oe.extend({}, t.swiper, {
- watchSlidesVisibility: !0,
- watchSlidesProgress: !0,
- slideToClickedSlide: !1,
- })
- )),
- (e.thumbs.swiperCreated = !0)),
- e.thumbs.swiper.$el.addClass(e.params.thumbs.thumbsContainerClass),
- e.thumbs.swiper.on('tap', e.thumbs.onThumbClick);
- },
- onThumbClick() {
- const e = this,
- t = e.thumbs.swiper;
- if (!t) return;
- const s = t.clickedIndex,
- i = t.clickedSlide;
- if (i && ae(i).hasClass(e.params.thumbs.slideThumbActiveClass)) return;
- if (null == s) return;
- let a;
- if (
- ((a = t.params.loop ? parseInt(ae(t.clickedSlide).attr('data-swiper-slide-index'), 10) : s),
- e.params.loop)
- ) {
- let t = e.activeIndex;
- e.slides.eq(t).hasClass(e.params.slideDuplicateClass) &&
- (e.loopFix(), (e._clientLeft = e.$wrapperEl[0].clientLeft), (t = e.activeIndex));
- const s = e.slides.eq(t).prevAll(`[data-swiper-slide-index="${a}"]`).eq(0).index(),
- i = e.slides.eq(t).nextAll(`[data-swiper-slide-index="${a}"]`).eq(0).index();
- a = void 0 === s ? i : void 0 === i ? s : i - t < t - s ? i : s;
- }
- e.slideTo(a);
- },
- update(e) {
- const t = this,
- s = t.thumbs.swiper;
- if (!s) return;
- const i = 'auto' === s.params.slidesPerView ? s.slidesPerViewDynamic() : s.params.slidesPerView,
- a = t.params.thumbs.autoScrollOffset,
- r = a && !s.params.loop;
- if (t.realIndex !== s.realIndex || r) {
- let n,
- o,
- l = s.activeIndex;
- if (s.params.loop) {
- s.slides.eq(l).hasClass(s.params.slideDuplicateClass) &&
- (s.loopFix(), (s._clientLeft = s.$wrapperEl[0].clientLeft), (l = s.activeIndex));
- const e = s.slides
- .eq(l)
- .prevAll(`[data-swiper-slide-index="${t.realIndex}"]`)
- .eq(0)
- .index(),
- i = s.slides.eq(l).nextAll(`[data-swiper-slide-index="${t.realIndex}"]`).eq(0).index();
- (n = void 0 === e ? i : void 0 === i ? e : i - l == l - e ? l : i - l < l - e ? i : e),
- (o = t.activeIndex > t.previousIndex ? 'next' : 'prev');
- } else (n = t.realIndex), (o = n > t.previousIndex ? 'next' : 'prev');
- r && (n += 'next' === o ? a : -1 * a),
- s.visibleSlidesIndexes &&
- s.visibleSlidesIndexes.indexOf(n) < 0 &&
- (s.params.centeredSlides
- ? (n = n > l ? n - Math.floor(i / 2) + 1 : n + Math.floor(i / 2) - 1)
- : n > l && (n = n - i + 1),
- s.slideTo(n, e ? 0 : void 0));
- }
- let n = 1;
- const o = t.params.thumbs.slideThumbActiveClass;
- if (
- (t.params.slidesPerView > 1 && !t.params.centeredSlides && (n = t.params.slidesPerView),
- t.params.thumbs.multipleActiveThumbs || (n = 1),
- (n = Math.floor(n)),
- s.slides.removeClass(o),
- s.params.loop || (s.params.virtual && s.params.virtual.enabled))
- )
- for (let e = 0; e < n; e += 1)
- s.$wrapperEl.children(`[data-swiper-slide-index="${t.realIndex + e}"]`).addClass(o);
- else for (let e = 0; e < n; e += 1) s.slides.eq(t.realIndex + e).addClass(o);
- },
-};
-const at = [
- ke,
- ze,
- Le,
- Ie,
- Ne,
- Be,
- Ye,
- {
- name: 'mousewheel',
- params: {
- mousewheel: {
- enabled: !1,
- releaseOnEdges: !1,
- invert: !1,
- forceToAxis: !1,
- sensitivity: 1,
- eventsTarged: 'container',
- },
- },
- create() {
- oe.extend(this, {
- mousewheel: {
- enabled: !1,
- enable: Ve.enable.bind(this),
- disable: Ve.disable.bind(this),
- handle: Ve.handle.bind(this),
- handleMouseEnter: Ve.handleMouseEnter.bind(this),
- handleMouseLeave: Ve.handleMouseLeave.bind(this),
- animateSlider: Ve.animateSlider.bind(this),
- releaseScroll: Ve.releaseScroll.bind(this),
- lastScrollTime: oe.now(),
- lastEventBeforeSnap: void 0,
- recentWheelEvents: [],
- },
- });
- },
- on: {
- init() {
- const e = this;
- !e.params.mousewheel.enabled && e.params.cssMode && e.mousewheel.disable(),
- e.params.mousewheel.enabled && e.mousewheel.enable();
- },
- destroy() {
- const e = this;
- e.params.cssMode && e.mousewheel.enable(), e.mousewheel.enabled && e.mousewheel.disable();
- },
- },
- },
- {
- name: 'navigation',
- params: {
- navigation: {
- nextEl: null,
- prevEl: null,
- hideOnClick: !1,
- disabledClass: 'swiper-button-disabled',
- hiddenClass: 'swiper-button-hidden',
- lockClass: 'swiper-button-lock',
- },
- },
- create() {
- oe.extend(this, {
- navigation: {
- init: He.init.bind(this),
- update: He.update.bind(this),
- destroy: He.destroy.bind(this),
- onNextClick: He.onNextClick.bind(this),
- onPrevClick: He.onPrevClick.bind(this),
- },
- });
- },
- on: {
- init() {
- this.navigation.init(), this.navigation.update();
- },
- toEdge() {
- this.navigation.update();
- },
- fromEdge() {
- this.navigation.update();
- },
- destroy() {
- this.navigation.destroy();
- },
- click(e) {
- const t = this,
- { $nextEl: s, $prevEl: i } = t.navigation;
- if (t.params.navigation.hideOnClick && !ae(e.target).is(i) && !ae(e.target).is(s)) {
- let e;
- s
- ? (e = s.hasClass(t.params.navigation.hiddenClass))
- : i && (e = i.hasClass(t.params.navigation.hiddenClass)),
- !0 === e ? t.emit('navigationShow', t) : t.emit('navigationHide', t),
- s && s.toggleClass(t.params.navigation.hiddenClass),
- i && i.toggleClass(t.params.navigation.hiddenClass);
- }
- },
- },
- },
- {
- name: 'pagination',
- params: {
- pagination: {
- el: null,
- bulletElement: 'span',
- clickable: !1,
- hideOnClick: !1,
- renderBullet: null,
- renderProgressbar: null,
- renderFraction: null,
- renderCustom: null,
- progressbarOpposite: !1,
- type: 'bullets',
- dynamicBullets: !1,
- dynamicMainBullets: 1,
- formatFractionCurrent: (e) => e,
- formatFractionTotal: (e) => e,
- bulletClass: 'swiper-pagination-bullet',
- bulletActiveClass: 'swiper-pagination-bullet-active',
- modifierClass: 'swiper-pagination-',
- currentClass: 'swiper-pagination-current',
- totalClass: 'swiper-pagination-total',
- hiddenClass: 'swiper-pagination-hidden',
- progressbarFillClass: 'swiper-pagination-progressbar-fill',
- progressbarOppositeClass: 'swiper-pagination-progressbar-opposite',
- clickableClass: 'swiper-pagination-clickable',
- lockClass: 'swiper-pagination-lock',
- },
- },
- create() {
- oe.extend(this, {
- pagination: {
- init: Re.init.bind(this),
- render: Re.render.bind(this),
- update: Re.update.bind(this),
- destroy: Re.destroy.bind(this),
- dynamicBulletIndex: 0,
- },
- });
- },
- on: {
- init() {
- this.pagination.init(), this.pagination.render(), this.pagination.update();
- },
- activeIndexChange() {
- const e = this;
- (e.params.loop || void 0 === e.snapIndex) && e.pagination.update();
- },
- snapIndexChange() {
- const e = this;
- e.params.loop || e.pagination.update();
- },
- slidesLengthChange() {
- const e = this;
- e.params.loop && (e.pagination.render(), e.pagination.update());
- },
- snapGridLengthChange() {
- const e = this;
- e.params.loop || (e.pagination.render(), e.pagination.update());
- },
- destroy() {
- this.pagination.destroy();
- },
- click(e) {
- const t = this;
- if (
- t.params.pagination.el &&
- t.params.pagination.hideOnClick &&
- t.pagination.$el.length > 0 &&
- !ae(e.target).hasClass(t.params.pagination.bulletClass)
- ) {
- !0 === t.pagination.$el.hasClass(t.params.pagination.hiddenClass)
- ? t.emit('paginationShow', t)
- : t.emit('paginationHide', t),
- t.pagination.$el.toggleClass(t.params.pagination.hiddenClass);
- }
- },
- },
- },
- {
- name: 'scrollbar',
- params: {
- scrollbar: {
- el: null,
- dragSize: 'auto',
- hide: !1,
- draggable: !1,
- snapOnRelease: !0,
- lockClass: 'swiper-scrollbar-lock',
- dragClass: 'swiper-scrollbar-drag',
- },
- },
- create() {
- oe.extend(this, {
- scrollbar: {
- init: Fe.init.bind(this),
- destroy: Fe.destroy.bind(this),
- updateSize: Fe.updateSize.bind(this),
- setTranslate: Fe.setTranslate.bind(this),
- setTransition: Fe.setTransition.bind(this),
- enableDraggable: Fe.enableDraggable.bind(this),
- disableDraggable: Fe.disableDraggable.bind(this),
- setDragPosition: Fe.setDragPosition.bind(this),
- getPointerPosition: Fe.getPointerPosition.bind(this),
- onDragStart: Fe.onDragStart.bind(this),
- onDragMove: Fe.onDragMove.bind(this),
- onDragEnd: Fe.onDragEnd.bind(this),
- isTouched: !1,
- timeout: null,
- dragTimeout: null,
- },
- });
- },
- on: {
- init() {
- this.scrollbar.init(), this.scrollbar.updateSize(), this.scrollbar.setTranslate();
- },
- update() {
- this.scrollbar.updateSize();
- },
- resize() {
- this.scrollbar.updateSize();
- },
- observerUpdate() {
- this.scrollbar.updateSize();
- },
- setTranslate() {
- this.scrollbar.setTranslate();
- },
- setTransition(e) {
- this.scrollbar.setTransition(e);
- },
- destroy() {
- this.scrollbar.destroy();
- },
- },
- },
- {
- name: 'parallax',
- params: { parallax: { enabled: !1 } },
- create() {
- oe.extend(this, {
- parallax: {
- setTransform: Xe.setTransform.bind(this),
- setTranslate: Xe.setTranslate.bind(this),
- setTransition: Xe.setTransition.bind(this),
- },
- });
- },
- on: {
- beforeInit() {
- this.params.parallax.enabled &&
- ((this.params.watchSlidesProgress = !0), (this.originalParams.watchSlidesProgress = !0));
- },
- init() {
- this.params.parallax.enabled && this.parallax.setTranslate();
- },
- setTranslate() {
- this.params.parallax.enabled && this.parallax.setTranslate();
- },
- setTransition(e) {
- this.params.parallax.enabled && this.parallax.setTransition(e);
- },
- },
- },
- {
- name: 'zoom',
- params: {
- zoom: {
- enabled: !1,
- maxRatio: 3,
- minRatio: 1,
- toggle: !0,
- containerClass: 'swiper-zoom-container',
- zoomedSlideClass: 'swiper-slide-zoomed',
- },
- },
- create() {
- const e = this,
- t = {
- enabled: !1,
- scale: 1,
- currentScale: 1,
- isScaling: !1,
- gesture: {
- $slideEl: void 0,
- slideWidth: void 0,
- slideHeight: void 0,
- $imageEl: void 0,
- $imageWrapEl: void 0,
- maxRatio: 3,
- },
- image: {
- isTouched: void 0,
- isMoved: void 0,
- currentX: void 0,
- currentY: void 0,
- minX: void 0,
- minY: void 0,
- maxX: void 0,
- maxY: void 0,
- width: void 0,
- height: void 0,
- startX: void 0,
- startY: void 0,
- touchesStart: {},
- touchesCurrent: {},
- },
- velocity: {
- x: void 0,
- y: void 0,
- prevPositionX: void 0,
- prevPositionY: void 0,
- prevTime: void 0,
- },
- };
- 'onGestureStart onGestureChange onGestureEnd onTouchStart onTouchMove onTouchEnd onTransitionEnd toggle enable disable in out'
- .split(' ')
- .forEach((s) => {
- t[s] = We[s].bind(e);
- }),
- oe.extend(e, { zoom: t });
- let s = 1;
- Object.defineProperty(e.zoom, 'scale', {
- get: () => s,
- set(t) {
- if (s !== t) {
- const s = e.zoom.gesture.$imageEl ? e.zoom.gesture.$imageEl[0] : void 0,
- i = e.zoom.gesture.$slideEl ? e.zoom.gesture.$slideEl[0] : void 0;
- e.emit('zoomChange', t, s, i);
- }
- s = t;
- },
- });
- },
- on: {
- init() {
- const e = this;
- e.params.zoom.enabled && e.zoom.enable();
- },
- destroy() {
- this.zoom.disable();
- },
- touchStart(e) {
- this.zoom.enabled && this.zoom.onTouchStart(e);
- },
- touchEnd(e) {
- this.zoom.enabled && this.zoom.onTouchEnd(e);
- },
- doubleTap(e) {
- const t = this;
- t.params.zoom.enabled && t.zoom.enabled && t.params.zoom.toggle && t.zoom.toggle(e);
- },
- transitionEnd() {
- const e = this;
- e.zoom.enabled && e.params.zoom.enabled && e.zoom.onTransitionEnd();
- },
- slideChange() {
- const e = this;
- e.zoom.enabled && e.params.zoom.enabled && e.params.cssMode && e.zoom.onTransitionEnd();
- },
- },
- },
- {
- name: 'lazy',
- params: {
- lazy: {
- enabled: !1,
- loadPrevNext: !1,
- loadPrevNextAmount: 1,
- loadOnTransitionStart: !1,
- elementClass: 'swiper-lazy',
- loadingClass: 'swiper-lazy-loading',
- loadedClass: 'swiper-lazy-loaded',
- preloaderClass: 'swiper-lazy-preloader',
- },
- },
- create() {
- oe.extend(this, {
- lazy: {
- initialImageLoaded: !1,
- load: qe.load.bind(this),
- loadInSlide: qe.loadInSlide.bind(this),
- },
- });
- },
- on: {
- beforeInit() {
- const e = this;
- e.params.lazy.enabled && e.params.preloadImages && (e.params.preloadImages = !1);
- },
- init() {
- const e = this;
- e.params.lazy.enabled && !e.params.loop && 0 === e.params.initialSlide && e.lazy.load();
- },
- scroll() {
- const e = this;
- e.params.freeMode && !e.params.freeModeSticky && e.lazy.load();
- },
- resize() {
- const e = this;
- e.params.lazy.enabled && e.lazy.load();
- },
- scrollbarDragMove() {
- const e = this;
- e.params.lazy.enabled && e.lazy.load();
- },
- transitionStart() {
- const e = this;
- e.params.lazy.enabled &&
- (e.params.lazy.loadOnTransitionStart ||
- (!e.params.lazy.loadOnTransitionStart && !e.lazy.initialImageLoaded)) &&
- e.lazy.load();
- },
- transitionEnd() {
- const e = this;
- e.params.lazy.enabled && !e.params.lazy.loadOnTransitionStart && e.lazy.load();
- },
- slideChange() {
- const e = this;
- e.params.lazy.enabled && e.params.cssMode && e.lazy.load();
- },
- },
- },
- {
- name: 'controller',
- params: { controller: { control: void 0, inverse: !1, by: 'slide' } },
- create() {
- oe.extend(this, {
- controller: {
- control: this.params.controller.control,
- getInterpolateFunction: je.getInterpolateFunction.bind(this),
- setTranslate: je.setTranslate.bind(this),
- setTransition: je.setTransition.bind(this),
- },
- });
- },
- on: {
- update() {
- const e = this;
- e.controller.control &&
- e.controller.spline &&
- ((e.controller.spline = void 0), delete e.controller.spline);
- },
- resize() {
- const e = this;
- e.controller.control &&
- e.controller.spline &&
- ((e.controller.spline = void 0), delete e.controller.spline);
- },
- observerUpdate() {
- const e = this;
- e.controller.control &&
- e.controller.spline &&
- ((e.controller.spline = void 0), delete e.controller.spline);
- },
- setTranslate(e, t) {
- this.controller.control && this.controller.setTranslate(e, t);
- },
- setTransition(e, t) {
- this.controller.control && this.controller.setTransition(e, t);
- },
- },
- },
- {
- name: 'a11y',
- params: {
- a11y: {
- enabled: !0,
- notificationClass: 'swiper-notification',
- prevSlideMessage: 'Previous slide',
- nextSlideMessage: 'Next slide',
- firstSlideMessage: 'This is the first slide',
- lastSlideMessage: 'This is the last slide',
- paginationBulletMessage: 'Go to slide {{index}}',
- },
- },
- create() {
- const e = this;
- oe.extend(e, {
- a11y: {
- liveRegion: ae(
- `
-
-
- ${this._cards}
-
- ${'pagination' in this._parameters ? O` ` : ''}
- ${
- 'navigation' in this._parameters
- ? O`
-
-
- `
- : ''
- }
- ${'scrollbar' in this._parameters ? O`
` : ''}
-
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-
-/**
- * @license
- * Copyright 2017 Google LLC
- * SPDX-License-Identifier: BSD-3-Clause
- */class s extends b$1{constructor(){super(...arguments),this.renderOptions={host:this},this._$Do=void 0;}createRenderRoot(){const t=super.createRenderRoot();return this.renderOptions.renderBefore??=t.firstChild,t}update(t){const i=this.render();this.hasUpdated||(this.renderOptions.isConnected=this.isConnected),super.update(t),this._$Do=j(i,this.renderRoot,this.renderOptions);}connectedCallback(){super.connectedCallback(),this._$Do?.setConnected(!0);}disconnectedCallback(){super.disconnectedCallback(),this._$Do?.setConnected(!1);}render(){return w}}s._$litElement$=!0,s[("finalized")]=!0,globalThis.litElementHydrateSupport?.({LitElement:s});const r$3=globalThis.litElementPolyfillSupport;r$3?.({LitElement:s});(globalThis.litElementVersions??=[]).push("4.0.6");
-
-/**
- * @license
- * Copyright 2017 Google LLC
- * SPDX-License-Identifier: BSD-3-Clause
- */
-const t$1=t=>(e,o)=>{void 0!==o?o.addInitializer((()=>{customElements.define(t,e);})):customElements.define(t,e);};
-
-/**
- * @license
- * Copyright 2017 Google LLC
- * SPDX-License-Identifier: BSD-3-Clause
- */const o$1={attribute:!0,type:String,converter:u$1,reflect:!1,hasChanged:f$1},r$2=(t=o$1,e,r)=>{const{kind:n,metadata:i}=r;let s=globalThis.litPropertyMetadata.get(i);if(void 0===s&&globalThis.litPropertyMetadata.set(i,s=new Map),s.set(r.name,t),"accessor"===n){const{name:o}=r;return {set(r){const n=e.get.call(this);e.set.call(this,r),this.requestUpdate(o,n,t);},init(e){return void 0!==e&&this.P(o,void 0,t),e}}}if("setter"===n){const{name:o}=r;return function(r){const n=this[o];e.call(this,r),this.requestUpdate(o,n,t);}}throw Error("Unsupported decorator location: "+n)};function n(t){return (e,o)=>"object"==typeof o?r$2(t,e,o):((t,e,o)=>{const r=e.hasOwnProperty(o);return e.constructor.createProperty(o,r?{...t,wrapped:!0}:t),r?Object.getOwnPropertyDescriptor(e,o):void 0})(t,e,o)}
-
-/**
- * @license
- * Copyright 2017 Google LLC
- * SPDX-License-Identifier: BSD-3-Clause
- */function r$1(r){return n({...r,state:!0,attribute:!1})}
-
-var t,r,a=function(e,t){return o(t).format(e)},o=function(e){return new Intl.DateTimeFormat(e.language,{year:"numeric",month:"long",day:"numeric"})};!function(e){e.language="language",e.system="system",e.comma_decimal="comma_decimal",e.decimal_comma="decimal_comma",e.space_comma="space_comma",e.none="none";}(t||(t={})),function(e){e.language="language",e.system="system",e.am_pm="12",e.twenty_four="24";}(r||(r={}));var b=function(e){if(e.time_format===r.language||e.time_format===r.system){var t=e.time_format===r.language?e.language:void 0,n=(new Date).toLocaleString(t);return n.includes("AM")||n.includes("PM")}return e.time_format===r.am_pm},v=function(e,t){return _(t).format(e)},_=function(e){return new Intl.DateTimeFormat(e.language,{year:"numeric",month:"long",day:"numeric",hour:b(e)?"numeric":"2-digit",minute:"2-digit",hour12:b(e)})},D=function(e,t){return S(t).format(e)},S=function(e){return new Intl.DateTimeFormat(e.language,{hour:"numeric",minute:"2-digit",hour12:b(e)})};function O(){return (O=Object.assign||function(e){for(var t=1;t-1?e.split(".")[1].length:0;r.minimumFractionDigits=n,r.maximumFractionDigits=n;}return r},W=function(e,t,r,n){var i=void 0!==n?n:t.state;if("unknown"===i||"unavailable"===i)return e("state.default."+i);if(P(t)){if("monetary"===t.attributes.device_class)try{return H(i,r,{style:"currency",currency:t.attributes.unit_of_measurement})}catch(e){}return H(i,r)+(t.attributes.unit_of_measurement?" "+t.attributes.unit_of_measurement:"")}var o=L$1(t);if("input_datetime"===o){var u;if(void 0===n)return t.attributes.has_date&&t.attributes.has_time?(u=new Date(t.attributes.year,t.attributes.month-1,t.attributes.day,t.attributes.hour,t.attributes.minute),v(u,r)):t.attributes.has_date?(u=new Date(t.attributes.year,t.attributes.month-1,t.attributes.day),a(u,r)):t.attributes.has_time?((u=new Date).setHours(t.attributes.hour,t.attributes.minute),D(u,r)):t.state;try{var c=n.split(" ");if(2===c.length)return v(new Date(c.join("T")),r);if(1===c.length){if(n.includes("-"))return a(new Date(n+"T00:00"),r);if(n.includes(":")){var m=new Date;return D(new Date(m.toISOString().split("T")[0]+"T"+n),r)}}return n}catch(e){return n}}return "humidifier"===o&&"on"===i&&t.attributes.humidity?t.attributes.humidity+" %":"counter"===o||"number"===o||"input_number"===o?H(i,r):t.attributes.device_class&&e("component."+o+".state."+t.attributes.device_class+"."+i)||e("component."+o+".state._."+i)||i},ne=function(e,t,r,n){n=n||{},r=null==r?{}:r;var i=new Event(t,{bubbles:void 0===n.bubbles||n.bubbles,cancelable:Boolean(n.cancelable),composed:void 0===n.composed||n.composed});return i.detail=r,e.dispatchEvent(i),i};var le=function(e){ne(window,"haptic",e);};function _e(e,t,r){if(t.has("config")||r)return !0;if(e.config.entity){var n=t.get("hass");return !n||n.states[e.config.entity]!==e.hass.states[e.config.entity]}return !1}
-
-const defaultConfig = {
- type: 'custom:vehicle-info-card',
- name: 'Mercedes Benz',
- entity: '',
- show_slides: false,
- show_map: false,
- show_buttons: true,
- show_background: true,
- enable_map_popup: false,
- enable_services_control: false,
- services: {
- auxheat: false,
- charge: false,
- doorsLock: false,
- engine: false,
- preheat: false,
- sendRoute: false,
- sigPos: false,
- sunroof: false,
- windows: false,
- },
-};
-
-var version = "1.0.5";
-
-const CARD_VERSION = version;
-/**
- * Filters for binary sensors.
- */
-const binarySensorsFilters = {
- lock: { prefix: 'lock', suffix: '_lock' },
- parkBrake: { suffix: '_parkbrakestatus' },
- liquidRangeCritical: { suffix: '_liquidrangecritical' },
- lowBrakeFluid: { suffix: '_warningbrakefluid' },
- lowWashWater: { suffix: '_warningwashwater' },
- lowCoolantLevel: { suffix: '_warningcoolantlevellow' },
- engineLight: { suffix: '_warningenginelight' },
- windowsClosed: { suffix: '_windowstatusoverall' },
- tirePressureWarning: { suffix: '_tirewarninglamp' },
- remoteStartActive: { suffix: '_remotestartactive' },
- engineState: { suffix: '_enginestate' },
- chargeFlapACStatus: { suffix: '_chargeflapacstatus' },
-};
-/**
- * Filters for sensor devices.
- */
-const sensorDeviceFilters = {
- lockSensor: { prefix: 'sensor.', suffix: '_lock' },
- averageSpeedReset: { suffix: '_averagespeedreset' },
- averageSpeedStart: { suffix: '_averagespeedstart' },
- distanceReset: { suffix: '_distancereset' },
- distanceStart: { suffix: '_distancestart' },
- liquidConsumptionReset: { suffix: '_liquidconsumptionreset' },
- liquidConsumptionStart: { suffix: '_liquidconsumptionstart' },
- electricConsumptionReset: { suffix: '_electricconsumptionreset' },
- electricConsumptionStart: { suffix: '_electricconsumptionstart' },
- odometer: { suffix: '_odometer' },
- rangeLiquid: { suffix: '_rangeliquid' },
- rangeElectric: { suffix: '_rangeelectrickm' },
- fuelLevel: { suffix: '_tanklevelpercent' },
- adBlueLevel: { suffix: '_tankleveladblue' },
- ecoScoreTotal: { suffix: '_ecoscoretotal' },
- ecoScoreFreeWheel: { suffix: '_ecoscorefreewhl' },
- ecoScoreBonusRange: { suffix: '_ecoscorebonusrange' },
- ecoScoreConstant: { suffix: '_ecoscoreconst' },
- ecoScoreAcceleraion: { suffix: '_ecoscoreaccel' },
- starterBatteryState: { suffix: '_starterbatterystate' },
- ignitionState: { suffix: '_ignitionstate' },
- tirePressureRearLeft: { suffix: '_tirepressurerearleft' },
- tirePressureRearRight: { suffix: '_tirepressurerearright' },
- tirePressureFrontLeft: { suffix: '_tirepressurefrontleft' },
- tirePressureFrontRight: { suffix: '_tirepressurefrontright' },
- maxSoc: { prefix: 'sensor.', suffix: '_max_state_of_charge' },
- soc: { prefix: 'sensor.', suffix: 'soc' },
- chargingPower: { suffix: '_chargingpowerkw' },
- iginitionState: { suffix: '_ignitionstate' },
-};
-const combinedFilters = Object.assign(Object.assign({}, binarySensorsFilters), sensorDeviceFilters);
-const cardTypes = [
- {
- type: 'tripCards',
- name: 'Trip data',
- icon: 'mdi:map-marker-path',
- config: 'trip_card',
- },
- {
- type: 'vehicleCards',
- name: 'Vehicle status',
- icon: 'mdi:car-info',
- config: 'vehicle_card',
- },
- {
- type: 'ecoCards',
- name: 'Eco display',
- icon: 'mdi:leaf',
- config: 'eco_card',
- },
- {
- type: 'tyreCards',
- name: 'Tyre pressure',
- icon: 'mdi:tire',
- config: 'tyre_card',
- },
-];
-
-const tripOverview = [
- { key: 'odometer', icon: 'mdi:counter' },
- { key: 'fuelLevel' },
- { key: 'adBlueLevel', icon: 'mdi:fuel' },
- { key: 'rangeLiquid', name: 'Range' },
- { key: 'rangeElectric', name: 'Range' },
- { key: 'soc' },
- { key: 'maxSoc' },
-];
-const tripFromReset = [
- { key: 'distanceReset', name: 'Distance traveled' },
- { key: 'averageSpeedReset', icon: 'mdi:speedometer', name: 'Average speed' },
- { key: 'liquidConsumptionReset', name: 'Consumption reset' },
- { key: 'electricConsumptionReset', name: 'Consumption reset' },
-];
-const tripFromStart = [
- { key: 'distanceStart', name: 'Distance traveled' },
- { key: 'averageSpeedStart', icon: 'mdi:speedometer-slow', name: 'Average speed' },
- { key: 'liquidConsumptionStart', name: 'Consumption start' },
- { key: 'electricConsumptionStart', name: 'Consumption start' },
-];
-const vehicleOverview = [
- { key: 'lockSensor', name: 'Lock status' },
- { key: 'windowsClosed' },
- { key: 'doorStatusOverall' },
- { key: 'parkBrake' },
- { key: 'ignitionState' },
-];
-const vehicleWarnings = [
- { key: 'starterBatteryState', name: 'Starter battery' },
- { key: 'lowCoolantLevel', name: 'Coolant', icon: 'mdi:car-coolant-level' },
- { key: 'lowBrakeFluid', name: 'Brake fluid', icon: 'mdi:car-brake-fluid-level' },
- { key: 'lowWashWater', name: 'Washer fluid' },
- { key: 'tirePressureWarning', name: 'Tire pressure' },
- { key: 'engineLight', name: 'Engine light' },
-];
-const ecoScores = [
- { key: 'ecoScoreBonusRange', name: 'Bonus range' },
- { key: 'ecoScoreAcceleraion', name: 'Acceleration' },
- { key: 'ecoScoreConstant', name: 'Constant' },
- { key: 'ecoScoreFreeWheel', name: 'Free wheel' },
-];
-const tyrePressures = [
- { key: 'tirePressureFrontLeft', name: 'Front left', icon: 'mdi:tire' },
- { key: 'tirePressureFrontRight', name: 'Front right', icon: 'mdi:tire' },
- { key: 'tirePressureRearLeft', name: 'Rear left', icon: 'mdi:tire' },
- { key: 'tirePressureRearRight', name: 'Rear right', icon: 'mdi:tire' },
-];
-const tyreAttributes = [
- 'tirePressureFrontRight',
- 'tirePressureFrontRight',
- 'tirePressureRearLeft',
- 'tirePressureRearRight',
-];
-const chargingOverview = [
- { key: 'chargingPower', name: 'Power', icon: 'mdi:flash' },
- { key: 'soc', name: 'Current state' },
- { key: 'maxSoc', name: 'Maximum' },
- { key: 'selectedProgram' },
-];
-
-const lockAttributes = {
- doorlockstatusfrontleft: { name: 'Door lock front left', state: { false: 'locked', true: 'unlocked' } },
- doorlockstatusfrontright: { name: 'Door lock front right', state: { false: 'locked', true: 'unlocked' } },
- doorlockstatusrearleft: { name: 'Door lock rear left', state: { false: 'locked', true: 'unlocked' } },
- doorlockstatusrearright: { name: 'Door lock rear right', state: { false: 'locked', true: 'unlocked' } },
- doorlockstatusgas: { name: 'Gas lock', state: { false: 'locked', true: 'unlocked' } },
-};
-const doorStatus = {
- '0': 'Open',
- '1': 'Closed',
- '2': 'Not existing',
- '3': 'Unknown',
-};
-const doorAttributes = {
- decklidstatus: { name: 'Deck lid', state: { false: 'closed', true: 'open' } },
- doorstatusfrontleft: { name: 'Door front left', state: { false: 'closed', true: 'open' } },
- doorstatusfrontright: { name: 'Door front right', state: { false: 'closed', true: 'open' } },
- doorstatusrearleft: { name: 'Door rear left', state: { false: 'closed', true: 'open' } },
- doorstatusrearright: { name: 'Door rear right', state: { false: 'closed', true: 'open' } },
- enginehoodstatus: { name: 'Engine hood', state: { false: 'closed', true: 'open' } },
- sunroofstatus: {
- name: 'Sunroof status',
- state: {
- '0': 'closed',
- '1': 'open',
- '2': 'lifting open',
- '3': 'running',
- '4': 'anti-booming position',
- '5': 'sliding intermediate',
- '6': 'lifting intermediate',
- '7': 'opening',
- '8': 'closing',
- '9': 'anti-booming lifting',
- '10': 'intermediate position',
- '11': 'opening lifting',
- '12': 'closing lifting',
- },
- },
-};
-const lockStates = {
- '0': 'Unlocked',
- '1': 'Locked int',
- '2': 'Locked',
- '3': 'Partly unlocked',
- '4': 'Unknown',
-};
-const chargeSelectedProgram = {
- '0': 'Standard',
- '1': 'Unknown',
- '2': 'Home',
- '3': 'Work',
-};
-const windowAttributes = {
- windowstatusrearleft: { name: 'Window rear left', state: { 2: 'closed', 0: 'open' } },
- windowstatusrearright: { name: 'Window rear right', state: { 2: 'closed', 0: 'open' } },
- windowstatusfrontleft: { name: 'Window front left', state: { 2: 'closed', 0: 'open' } },
- windowstatusfrontright: { name: 'Window front right', state: { 2: 'closed', 0: 'open' } },
- windowstatusrearleftblind: { name: 'Window rear left blind', state: { 2: 'closed', 0: 'open' } },
- windowstatusrearrightblind: { name: 'Window rear right blind', state: { 2: 'closed', 0: 'open' } },
- windowstatusfrontleftblind: { name: 'Window front left blind', state: { 2: 'closed', 0: 'open' } },
- windowstatusfrontrightblind: { name: 'Window front right blind', state: { 2: 'closed', 0: 'open' } },
-};
-const starterBattery = {
- '0': 'OK',
- '1': 'Partly charged',
- '2': 'Not available',
- '3': 'Remote service disabled',
- '4': 'Vehicle no longer available',
-};
-
-function styleInject(css, ref) {
- if ( ref === void 0 ) ref = {};
- var insertAt = ref.insertAt;
-
- if (!css || typeof document === 'undefined') { return; }
-
- var head = document.head || document.getElementsByTagName('head')[0];
- var style = document.createElement('style');
- style.type = 'text/css';
-
- if (insertAt === 'top') {
- if (head.firstChild) {
- head.insertBefore(style, head.firstChild);
- } else {
- head.appendChild(style);
- }
- } else {
- head.appendChild(style);
- }
-
- if (style.styleSheet) {
- style.styleSheet.cssText = css;
- } else {
- style.appendChild(document.createTextNode(css));
- }
-}
-
-var css_248z$3 = i$2`:host {
- font-family:
- poppins,
- sans-serif,
- system-ui, -apple-system, Segoe UI, Roboto, Ubuntu, Cantarell, Noto Sans, sans-serif,
- BlinkMacSystemFont,
- 'Segoe UI',
- Roboto,
- Oxygen,
- Ubuntu,
- Cantarell,
- 'Open Sans',
- 'Helvetica Neue';
-}
-*:focus {
- outline: none;
-}
-
-ha-card {
- position: relative;
- overflow: hidden;
- display: block;
- width: 100%;
- height: auto;
- padding: 1rem;
- background-color: #eeeeee;
-}
-ha-card.dark {
- background-color: #0c0c0c;
-}
-
-header h1 {
- color: --primary-text-color;
- color: var(--ha-card-header-color, --primary-text-color);
- font-family: serif !important;
- font-size: 24px;
- font-size: var(--ha-card-header-font-size, 24px);
- letter-spacing: -0.012em;
- line-height: 48px;
- display: block;
- margin-top: 0px;
- margin-bottom: 0px;
- font-weight: 400;
- text-align: center;
-}
-
-.header-background {
- display: flex;
- justify-content: center;
- align-items: center;
- position: absolute;
- width: 100%;
- height: 100%;
- max-height: 250px;
- top: 0px;
- left: 50%;
- opacity: 0.1;
- z-index: 0;
- -webkit-mask-image: linear-gradient(transparent 0%, black 40%, black 70%, transparent 100%);
- mask-image: linear-gradient(transparent 0%, black 40%, black 70%, transparent 100%);
- transform: translate(-50%);
- background-size: contain;
- background-repeat: no-repeat;
- background-position: center;
-}
-
-#map-box {
- position: relative;
- width: 100%;
- height: 170px;
- margin: 0;
- padding: 0;
- overflow: hidden;
-}
-
-.header-info-box {
- display: flex;
- justify-content: center;
- align-items: center;
- position: relative;
- width: 100%;
- height: -moz-fit-content;
- height: fit-content;
- overflow: hidden;
- gap: 0.5rem;
- flex-wrap: wrap;
- transition: all 0.5s ease;
-}
-
-.info-box {
- --mdc-icon-size: 17px;
- display: flex;
- justify-content: center;
- align-items: center;
- position: relative;
- width: 100%;
- height: -moz-fit-content;
- height: fit-content;
- gap: 1rem;
- opacity: 0.8;
- /* text-transform: capitalize; */
-}
-
-.info-box .item {
- display: flex;
- align-items: center;
- gap: 0.4rem;
-}
-
-.info-box .item span {
- font-size: 1rem;
- }
-
-.info-box .item ha-icon {
- margin-bottom: 3px;
- }
-
-.item.active-btn {
- cursor: pointer;
-}
-
-.info-box.charge {
- overflow: hidden;
- justify-content: space-evenly;
- max-height: 0;
- opacity: 0;
- transition: all 0.5s ease-in-out;
-}
-
-.info-box.charge.active {
- max-height: 100px; /* Adjust this to be more than the expected height of the content */
- opacity: 1;
- padding-top: 0.5rem;
- padding-bottom: 0.5rem;
-}
-
-.info-box.charge .item {
- display: flex;
- align-items: center;
- flex-wrap: wrap;
- flex-direction: column;
- gap: initial;
- width: -moz-max-content;
- width: max-content;
-}
-
-.info-box.charge .item-name {
- color: var(--secondary-text-color);
-}
-
-.fuel-wrapper {
- display: inline-block;
- width: 40%;
- height: 5px;
- background-color: #909090;
- border-radius: 5px;
- position: relative;
-}
-
-.fuel-wrapper .fuel-level-bar {
- position: absolute;
- background-color: #4caf50;
- border-radius: 5px;
- transition: width 0.5s ease;
- height: 5px;
- }
-
-.charging-icon {
- position: absolute;
- display: flex;
- align-content: center;
- top: -7px;
- left: 29%;
-}
-
-.grid-container {
- display: grid;
- grid-template-columns: repeat(auto-fill, minmax(160px, 1fr));
- grid-gap: 0.5rem;
- gap: 0.5rem;
- margin-top: 1rem;
- position: relative;
-}
-.grid-item {
- display: flex;
- gap: 1rem;
- align-items: center;
- padding: 0.5rem 1rem;
- background: #fff;
- background: var(--ha-card-background, var(--card-background-color, #fff));
- box-shadow: none;
- box-shadow: var(--ha-card-box-shadow, none);
- box-sizing: border-box;
- border-radius: 12px;
- border-radius: var(--ha-card-border-radius, 12px);
- border-width: 1px;
- border-width: var(--ha-card-border-width, 1px);
- border-style: solid;
- border-color: #e0e0e0;
- border-color: var(--ha-card-border-color, var(--divider-color, #e0e0e0));
- transition: all 0.3s ease-out;
- opacity: 1;
- cursor: pointer;
-}
-.grid-item:hover {
- box-shadow: 0 0 10px 0 rgba(0, 0, 0, 0.1);
- }
-
-@media screen and (max-width: 768px) {
- .grid-item {
- padding: 8px;
- }
-}
-.grid-item .item-icon {
- display: inline-block;
- border-radius: 50% 50%;
- background-color: var(--chip-background-color);
- padding: 0.5rem;
-}
-.grid-item .item-content {
- display: flex;
- flex-direction: column;
-}
-.grid-item .item-content .primary {
- font-size: 13px;
- font-weight: 500;
- }
-.grid-item .item-content .secondary {
- color: var(--secondary-text-color);
- /* text-transform: capitalize; */
- letter-spacing: 0.5px;
- font-size: smaller;
- }
-
-.added-card-header {
- display: flex;
- justify-content: space-between;
- align-items: center;
- margin-bottom: 1rem;
-}
-.added-card-header .headder-btn {
- cursor: pointer;
- color: var(--secondary-text-color);
- opacity: 0.5;
- transition: opacity 0.3s;
-}
-.added-card-header .headder-btn:hover {
- opacity: 1;
- }
-
-.added-card-header .card-toggle {
- display: flex;
- gap: 1rem;
-}
-
-.added-card {
- position: relative;
- width: 100%;
- height: auto;
- margin-top: 1rem;
- padding: 0;
- overflow: hidden;
-}
-
-.added-card:first-child {
- margin-top: 0;
-}
-
-.last-update {
- display: inline-flex;
- width: 100%;
- justify-content: center;
- color: var(--secondary-text-color);
- margin-top: 0.5rem;
- opacity: 0.5;
- font-size: 0.8rem;
-}
-#cards-wrapper {
- animation: fadeIn 0.5s ease-in-out;
- position: relative;
-}
-#main-wrapper {
- animation: fadeIn 0.3s ease;
- position: relative;
-}
-
-.card-element {
- transition: all 0.5s ease;
- position: relative;
-}
-
-/* .card-element.swiping-left {
- transform: translateX(-120%);
-} */
-
-/* .card-element.swiping-right {
- transform: translateX(120%);
-} */
-
-.slide-left-enter {
- transform: translateX(100%);
-}
-
-.slide-left-enter-active {
- transform: translateX(0);
-}
-
-.slide-left-exit {
- transform: translateX(0);
-}
-
-.slide-left-exit-active {
- transform: translateX(-100%);
-}
-
-.slide-right-enter {
- transform: translateX(-100%);
-}
-
-.slide-right-enter-active {
- transform: translateX(0);
-}
-
-.slide-right-exit {
- transform: translateX(0);
-}
-
-.slide-right-exit-active {
- transform: translateX(100%);
-}
-@keyframes fadeIn {
- from {
- opacity: 0;
- }
- to {
- opacity: 1;
- }
-}
-
-.default-card {
- align-items: center;
- padding: 0.5rem 1rem;
- background: #fff;
- background: var(--ha-card-background, var(--card-background-color, #fff));
- box-shadow: none;
- box-shadow: var(--ha-card-box-shadow, none);
- box-sizing: border-box;
- border-radius: 12px;
- border-radius: var(--ha-card-border-radius, 12px);
- border-width: 1px;
- border-width: var(--ha-card-border-width, 1px);
- border-style: solid;
- border-color: #e0e0e0;
- border-color: var(--ha-card-border-color, var(--divider-color, #e0e0e0));
- transition: all 0.3s ease-out;
- margin-bottom: 1rem;
- position: relative;
-}
-
-.default-card:last-child {
- margin-bottom: 0;
-}
-
-.default-card .data-header {
- color: --primary-text-color;
- color: var(--ha-card-header-color, --primary-text-color);
- font-family: inherit;
- font-family: var(--ha-card-header-font-family, inherit);
- font-size: 24px;
- font-size: var(--ha-card-header-font-size, 24px);
- letter-spacing: -0.012em;
- line-height: 48px;
- display: block;
- margin-top: 0px;
- margin-bottom: 0px;
- font-weight: 400;
-}
-.data-row {
- display: flex;
- justify-content: space-between;
- padding: 8px 0;
- border-bottom: 1px solid #444;
-}
-
-.data-row .data-value-unit {
- cursor: pointer;
-}
-
-.data-row span {
- height: 100%;
- display: flex;
- align-items: flex-end;
-}
-
-.data-row:last-child {
- border-bottom: none;
-}
-.data-row div {
- display: flex;
- align-items: center;
- gap: 0.5rem;
-}
-.data-icon {
- color: var(--secondary-text-color);
-}
-
-.data-icon.warning,
-.warning {
- color: --error-color !important;
- color: var(--warning-color, --error-color) !important;
-}
-
-.subcard-icon {
- transition: transform 0.3s;
- transform: rotate(0deg);
- display: inline-block;
-}
-
-.subcard-icon.active {
- transform: rotate(90deg);
-}
-
-.subcard-icon.hidden {
- visibility: hidden;
-}
-
-.sub-attributes {
- overflow: hidden;
- padding-top: 0 !important;
- padding: inherit;
- max-height: 0;
- opacity: 0;
- transition:
- opacity 0.5s ease-in-out, max-height 0.7s ease-in-out;
-}
-
-.sub-attributes.active {
- max-height: 1000px;
- opacity: 1;
- padding: inherit;
-}
-
-.error {
- color: var(--error-color);
-}
-
-dialog {
- width: 100%;
- overflow: hidden;
- max-width: 500px;
- background: none;
- border: none;
- border-radius: 12px;
-}
-
-dialog::backdrop {
- background: rgba(0, 0, 0, 0.5);
- -webkit-backdrop-filter: blur(5px);
- backdrop-filter: blur(5px);
-}
-
-@keyframes slideUpDown {
- 0% {
- transform: translateY(-100%);
- }
- 100% {
- transform: translateY(0);
- }
-}
-
-@keyframes tap-feedback {
- 0% {
- transform: translateX(-50%);
- }
- 100% {
- transform: translateX(100%);
- }
-}
-
-.click-shrink {
- transition: transform 0.1s;
-}
-
-.click-shrink:active {
- transform: scale(0.9);
-}
-
-.tyre-wrapper {
- position: relative;
- width: 100%;
- height: 100%;
- aspect-ratio: 1;
-}
-
-.tyre-wrapper .background {
- position: absolute;
- width: 100%;
- height: 100%;
- z-index: 0;
- top: 50%;
- left: 50%;
- transform: translate(-50%, -50%);
- background-size: cover;
- background-repeat: no-repeat;
- overflow: hidden;
- filter: drop-shadow(2px 4px 1rem rgba(0,0,0,0.84706));
-}
-
-.tyre-wrapper .tyre-box {
- position: absolute;
- width: 50%;
- height: 50%;
- z-index: 1;
- display: flex;
- align-items: center;
- flex-direction: column;
- justify-content: center;
- gap: 0.5rem;
- text-shadow: 0 1px 0 rgba(255, 255, 255, 0.4);
-}
-.tyre-name {
- color: var(--secondary-text-color);
- text-align: left;
- margin: 0;
- text-transform: uppercase;
-}
-.tyre-value {
- font-size: 1.5rem;
- color: var(--primary-text-color);
- text-align: center;
- margin: 0;
-}
-
-.tyre-info {
- display: flex;
- justify-content: center;
- align-items: center;
- gap: 0.5rem;
- font-size: 0.9rem;
- color: var(--secondary-text-color);
- text-align: center;
-}
-
-.frontleft {
- top: 0%;
- left: 0%;
- transform: translate(-15%, -10%);
-}
-
-.frontright {
- top: 0%;
- right: 0%;
- transform: translate(15%, -10%);
-}
-
-.rearleft {
- bottom: 0%;
- left: 0%;
- transform: translate(-15%, 10%);
-}
-
-.rearright {
- bottom: 0%;
- right: 0%;
- transform: translate(15%, 10%);
-}
-`;
-styleInject(css_248z$3);
-
-const amgBlack = 'data:image/png;base64,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';
-const amgWhite = 'data:image/png;base64,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';
-const tyreBg = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8AAAAPACAYAAAD61hCbAAAACXBIWXMAAAsTAAALEwEAmpwYAAAG2GlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDIgNzkuMTYwOTI0LCAyMDE3LzA3LzEzLTAxOjA2OjM5ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOnN0RXZ0PSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VFdmVudCMiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIiB4bWxuczpwaG90b3Nob3A9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGhvdG9zaG9wLzEuMC8iIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDpkMDU2MzdjZS0xNDM1LTNlNGItOTBkYi1kZjdjNmFkMjJhY2MiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6NjJFNzRFNDJGNDkyMTFFOTgyQkNDQzc3OERGMDhCRjIiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6ZDllMGExZDktODhiZC02NjQ4LWE0YzYtNzJjNWYwZGQ4OTM0IiB4bXA6Q3JlYXRvclRvb2w9IkFkb2JlIFBob3Rvc2hvcCBDQyAyMDE4IChXaW5kb3dzKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTktMTAtMjNUMTE6MzI6NTQrMDI6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE5LTExLTExVDEzOjQxOjM1KzAxOjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE5LTExLTExVDEzOjQxOjM1KzAxOjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIj4gPHhtcE1NOkRlcml2ZWRGcm9tIHN0UmVmOmluc3RhbmNlSUQ9InhtcC5paWQ6Y2ZmYzgzYjgtMGNhYy00ZDQ4LTk5OWUtOWQ2ZTVmYWE4NjFkIiBzdFJlZjpkb2N1bWVudElEPSJhZG9iZTpkb2NpZDpwaG90b3Nob3A6MGJhNGQ4ZjgtYjU0MS02OTRkLWEwMjEtYjVmZDIzNGYzZjZlIi8+IDx4bXBNTTpIaXN0b3J5PiA8cmRmOlNlcT4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjQxMTQxMTUwLTMwOWYtOGI0ZS05Njg1LWU1ZDkxYzBmMzBlMCIgc3RFdnQ6d2hlbj0iMjAxOS0xMC0yOFQxMzozMzoyNiswMTowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKFdpbmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDpkOWUwYTFkOS04OGJkLTY2NDgtYTRjNi03MmM1ZjBkZDg5MzQiIHN0RXZ0OndoZW49IjIwMTktMTEtMTFUMTM6NDE6MzUrMDE6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAyMDE4IChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz6YzgjfAAR8YElEQVR4nOzdd5xj13nf/885t6AD02dnthfuksu27F2kKFIyJcqWLJe4yy12ErdfEv9cYv3suCrNcUmzY8eyU13kXmJ1URIlimIR+5Lc3qej47Zzfn/cC8zMdnZy93nzteQsBri4wGC5+OJ5znOUtRYhhBBCCCGEEOJCp9/oExBCCCGEEEIIIV4PEoCFEEIIIYQQQlwUJAALIYQQQgghhLgoSAAWQgghhBBCCHFRkAAshBBCCCGEEOKiIAFYCCGEEEIIIcRFQQKwEEIIIYQQQoiLggRgIYQQQgghhBAXBQnAQgghhBBCCCEuChKAhRBCCCGEEEJcFCQACyGEEEIIIYS4KEgAFkIIIYQQQghxUZAALIQQQgghhBDioiABWAghhBBCCCHERUECsBBCCCGEEEKIi4IEYCGEEEIIIYQQFwUJwEIIIYQQQgghLgoSgIUQQgghhBBCXBQkAAshhBBCCCGEuChIABZCCCGEEEIIcVGQACyEEEIIIYQQ4qIgAVgIIYQQQgghxEVBArAQQgghhBBCiIuCBGAhhBBCCCGEEBcFCcBCCCGEEEIIIS4KEoCFEEIIIYQQQlwUJAALIYQQQgghhLgoSAAWQgghhBBCCHFRkAAshBBCCCGEEOKiIAFYCCGEEEIIIcRFQQKwEEIIIYQQQoiLggRgIYQQQgghhBAXBQnAQgghhBBCCCEuChKAhRBCCCGEEEJcFCQACyGEEEIIIYS4KEgAFkIIIYQQQghxUZAALIQQQgghhBDioiABWAghhBBCCCHERUECsBBCCCGEEEKIi4IEYCGEEEIIIYQQFwUJwEIIIYQQQgghLgoSgIUQQgghhBBCXBQkAAshhBBCCCGEuChIABZCCCGEEEIIcVGQACyEEEIIIYQQ4qIgAVgIIYQQQgghxEVBArAQQgghhBBCiIuCBGAhhBBCCCGEEBcFCcBCCCGEEEIIIS4KEoCFEEIIIYQQQlwUJAALIYQQQgghhLgoSAAWQgghhBBCCHFRkAAshBBCCCGEEOKiIAFYCCGEEEIIIcRFQQKwEEIIIYQQQoiLggRgIYQQQgghhBAXBQnAQgghhBBCCCEuChKAhRBCCCGEEEJcFCQACyGEEEIIIYS4KEgAFkIIIYQQQghxUZAALIQQQgghhBDioiABWAghhBBCCCHERUECsBBCCCGEEEKIi4IEYCGEEEIIIYQQFwUJwEIIIYQQQgghLgoSgIUQQgghhBBCXBQkAAshhBBCCCGEuChIABZCCCGEEEIIcVGQACyEEEIIIYQQ4qIgAVgIIYQQQgghxEVBArAQQgghhBBCiIuCBGAhhBBCCCGEEBcFCcBCCCGEEEIIIS4KEoCFEEIIIYQQQlwUJAALIYQQQgghhLgoSAAWQgghhBBCCHFRkAAshBBCCCGEEOKiIAFYCCGEEEIIIcRFQQKwEEIIIYQQQoiLgvtGn4AQQrxW7rrrzjf6FE5lLBgDWhMlCUtLi4xUqgS1IVpzs4wV8kRJQrvdIee6RIUCJgjwjQFl8NwqzZaPVnVyFejmShQrBUy3iDMfY7y95PwaURiSGIPraBzXpdFoMjRUI0ki6ksJvl/EmIBc3sfRPYIwIYlj8oUCcRSRJAmlnE+vXKKzsMSw71Eol4njBNdzmZ+bo1wq0Wq3KeTyxNbgOC6O1nS7XYqlIoqEvD9NoQhL9ePklUtu6yYWcjmKjz5GXCpxycZNfOqxx5jcvImRRpOvHjnCup07GS/k2f3c81QnJpjEcqTRoJAkTK9fx57dz9Mpl9kyOcnB53YzPDrK2rFRnu/1KG3ZwvWdDse6XXzfx3Mcetby1AsvcNnaUfKFnaCavLj3cXRk2XrbzXTmFnjswQe5/obrqebzzKI4vv8AS0ePsevKy2nkNEU9wZc/+zG2bZ1idHwNZvslTNuELxw+zK7tOwhnDnLT+PUcCgN+6z//NB94531s2Hwdjz9RZ2pqnCeefoCl5hGicAntFGnUWyNDQ1WTnxheCpbm8KIaherlXPv+Szh2dB+Xj05w+InH+cLufXzre38cWz7KUU7w+N90md37Zd717rcT9wJORAd5cb5Ffv8B1l11FTnP4Wgv4Pjhw1y+di1rx8bo9gIO7N/HXBRyy7XXUnI9vvjwl3Bsia1X3YRb6VB/fh8HTxzn5huvZmG+xNPPLXDF5YcZH/la9h54jIOHHuOSbZdy7NgRWnUY2jDBbGuOSlKgNjRBa/45lDvK6MgIR482abcWuGT6Co5WG7SP7WPz9kuZ3f0ChXKJ8vgIx57ex67rbubZ5x6iVKoCivn5GQq6wmJlgmF/kYpxWGw0aIUR1dERurOzJBastQwND9Fut6jVhmg1mgTWon0f1engui5UKlhrMb0eVmus65DzNMmiRbkWYzs4WhFFBXzX0LU9dC5PMQjp5HPoMMLzPNq+B40GNc/HaE0cR2jtEPSaJMkYpaIiTuqAA75PM+hRjRPU2CgEAUGjiXZd4jimXCphjGFhcRGloFauUB2qkiQW1Bv9P6ZTfeYzn32jT0EIIV4TEoCFEEKIk1mLSUyaSxQopYiiCIzBczRNIIhjbC8i6HZJYkM3jjEKRteuU4vKLZWjzkhhOKr5Qz2nMuQXTizEWwqF8o3Ta9bunBgf3/nwo48kB5977okkts9WK8mXr7yudPDy9RtCs9RKjh1vtOYDPZ8vVeqtdgPt9AhtD1SEAXqdCJ0kuK7GKLBxTHaqWAWJMW/ccyeEEEK8iUkAFkIIcXFRYIwBY1A6Lb2FYQDW4GmFNZZEgeO7JNYS9CK63UVGR8bzPa1Hntt/ZHjD8Ihz7d1314p6aNfMiZkNSc+MzIwtlbds3lz7ge/5odGFemPEBr2J+965s3zF1VfQXLyJ40eOMT4xyej4OMeOHYO4S5zY9b0weE8Q9pgYjzj+5BMsvbiPuWa3t23HZSfuue++Q8Vi+cBSQ5vugXa48/Luoat23nFow9qtu3c//1R7756jieeV5v3a0MLCwmKvUi7hOA6FfB6lNRrQWJIoJElilFJopbDGYKzhTVl6FEIIIV5DEoCFEEJccKy1KEArBdYQRxGYGI1LGMaAwXE8up0e3SCgVKxQb8fjC435yZ5NvPHxifWe0lccmluYnhibrFx9y+Xlv5rdu3NkZHzN1i3bhq7atoXGkSNcc/lWtm69h6PHjrBnzwu0Tuxjqd7m4MHDHDp0kC898BmU0kQmxqJYWFjke777u9m5Yxtbt2xhsdXhiw89TByFfOzjv50GcaBQKOSD9uJG25nbaG10+/DIOLddfz3rNqxn7969hGGH4ZGdFPOWxx/96lIzTo59133v3v3M7ufr+7/wYLMyXNvbi6Kn9h8/MZtoLzK58ryXhMfb7TbWzaFcF8e4xInB1WBNTByHaKVQKNICsn0Df4JCCCHEa0MCsBBCiLcskyRYa9GAUZA4DjqJSeKYyHPxtU+72SJIDHNNOzHkzk+smRjOr4k2bmw2g2t0M5zaunFz6ertl20uFoqbllqtiW0b1/Fff+e/MToyzPf+4AcZHRtDmYR9L+7m5htu4B133YFfLPOxj3+Sz3764xw+sJFLL93JPe+4hySx7Nt/gA3bdhBHIbOz8zTrDVzfwVpDHEZs2bqNd973Hu68+x187gtfYmhkAq0VX//134Drufh+jnyxQLfdJY5DHAX1pXl2P/MEB/e+wPG5Ba67/jruuu0O7rnjdv78L/966NEnnh66/ZYbLvumD7yPh774IL/4Sx+mtbTAT/3Mh3j+xT20mo35mePHd0+uWbtvZnY+QOcOlyv5J0eGvX31drPb6DongkDNzy0s4no1XFeTxBHKumlFPA7RWmGtxVoJxkIIId66JAALIYR407PGYK0BLEkcgdYorVCOQxQbGkFIwQAzM+sOJbY6Mjk9fODEsZsOnpi//Pabb/Pe9a77Nmild37mgU+NP7P7AD/4vd9NGHS57LLL+Ku//XsazSXe/953MTQ8jJcvMTQyyoZ101y6YztoRZJYfnRskp2XXUoUhizW66zbuIWf/blf4Nixw5Srw1QqVabWrmfT5k1s2biRNVNr6PUi6q0W1WqZXK5IqVTl05//Ev/nT/6C4aEhJibHqVUrtFttlhaXsNaSLxTJ5fPs2buf48ePMz97gmajQRxH7H1xN1PT63jX17wHtMfE1Fq+7wf+Ec889xxbt25hfGKCdWunWTM9TbPd5b533ku31+O5p58c/dV//x9u3bB23a0/9kM/yCc/9nFOzM7whx/9M67ceSXv+Jq7j1aq1RdOzMwefOBzX+gWK/EzUTz56MHZZ+ZiHc+OTq6fq9ebBEGEIo/rueA6JGGy/PORdcdCCCHeAiQACyGEeFOw1pKYBJTCWkMQBlilcLCgNb1ej3Y3pB2oktNpr19qtKeGJ9de7Wq1jXyx0jt4aNsd2y+9ctctt1Q2T0/x6CMP8zu/9wfcfusNbF2/jl6vxY6tG3jsq09x+eU7mZyYwM/5fJ2fZ3hoiHXTawijmOMzcxw5doKR0RFmFuocOXKcj3/iE/zGb/4a9737fuLY8sBnH2B+5lB25j6txiKtxiLHjhzg0S9/fvCYiuUavqtJjKVQKuPn8gxVy5SKRfZb6HQ6tDodoigm6LYJegG9KCbutc74PB07eph773k7k+u2cvutN7PUqPPFLzzAT//kT3P9ddeyecsWOkHCvoOHWGg0GK7VuPra6/mlD/8SaM26dRu4953v5IUX91CqjnD7LTfiO3Z6ev2m6d3Pv8ifffSP+PZv+QDXXHsroenaj/7pn8984hOPPXnlZTuOjIxMto4cmX3owIt7n3U9U+855Rd6YURsLTnt4LoeCpew18MmBpTK1hoLIYQQbw4SgIUQQryulFIkSYy1Bq0UQRRilMUmMb6bx1GadhChtVc9sf/gemdoqDQ2sebyvFY3TK9dP37jTbft+vCv/OLW9bevUf/kR/4hExMTzM4v8Md//Ce8+93v4pZbbmH2xHEm33kvd7ztDnbsuJSc55IvlviLv/xrtm7bwujEBM1uj9lDR/jRH/kx/JzPrl3XMDMzx3O7n+fxR76YnWwObEh/Pewf/+H/YXholJGRMTZsuIWxkWHWrJmkUq1ik5ggCnAdl1ptmNHRcfKlCr1uh3anTtANSYxGOxonl0cpTbWYw/c9bBKTyxcYGalRqw4Rhj0OHzrAkSPHaLXb5HM5hoaH6bTb7H7+eQ4fPsrC/CKf/MQnWarPQxLxM//iJ9Nz1gUwXQB++7d+l+uuu5apNZM88MADBEGP//Cbv0G5UmHn5ZcTxjEn5hZ45zveTrPZ4PLLL+NP/+QPyXk+xWKRsYlJVStWJuN2b/Kn/sVPUxuq8elPffyf/NIv/CsO7z2a/PA//ZFHHnn8qRec4anFsZGJTz/33O79R4/N9cq10RdCq6K859HWDkYrFGnLutJKqsVCCCHeMBKAhRBCvOaMMSgHQhPTSULyiSKxLtr3yCu3fOyFI+untm7ePNJJrjn29O5N3/Jt3zrybV/3/uuaC3Mbf+cP/iebigV+6if+OYtzs+y4bAc7dmxj/fQ0u67aCVrT6QbcfvsdDNUqnDgxy5r1m/hvv/d7PPXU07zrXe/kwS8+RBTH/NZ/+S+E3RaFyjDdVgusBdIthL785UeoDg2Rzxe4+577WDO1hkI+T9Dr4ngOYxNrGBudQFnDUmM+HaZlHfxcHhyHTqtB0vPpBiELh0/wzJ5DJLElsRa0AptOYFZapROaFYRhRJwkKGXQyiGfz1PI+fiuJpf38VwXzy1QHRtnamoaZRNGJyZot9uUimU2bdoIFg7s38uhI4fo9ULKxQpJHLL/4AGeeWY3f/s3f0u9USfsNgG45ebbQGn8fIGwW8fNV/iBf/j9mCTm+huu5+/+9m+48cYb+e4PfhdHDh/i1ttuY9uOS6lVyhSLJb7tW7+DLZu3oZycc+XO7Tc+/tgjN1aHR/m3/+7Xfkg7hn/8j76NSy67+vHPf+YLT/7Zn/5Rd/2Wjc/OHz7+2N4DB46v3bhh96j2iG3WNp3ExGGIl8thjQX9Br5IhRBCXBQkAAshhHhNWGuxxhKFIVpZtO9RsTmOH5zZePmt92x68vndd//9Zx/c+o+///tvcXC2bLt0K3/9V3/Bnr37+db3vZsNmzZTqtR4z/3vQWnN5k2b0I7Hc7ufw9GWiclxjhyfY2Z2gd/4D/+Bz3zq49x99zuYm1vkiw99mW5rAYD/+tu/h3I0lUqBjRs2MbV2LUO1GuVSniAMKFVqrJmcxvc8orhLq9XDcTxqwyMEQUijvkSn1+HI0Vn27j9BNwyJ4jALzxqFwst75AsVfC+H55UojdSoagelwfV8HO3iKIVyFY52cLTGkO41nLZ+W0wcE4YRYRRgTUJgDZ2eJY667DvyDO3Wl4iCEKVBOw6+51MqPUqpUKJY8PE8j9pojQ3rN5LzfdZu2MhVV+2iUimxfv0mgl6Hp55+mqOHD1Eol9FKc+TwEfYf2M///l//m06nzX/+j/8ZiPiTP/pDfu7nf5lrr76K0bExPvPAp7nrzjv54Hd+F+vWTVMbGubpZ59henqS2992J2EQ8As///8xPDJCtVID2HXD1Zft+vwDn+Abv/b9bFy/lmdeeN4Oj4x95Rd//pefuPTKK/a0ou4Dhxeb+y/bMX3ENRarDCaOMBasTKAWQgjxGpEALIQQ4lVhAWwa5FxHY6wiVobE5qpD49N3PPHEU3f+yH3vv/p7tm972/C6ifwTjz7GX//lX/P+972HzVs201hc5LId25menkJhOT4zx1PPPMfnH/wSrudz5NBhjLV84Ytf5Euf/wwAyi8DkHM1o8NVPvmZBxmfmOTuu9/O6HCZBEUuX2HN9Fps0qNVb+LmCjhenlarSa/bIuhF7D1wjFY3IAi6OK6D1gq9/wi5QolCsYjvVykUHEqOxvN8PNfDcTRaZy3NjovSGldrHKWzY+j0MicLwo7G0xqtHbRyiOOQ0CYkscUYg0kSksQQJzFJYkhsdrlNv2cSgzHpZdYaoigi6HWJ45hObEmCiGNzx3nk8WcIegHGWrAW33epVh6nVqmQy7nkK1UqtVE2btjA1m2XcNXSAsVimTWTUxw5cojjx48QRxHGwO7n9/DIo48zUq3x8Y99gr/4y7/D83yi7hIAN996J7t2XUWxUGBsYoxGvc6977ibLVs2s2nTVv7u//4tvp9nYnwM0k2Hb3jgM5+64R/+w39IvlDkhpuvbR4/PvOZ//Hf//sz6zeu+6vZI80vU4yiXNHDzdaCI1OnhRBCvIokAAshhHhZFIC1KCyOVtgkoWsMSc7XQZBsKteGb68Mle5+x9333q1stH5pfoFrr7uMu+56B0uLs1TzOb7r27+dI0eO8PjjTzO3uMAv/+IvU62WGRkd56mnd/OVhx4Y3N/4mg1EcUi5XOHud7yHWjVPZC25fJk1k5PkPE0QRlingON5RL0mQTegF8Q8+ewLtDtdFAZHO/j5PMVihVy+RnHUw3FcJh0Xz3VxPAfHcdI2Ze3gOgpPu2hXox2FoxwcJw25rnZwnbSi67ga7Tq4asXvtV4Oyv3bZb9PjCFJYpLYYk1ClCQkgxCcEBuDSWLi2JBEMZFNiBJDEsYkJiFJLEkSEyeGxBisTYjjNCxbYzHZULEoCAnDLnGc0OgZrPU4sfcwX3n8KeIowtoE13UYGxlnZLSCsg6On2Pj+g3s2HkliwszaKUolWvMzM5w4thRPNel2WzwyGOP8+KLL5LL5ThyaC8AH/7lX+L6m+7gumt38fwLuzl2/Bgf/sVfZHJykkoxz3/6T/8RYyzTU1Pc9bY7Ko8+8uh7v/SFB977rd/8LT8xv9R4+otfeujzC3P1B3qaLypd2BeaJYw1KGuwxpLu8KzekNe8EEKItz4JwEIIIc6LtXYQOxQWx3HQjkdgHZrt9tZLt23eMLV23b2hte/677/7katvvelG599++Be5+pqrOXToKG+77RZmZ2f4wz/6Ew4ePMzv/bf/inY9Euuye/dz+L5LznVwHBerXdZMjnH//feTL5cJQ0u1XGSoViXGBSdH1OuQJBGxcTk0s0S708LVLr6fx8/nyOUL5ArDlKs+Q66D73m4vofjuTikwVZrjes5aYuyVjiexlMuruuiHY3rKNws6GonC8RaoV0Hx3XxHAeFSiu+jkarNNyidNqqjEZpJ3vOSNcCq3QQGLY/DCrdW9disYnFYjC23x7drwwnxEmCMQlJbIiiBJPEhP2KcZyG3ySJCOKsgpwkRGFMlMRpJdlY4iQmjhKMmcTadEKziQxx1KMb9Gj1YqzVxFGXvYcfJuh0iJMAi2VidILJyVEK5Rqu57Hpkku54upraDeXaLZaGAMKw9LCAruf38v/+aM/Jp/3iXsdvvlbvp2gG7B56xYcV5EkCd/0ga/ntjtuY2J0lF/9N/+aSy/bSbVSufzRrzx8+Xd+8IM/8PTTz0Z3vePeT122Yc2XukH86ecPHn2xkM8d8bWDo7P11EoNXptCCCHE+ZAALIQQ4swUGJNgjcZzHSIU+XwO7Rc3Pbv34J1RlNy5afOGq5SJr6ovNbxSfp5er8dP/L8/zmWXXcpzLx7g9//XR/nylx9i7949DA0PUywUOTE7h00MY8N51q0ZZ+uWDUSJYWpijGqlTDuAIArxXQ/t+bS7AXP1OjOtJfK5HMViTL5Uxc/lKDguo67G930cz8vW2JJWat1+1dXBc9MWZddx0Y6L6+s02CqN66atyo7nptVbJ/2e42qU9tBKoR1Qarm1Was0zFpDGnhVGsos6ZpeUNkHBgpLOggs/aL/5KZriNOrZHVNVwEWB8CDLN9hjM1agU0alLNqaJJYsAnGGpI4rRhHxmSBOCaOI8I4GQTkOI4J45AosZjYEEYhURQRJVkFOUqI4/R4NkmwWRBP4phe0GOpE4JRRJ02+w49ThgExEmA5+bZsH4txYJPaUhz4+3TvLNWRZuYpfoSi4sNtIVur83szAmOHp/hj//8r/n0A19g75491JtNdu26mnfcfTf33vMOfvXf/Sqfe/CL3t/93d++K2wtvWtkdPxnb77pxlar03v44Yce2rPUrH9qbGz0y76f25MvFNIPClAShIUQQpyTBGAhhBCrWZumOgtxYvALFSfve5e6udJ1x2eP3BycmL3yxMyJG9917z3+N3/g/Xz8Y3/PFx/6Mvv378PPFfimb/4GqrURvvTQlzly8DBHjx6mWPC44cYb8XMlir7i5ptvBO3T68VAgvZ9ukHC/FKDmXaLcqlEdXgc3yviOg5DYw6bL8nhuC4a0tbibP2t6zh4XlqldZz0l+c4OK7K2o6z3/saR7topfE8jeO6KJVWEx2tUI5GqbSiqzQopbGkwTbNugpj0/FMKgu1aeCyYNOQmmTVXKxNS77plRm07J6Sz+zgP6fbL1ehsArSf2lAo7RNh0prjeOa7Hp2cD7WmOx3Jls3bNKqcmwG7dWJSYjDiDBKK8RxnBBHMVEUEybRoO06SWJ6kSGOEyxxFqqTtKIcm2ydcYKJY9rdHoutGIxHb6nDgUMnCIIuruexYd06inmfdqvOxPRGbh+q0u00WVxYZHrtOogD5mZn+PQnP8nnvvBFxsdG+YYPfD1aaf70o39Ks3uQS/Ne+d13v+3t3/tt3/z2//l//vD7PvWZz8YHDhz6arGQ/2plbPwha+0j1VLpMQeMyeVIwgBjT/ecCyGEuJhJABZCCJFW+owBazAKrKNHcXP3VqxzF3nv5kanffVM4yjzszN0ex2KhQLbt2/n+Ow8ifa48ZbbKFcqTE2v44knnuH48eMMDw9RLBWYml5HbWwchUu93eJYvcnxxiKVaoXayCiFfBnfdxnJeWze5qWVWCetsGqt8RxnEHTT0Ovgui6uu7we13XSVmal3azKm15PZUHZ0RrlOFnbbFrBVVqllVebBkur0qRkTdZWq9Ica5KEtG+5X4VdkWtPeg7BLrc4A+isQnzSLZQ6dbaTUqdWMG0WrtM26ey8kv53l89LZYc3aUM2tn/3DmgnPS/l27SS3H8cNv29SRIsaWt1nGTrkqOYME7bqMM4IorSinIUh4RxWilOwpDI2LSynERUTEISGRITkyRJGsRtGqS7vYD5ZojCZ2mxzZ6Dh+l22mAV02smqA4PkStV6bRadMKQMAz57f/8nxgbG+Vtb7uNxfoSxJaHH3mSifGjVKslXM9152fnr1tSXOeemP0eP+dTKBUfK+Tzny/H0V8VSuXPe4V81wBx/8MFqRALIcRFTwKwEEJcjGwarDSQGEMURyjUSLFcfnvV896bGL4mjOLJdqNJs9UmjBNMFFEqliiUi2DgV3/tPxLHCbVaFavTLY+67Q5JlOC4DrlCgYm1G9hx+dWQH8LzckyPTrKtXML3PHw3rcL6rofrqDTc6jSkuq4zaEV2HDcdPuXotL3ZcXAHw6T6IVelgVdlU5m1pt96rFT6db8Qa43C9ttlLWmVkOybg3KhXVE5TOu9achMa61pPVb1r5ndT3pMlU0vTsPmctK1y1k2vbh/H0qtiMZ2cJ+w3AJ9lh8k9KvS2U3N4I7S6nE6rEwvh+u0ZxurFVqD45l0PbKftlZDGoytidNjGZutQU4DcRxF6XCtOCaK0vbqtI06JozTKnIcR4RRNqgrjqmYdF2yiWPiJGIinErXKUc9Op0Oi60AYxTNMGH+xAmWFuapLy3S7rQBi+u4KKtIrCUOeri5HBOTE2zauoV2s0XQC3AcTafVvqbVaF6zMDP7w16xuKc6VPu4Xyh8tFStfSFfzHd7zRhL2P+JnevJFUIIcQGSACyEEBeVNBxZ5RLRoduOc1MTlfs2bd76vl4Y39fu9CbanR7NZotGswEWPM8l5zkYrYlthIodXM9nenodcdgjiHoopXE8j2K+iOu6VGpDTG3axuVX7GJsbAxlDa7n4bluOlU5+9pz0xBrlcLTCs9zQTtosgFUngbloPuDj3Q6iVkrJ6vkqkGbMmThE5Wm2qwSa1Z2Fg+qsSdXAm1/NW66xrZ/tSzs9jOltWZQREyyJKtUGt5d10VpJ10LrFW6rth1cR0H13XwXB/XS6vX1qbrhdEQR2lrcRgGdLo9kv7ewIkZfG1MnF4vWVkRtivCc3pSad62adxXdkWOX/F4+znYGizZICmbBUKVDexyQGln8Jx4pB9wgF3elsmm06uTxGCNSduqs+pwlESEYUwUJ8RxlAbkOK0u98KIIAwJgoAoDMgVKiRJRBJFDNWGGB4aYn72BM3GEs2lJTqdNiaJsNZmg8jcbEJ3+shLxTJJtk1UsVhOu8+1Igy7Wxdm57ZqnB/Ml+ovNMq5j+VytY+Wcs6nc04eRUIcnealIIQQ4oImAVgIIS5w/f15tVJEiaXVqTNULt68ft34NxYL1fcWcrlLwjDmyPGjzM/MgwLX88n7uTTkWENi0gCirMbzc3i5HHEQEEQ9tOPgOT6g0K5meGyKbTuvYteua5meGM32cgUnGyLlaPD8dOshN5u0rBw33X7HTYOX42RDpXS6J28a6fTymtjBKtx+5RWssena3SzC9oOdWtH2Oqjv9ruVB2OtFVYp3KzFGu3gZZOe03OBnO/h+zlcNw25SZykU6gTQ7fbpdVo0G0tEQU9ekGPVrNJt9uj3mzRaNRp1Ou0G0u0u03CbgjW4rguxVKJcm2IkbE1TK9ZQ8538H2fQqFILl/AzxfIF0qMjY+Qy+VxlMLNhn1ZSzbZOaTb62VVV0OUJIO9haMoytq4GVS9Vb9crOyKrmDbz8yD56Qftg0KpdM4rLEo5eGodAssa1f8SgxGpXtBp6E4Db1xFJMYS5xERJGh1wvo9Lp0uj16QUgQhoRhgIktpcoQjptLJ2qrtD293W6ATSvSGlA6rWhHUYzveZQqRVqNNnESp7exinyhSJLEuJ5P0O1d0m21Lsnll/7Jou89XswX/rpcLH3UcSuP53IJQa/36v6hE0II8aYlAVgIIS5gSoGjFEEUMV9vTE+OTnzzTTdv+kbf925ZWuoyP7fI8dk5Wo0m5VKJQiEPMJhabG1CksSDVOTlchRLRZLY0gs6aaXT8VCOxvM9xtZs5KrrbuH6665itFohDEOMtWmFNGtb9nwXz00DcFrJ01nllCzwZEOn+tVcWP53thWTUstVWpuVeJXKJi33W5kTsgnPHo7rpPfpObhak8v5WQh3AIW1aVBsdzr0Oi26nQYLzSbNRpN2p0mv2+PE7AIzx4/Q7TQIw5jEKvK5HNrRtNttlhYW6bbruJ6D9vLpwK+ij8qqqtYkWJPgui6FUp44NnQ7XXphyGK9ztGjR3jx+Ry9XkCz1SYOukRBB5Qil68yMj5CtVwmDCKiKEapdE/jfKHE0Og4Gzaso1Yp4/l5iqUShUKRfKnC2OQYOT+XflDhuVgsYRDS6XToBRFJtg44iWOiMG1lhrRCnD3l2RCw/msq3Yc3DctZM7hOn3KtDQ4K6/hZq3W6ttzY/pZO6TrzxFiCMEyDcDeg2+3SDQK6vR5RbChVKvi5AieO7cf1fPS8otWoY0yMMQnEKnt9WHomwPddCqUiQbeXTciGJDIo7ZBEEX7OxeZctHIwsdk1O7O467id/ZliYfYTw0OVP/Kr1T8p5guLbhSvaoQXQghx4ZEALIQQF5g0nljiOKbeCBiulW+74oorvrdYLH0gDONqq91h9sAxZucW8HMeru8wMjKcVQltWmFN0tRjjc2mImtQimKpjON6tJpzWJPg58vpFOa8x5p127j1jru4/por8V1Ftxvg+x6emw2t8jxc18N1dNrmrHTWsru83jUNNSxPUTb96uKKx5ftoes4Dq7v4Xounuem64p9H893UWgSk9ALerRbLdqtOotzS9SXlmh3OpyYmWV25hjtZp16o0kQGbR20kDabREFHeLY4OYKVKrDVMpltFYoEhxHUa7WqA6PMjIySq1cplotUa5UKBRKFAol/Hwh3Yc45+N5frqvsCIN/UoPNkBSOt0T15h0kFQYpe3CYRAShSG9TpNet0u706bdbNBot6jXWywsztNcXKDdarFUX2SxUefI4YM0Wx0ajUWCdgObGPKlCpNrpigUCvR6AZgY13UYGh1l85ZtjI2M4udyVEplipUaQyOjlEtlPC/dCzmOE3q9Hu1OlzhO0vXiUUSSTYO2Jhmsibb9tdL9IWBKYXFQDrhZazZuOqHaNZZ8Lk+5nG3NFIT0goBuENDr9ojihEKhgHZdFvzD6YcKjqZdrxPFMZYk22s5rf6HYYznuahCjiAIsYlJ10ZbIFs7rF2FsQlKKUqVEtZYgl7nnoOHGvfkCvO/UC1V/3i4VvmIV6084kkCFkKIC5YEYCGEuBBYlTYJK0svjGi020NjQyPv37nziu/1ff+2Xi/g6PE5jh47RpIk5HyfarWCNSatnGIGbaVYMxgRpB0HY9PBSoVikXy+QKfbodftkPMKeK5HrlBgasM2brnjTm657kq0MgRhTLlUwvP9NEw5btpabBVmeRHq8ulbmy3bTc8jnfLs4bkenueQz/n4OR/tuOmwraBLs75Es7HE0tIC9aUlZufnOHH8BAvzx2nUW8RJel+dVpNuu0kcR6DzFMtVioUchZyH62oqQyOsrY0wMjLGxNgI1WqVcrlMqVKhWCyTL5bI+3lyvovjuoMPCJI4JgiDbJ2ryQJiuhY1MQntZodmvZUN2cqCfPrlatk63v7kaK0USqfTqv3CEPnSCKNOun+x46TPTc73szXHOm34NjFBENLp9QiDLp12K52o3G6xsLjIwlKdxcUFFmZP0Go0ODEzw8JCnW43oFFfpNNexNEua6bXU65U6HW7kETk8nkm161n88YtVEoliuUS1dow5WqNcrlK3s+htSZOErq9Ht1OjziJCMKYJI4xSZwO1EKlWzelH6dk20y5eIDnGXL5AmVj0q2Z4jT8jw0P4boOzxuTrfd2sNbSWFhKQ7bOPifRGpO1WnteDqwiSiKSKCH7rAQM2MSinKyUbS2O61Cq1CiUDHEUTjabSz+0uDT/Q/m5uU8Ml4sfGZqa+lM/n+9GrZZMjxZCiAuIBGAhhHiLU1pjPUu7ExF1g0vXb5j6gcuvuPxbcn5ust3p8cyL+5mdnaOYy1HIFyAbaGRZrvKi+vvapp2r2UwprLEkcYKfz5EvlFDaodtugVX4hRy5vM/49AZuu+Nt3H7zNZgkxuIyOlJLB1c5GsNywAWDVgrHdfE8H8/18H2XfC6H63soFN1uj0ZjkfriLAsL8ywsLnH02DFmjh9lYX6Obi8hMZZOu0GrsYgxhnxphGK5RCnv4zqaUnmIkYlJpqammBjJQm2tSrlSI18oUSoUyOdyg4nNcZK2/4ZRWtlMkmQwtKmx1GTJ1DEmSSc7n/z8D4YJL0+ahv62SKuvt/z9000gTq9vrIUkG3KVDWlaOcjKWjUYyrViCXM6AVun07J9v0pufIjxNQ5bXScbZObi+R7KcbGxIQh7dLoBQdCl016iWV9iabHOzMICMydOsDBzlE6nxaED+zl06BCL8/M0l+bQSlOo1qhWhtBakXM1xUqN6XUbmZqcoFqpMDw2Rrk6SrlcIuenbfVRFBIEId0gTCvc2dpkQ5pSlUo7CVybg6JBA5VKBQXsthZjLUkUEAUR3W4bJ9smK13UbAmjBEe7FPJlvCQkcAKiMBx8oJA+dyZbIa6xSYLOPnDJ5fPkiiXiKCRot++ZC8N75hvNvflS8Q/WrJn83UK+cLgX9NKhWUIIId7SJAALIcRblVIkStFYaqGjhV1btk/+6NTUO74DhXNibom9B56l0+lSLBQYHqotTzA2/RpsOik4uyjbt5Vs3aei2+1iTEJtZJSxsVFcx2F+bp5Ou0WxWMLPFRhds4473/4ObrtxF1iD6+Wo1Wp4nofjplsY5TwPz/dwXR+lLK12h3p9kfmZIyzMz3J8Zo4jhw9x4vgRmq0uUWTpdBp0WnWUdilVxygX8nieIpfPsXb9JGvXrWfd9CRDw1Wq1SEqtZF0i6ZCPh0OhU3DTC9IQ22SpFv2JDGtepP6Yj0Ns/2q7PJTyooVx6tyajqU65X9yPrt3I6THihJ+i3Dp/xwGZSK1aozWtU2ftLR0/W2JgHStb3LoXk5MKdbJlm0VoNtpLxcjYmpEabWO+zy0g8kvOwDAhPHdMIenU6bTqNOvb5Eo17n+MwcR48dYmn2OEsL8zQbDR57PGBhZgZHW/LFKsViCcfRFAs+I2NrmJqaZnx8lNHRCapDI5QqQxTyRZR2iHq9dBhWlK7HjuOYkUKRG6+5Cu1qnnvWAQVxbJg5epQw6uHnHXJeHt/PEUbpumZjQzzPJ5dNA4+TZLDWPN0GC5IkxpqYRDloM3j6cFyX8vAQruPSabe2NGbmfq61sPD/DA0P//7k+MR/8QuFZ1WSEGZDv2QrJSGEeOuRACyEEG81VmGtotNukfTi26/atvWHpkfHvzmwhmOzi7y49wA2SSgU8wzXatk2OgkMhkXpwT60Nsn2tc0G/sZRukWN7/usXzfNUK0K1rC0OM+xmRPUmx1qYxOsmV5HZWiCO+96B/fedQv5fI5KpcrwcIVOJ2R2bpbZmeMszs9x9NhxDh46yPGjh2k3O4SJpdls0G0v4fplhkcnKOXTrYImpzawfsN61k1PMTo6ytDIaNpyWyzg+X42fTmi1+sRBFG2F21Mr9Oj3WxjEpNWUFfoh8t0grRaffmqPXjP5ZWNR4qThEq5zPBQhV4QptVTP8fc/BLtTjddG32+Z7K8vfBZr3PW/YQtmGwwVxxH9CD7JCTdLcpmDcvp7bM1126RsckaU2sdrtzlUsjn01ZspYjiiHa3Q6teZ2lhhka9zszcAocPH2Rh/gRHDh9i3/6DNOoLREEbP1+iVKrgKMjnfdasXcfatRsZGRpiZGyc6vAYtaFhtm3bzObNm3lk01Yeeewx9nh5HNdhbmaGKAzotjsQBRTLZSrF0WwPJ4elpTphnKBIUMoZfPCgHY+8nyc2MVEUkkQxiVLZgDCNsYrIBOQLeUqVMu1mqzY7O/cjc7PzP1SrVf/XxJo1v+mVSl9W3TyY/p7CQggh3iokAAshxFtEPx41wxY5r/u2a7Zf+pNjI+P3hQnsPnSU/QeP4DkO5WIBUBiTTvNNJ/Da5S2FlEZZi4kTUAabmGztZsL42BijI0P4LmhrOHZ4P3v2vMhSsz04j163i+e6rNt8CWHQ4k8++mfUFxfotpdYWlyk3YtotjuEnSYWTW10gtGhKuVSjrUbN7NxwybWTk8yNDLG6NgEQ0NDWeVWkyQxQS+gF4SEYUQURzTrdRYXFpcr1MBy6FjddoxK19Ceyes54Tdtr07vLYkNa9ZM0GzM84lPfpmlZg+TRAyXC9x4842Mjw4zN784qAyffPuXcK+c3yNcvt6gKgyg04W1Dv0Jz6l0X+I4rZz2uullsGJf5fR8lU4/yBgeW8v4mo3svMqnmM/jeD7WJvSCgGazweL8LPWleebmFzh08CAnjh7m0MFD7H5+D3PHj2GSkGI5HdBVyDmUymWMcVBenuGxcdqtOgf37mVu5hhRGAz2ga6US0xOTlKt1piaGGbt2glmZtO173nfR2sfnASlcxRyeYql9AOVbqdDt9vOJmXn0I7CJAZrQ4qlEqVKlW6nq9uN+re/uOfFby+WCn8+NVX6117J+yJtN92fWQghxFuCBGAhhHiTU9mvpU4AzsIt1169/Z9PT09+fRhqntl/kCPHjlMs5KjVyml12BjSZKIwJt0qR3seKI016VpKTEySJNRbTRzHYcuWrZQLPiQBs3MzvHD0GIePHCFJ0gXBk9PrKRZLdDptmvUlDu7bg7XwzOOP0Gx2WDM1zfhIlUqlxubt67jkkm1sWL+O4ZEJRsdGqVbLaO1gsupttxcQRQlxHDI7c4IkMaepaKpVlUulVv/+5c0l6s8qfnleaihVKp3yPD4xwokTx/id3/19nnz8CRzHEkURWMVXHnuS7//+72Z0ZIj5xTqOXpHmX0Fcf3kB+vyOC1lgTpPyQLqdVEwYpN0G/YneNvv4Jl2j7FKujDE0vIZLdri8454CvudjrKHT67A4t8Di/AxLS0scPHSU/fv20uu1UCah1WiytLTE7MxRLJZSuYJSVfx8jqDTY2lxjkZzL56bTjZfv34DWzeuZ930NDNzcxw5dhSSLqVSuk+0m/OpVIcZHV9DYmLmThylvrSI43rk8jm0Vek2YIkh5xcoTZYIwx6N+tL79u15/H1DQ6P/e3x08t8Uis5jMcv7LAshhHjzUq/FX45CCPFmcNddd77Rp3AqY9M2U62JkoSlpUVGKlWC2hCtuVnGCnmiJKHd7pB3XeJKmdbiIqobXbH90h0/tW7d1Ldq7fL8/sMcPpIGX8/zgaz11ypMEmGMSbcc8n0cRxNHCXEcA5Zet0ez0aBQKLJ9+xbGR2rMz89xYM8eDhw6SLPVTsMZUKnWGJ+cxnE9tONQLJaYXLeJq669gWuuuIxCIc/I8DBr166lVCrjOJok7m9pExKGIVEvbVVeOUBq0JZ8hmLt+fzV9Er+/rKvYO2mtebcV8oYY8j5OUrlPL/+G/+ZfXv3oW3Eo1/+Iq7rcs0NNxEmDldduZPv/Z7voNGOSFZMWjrzfalzPEcrBmqd/cGsuPbqy06+/IzP92lGW5963qs/dDB2eeukNDSm21452sHz0q2tXNchn8vh+366VzSKmdkZHnrkMZ56+mkWZ46yOHuc2RNHaTWaWNLw3VhYIAh7g/uqVStcsm0bI6Oj4Li0OwH79h+g22pTrQ1RLJcoloqsmd5Irlhk5thhjh7cT70+j+M45PMFlKPBKDQOWmsczyUIeizOzxGbmNHhod8dnV77y7E1e4vdLnZ0BIKAoNFEuy5xnE5FN8awsLiIUlArV6gOVUkS+6ZcSvyZz3z2jT4FIYR4TUgFWAgh3oS0VkRJwtyRo+WN69Z+6MpLL/1njptz9h4+xoGDRyjkfEaHqunQI7JBVkm6BY+X8ynli7iOh7EJUdDFJAlhELDUaDA5Ps61u64i72sWZmd47OEv8dzzL2AtxCYZhN/xiSlGxifBKjzfJVfIMzq5nl033Mpt119NqeDj5fKMj47RbrdYWFjAmHT1KKRZH6VQdvkxrfbKPoDth+eXk4NfYW2V1SOlznZVxdBQmS9/5ascOz5H3G2y48orueXOt5Pzcuzb+wJPffVxDh4+xp69B9i6dSsLi+GqKuvp7+H8BjCpbLHwuR7rq9sars5Zfe6fuc7WYWPTtejWGsIwIAwDrIV6dhkoHO3iubB5/RqajRZhN31dGxPjuj7dThvHCfDXrGFpcYF2swFAp9vj8SeepJDLMT09xZatW7nz9lvo9mKeevpZjp84wdjoCHCQybUb2LJ9J+s2bWXm2BEOH3iRhdkTOK5DvlBIG+6NIooiXC/H1NoNdNtNFhbmv7fVan/j8MT4L+fK5X/tasfas7TiCyGEeONIABZCiDcRrRRaKebm6tSGqt941003/sLwyMSOgyfm2LPvKXzfY7hWzfaUTds4bRwTRiH5YolyuYab88FYet0OYdij2WzTardZt24dt9x8A6W8x74Xn+dLzzzF0WPHSVcXK7rZ2k7Xc1m7fjOV2ki6xVCxQKlUpTY8zlXXXs8Vl12CSSK6gaVaG6bT6xGFEVqne7wOphb3BzWdMV298tiVTkN+Ocd4+RN8l8Pdue/X0Q7GJBw+dhzf86g3GvzZ//6f/Kvf/K9EUcRv/JufZ8OmbWjt0my18Vxn1Zmd7R7OZxCWBqxSg4rr6+fkE1v9fKvzCIcrt5eCdGBXYlyGqjU2bZii3mpgrUlfd45Dvlsk6HQJw4Bcvkg9P8/C3InBBzqB1uw/eIh9Bw4wNTnJtdddx7vfdTez8ws89dxuDh06SBiEANSGR9i87TI2btrGkSP72f/ibhZnT+C6OQr5EsqCSdLp4vlckel1ZcKgWzXd6MMt1f4mDT+Z0+rj+nx+SEIIIV5XEoCFEOJNQilFEEYsNhuXXr5zx4e3X3rp13XCmAcfe4okiRiqVrJtdEza6mwSgqCLlyswtW4T5XIVYw3ddotOp8PC4hydTpdLLtnBpds2kYRt9u95gUcfe5TjJ2bJFwo4jkun3SGK04FZlWqVtRu2UqxUcRyHUqlCbXgEv1Bh584ruGz7FnxXY41heGgY13MJgygNNBqUeT2XQKrzCoFnvvXLP9f+/sH9audKdkVLsFIQhhG+lyfotRmfXMPM8cP83V/+GSaJyefzFMsVHJ2wft1aOt2AlXOpVx755cb8s0b90z2BKy5b+RydsaqrgOyDiPS+LKBRarl6e8p59Y+/cio3ilNr1Wr5uVaWOI7xPY/J8TG2bewRdHrpGnflsLQ0R7FUJg4jojCkOjREpTbE0QP7CKO0HV8phZ/zmZ1f5M/+/C9Yv3aa6667lttvuJbIKp597nmee+ZpNm3exuhERCFfYNu2nWzacgn797zIi88+RWNpgUK+iJfPA5bEJIDB8XM4jsbV+toC6mOu6/3BfNL+6aLjHJFasBBCvHlIABZCiDeatWjPpd3t4Tvq++647fZfyxXKpaee38Pc3EK6FRF+2l6sFMYmhN0uynGYnN7IxPQGHMel3Vyk12oxMzNDu93hiit3cuWObbQbizz1xKM8/PCXWaw3KZVKFIpFOp1uOuAnMzo2wcZtO6gNj+LnipTKZSq1YQqFEuvWr+eSzevRGOLYMjo6TLFUIo5WJN5+0jIKq1YEGXW2auX51DrP+uS9zNu9GtSKXysuHbRmW5LE4HsumzZO4folfFdz1bU30Gw1UMZwyaVXYnC46eYbmV47xbFjs6sD9ctO+KunPMO5n6nTfSDwcmZQr/7q9NFPZdtP2ZVXH2x7vGL6dD/CD1K8JU4MhUKRdVNjNFot9iUG1/NR2qHXbZIUDFEYgjXUaqNUh4bZu/tpWs0m1lqCXoDjxlQrFZYaLf78L/+asZFhbr/tNq7fdTlWOew/fJzDR44wOjJKEsYUy0V2Xnk1GzZvYe8Lz7H3uWdoNZYoFku4fj4L9Ok6/G5gSCxMVYe+c9um4Xcdnzn+I/VG448q5fKZF70LIYR43cgQLCHEBeutMARrcWmR8aFhGjah4Of//aVbtv1Ysxfx4r4D5HyXnJ/D2P5EZ0uv1wZrGBtby9qNW6mNjNLrNFmcn+PEiaMs1RtccellXHHZNnrtOo995Ut8+jOfpd0NGB4eJooiOp0OJknSdcPZ3sDrNmxi47YdDI+uoTYyQbU6xFCtSr6Yp1IqsXbNGFhDYgy1ao2pNZNoxyWK4jSfWIvSgAZr0iqgYUV2s+fKcScPUTr/p/SV/T129onQq7YI4qUGQoMxlpzvk887fOxTD/LII09ikl46cVspWu0ed997D3fediONeoNuL0Trk/YDtuYs93u2YVgrhlmdbR3w6YZenW441opjnfmuVn4vqwrbhP4HBXbFd/o7Da88hh2E9uVrpPeZDdWy6eWu52KTiGMzJ3h+zwFmZxcIe206rSXiOCSOE6IwJIljLJZ2o8Ge557ixPEj6fGzHv18Lke+UCCOY5rNJrVqhVtvvokrrtpFeWiUQzOL7D94lEqxQK1aplStkM9XWFyY48XnnmTv88+QxIZCqYx205+boxyMtcQmYWpinEu2bOLA4YO/cvTwkZ/O5/N0222QIVhCCPGGkQAshLhgvSUC8OICfi5XnBwZ+ePpjVvffeDEAkuLi5TLBaxJUEqDgigM6HW6lKtDbNl+OVPrNgKa5tICR44cYGF+gR2XbGHHlo2EnQYPffFzfOJTnyYIY4aHhtLg2+0QxQlaqUHwdRRcsvMqNm+/guroBCNjE0xNTDAxNkK5lEeh0EqjtSGME0rFEmvWTFAqltK26SzYDlpa+wFYvdQAnF2p/9UbHID78euU+3pJScVircUYS7lUwHFinnz6BfYdOI7SmonxEdavXcvmTeto1Jt0e70s/J50H3bFlkKnO/9zfLBgOY/n6CzToE+pCp93AD7zNOiV/z752CeH36ytILvftCLe32+412ly8MgxDhw6QrPTJmh1iaIeJkmI4pAw7BL1Aqy1hGHIgRd388JzT2AteK5LFMc4TnqsXC4HKBqNBvmcz9vvfBvXXHcDQ+PTHDw+z779ByiXC1TLFYrlYTw/x/Ej+3nysYc4fvQwfj5PPp9H4aIVKFfR7QaMDA1z9RU7aXZbf/7sc89+MFhq1JWjqFWqEoCFEOINIAFYCHHBejMH4HQwkaHbC4dGxsY+XaqO7JqZq2NMQs5Ppzf3A1RaMVJs2LSDrTsup1guE0ddjp+YYW52ns0b1rJ13QTNpRN86fOf4xOf/BTdMGJ4aBiUpdcL6Ha7p5xKsVDkqutvY+OOy6nVRlm/bi3Ta8YZHaqglMq2Lkq3L0qSBKU146OjjI2NQba/bX8W1CAAO/281g9ey/d37t2DXk4Atq9oxtDKQHum0LvaS91D2A5aoQv5HEO1EkEUMT+/QKlYpFgosNRoE8fJiinZpwbgs92ntWdLT+kjTNIrnu0g2bVPvezky19aAO5Xf/tWV4HPVrw+uWY9WE+cXey4DgrD4mJapV2oL9LtBvQ6AUkcYpKQOImIwoig1yFOIhSaY4f38+QjD9HtdlYdX2uN57l4no9S0Gy28BzNXXfewc233s7Ymo0cmllg34H95HMFKuUqpUqNOI544dnHeeaJRwl6PcrlGo7noDR4jk8URxjgpuuvJ+q1n3nqmafe3q7XZ4arNWojQxKAhRDidSYBWAhxwXqzBmCVJOC5NHtBwSY8MDI+dX0vMjjZGkdjbTY8qUuv02VscpodV+xifGIKYyLqS0s02wEb161larTA/LFDfOGBT/PJT32KbhAxPDycBudulygKV+2/2zc+McX1d9zLlh2XMzoywtYN00yOD+NoRS+ICIOYKIkxNkErSxxbSsUia9ZMUCgWiZNkuaprVzSzakgzz3Kg6v8182oHYGv7S2Rf2t9j6W3UqrW6L+HWLysA9+/HWnBdF891SBJDGEWQTfNeeR9nOsYZz+k82qDPuifwWdqgVx/lLM+XPfma/euv/MGvDMD918hp0l//NbNigfngQxabrjHXSuM4LkGvzZFjx5mZWyQIezTb6QcKNk6Io5jYJMRRj7DXSdcGa5fG/CxffeQLnDh29JS77gdhP5cDC81mE1fD2++8k1tvv4upDZvZf3SGF/YdplQsUqtWKRSLzM+e4OmvPszhA3vx/Bz5YgFXazw3h3IcgihidHiIMO49sbSw+LaKS71SqxKf/BnBm4QEYCHEhUoCsBDigvVmDMDaWNCKRhR6jYXmJ0bGp95WKlexicFYM9jeqNdpgHLZfsUuLtl+GTnfpd6os9hosnH9RnZsnmb/c1/l4//3b/j0pz9DmNhB8A2CHr1eMGhzPtmOK6/jlre/mx3bt7NmbJipiRGKhTzdMCSKIqI4Ig4NsUlbnI0xaKUYGxthdGwcpRRJnKR77JjlFmiVLV1NC3U2a1x9eQEYzh2CbfZBwflcd6VXFoBfahv06dqA++ehslB88v2/1AB8tirwKwjAKy4/rwA8uOLZ2qD7zc/L1zvl+VzZNbDqQ5Fs6vaKy13tYUhYWpznyLFZwjAiCHq0ux2sgiROCHsJlnS/4G67RdDtoh1Nt9fl6UceZPczT532oTiOg+97+H4OYwzNZhNHwdvvfBvvvv9rmVi/hUeeepFDh44wPFSjVqthsex9/lmeevwhwqhHtTyM1k76oUfeRzkaYuh2W1+yrrp9yM8lWtuz/2zeIBKAhRAXKgnAQogL1pspAKtsf19rYSEKqc8t/M3UxPp3D42NEfZC4jjdqzRJEtrNJYZGx9l1w61Mr11Lr9NgYbHB2PgkV+y8hPbMIf70j/4nf/GXf0VkYHh4GK0UvSAgCALiOD7tOfi+z+33fB1v/5r7ufSSTYxWivi+Sxwbut2QxMQYa4iihDiOB5XjJDEUiznWTE5SKpeJ4zgNQVkPq02yQKKW1wCnKSe9vTnvANzXr5ie57Vf5t9j/aprf43s+cfal18FPu13B9872xmYczwfZ6oCn2cATk/kpFuc/rKzV4BPvvbpznu5+fmMz/opFeD+hf0XncEO1qc7hEGHI8dP0Gi00EC71yWOY5RWhGH6oQ4WosjQ7bQJeh20gigOeeGpx3ns4QcJguC0p+K6Lr7v4bouFkWz0cBzNF//vq/lne9+LxSGefixZ1lcmGdsdIRiqcTC3Axf/coXWJg9TrFUwfNzuL6H7/nkCkWCbof52cW/8B31vtHhPGjnjB9YvVEkAAshLlQSgIUQF6w3UwCG9K37YqNOoxX+r6mpTd8yPD5K0O0OAmuv1yEMAjZtu5SrrruOciHP/PwCbr7Erst3YDuLfPLv/5o//MP/w0K9xfDwMI7jEEUhvW6PIAxPe7++C1PrL+Fd7/9W3v72t7NxahzXgV4YEgQhcRST2HS9ZhzHJHE67VmRhiZrLaMjQ4yNjqMdh7i/dVJW4rVmOagoh34+eQUBGM61tne5+qvOed3T6d+2v8uQeQUB+Nx79b4aAfiVt0H3g/5ZTmTFtc982SupAKc/rdMH4FPWBJ9mHfCKb6RxWKUhGCyL9XnmZheJjcHECb2glw6RwxBlr2sDxHFMp9Mh6AUkSQLWcOTgHp5+5EFOHD1IN0xOuUetNa7r4Hk+nucRRTHtdovRoSrf8i3/gJvuuId6F7705UdwXM3o2ChxEPL0kw9zcM/z5HJ5CqUySmt836NUGabTbHLi+P7fL+ZyHxyu1dCu89JaGV5jn/jEJ9/oUxBCiNeEBGAhxAXrrre97Y0+BSBtpWy1mjTaXcLE/KepdVv+0fDYOL1OizjbRqjbamG04qrrbuDSHZcRxxHziy02btrI1qkhPvuxv+B//I//zpHjc1QqFXzfJwwCwigijqJBUF1pcnyM8bFhNl16Dfe85xu4dtflFH1NrxelleIkxiQWg8VagzGGOE5IYjMIHkliyOU81kxOUs6qv8nKsGj7LdCAtWkABqyxgzw3CMCWMyXEU5zr7yal7OB+T94qN63sptXCMx1n9W3US15L3H8Gzm+bpDcyAK9ubX41AjDneZzl365ugT75uV75XK66r9NWgVn+oa949h1HE/Q6zM7N0euFWAVhkG6D5DjpizKOY5LEpHPobEy316PbDYiimCRJaCzOcWz/s8wdOcDREzPMzM4N7tJxliu0nufi+z6u69Ht9Qh6PS7ZvJ5v/47vYue1t/HgY89y5PAhJsfGcHMuB/Y8z+6nvopSlmKliuM45HMlytUqSwvzzBw7+B8LvvNDvu+TxEm2nv6NXxT8lUceeaNPQQghXhMSgIUQF6w3PABnb9R932ex0WBpsfGhifVbf35kfJIwaBEHEdZCq9nE9Txuuv0uNm7awNLiErH1uObqS+nOHeQjv/Uf+eTnHsT3farVKnGcBtgwjEiSBNd1MMYO3qCv37Ce8eEaxUKBrVfcyD33f4Artm8k7PVodzrEJknblrPQbLJkmpis+pv0Q4/FGkNtqMrE+ATacYiiaPnx9SvAgwrvygDMqgrwSwm/9O/9pOurkzJBf+1x+j110vfsYI3tuSilVhQuz/ckX1ob9JnWAaffO58AfPZjvGYV4DNc/nID8KDt/FwBeMUhlvcG7n/PrAjAy8dVWBYXF2g022ilSawhjAKUVWhHY5O0s8HYBGPI1ssHhEFIkER0uwFz8/N0Zg7QXTjK8bl55haWOHjw0CkP0XWdrDU6DcKNepM4iXj/e+/jG771OznRMHzl0ScoFnyq1Qozx47y9BMPE8cR1eoQruuRLxQpFEscO3KYpbljv+iq5ENBL8JxnDNUvl9fu59//o0+BSGEeE1IABZCXLDeftddb+j99wNYp9tmqd37upGRtX8+uX4dvXabOA6xxtJq1MnlC9x85zuYnppidnaBkbFxdmxaw4Of/Ct++7f+C/NLTUZHR1FK0et26XS76WAqrQehV2vN2rXTrJ1ei6MTFJorb7mX9773/UxNDNNsNAmiXnZOYNK+5UEFN7EWk8TESbw82dkatOMwMT5OrVIlSiJis6L6uyIA2yy1DAZhrfi7xWTtqryMFuiVQ65WZtzzWc6q+pOoz+OvOZPV3M5vK6T+GZ5/lW5lCDzz37vnOt7ZqsCvwiTo9ORW3+KlToI+6Tbpb1cGYJ2da8zys33uCvDK76lsofnKynv62nMIem3mF5ZIDOj+Vl0mQWud7rGs0nX2iTFYk2CsJYpiur2AXhDQandYWFhk6dh+lo7vo9vtkFjF4sIi+w4cGCxXcBxNkhh838PzPLTjkvM85ubn2TA9yT/+oR9mYuNlfPGRpwh6PUZHaiwuzPLME48Rh10qtSEcN0+xXMJxHA7t20entfA1I9Xy3+dyeaIoPuUDn9fbA5/73Bt7AkII8RqRACyEuGDd8QZXgLXWWGM4cuRQLV8e2b/9imuHwqBHGPbAGOpLSxSKJe64+17GJiaYnVlkw8ZNrBt2+e1f/zB/+X8/ST6Xp1xJW4+D4NT9fB3HYWJinNHhEbTWBN0WU2vX87X/4Hu49ba34amIeqNJkoWAwT6qy//BWEMSGeIsGCiVhoskTsjnC6yZmMDzPIKV1V9YOY9oVQA+uZp6tjXAJ7cvL3sJ7chnCX7n/1fc6v1pz+f+X/8A/HKrwMsVVHPW++c1CMDpva68vlLOKZctX/fUAJy+zpbPS2UvmlWt5xa0VhibsLS4QBCFYDXW6vSDHJWGVu0AVmGStOXfmLTjoRf16HUDojCi0Wkzt1gnbjVYOvIcTz/1BFa5VCplWu0We/cdWNUJ0Z8W7boupWKJuYUF4ijiO/7BB/ia9/0DHvzqPpYWZxkbGaHZWGT3U48TRSGVoRE836OYz9HpRhzY/8LhvBNtqxTKgev5GHPqWuTX06dlCJYQ4gLlvtEnIIQQr5XFhYU39gSsRWtQXv4/Tm+8ZEgr0n1IraWxVKdYrvC2u9/JyOg48/OLXHbpdvJJnZ/+Zz/BE8+8wNDQEFprer0uYRgRrhhy5bouo6MjFPJ5TGJoNZtcs+tKtu7YybW33sPOyy6j12mw2O4BFkc7KK1RVoFeWVlN25xR6WWOVmA1BotGUcjncD2P2JhTqrDZQ+x/NfiP0qcJSCe3M/cvyu7XnrIX6ikjkU739L4m0mB19lW9cD5nuPKIK253xtbs1TXN033/fNu6Vzv/Mz31pqf/hOKs57HqNqti6opW9X4cV6dUgE85bbv6ouxIq7+hFdYaHO3g+3miKEI76WXGgkahtQWrUVrjaj3ogjCxwfMcfNel0wvwfA/f8zimNZeM38UNN97EFz73aT734EOMjIxy2aU76Pa67Nt3IFtXnBAEljhO0EpTLZcJwpD//n8+ypEjR/jgD/woj7/gc+zoYcZGh9hx5S5eePYpuq023vAQcRJTKhcZHZ1Yd2j/87/iqtw/rbhZG7TUKIQQ4lUnAVgIccEaHx97w+7bcR06rQ5Hjx29e3zt1m8bzqo/KEu73qBYrnDnPV/D6MgIC4tNrrhsB+2ZPfz0z/wkh47NMjo6RhyHtNtdoigcbEkEsHHDetrtNlEYsWZyDZftuIT7738PW3ZcgcoN4TjQrC8QRjFKpQOCtNYodNoWvCK8JCZZ8SZbpS3MVkGSoB1NvpBHK0WUnOad+EnhBBjsDYxVgzXA2aHTyGKWr6f6x1i9nPO8nbl6nJ3eKwgPy8XHVxAesyO9ep1W5w7lZz+T84/Cp7vey38mVt6yvwbYDL5eXfc9wwth8MNWg9+eVJKm/0LyPZ+2Sl9wWum0tm/BGgftpB/QKKtx0y8w2Yc+6ZRnj063h+v5+L7Hnv2HccbH+YUP/xqH9z3DL/+rf8fRo8fQjuKKyy+j2WqzZ8/eQTW5bQylcgnXdalUq3zqc1+i2Wrzo//sJ3mu4PP88y8wPlZl26WXse+FFwm6PTy/gkkiRkfHWFxY+H8W6vP/w3WGHy2WS8TxG1sFFkKIC5G0QAshLlg33XjjG3bfjqtotQOnF9pnd+667hKloNPu0G4uoR2Pu+69j8mxSZYaDS69dDtHdz/Mz/3sz7BQbzM8PEIUhwS9YFWrZalU5IrLL+eFF1+kvrTE133te/ln//yfs27dWurthKNzdQp5H2vS6c5KKbSrcR1nUNG0KqudGZW2PicxcRwTx9kQrSxHRHFEzveYnJzEcVyiMMaqU/++WNmRa222BliRToEmy8j9oLxqIefybQdt06d0955HG/IZrvJy/m47XUvzyjWmp3emYVj99cenec7OeW4vdxjWq7AO+HQtz2dog06/dZ7Hys5Z9ReJs/JxrJ6lveqIlvRDFWv7/c9nPFeVHd/YmPrSIkEY4Tguqt8Kr0A7GkfpbGiWSqusyg6mlluTdmkEYUgYJXR6HZ7bvZd8rsA//t5vJlw6yu4X9/Jv/t2/5+GHv8L2S7YxPTXFg1/8EmH2Z1Vrjee55HJ5lNbUl5bYsW0jP/svf4m9Mz2eePIZxscqNOt1Du7fR6lcJJfLoZRicWGJ/S8+83ilUrhmpDb0hu4NLPsACyEuVBKAhRAXrB3bt79h962Uph32fvKSHbt+ZWJ6mvrSIp1WmySKufWue9i4YSP1RoMrrtjJgace5Kd/8ido9SKGR4bTPX2DYNWb31tuvok1kxO8uGcvrXab//Cbv0kUBuzd/QxbrriBQm2Cgu9gTJK1Kitcz8Fz3UG76qrBVMYSxyYdfGUSksTQXzObJOl+wMNDVYZHx9KtkbLvn6yfYWwWUJTDinBrVwdgSMMMrJoerbL1yKdPki+tDfqV/J12tjW9Z14XfLoAfO6q77m2NDr7bV/nALzi8tM2bttTGpJPOVb/OVErti860xrgVfezqmx95h58m32tVDrxudVs0Gw1cRw3XYuffd9xFBonu14agvsToftr3621JHFMFMVESUyn22PPvoMs1Fu885arCBYO4ZeHUNrhR3/sx9i+bRtTU1McPHiQhx95dHBq/e2SPM9naWmJrRvX8q/+7a/y1IE6Tz/9FOMjVebm51hamKNcqWKNwSrFgRdfYGHpxA+sn5j8bc91SMxytfz19NnPSgAWQlyY9LmvIoQQb032DfrlOJrExMPV6uTPjK+ZpttpE4Ux3W6by6+9jo2bN1OvN7j0sks5sfdJfuZf/DStXsTQUI12q02v1xuE32qlzO/97u/y4Be/xPve//UszM3xUz/5k7zrvvtYmJ/FFkaojU1TzLuYJFmuPuV98jkfVztolVa9HK3RKl0AbE866/RihbJgjMFxHArFIgpFEtszl1ozq7YhWhF4V02MXrGmsx+KlSar8J3/z3X1/b682532WGf5nh1c4+R+7ZNj8/m1PJ+8bdOr4/yexLPe94rvne8ZDraROvu1gH7wP7Xn/az3tVzePcfR+wvb063HtHYHPwut0qnQCgXaDtqjtePgOg6er3E8B0drXMfF9XPk8j4FP0etUmTnjkvYtG6aL3z1RfbNNCj4Lt/0D76Ff/SDP8ju557jgx/8IF/+yiP8xm/8Gq6TvrWKophut0cUhQwND7PnwBE+9NM/yaXrh1i/fhOLS0sMDw1TLJaIwgjteCgso+OT+Mr7uXan5WH7r6834v9kQghxYZI1wEKIC1a1Vnt979BanGyv3NZC/Z+sm15bUloRBhHNxhIbt27nsp1X0Gm22HLJVuYO7eZf/L//lEa7x/DwMJ1OZ9Wgq+uvvZbf+8h/44orrwZg+yWXsH79OtatnebpJ59kcv0Oto5OoJIIk1hc38XR6Rt613WyrtH+m1mVDcCyKGOW395ma3O10hhrsVkVOJfL4fv5tPqk7Mt4P7yiMqfOcIhsWWc/27zShqRX3tHUT1pn/m7fyiFZK2umb96uquUa7Std1bxSv6p7HiPLVlV/V57V+TrXCuh+PjbWpHv0eg5hGKeVYe2g+8PZjEK76fWVUuBpsA7KGvAsGHCwJEqhVIJjHHzXsmXDFI6jOTo7Tz1y2b/3RTZv2siVV17JVbuuAeCHf/hHuf7a6/m+7/8+nnn2OYwxdLvp9mO12hDPvrCPD//Cz/KjP/4h4rjHwuxxhoZGWViYw2DBKsrVMrXhkam5xRMfLBRK/zXvulkVWAghxKtBArAQ4oJVq1Zf9/v0XIejx04Ui5WRHx2fXEO306bRWKI2PMqNN92GNpa169bRnD3Az/30P2duqclQbeiU8Pvd3/1d/Jf//Fv4uRy7d+/m43//McYmRti8eSNHDh0gP7SGXHkYFafrDj3fw3WdtOKr05KqJXuDvzLXZYlUDS7TWTCxKB1DOhCaYjGP6zoEYbYG+XRJZUUSsf0k27fi62znmdWDgU8+1Js1N57B6SPcqxktz+xsE5jP54OEV3KGZ3uEp37v5EtOeq5OOdnTfAChzvrd08s+iPI9nyCIsw950nYDZfuD3nQ/AaPQWTjOJrjp9PXqqPQ4cZKQxDG5fJ7NG6ZwXY/Hnj1AtVrBRj22bNnMY48+yic//jHue8/93HLbbXzhC5/nB3/wH/GHf/THGGPodXsUioraUI3Hn3qW3/qND/M9//jHeSyOaDeWKJYrdDttXMfFWMvQ6ASL9cWf6ITh7+YdR9KvEEK8ipyf+7mfe6PPQQghXhN/8Pu//7ren6M1nV6Xmbn5H1y/eccHKpUK9foScRRxyy13MjExgV/IE3WW+JUP/TiHjs1Qq9UIej3CMByEml/6+X/Jv/3Vf4/juvzt3/wNv/7v/w0PPPAAs8ePc+n2S5jeejnF6igO6bZFnu8Oqr6Oq0HpbF/U9LyU0qjBhGeLsTbbmzftRU4HE5ls7WO6TnJ4eAhHO+kU2jRJn/qAz5CGVl5Vq+WGykEGtydd9xUsxukf69WqvKqXVJM85WxelXNIvdzzONvtlhuFz3qmp/1Zn3kVdPrt093vyrWrevAhiVrVD798jZXN12d6FOd8VrLz6Febw6g3uD+FQmevtzT0KrAKrRWOk64LVkqhtAaVrRPWLo5Op0VbLK52KBeLWAUv7D/OyMgQtbziYx/7OJ/4xCd49tlnmJqeZsvWbXzDN34jnqP41Kc/g7GWJEnwPI9isciLew9w/PA+rrrmRprtHo5WxHFIFEUo0hbusNMdqbfqL5TKlSd9x0nDutav26/v+uAHz/VsCyHEW5JUgIUQF6x2q/W63ZcFPK1Z7HZ0oTL0I+PjE3Q7LdqtJus3bWHN2mmMSRgqVfj1X/4F9h06ytDQEGEYEMXxIMD95q/9e37oR3+MIAj5T//h1/nbv/kbCsUSWzZtYnJigpvvejeloUmioIXjuni+j6sV2nHSN/Gkb/WtdtIZt1mLM0phTAJKpWsftcVmb/5NkrZepo8joZAv4Xs+cWJOneB8pgd/ns/R6S7rD5c+/TCs82iufdOUj1VW1Hytz+dsz8m566Rpy/nL2U/45dS4++djs2x6/sH+1PrxOR7bihBuTDqEynM9wjjGWXUuCuVoVu9JTDYTOt02SQMoJx0YptPtkSwQhel09HVTk2ilOLoUc8nWq9i6sAgWDh86xM996EN8/Qc+wAe/5/v4Fx/6WYaHhvgnP/Jj2X7BPYrFEkPDwzz86OPkyzVuvOt+Thw7TC5fJOgtAAlaO9RGxllqzP/TenPpfxYc7+zDy4QQQpw3CcBCiAtWvdl83e6rHx/b3d59m3Zcs83zPZaW5nFdj82bLwFrGRod4wuf/CsefujLlMplgqBHGEYkSbrX5+/89n/he7//Bzh8+BC//Iu/wBNPPMG2rdswScLYSI2vef83UxqZJOo08TyPnO8NqjXOiq2O+u/rFRon2w81rb5pbD/4GoXRKm37VCbtBrUKrRSFfA6lNUkU0V+2aU+3iNeuePD9DuiTlnn2O6NXrTnud76mp7S8Rvglvr9/NdYNn+q8G21fsZcbQs993LM/L69bjDr5RAb7XaU/fDX46tzBetWQq/OkdfoBURhFKJ3ei1WgUWAsVqUfAKWv/f5abrNirFla9dVKo5SHq8G6YExE3vdZPzXBsdl59h5vccWNd+F6n+fg4RMkxvIHv/97PProI/yLD/1//OMf/lHK5Qrf9T3fSxCEKKXJ53JUyhUe/fKDbNyyg9rkepbmZ/E8nyBo42golEqUSrVre425W0qjo190HfdN9GGPEEK8dUkAFkJcsCYnJl63+3K0ZnFpgVA5PzY8PEqv16XTaTO9bgPj4xOUyxWOHHiBP/uj/4mXy4E1q8Lvn330T3jf13+Av/vbv+FfffhXaLc77Nx5Ge12m7HhKne+636KtXHibhvP88n5PkqnLZvpdOdB6gWWJ95qrbBmsCJ4+YS1QiXpTqjLFUFwHIdcPo9J7CC8Lv9rZZjhlMTSr+ba89m15TS3fanZs799zastrQS+khbk1zqkvAlDkD15wNbpXiAn/4AHO/Ge/pAnfX3an8iZ0n7WTeC5XtqG3+8ysFmsVYBJw65VFpv16p88aMtR2Z8RpXA9F7DEBkwc43k+0xNjzC4ssX+uy+ad19Fuf46jx+fYuvUSvvLwV/jO7/g2fuZDP8t3fvf3sGZqDe+67z30ej0UkC8U6EaKhz73cd71/m/H83P4cUS32wET43o+1aERWq36j1jFF32tie3Lf2UKIYRISQAWQlywkjh+3e7Lui71bu+KkZHpe0rlEnNzx3Acnw0bt5HL+RQLeT7yh7/PkWPHKZVK9LpdEmMoFPL8xZ9+lGuuv4Ef+eF/wic+/nEmJ6e48cYbabea5DzNTW+7h9HprZCE+L6H53lZ5Spbv6iztYEr+om1VsuDpxRZi/Ny2FB2uRVWaQUmbZH2/Rye6xIlySCcKLuiPXnwgE/zJGTVXJKTnpuTfmNVVgw8ub36Jbyzt/a1azV+K0SMV1o91pzyYzr/++Y0P/4siJ77jE5qaj5Lubrf8rz8ElnZcnCuu0nPxXE8lHLSydBarVhdnH7IYUmnoqP1qtYElbUmKBun17M2/bPmehBbEpfBmt7xkWH8VpujjTYbd1xNGD5MO0i45dZb+eKXvsR3fed38N7738vP/8Iv8rnPfpr33P+1NJpNLFAoljhw8ACPffEzXHPbvYRBD8/L0em0sFpTrlTxc4VvaPSCH3dz6nASRadfoy2EEOK8SQAWQlyw4uTlvsV/abRSdDotEmO/dXR8ijgK6TQ7TEytZXRinFJ1iGeffISHHvwCuXyOKApJjKFSLvOvPvzLHDh0iG/9ju8k7AVs376dTRs3oLXC1ZY733U/Wy+/Dm0THM/Fc5w0sOo0xDjaRWudDfDJooJS2Xtku6rya1nRZ5xNwF2WbX+UtT/b6NyDZ5cDbL/fOburk/b1PbkFmoRBq/TKm5+PkwdovRYZ+JXWcF+d8zpbOfxcZ3juUvo5Ty97EOdsTV4xHGv1PS6/Fle/5iCbwHbqsU65r9PvL3zOn0//Pk06xdl1XHphD7RDkq3vTT8Y6m/fZElMgquddA2wzvoirFl9P8ailINyvHSyuYXEGhzXYbhaRmuHVjfH9bfdxWMPfR6L5Z63v50nnn6Kj3zkI/z1X/01v/6bv87P/8uf5Z/9+P9Lr9fDdV08r8AzTzzG+m2XUagMEwQ9et02YRjg+wVq1SF3ZvboN1Eq/WqlWEz/vyYhWAghXjYJwEKIC9bpJ9O+uqy1OFoTRpGuVEe/uTY8TKtZBwUTkxPZRFeXL3z674mMpeS4dIIOAGsmJ/m9j/wBD3/lK2xYt47rrrmWkZFhOr0uSwtz3Hf/17H9qpuxNkq3OPJclLJoS/pGXDs4qj/NlnTk8qp4cJqokC54XF5Tma3tNYlFa03Oy2GNXd7WqL/090yJbmV7dD8QnyObKbXcJq2c5cvP/Vyf7s5fiyrwK10HfP7n9VqtA35NnLVau/zf1RX/k/rh7eprnT7iLl9ZZf9e/omc5udy2vNSgEFpF8/z6IU9jDUo66T7cimLxYBNPzwyxmKURTlO9trvn/fypznpOaSVZGPd9OxMgjEW60CtXCQIY3ruCNdcdxMf+79/Q7tUY8O69dx339fw5FNP8z3f/b3cfPNNTE5McPTYccIwoFgs0WwsceDFZ7j21nfSbtVxPY9Oq43reJTLNeYXZr97sd3+1TgIX3blXgghREoCsBDiglWv11/z+1BKYZOYThC+e9OOS7ZorQmCLoViiVyhTLlS4fCe53j4oQfJ5XyiKMJaS7FYQDmap55+mrfdcQebNqxDOw69IGR+doZ33nsvV954J0HYw3c12nUGLctaO2jtop20BTo7keX36oPMsbrddPB5gFWryq4WSIzBdT183yc26fTnfsGu/6+zBjV7UphdUfw7bW7tn4tZcZszHZjXptJ7Nq8sWr8e64DPfh9nzqr9SHmO8P0Sn3CbHe/UfX3P5WyP43Tx+DQfTpzhXPuXejkf1U5DruNmxdPBEKz0QyylVNombZPB3l1pVj/1idRKg6PSjn9rSRyHxAAqYaRW5OjMIrXpjdx22218/OOfZGR0jKGhGrt2Xc2BAwfZu3c/69dv4MTMLGEY4fsx+WKZAy/uZvvl1+HlCminlUb4JMHL5SiVKlcErYVbddV/0HG883xuhRBCnI4EYCHEBatWq72mx7eAqzWdKCBodr63Uq0RBF3CKGJkdBg/X2B0eIhP/Nn/oNnuUiqVaLfbuI7DDdddx9Fjx7n5xhvYuHED7U6XKI5oLC1y43XXcfPd99Pu9vC1wXX9bP1iOtlWKQftKBynv26x396cnZhecYLZ9kZKkVW7DErZdPrzoLJlsdaQ8wtoVxP1otWTms9RDD0lRKn+5Suvc6bbnu3Zfat6K5975nQJ+pyjpU+zqHsw3nvlgvRVNzrDwVa/6E5ur1bnqB33E6y1Btdx8VyXMI7R1tJf8osFY7Mtj7BYozAq3YIo/cwnPQ+LGnxsoFDZHymF60CMxdEWG1nQFqM0I5Uih0/MsW37tVw7N8NjX32aSq2G6zhMTU3hOA5BEHDbrbfw+c9/gW63Q7lSZW5ujgN7nmX71TfTqi+itCKOIxzXoVQq0Wk3vs+6/oMuhuQVdykIIcTFS5/7KkIIIU5HAYlJaDRa0yOja+8vlYsEvQ4YKJdrjIyMcWDvbj73wKfwPY84G8r1znvfwebNmzHGMDwynE6FVZZOs8WmdWt5x/1fT2gVJBGu7+O5DsqS7vWrXVxX4zoOy3sInebkBq2my7/tT4ZWg//zG6wxJNmazHwhl06M7i/MXRVgTw25/eOcEpBNVg080/vzcy8vPsXrv+TxFa0Cfl3a75V6nf8KP8tjWt7j9+Tr6NVXOu0hznRcO4i5L++nkX445GiN63pYY7JV8fbUtevZ5cakfyboj8tSNnstq8Eft7Q7QqGURjsKhUYpjUXhuA75XA5PG148PMPVN9/N1MQorWa6dRnWks/n6HQ67Lz0Uu68820kicEkMY6fZ8/uZ+i16/j5AtpxiKOIJE4olWu4jv+NC4tLI2GSYI3FJOY1/SWEEBcqCcBCCPEyKZVWkIxV9w8NjbrGJIRRlO7RWygwOjrKU48/yuLiErl8niAIyBfy3Hvvveze/TxDtVo60Vkpgm6PUsHnvvd9EzpfIw7a5PM+vudmb741Wrs4Tvomm/7+pdkbdK1P+t+5OvVcgXRg1mDNbhYGjMFz07WSSZJklV91Usg9ue2U5VTSL0adK/OtXFP8Knktg+YrOfIbv673nPXRV61+OHjlnfGAK1+bp1ura1f9bvWK4tNbdRR15myetjdr/FwOIAt2NpuRtSIMr3w9m7QjAqVQVmUv7WxbsWzYnMpuoOlvJNZfngDadaiUSiRRj8MLIW+7935KeZ8wTKe4a60pFQscO3GC++57F0opOp0OnuexMD/DscP7KRYruK6LNYY4jnFcj0KxWDY2elccxQRBSBi+tr+EEOJCJQFYCHHBipP4Nf1lE0MvjLDo+wulAlEYEQYhuXyeUrmCiQMOH3gxPZes+vtN3/iNTK9bz5NPPcno2AgKRWIt3U6Ld93/tazZfBmdVpO8n8PPZUOusspSf7uj1f/rXn7nf64w2H+jbu1ggyOMTavYfi6H43gkiU2nSS9n5DMdbPC9VXONLKBXBAvOHsUu3GG2r8YDO0eIta9Ple50j+SURuaVk55PYU/z5dmen7MP2jrXrU8+krUW3/dwXRdjDBiLod/qkO4JPFgMYO1yg8JgIXz/kyCd/qnRul9cTjszIN2Tm/TPluOAqx1q5SJzCyeI/BHuuueddFpNlEqr0aVymaeefJLJiTW889570ypwtjf44uxcGqSzD7+SOMSYmEKpgknUu8MogiTBvMa/hBDiQiVrgIUQFyzf817Do6dvwdvN+nilNvaOYqlCo76AMQn5fJFypcaBA/vY/fRTOFoTBAEAt9x8M8eOHqFUKlEqllBK0awvceNNt7LzutupLy2R9z18P4ejPZQGx3HSqc9KDQYNKQbLe4H0Tf7JVceVAXUw1Lm/sNcqjLVZO7Iin8sBFmOXVzyuWlO88tBnmVvUX+apstZsa5d31V11E5sOzVIK7Ct4r/2GF1rP4C013fmlOM3a4NX1W0O2u+7yZQrS3nqWA/I5Blet/l1aaT3z9c70gkxfy8YaHO2S832idhtjHZzs0xpjLMpalLO8NMBau/KFnIZfpcAkrLhS+p9+9Tn9V7Y/tUI7Dp52GamWOHj0MFvWb2HXtdfwyCOP4nseUeSilKbVbnPb7bfx9x/7GGEQ4Ho5Zo8fotlYwvPy2Z8hQxJF5HI5XN+/R/leqZIvtBMjbcpCCPFySAAWQlywer3gNT2+dhRJktw9PDRWREEcp8Ojcvk8lUqVpx97kBOzs/i+RxhGjIyOUszn+P2P/B5T09N4nkcUhYwOD7HrxtuJE3BIcF0P19HpYGet6I9XHqxFzOq3p3fqd1bGg35FrB+EjU1wHJ21P5t0WaS2gxuqk8Pv2e72LD1Fp4TfbD2leQnh93RzmdKBXud/jNfPa39SrzRkn3MS9Es4DupsQ6nOcfwVP9hTG6JXDKk66T7P2ky9PPI8+7BF4brpB2LGpMFYO+mIK4NBDWK7k15iFI674pz61fYsF1sLyqaTpFEarQxGgVaWxKb/b3A9F5045FzFoeMLTK6/lNE9L7LY7OB7PrWhKp/4+Me49trr8Lz0/xGFgkuz0aBdXyRXGkI7mjgMiJOIXL5IvlBeE4btWwM3+ngSRhdyC4UQQrxmpAVaCHHBMjZ5zX6hErqdHhr/PbWRUYJumyRJcLSDdjxKpSJ5r1/tSv/jOJp8scg73/lOCr6fVY8sc3PzPLP7RXJeuj5QO2mrc3/QjgIcrUBr1DnDSr/N+dSL+wOATH/ojwFjDJ7roR2HxBgGpeWVtz9bK/SqJ3xw9/TbSVefVfa1m51PfB7HXHkab8qgeyavRzB5uffx0m93rlssj6rqr+Jd8ZHLoJp6pibm82vdP7dTrzl4yViL46br7Y016fpfa5aX/1qbDYBbPm+bGLBmsFwgvThJb6HsoPXbZmsAlNJg02pxf22+UumHS8W8x6NPPcPS4iK+6+K4Dr7vc8cdd7Bx44Z0QFb2vAVhj3azgee6aBwSE2NMjDEJhWKZuBt8TRLHOLkc2nVfs19CCHGhkv/DCSEuWOVy8TU7tqMdgqBeKldr7yoUirSaiyRJguu65PJ5Wp0ue/cfAJbfhM/OzDI2PsG3fNu385lPfZpuu83Y+BgvHDjO0ePHKBXztJsaRzvZtr5Zxfc003PP3IV86npLC1mrs8WatO05sQZLut+v5/npPqhm1Vv9k+7z5NIry4sgzzFRaTBfyC7fzpqz3+Z8vbah+BwP7FXyRrVLn/Mez7yZ8OmPlw2cOuPt+mtq4aQX8Jkamlc3U5/XOWQ/s8HLkxXrgL00eEZxnE3QVlibdj1YDWhncJ5WWRKr0CbBUVm0HqwpsMt/qPrdDAlgs8F0FqzSKJXgKEVoYKhaZeb4UfYeOcGuyy+j1UqrwF/3vvfz5JNP0Ol0ADAW4jCgUV9kcj1o7YBRJHFCkkTkczm07787SsyPux7GSgVYCCFeMgnAQogLVhy9xBLj+VKWBOiE8V3rpoYnlIIojrDW4Dg+fs4n6jY5cWh/eh5x2ue7dnqKJx5/jN//yEfQnk8cdNl8yZXUTZF8oUAcR+n+vtpJK7+OTtf+6rTNMl1Xe67AefrwYVV/GabFKgMmnYIL4PsexjDYFQZWHGKQRhQrt40ZzF+y6RUG78PPEWxfydymk3PVBbnG9hRnD+FnC8/nk1/Pspz7vA1eKmp5ctqq2Do4kTM9jtOdRfqxyZkf+emPd6b9ga21KEfjZq3G1lgMFu2kIdskFq2yDgijMI5FYcDq9EOj/uNQFozBGjs4a43CKFBOepnqF4mVRpEOzDImIe/nyQ9toDQyRX1xnihO+PCv/AqbNm1keKjG4lKdxCQopel1WkRhD+1qrFXEcYwbRuSLRXK5/KWtTueGnO8/dManRwghxBlJABZCXLC0fm2GYGml6EUhStt3VaojhEFAkrVLKqXRyiWOIuqLc8Dy+sFmq83v/M7vcs0117Bxw1rm5ubZuesmnttzgLVrpgjCIG2B1ipteU7fTqM1WTulHeSEU+LCyqSTLlpkZUBQgMkGEZlsepaNLY52su1WklNzSDbE6qyBtl8NO11+OflUzjv8njuSvV7h95UExNejsvtqrN99tdYBr37p9EPwirW4K6uVq1oC1FnTej/SnulncfqXZ3+YW/81aHHQ+K5Hh/TPgrY6LeaqNOxaq1DaYqzCMQaUxmQv4P6WY1rZ/ty4QVXYsjw5vf8QtMpCsdZoBVESUhkaYbjVYWLDdvY8+xg7L93O0tIiH/3oI4NHkcQxnusyPz9Hu9VEaweFJcm2Q0oMFItlOu32u9vd7kPamNdhtbkQQlxYJAALIS5Yp+yN+yrxtKbVjfBzpdtz+Rxh0AXAGovWCt/3WVis02y1V93unrvv4tu/4zvYvHkzv/CzH2LHldczMTnB4YP7eOc77s5u72Trf9Nq1vIjsAzGPg9Ktf31vqvfAqctn8u/Nyt6kPsTbq0yGAye56NdTRwlK25z7rbmVbIMs7K627/LfvFssOvMK7QyJ73EDt03wPnH57fi1OgzP7qTqrCne1z9teanYVdf6SWe1dlfuJ7vpec32APbgpN9KJSkDdRa9Rup++uEsz+FCSSDnmqyiG8Hk5/p/+rfvQZHgaMc4ihhaLjGC88/x+jENIWhSZSJ+Imf+imef+55fv8jv8fff+KT6YAupYjCkF6nS7FYwiqLSdL1+iYO8fw8yrFv8/M+efT5f64khBACkAAshLiA2fjVb4FWQOQ6tHq9HaOj66/xczmazSWw6XparR2iJKHbaWKS5fu/cufl/PiP/3PWrN3IH/6Pj7DU6nH319zP0vwxgm6Xaq0G1uI6arCtilJqMBALskpVPzRk7/NXTnReHtRz6jnb/ht1AJu2fCbGUvI8sCvmSiteevjNrq/0cgg2J53HS8t25xd8Xo+8+HpF0pcbfl9+cH41mp/PdGiFsma5gfmMd9VvC1CnXAosvyZfhuX674rLLLiuj+c5RFGE1garVFr5ze7PJhbrgDUKo9LKrlWGrA0jW4Fgs69ttm5++c+d0gptILbpB1j9ye0mMVQqVYJOhzjosnXn9XzlU3/Glx/8Ave//xsYqpV5ce9e9uzdRxhHlLRDr9PEcdKheDY2GGOJopBcoUTOK97caXXWJJ53/E3+KZAQQrzpSAAWQlywur3ea3NgrbHKfUelNkIcRdj+mkClaHc7rF07zdKxgFa7M7jJlq2byOUL7N3zIg989jNcc/PtrF+/noc+/xnKtWHKtWGMSdI9f7OSqlLL9d+VzaSDSHumN74rWpIHg4BsusevNVnly6Z7q3q+t9zGvJKCMwakU9YHZ2HUnOE6b+ES1SuLied/y9emAvxSPsl4eUd/Zde2Z/neuY9wtp/N6R51ukZf47oeQS8Ex6bLAoyD1gbQWNvfFCnbeiyL4Wl3Rv/gWYO37Z9D1t6g+rfIhmHRb4FOh21VK0NoZWkvzTG+Zi2F4Wke+Oyn2Xn1tYxPruHS7ZewZ+8+TGLp9TqMjIzj5vI06guAIbEOUZyQB/xcId+JuneUCvk/lvwrhBAvjWyDJIS4cGXVl1fvV/pmNrYJynBXvpAnCtOQrYAkMXhuju3bthCEq8P3+PgYcQKLM8epDk9y3S1vI+g1Waw3GR0Zo1atZAFIobTKBl+tXjaZ3lF/M6NTHuxJX/bbo9MuT7vyH5uuKXQ9B9dzSYzBDIZanfTfs1lReNZnyln21a/Upj+O1y7YvXrezOd4nj+U0z3Panlt7cqjqVW/O+VGJ70QzhxfX0qoPbPldcPpF2lbdrotkZ+1z6fXWbn1EVlbtLVJFn7TaelKmXT4VbaEgOwDpcEKXKXQ/efFZr+UQiuLoxVJklCqVPAKRRrNJoWcx/jazfQiQ6e5RK5QpFobWnX6k1NrWbN+E0mcYKL0D6gxCSaJyeULJIm5J3E0nuPg6Ff/lxBCXKikAiyEuGAVC/lX94AKNA69Rr1Srg3flS8UadQXMcaggCDocunlVzI3X+fgoSOrbloulVFYTsyeYMtlVzMxNkoSJxw6dAzfcygV83Q7TRydVn41Gq1WDA5SK7Jp9h78dNnEDvYlPeUb2eTn/tRbQz6fw1EOiYlOuepZB/bCKcH2rLd5laWP/3VrTubNHWTP7szrpF+9FujTH2n5haKUzqqkp3yaw4oehVflXPosCp0dMw2+ivRTHkU+51NXisRYPCcLswYcJ2tvtmCSdJ600jr9vU47JpRKQ2//z9nKIL38sFSagJP+BRpMTL6QJ18osLhYZ/MWKNeGaS0M0eu0CXs9nJV/oJXl6OF9jE5tYmR8ghNHD+EYD4tDGEXk8jmcXOHOTrvrRtbE5i38GhVCiNebVICFEBesxMav+q/QxDR78Y3FYmlcaU2SxFn1N6FULhFEEXv3vkitsnoP4jiJ8V2LLo6ybssOgm4LP5dnaXEW5ZC2Pmd7qKb/0YO1vyeHg35BGsgmTK/8/ulLriZ92562QNt0CyTP9ZaLuOf7/vlsXdErlhG/sgLtucLQW6fn87WvVKuXeR/n+RyueC2ps1y2utP91ECrdLad18pq66rTXn5RvxrPmFoRfleeszUJruvheR5JbDCxwap0/X66fj3bD6xf3c3yeToteuUCd9JujBUfOGXN0oMBdkop0Dqd4E46lM/TDr1Og1yhQCHvE5Jjpt4h50AQLHeN9IIAFCzOz2CSBMf1sEk6xT2OY1zXxdf+jk43vNJqffLYMSGEEGchFWAhxAWr2Wyf+0ovhbXgOrgud5fLQwS9LsYkabEnjqmNjBIFIWG3Q7u7ugW6XCpSb7ZpBZpNa0YIgggnC9DDoxOYJE6nViuFRqNUf4zPqXFg1bTms51u9q/BACwLCoOJExyt8HJ+Wr22K6Y1n/M5WL5/pdLQoLLTPClynM8pvmSqv87ydVz4+BqOi3odnKmCfZ6P6nQl5BWXrTz66UdZ9U9jxYtmcFn/HFZXgc+35n62s7crjreqVdvaNDz6Ht1umFWK0/OzVmEAbW06xMsoEm1w+kOyrErXDKv+GvxVDRGDsVuDLmnIwm86zA4suVyOVqtBoVAg73uUyyUeeuQpbtx1JRNrJgbnmSSWXq9L0ckRRRHFQpFer4u2DiaOMUlCvlQgjFpvLxYKj51p/2MhhBCnkgAshLhglYuVV/V4Wlk6SULOcW8tFEuEYQBWYY3B9Vwcx6XVbBKPT9DurA7fm9at44nnDhAZ8ByL0g7dXggo1q9bSxiFKCxa67T626+GnbTQclWt9+TtjwbVKLV8fcvg3Xh/6xeDwXE9XMchTsxLS3grr9ufAvQ6JsTXt/35lXt1zvW1a8N+pWe36uVwyvHOcd6KFW3Ry5+svPRHevpHccaXpVL4Xg6l2xhj0RaUyqZWZ0sErFIoky7mtYYs9PcPage5ffn00+sqlQ7SUtnEdg3p11qTxDHVkVFmjx8BC67rMTw8zNNPPsmnPv8Q2y/Zuuo0kySdMB0GPVwv277JGIx2iOIIP5cnjM0tgTFU8gUS8xaeNieEEK8jCcBCiAvWySH0FVOKTrezZnhy401uzqfdrqfTlU1CuVrDWEu30yAMA5TjD27muQ6PPPYktQ2XcfWuXcRxQqGYp9Fs0mx3mBwfJYnS2bNaKbTOUqXqBwI12O6oPxm6PzBrxcpgViZky8o3/9l2LVlANrEhV8yjtMbGg4WKq50pu5y87vcMV7FnTkWvgrdOTfaN39/3jVobak/5KZ3zeVi5j9YrpFa9+vtz4dJpzNaC7/toBXGSToZWmuzPV3pLq/5/9v6tR5YlWRPDPjP3yKy11r707Zw+Z845pMgZAQNQ4kASQYKUIIEvEqT/od8oEBCgBwmYJ0GE9KqRiOHcNOzuvXvvtVZVZoSb6cHM3D0iI7OqVtXuS7V/G2tXZoTfIsIj4Z9/dlEQBFoAzQnE8WJR21TyyG/qcaPrxGd43mvbIKKUwKWgLAt+/rOf49/8q3+J8zLj/d0R0zThb//2b/B/+b/+c/ztt3dmFSKClBI+fPgK9w+fMJ9OyNMBh+MRy3yGqmJZFtzdvcPx+O6/vL9/+JBEP5U/o42hgYGBgT8mBgEeGBh4s/jqw4dXa4sACBE+FvnP37/76l1ZFpTFzYel4HC8w+nhMzgRPn3+hPnUcgDPS8H/7f/+/8L/8b/6PyC5appyxo/ff4ePv/89vv3Zz1DUco1GJNkgv8FzLyPWAo+aQHckVmHcIuJHTzl1eYH3Lnjn4J7F6h9hzX09sNOfIv70yfpLRri/T0IrMhvEcn8zoG/heaNYGznr6vje576vlBk5ZZzKDBEGsZoKLACY3OfXiLSKpUZi4o29t6m+Ft9L3e/XrS3gRBkaKYRRVPHtN1/h4eEzPn/6hOPxiJQSvvrqAz5/+hH/p//m/+w+/cDxeIeUMs4//gAQQ0VM8T09gFVQZAExYZqOf7d8fvhPcTz+82fdvIGBgYG/YAwCPDAw8Gbx48ePr9aWwnwDj+D/8t3X3+D88GD5f1Vx9+4DCMCnTz/i7vgep88fkXPGNE2YZ4uw/J/9L/9r/OIX36KUGXyckHPGD9//Dnk64Nuf/wpSFiSGBb7aBDV6ioJo4tPGC5MAEUUp0syfi/kwppxr9OpV609hQ1uGsakTQbB+SpL6x1dW/5TwE5PsG37AL9OXe6LM2F7Ddr/lGhQtoqeVbWnC9uqKKlKaME0ZD6czRBRJzeJCvYZbP7sJtIDBEDbRl2Dqr4p6mejLNrdUbNTMBFEGkVhM6iL46pufYZnP+OH77/D1Nz/DdDxAVfHzX/wcv/jbv8O//jf/PQCAOeF0PkFEwCnh/HCPPE1Ih4Op2EUhZcG7d+/w8fTpv1zm8z9fNOIGDAwMDAzcwiDAAwMDbxZfffV6CjADuBfB+UH+SSJAiim8y3LGz371S4ibVioI83zGNz/7ZTVX/s//1/87/M/+F/8Ffvj9d/jFz76FKpAS4ccff8QvfvkrfPPtNzh9/ohpmswEuuv3OrXRna+x/N/qatoR4ALmhJxy9RkMfmMWm83Uc1cF3mK13tb6/5+Sm8ZY/zzwxx6om/XuO8Pii8fXNfjY/HxalOorfrzhe7ur9Rrhu2VtfxmYyyYPM2M6HEC4hwggRZHI/HVVzBpD2VMhAYAKRAiEBGJUP2CtowDA0mJ9ASjx2cJCQ9RcJfJ0h48//h6/+tVf4ZgyEh/w+eEH/JN/+p/gN//u3+Df/ut/iVIK5nmuqZYWVZRlwWGacLo/AUxYloKcE86Kf8YETKVAR3KPgYGBgUcxCPDAwMCbxWuSJCXCMp+P7z58+8/SNOH8+QFQxTRNyGnCD7//Dnm6c9KoEFnws1/9Nd6//4D/6n/zv8XHjz/g519/ALsp6CFP+Pe/+x7v3k14fzzi848fcThwn/b3Cj3p7Y5b1Nm965YgDmKfzV9ZcbzL4ERYii3upS7UN767e103DtGO7RTb//I6+PMygX46/qxU7e4hxDxdx3FuCBPoC6jCcgpt40h3FHejMu9a6+/2egvGKqcpg9n04iIAFoAn7aJCWzAsCNwHuE38yD6mRH4NWv8Q+TvlN4XUXBsWEbx79w6HwwE//vgjpsNkqu6UAGIs5xP+6f/kf46Hh3vklKqSDChSSljKjOPdHcAnG3NZkDjhOOX/8dfvjrhL6enR3AcGBgb+gjEI8MDAwJvFb7/77tXaIgjmWf7ur//h1/8YRCiLYCln/PxXv4aK4PTwgOO792AiiCoePn/C/+q//t/j57/8JaScIcsZU/6ZpUMhYDpM+Hf/5t9hmWdMU7bcoewkqFO29rwjL9MgBSul/puTW4v6HLKsiKWBiYa0izZdg8hS3/YGexKbhrsnrcxPv9C180kg0j8gCX7MCPcW/hA+wH981nNxd/pcwTcV4H627p29PYl64v3U6aZuQnA8TEgJOM8C5oQiABWFskVwVieyTP0bKVBNaNqv1rmo6oqxDyiOE7t/sBAOOWPKjO+/+x45TThMRoJznlCWH0DM+Gf/2X+B+0+fMZ/P9R0lAub5jMPxDse7O5weHsAL4fD+HRLnf/rdb7/7Vc78m5capQ8MDAz8JWAQ4IGBgTeLb7/+6tXaUgCfzvM/JE68LDO0FKQ04e7dB/zw/XfIk0WVTcnKc864O75DmWcs84LD4QhOlhNUxdKiLOd73B2PUBUwU13srxQv1Zr79tbotv6/MeaI/Kwq1eR5mjJUGvmNYFnPUVZr2ca7d4f4SkF9L9v943O+PyH8xCR772bfNIFeT6arCvDusLcHbl/X3ltx827EnAeQ0wEpZcjDvUV6jjN1E0qgxN17YhtITOK5r60X0fB7VxSgmi0TbDMsTKBjcMfDHUpRgAk5JUwpI6WEfMgoH89QFUyHCaeHEwgMUgVQwJwxnxdMh8l+RxQQWUCcfq7Qv19K+c3NmzUwMDAwAGAQ4IGBgTeMr756pTzAvqI+//DDP+VpgiwLlmXGz371K5Rlwf39Z7x79w4pEZgyiBM4ZRQpUDqYmWNKoMSItXDihKUUfP2zX6BIAQgWZbbzaQyLy7Zk98N6EScLXRXUkEJhxun+vyoCTuz+v00rqi6WVJ0an8Ys1FRr9G6aj9mrvgIG+X0ert+vZsL8UvPr9WPXn+zZ7/v5PmEDIF4a/6tqubgPhwM+f/5sAe2YURa7F8xqJsjJNnGEFYwgstq5AgTJ9/y/ahGjAYWsRmwqLoORp4xPn36PlBI4J1DOYLY84sQZy/nBlORkgbMIri4TMM8PmKaM6XDEsiwoc4ES8O79+3/45usP/+14NwYGBgYexyDAAwMDbxa//e1vX6chJ4anwv9xzskCSSXG8XDEx08/4Hg8IGUytYYTEidkzsiZQSBMU0Jicr9e8wFe5gJV4Be//BWWuSAWyPA8pKSmQfXk8irpDSUWa7LTFGAFRCEimKYDmBnLvOw3dltovk0+t0GznqkqPxV/Xj7Af4iB6s17Yqa4r2wae8UHuB9TK9oU1E0jbdPlibimDz96ddvI6lDznz0eQEQQWcBs1hgilroIqkBRaFIjuMZEzarBrTIUMKKsBSC31hCtaYKVCSJ+nAARwfHuK/z48d8CsI2wwzSBmZFSQsqMZSYQMTIDsxJIAEEygk2MUgrydMCyzBAoppxwf9J//OnTfU2jNDAwMDBwHYMADwwMvFks/DoRUZXMJ5AKfgVVzMsZX3/zLUCM0/0J7z7cgYnBnG0hmzM4JaSUoarIKSNRAoe6S4TT+QxSwl/94mdYlqUzgXYqESv7ap+8GdNKiV1rxJaaVCEqEEv+CyVBKYL37zKAzs+4b0e6BvawJbQhqMW5TdnhjviHQtzsa+Tn2oOw+eYa5isPaZ+Rr5Xmx3ZU1j6+faojb231vb/K21Mv3i8LRseJMc8LEguIGSLScgNDALhfA4U1BUPLeiR1vN1GlUr4G1tfBIaUBe+/+gD6DdmGVE6YcgKnZBHgme2aiUCckEVRuIALzBybgfl8wjQdME0HiBRAGWUu//D5/hNEyhOjbg8MDAz85WIQ4IGBgTeLD7/4xes0RARSwafvfvxrKYLMCXfvv8LD/T0OR0tdFGbPidn+ZQtsxUTgPIHYFF6FIqeEHz9+wu++/z2+/upD8xPkWLgLIp0JdQwguPDVYSIsmCN1i6lVRdRVKFOjpWvoIvLzc3iQE+LgXRKL/96M+idzT/2J/V5fDX8e47yt7N+W3HenZW+J4PP7upn1vhN5o8lhUrxzvjLOVfi1NSnuCWH3WaFIHsV9Pi8QFBAYUKAUIIefryjAFlCOI/+xp5YiCjnYdoCKuqhdeS8BJHWDqJSCb779CufzjIeHk5lBc/JNswxiBilASgAnMBeoJJRUALFNAAFhmWfkw4TT6R6lCATyN8e/+mW1BhkYGBgYuI5BgAcGBt4s3p3Pr9IOE+Ph/JCI038AKN5/+BoA4f7+E969v0NKGUyTqbwpgaeDmz8DgKk6xP4XhJQy7j9/xMPDJ7x//wHwIFhAuOISlBQci2iV2tau1KqAbtb4IvDcxK7vOQHmlCG6pRJPRF3Ua+3HjjUNMcy1I8MNMUAJrpi9DrQ6HA+8DGsz5VdNwdTx/gtFcmU2kLDP2rbqbqjVIa9ip85eC9HfmmSHe0BOE6Yp4/4e5iaAguQqcBFGzoCK+fUSsyVtInvhFE6Ei30OD36tUaHbGKNXUcGHd+9QlgUPD/fglCz/NxsRJrLfCjCBlSFJwFCosJlii4A4YZ5PmI4Tcj5gPn3GlNJffzVN3f0cGBgYGLiGQYAHBgbeLL778YdXaYcUOKv88vjh53+fUsbdu/d4ePiEw8GIL5GZO3MyJScnxjTdQdXMETOnZtbohPj+00cQEd5/9TVKkbVCRlyX+0ENaoxaFVOHEhnr7axJJaylKwsNJUpRimCaMnJKmJd9NnpTYY62OovstRn2ph2gmkjjJvndGrA+dfH+h1VW/zx03H08hQ899fr2yu1PGSsZybxiI6dOIG0znJwQk0rbRKmKble/uxj1RLxEDAignQvBahpfqNcWIs7mr5ov//EIoo8QEcu/CwahuC8vmQ81yFN8Own3VElSyK6LCFI6ywoIiBQiRt7DkkNF8f7uK8znM+7vP+Hrb77FlBNyThagLruLgjrpZ3OcyAqIEgrHe604n884HN6B8wMWwd+dfrw/fHh3OBcZfsADAwMDtzAI8MDAwJuFyutQFlMz5Wfz+eHbr7/5GRSK8+ked3cfkBIjpQmcEvJkga9yOmCa3uF8/ghm4DAliwLtIaApMe4/f8Lh+A4fvvkGpagpxhQaly3Se2ooW89HW/+v3IWDlNpwO/qsBVIE+e4OqKabVudirbxHgl1Rhigo1QFVJU86Ae/xGDzXWHZnvlqVw/0W/hhBsF7S3euoq7d2J74UQVKvew/vjeLascvRBfHdK+G7Iur2A0qVLhsBFDc15p1eYzMozglIGMrN6iJsEmh737WzoFAFw4LZxTMyc+0CBaGIAosiZwAqRoLd7CGabe+Y34kutVi7bDOhJiKoFLz/+mssy4zPH3/Etz/7OdLEyNMEJkbySPFQAjEhqUIIkFRAxaJISxbQkrGcZ0zTnQXjA/7m4Xz+RZHzvxsC8MDAwMBtDAI8MDDwZiGvpoQoishXEE3T8Yj7zx8xTUfz+e2U35QSpikj5SM4JSxzQc5H8+8DgZObShLj4+dP+Pbbb/DVuw843X8E09F9DAEjAGvSYOtq7Q5tTaHbWOOviKJ47lKQYprymgA8hpD7IuAPNevVemt7Eu7ukI8T1Ket0K8R4WECvY9rRPsPsWGwdffejfisApNrfaPHLR0ELfxbs6FvE6xGUe43SYBmg+9qManW6X19u2DtA6xQTNOEPGWcH84WRAoC8ATAIjhXFVg9L7B6OyStzeoLLFesJKxfEcHduw84vn+Ph/t7ZGZknmoKpMQJxJb+iDlDhEA6g1My14Vi1x0R45f5jGmaIEW+OZ3nbxeWf/f6GyUDAwMDbwuDAA8MDLxZpPw6UaChClF698tf/hqigmU+4d37ry2ATTJ1N6eEKWek/B4pJ6RMUAg42YKWnLQyCDkn/Pa7H3E8TDgeD3i4V/P7w6Xn456+ZkGzgjZ05qFu/ixuImnpWdSINSfkKUHkiv/vXjqaNQ/pcp4CYLT0S9Kt+PE8stWXvUbUtmX+vNIg/eHwpSpzkMVnm0BvHkQYAuyOQ8qmB/aIyqGYVkm1GjFrOJJ7WYqNlurw3mzrFQlBpXXl77szqdHOK4CUM6Y84YRTq9flCy6ilsaM7J2SLqUZKBTsjo/HJpG/IIp2n4oIPny4w/F4xO9/+NECYDEjp2S/G2mCkv92sPdCGSIFygJoQhKBkECYLSL04YCUp5SS/Pybr77BMIEeGBgYuI1BgAcGBt4s/upXf/3yRiweDX73/adfpOnOgs9MB6SUkTjbAjYlHKaMdLhDmjoVR4GczbSRiSvHPB4m/Obf/wZSBNOUEAleCOqmoL3q2UjnSgnVZuYJ7UvaJw3TUlJoMd/GxBnLFf/fxgt0faxrD9vTNR/q5sQVPGba/BT+9udIfJ9DTP+syP2G/O4U8GLUyCEaUW5TJyhvZ+ivfdKjAiPB3YaWGqFWyoAuVoa4eg73Y7qmh5KryyllHI8TfvzoBBcK4gIgGwkuriy7iwJUwdTMoOubqIKWkqydt4uLi1ccpozjdMDnT5/t9yUxspPflBlMhFnUNs5AFkwOFvwq7hzHhpSIqcCHCXcpffPNV19jlleMODcwMDDwBjEI8MDAwJvF777//uWNqCIlxrLgP3m4/4Svv36Pw+FoEZ9zRs4Jh2lCPrwDpwk5JxwPllZlmQum6YiUaGXCmfOE33//O+SUQAyAXSny6M+rkM4w5cmG0j5fU+wIhCJScwCrWACsw+EAJloRD7ei7HjMusVmzrp3X3aq0M6x/rT39WdD8P4oeKoW+2eAOkfEv8bsa76+1Qd4RRi10lhVcrIbDNTNqGtboXaaabXtyXj48TCN3h2U+RyTS7eHwxFECUWKWRmAbfNICcXbICUQifvZ+3UIQORpzISN+O5YUxAzwAQSIJHFA/j48SOYGczmA2yWIqYGnz1eGCeCmN0IUikQXuyKC4EBKDNKmSFLwZn016dlsfv3RqbQwMDAwE+BQYAHBgbeLJZXSIOkAEohnGb59TsA2f1+0zQ1n9/pDpwOmI6MKVtE6JkXgApyTiAQKFlQG0tHxChlwdff/BxQdVPm6C38CNNGKV17NVpiFq5Br2hVTmtgKhVTb6fJosteSslXEObMos28E05g91TKrslri+9rvrwXaXKegD+0UvoSWvrqKYZ28cdmPEYW6zhWTr3ihJGBeng9D81a2D2JdfZzofgmV1AFpgbbORNW47vfY1UjmgBAleLWYFjEjNXb4i/QlCdMKeFciptxAyQFFvWNLVJ78lRHpBARpGTjEwGItW5OMdn7Z+TbX1CxqNFm5GGbah9//52nPiIcpozMCcwZnFP1KWbvAwoIKUjZ+mEFCwBmFAhUBedF/vbz58/QZfmjz4aBgYGBP2UMAjwwMPBmwSm9vBFVMBNU5Y4nJ75sUZ8Ph2RBrqYDDoeMacqmHiWqvrYpZzCRLXQtFCxEChIn/OKXv8B8XkDKiDwpjRd0SnDvXFhBq09xJvx/g3yICogJecrmk0gbqnxF/UUIbeh4DLYK7prsPMbxtuebInxZ8TFSPBSuLb6covc66pfiIjCZRA7qIKG0nr3+8KupvrgDu3nlmuob7wQimrNl290G3LKXhutGkIqA0ppwGyFu6nNrw1qZpgzOjDIDU7I2xf2OKVmqpaICmloKJVGn9RzEFghteHVvat8xXMXheIf7z5/BbL9R2X30pynVY4CA+IAEBnSGqoIlA1QgiIjVClYCEUOX888/lzPKXL5oU2lgYGDgLwWDAA8MDLxZlDK/QisKaAYzv7dANZPl+s2MlI9I0xHHY/Y0RqbyMhGkFCRmTNlIcQIAIjATzvMMUcIvf/4zzPMC4lg9x5KcfNnvTrbhQwmgj+IsK/W4kYJI59LSuhgBL3sBsAiokWv7S3YFS7WlyRHd8aeMYdfv6sqzf90sxIPsPqaKxrhvYa18/7QYfLubX8DODel3QXqLBl6T69hI6SeJEoBSiSyYoEIgVfcLDuKq3Rhiw6jR95VPsQiIAaU1CdY6MUNdtnZTYkx5guAeomKk0wPTqUrdgxIBKPk7UQBmU4RB0X4MRGuv6s7y5Jcqy4Kvvv4W33/3HUo5gwDk6QDOGSALqMdu3WHBtxhArtYeZkWiIBZA2INlCT5/fvjVN3cHZOxvKg0MDAwMGAYBHhgYeLPQMr28DVVQJjDTu5wtwFXKbIGw8h0Ox4ycspk5M8BsRHiZF4AnHKeDLWB9dc5kBHiWgg9f3UG0+GLcl/VK4E75Asz3cMX0rqxtLdqsKW/ips9S1APsMOazXDFV3jjvBpfpjkb6o3okmEhwdKj5Q24Cb19biPcRgNea9GXdXSLsBHroXC/HU6mSW/Je1jJW5l+ckKqptXEEaPNtRX5BsCBWna4rFvm56bOoZYuzb445SPZ+SCWp4StsJJgZUEpeWzuC2oXLUoA54zCZ28HiijMrAaxQLRDKYNj7lDjeR4Eq1+uKuS/S3heLxk61XwYwl4IPX31AyoxSCkCEKSdMaQKnjGma3FtBwInd7Nr8jQspeFFoUaRkm2BF4b8x/C19+40R9ic+04GBgYG/RAwCPDAw8Gbx/qtvXqchSbif77+aJsv5m3NCykccjhOmqfn4MjMmz9NzPp+Rp4zpMJkvoktIKSV8/vQJP3z/O3z14QNEy5oAKpnSGlFj/ezabBN9jRWKm2bC1dsigrvpaJoyrQmjLcqbuXR/3MilVo6715s2kasNvxZ+nLFvDbtpc61xpifRcR8rwdi09+eOP5Zy95gBdUyR3mw4zmjfghY/evk0FP2cdlJYfYN9JtRdF/Nyp6rgapv/Km3AFORSIAqwmpuBoqPQvjOj4QKgau+kjyhycx8OR2ROWESQXc4VgQfFMtodpt3NJ95mqxHUmK/1jlVR2zI2WSUpBV9/eI+HhwUPDzOIzcJjSmyp1ThbFHmP5kxsJDgfMnS2y0n+blMm0AKAEg6Z3v/iq3eAclO6BwYGBgYuMAjwwMDAm8W337ycTDAJZplw/vHwi5yPSCkhpQPydMDhwCCw+dgyI1NCTowFhLIsmA7ZFrPeFsH8kh8ePuN8OuN4PBph9KitRuoUNQVMCE2dALzlnI24RBsRpbaZQOfMUKF1xWhvz561WzvLY7eQYSR6lRKpjTVG2Y+/kdsWpGg7Cl3V68m5rtpdnbscwivhZa2+Dqn9qeh9dw/3IovV/ZF9db4hVN9LKNTt59nLWVqjUIsbge5HFEctInRR9+hVqRYJTEZQBWr7OL5xxN2casy9m9TMbtbsaZNEoIlwOFjKMvM/juBWAMhNqlNygToIcB+hPYhwfxVG1CNPduw1iQru7t7hdLrH6fSAwzSBOIE8BRIxg5ghYu8V5wwhQaYFhIyzKorr66UsSCzIU8KD8vvy6WSm38MEemBgYOAqBgEeGBh4s/juu08vbkNFofnzzxXHfzgc7pDzhOlwh+NhAsEiuKbEyBS5PBNOpxllWXB8N5m6w0aSY0m/zGfklHA8vjMCzBsjYJc3qaZFagqywtKfrPWdbhEutliP70yElCYobWoE56m143o7kr1SWTtFK9wuQ/S7qvruGzevCc9a6d5+3yfCK6fjVet/7orwSyJGv6Rup8E2rFjkDY1Ytfq5YrWhoa4ak1saiB/13tz6IQx2YwxxLdIFmiK0KM82EgKIQSQgiUlpXvPQ5kXfWwyAqEaD3s4OAiGnCTkRHmbFwmrWHPUai20ikVlosEd+RnX8jTbbPCbEZROKO9ATEUQU0+EAWWYs84zD4WAqL2cQWxR5IqAspjaz2XHb/cxARvZ3HVAWhA9zQfr5jCl9fUellEGABwYGBq5hEOCBgYE3i4fTy9MgQRVl1q/z8e7bw/GInCfkwwHJTZ9TYkzEyFMGUYISoUiBiGBiU4Qp/iMgJ8bD548AZbz78I2bZQLVrJcovmLr+rumolh/9mBAEtqZ+/9yIiROWBbZzX60XSZXRVi1I0S9aSeqPyORQgrWaYtXDQUxCeyYxVY/33a+Rg+mRigaaQ7T1b12Nyrl1V6fi5dpy6+TBumn0beD1l4YzGq741eNaVcBr3ryt1UgwxoBAHoVuPPppUacxS0XQGRm0NXWvmuTABExhtmNF7AURClyXqtapCpVaH237J3bjBApZ0yHA3B/Mv95UiSQDTXDCXyyTSJW27daTX5dXbfd14hcrSgQJ8SCu3fvIGXB6f4eX3/zlfnqJ0bKFmmemTGLR35OBFaGMEPnGTkBMon5OGuCQJGYkSf6ap4/3X3/nXwa9HdgYGDgOgYBHhgYeLO4uzu+uA0iYD4XIjaSm6dj8/tlQmKqfnsmMhGKLFiW2RSdjtACACfG6eGE490H3L2zIFhmDJrQk70t8VWlGgxqj+aZ+CvVBFq0QFSQc0ZKhDKvCXDz39XKcsKENDj5YyLSiv9syVnLcdQdWxVYXYnqhuD4sZ4YRz2tlGxLCK8T4T+mGvwc8vsSonw94NiNOhDPWdvFE+8qyOb7RYMqHqe5m5tVpbUj7dH2JgMEC2UltZ+ax9f96IFIf9Sea/0W5tbanm+8Z0S2RcJEiNTEBJh1BPcG0jaXol5KCYecQRzWFi2KuopFpEZKRsWFIVBw8t6racT6NpFaFOg+tjup4HA4Apwwn+99p4uRk0V0Th61XVQguoDAHsndN1IWYEoCyUaCSRmUEpLyu/Pn+fhw+vET8SukgBsYGBh4oxgEeGBg4O3iUQfWx6FQKCtPd1M6HCzwlZkoMhIDmcxfD8xIIFBmyCKQUjAd3znBtMUrSMGccP9wwlcf7nA8HjE/3IMnXlGIdXIjw9qYuJOvOgFOSpANBcRyEWcfq0XhoVWDvcdm4xlazaBbfy0YUC1biUfPqh8JvNP5iNKFOnytim6K2XbBnkq8urgranCcfR5eRp9fRwF+DM9rP7xvzcSYNybmrcXtuOt3DSuBILN94+Tn1N9B6v6FjYIZPF/NBb0h2c0SYc8mIj4H21U3YiCQ58G2fmzOxL4PKOavmXBTSjgcj2BVlEWRJkZEGiew8VRZgDSZfy6ZwkxE3TOOMVA3C9ezT0Rxd/ce0zTh/v5zJdg5JyROyMmizUdsgDCBBgE5Zb9hGdOk0CLQRcCUoIQM0pwS1+BhAwMDAwOXGAR4YGDgzUJeg3SYfyOndOB8OCK7eSIRMHECpwROHuiKbWFdFguiM00WzZUTuRLMYAY+fX7A8W7C8XjA+eG+Eo0wOiX/u9G2cEHEuq/iuVdMzTOSIQJMB24BtnoCu7pR0Za2cyGdQWvdbb3QyW5KjNYsmj9mPXS13jb90ToK9NaXeU8lbqMb2H92xZ8bbe9T5bcxG9vZGkVZBC3KsM3PnlQ2n+CYOF3j5vRuFgaxi1JPR06tfjw99b3cGFqNyy/W1Fojp+p/4XMk/OOJU3snnLyyAod0MPVVFhTV6oYQFN+act1anJzWC7eRapSvG0WeC1jDQkQwHSdMx3d4OJ+q4M2ckfIEShMo2QaB+QETck5QNaILqFl3QFCmDBWLLg/SAxKmI+6etLk0MDAw8JeKQYAHBgbeLM7zy32AVRRLWQ4fQPnu3XvkbD+bmSztEWVTWJlgwa5UMC/Wbz5kkLZlu4jiMB3w3fffg6A4ZIY7FLrpsVPfsKhEpC7aqsJr9VTdzFLUI9pCoaJmTpmmFfmMWtvNgYi2q72pak+Iu5I+gjaWeioIElZinVby0IhIG/ua7K7uverFcQkCQ7Qpt263jfWSBF/qiD8l1n6hfwq4vmlBjbgi9NpuA4Lg81VWdbZW8EGOW4Rvb0mbFYKEebGizuU6F9xntym/8ST3TNxDwdWwmrYSHkSL2P4mhQWik1CDpbMe8BlKisNhwjRlnB9mZJiALU7q2SRjq8sJKgIpQCLbcoJSDRDn8bK6d0rbRpcqpkPGNGWcTmezDoFZh3Ai+5fNhFmLQMkCYYXlBSuDOQEiyLlAJYHnDCnlwClP03F6dE9qYGBg4C8ZgwAPDAy8WeQ0vbgNzsDph9OdzIXv3r1HBLNKid200vz2CIQEC4K1zGeoKg4pVxdbwMrmKeH777/HshQzc6ygjtf21KE3Me7KXqARLVUj25ktAFbpAmAp3Cq1SnaW7sVW1tGUrsyjV2MEXTmHqhrraqzr4VM9SbX/W7hFkLflfjoS/BLK/KelRF8fzaWZdhC21QHps0KvN1WaCXDfiKcV8i2cAqwiOxsxtmoUuXq13Nx4qWbLWBtft7nCray3LQIkFoC6dy58kcmMwFUt5dAhZ3wsCuRGoNk3oxRAEgE42SsrCimMSLNkfN7IsJHdtpnUhiqYckImwg+//wGJ7XcjZ0bmBCbGlCYACpHFIrkToxAAJbAqchKcS7G0TSCklKGqx/P5dHyFfb+BgYGBN41BgAcGBt4smL+UtPRtAERIPB2QpwmQGUxk+TpTRmJGIvIFvBHPZVnA4a/HNg7yHC9MbDmCJwuaBTehJAXAsUaOZf4OVXE1qicaogIRC2Ykbn5aimA6ZKTEOM+lCcYaSqzW7002A0gJsulXY+3e11uNycejnci3c+t78kUrQvB0ohu+lnvq8N6xy5678psSf97YuUa93GS4SsVFsZ9ca3vASKviho9p+AArOckMP+GIh95UZoChWpzU+pxXC03Ffl2rcaipuz6RoXWyNa05LBfaXCAXlNXSgfUB5fxdUrJ3JyXG8XAwU+XSZyhTqLKrzAqUAiUnxTXFkRFfJCD8d2104q7QLRq2igXEm+ezKd4AmAg5eWo1Np/jxcOsUyakyA8OhkhCysn+JjESjZSKSJ54GyV9YGBgYKDHIMADAwNvFkuZX95IAQTC0+GAnDPKPCO5vx5zNiIcEWvZFtnLPHs6kwMAi+gakWVTypjPJ9y9/8p9/9oCnKpTops8h1LL60V+ILirqpuUipmnqpipsJlr04oY7sUFM+JOVaSKIuE7jNq7bofQMUdXjV/oe7hWEffUva3p85YE96atewP9MjX2j6/jPuO+ulIIoJrVG5oZ7iX2A5hZgKbO35cI2OS9EqDLr7tRgfuxtBHUoi1/MFczZ98LuiRxfZCpzky/vggRiErDZDhUYovgJp67d+1JHCTd+02Ew/GIzGzm9kIAk1+jXacQwFpASFAQJDawYO+zLmibQL5Zw2TtVU9/Mrp//+kzUsqAWhRqYgalDE6TbwHYNSZKEBLbFJgUIgkiGYULOBWA2WxMGHw4JshubrKBgYGBAWAQ4IGBgTeMZSkvb0TVCPCUwMymTDEDiY38wtRdVQKnBF0KlvOClCfknCvBhWq1vhQB3n/4FlqKsYfk4mqVm3yJHrlMe+oldj7WxqEY1+C8aIrUNKXONLjDyqra1Snto1A3klL9kamR4fX9CbPPTfs1sNbl/Yzrehw7pF/Xx/dV31va7m01+Bpt+HLy+0eizReZonqFtDNjrzscbpC8fcir79r9f+98O9YOh9l8nNpOmN6kWrGX5XkVwS3M3MMhVjflun7I/YA9ALuZOtfHr6tmG6kmHKYJxAwpC1hTHRuhqbo2h91/XxTKRrBTRH+ut9fJtVtmhAUDEZCnjIf7e89ZrBYwz/8lT8ekxczHORG0JCAl5DKjsHr6NfsdSjkjMUCiCTTtW48MDAwMDAAYBHhgYOANg2h5hUYEWgqnZObEAliwGs4e+ApgsAWq8YXuvCx49/4OKRtLNQHXfPVEBMwJ33z7DZZlacQriCYDWzpGYcrqi/UQvNAtsrWIq8C++GdbFKtcBsCqa/2Qg7t2ex2vh+wLhLVwFedqCpruFlZz0yi/YdQX7Bmb77cX81sSrPUGXTOpvq4GP0aEn4+fXjtuKX4cV7qLfYl6uqtDsERZW2xtDppiayctpvO6ZMvWuzVN7vq8UPTVyfcO+V2NJsyfu0hr5MHkNvXU2xe1QFV1FN2mzrqOEdrpkHE4Tjh/nH2jSS2oFhSkRqJFxa+wAJzq/Rc1FZj9roj3ZQmj3E+fLFf43fv3uP/02VwOxN7ZnHpCm1CkWK5fziBKtlGhQJ4KRBgpJSzJ6lFasJy+YdX/EIrhCDwwMDBwDYMADwwMvF2cf/nyNoSA8rvE2fzyChE4ZST302N2000nYapqaU5yRiIGgy0FkpquOy8LQMC3X7/HLEY5COjW9tRULnITVDjJ0PXCPZb8Ipb+iFxdE4iNjxjlghh4V70VaVdEoGA2k07x/vZNZjvyFIt86U71KnMMuueCIaUp1hfVJLaurz0SuT523f93M5gbbTy11h8H10cUPtEX6ERTI2B0NTqwxUHbqu39dkD0EcQ2VNH4G5scWz/iXuHduaY6D41Yr7Zqevv7+NBvmoSZ717+6TWLhqr5F4tw+PV3o6L6RwBwnnBIqW0mKaBsZbjeQyfYLOY+APbNK4/ITsXefSW3smhpkFQVy1Jwd/ceAvu9UBCIEnJOyMmC1zEzSpntHhKDyX9r8oSkBSkV34hL4KTInFHuSjp/cw+VV3D/GBgYGHijGAR4YGDgzWL+1csJsCAD38/pwMl8eROBwvw5VtGJQJrMl1ZtsZuzk2MyAgyynKGn8xmn0wlff3gHKZaqCFuFFkCsyDUU5H7xj0YmJMgPwUyfVaBFkQ8ZzAllaQGwTF8Lk2hdNWShiSQuuvLSXerrjJwIFvQqBn9LPt01ld0pRx0pegUSrKEq0rWgTbdJ8HYUz8WWEH45ro/iInpz3UQJ1deDLzWault/vT/RK7W6IsO66lNdIUVn3hyasNTHWVTdTzjkV6stEJBGuKvaYj84IKJDX7kLe1sDqyBYsYPk875dSU/knQSrbRzlPIFT24xScyCu6nZsItXo0iD3Fy7eP/k9sfzccR/iDqoIjsc7pJxtsCKgrMjZcosnZnOpOANSAKIEi0AfG0lHpGVGSgJOCSSKpBnyQfn+b2bQ+RWsXwYGBgbeKAYBHhgYeLP41S8eXtwGZcb3p5mACSmZosvkKhLbgjRSIwGEIgJSQc4HUE2VZEpZyhn3nz7j+++/x4cP7xG2zEF/FQSu0mwctc9BAHjlP0tQLZWtxn+iagv4Tlo2lRrd8h1VUQYAJa3+ki5W1TIX94SqYGfgK0z5OdjzPX2SorumTdejSd+is7vUq6v55RQ4FL+fDn3blwpvswDYRBXX9f263cWGMO+dq2W4kmZogSKiPwPwgFrxrlgVXj3Ri3tdg3D5hOvINdC/KfvjVibvoSPFVUXeEnIbUybG8ZhbALDYPGG7n0lzu5cU9FkgYJB49HltqcRUASH/7pdRSsG790ec54JlWcJDAswZSJMFwuJs1h2leLq1BGJTs5XdEoUXpJQgpaAQ410p/O2JUOY/LfuFgYGBgT8lDAI8MDDwZvHzV3CDS4vioRAwJWQmECePV0sexRmu8toiWuYFUOBweLdaWAPmpzcvZyxLQZ4Org75ejyiQYfKExLsRqBU90fs/WlFxTmHLblFFNn9lXtyIdqRBe15zSa3b2+avMKafFaLWN23Qn05modp9Ee4RoxvoxFj4EtMor8cr9HeY9drEqduHuE2ndVFrc3z3TOD3hLs/Xb8XE2tpQCK08JuA2BlUm1t7yf7il0YqUbWzSx6f6Ltqv8weq1+cRxctxpdKCSOx4aTCpQIU56Q2FIh1fZELDiWWiol9rRGIorE0YKp1QSycnF91apCIMWitL+7u4OWgvPpbGSbbFONQUgpISXzLRaIxRpItpmmAiAlSD4iLQsIZ+ScIZzwXoR/rYrzT7rpMjAwMPDnjUGABwYG3izOr7AGTAoUZsrJUx6xmUAnNsmGPMGvKTSEZZ4hEOTJfl6rcTOZ6fEyn8EQHA6HGnE3svbUPKKx4N+JlmyicRAHcRNomBKlRpyJYQG4tDfzBDb8FWba6p8UINVL/nNRqa+j7uP4E6HbGABCw1TQhhjDz/Zk7ZpP8NNMoqPz1wDjWoqhCzybtLjS+gqIebU6os02QauOGnfa/q/1SJwwtTaI7XZ03fYJmvGxtjH4p0r8kMAeyGpbLkjsvu95qK8tBzfCTNs3r1QbRaZaWQFm5HxA4oR5maFqlhy2qxDBtVqoL9uEMkJMKG5pkewV7sbSrDDM2uKQJ4gUy/ULixOQmH2jjZGS/caUZQEpwMkiUkdWNM65EWUQUmIUAT4XwTwI8MDAwMBVDAI8MDDwZkH0clnSc/VyIoCz+QGzKzVUSbAbHwvhPM8oS0HOyRatToyJCJQSzg/3mKXgePfeVsOxmnW/TUub1MgZbUxEq8Ummf+hiPtn1ii0lgM1cTZz7LZuj9V6bTssVY1kSg1mJZ2a7CV37kyQkS9faF/w8U1vQS5qISK7H0GyLkjsJQm2ak8xpd6iJ8KPlX05dNXf3ji2FZqJrU2GbXu6uRutnv155Ln1Vge7Km0fFCsOVdMB750a/Y9+gU7F7Z/f5XVSnNf10wjyGhs+l01o/WsbO+G3bF2Km0ZExPVmbe9RrjVhygkpJ+hptussCkoMJVPWE4yUs0YaNEAjAjoB0MUiQSugEDvnJhjmQqA4HI84fT7hfH/C8f0RpOy+v5ZqjVOCasEynyGygOgdSAXJ4xAUAThNSCmhKEXAveomPDAwMDCwj0GABwYG3ixKuabyPR22Vk+UDxbVOTHbAhbh/2skwMwlBQ+nM6CK6TBVc0ZOYRxJmJcZx+N7HO/eo3iOT60kz02rq2674+OoVImqqnhwIyetYopwRKeei4A78tcMnTd0RtHahPFh6Wo1NQ2rvy/Fxrj1Ar3CBiBsVdt5z6u6buGS9t0OjnVxh6+M8ulYX9PjdSv5vZpsed3WirxKN/at+rltsqvX+yav54TuTI/+ipzkxcZARGLemM3HNV24dntboQ/bpz3yu95iiVptQ8JUaasZpsYrPboNV1v4r5pZWyOVdkjD8A0Wuy+cMw45tWb8JePsJtBgJG9B4G7warYJkIgI7+P3IQu0momXIjgc7wASLOWMO9xByeyxI3AekyUIX5aCIlp971UJTILEwJIm5JRQfGxcjP7ub/oMDAwMDACDAA8MDLxhPNz/4uWNaEKR+f3xyDAKa2ptEDNidiKWoFiwzGcAgpySqUmhDitAnPBw/4Dj3Xvc3d1BdWlRXVdUtyfEaMfc7DlIh67UXzHTyqI43E1gJugCU7z2IjVjo/BqE+bWqu61zzvYMz99gnj6JBJsDV6ev2Lq/NRydhw3B3lbSb5S58klewX1usXCZTRpalxwxeG35B8X942wyQdc29t6jUfe324jSeEE8OpIa33djFt3nvT2PlWyumLudoFV1ZbYgFKApHXpuzc1xlUfBdpNlmMDqfL8rl4l0apgYkzTVMtGOS0Cc01QqLfJqlX8jrRlAFpUdX9F+z0CkYLpcIBCcD49gL75GVQEueYYtxy/IMKyzJAiph4zrH8FyOcukanFzAl6nnkpn7GUV9qlGhgYGHiDGAR4YGDgzeLXv355LsycCv77f1tyKdk5h6UuCuvb3gxUiuB0uregOHkyhdhVS2JTgs+nM96/O+JwPGB5WEAplK0taPW3kQcnA9oiPquqkWEwVBfknFaWw9GMrNRTNPZBm8UyAXtk8yZ682pFdX0NFXKXR/O6ypOV4Osl+sFsOr1Flnuida39Hn94dW0VTbpnsB3H26Xde5sGaKT+Sm9Rav9cDQPeE+MYVKi/tCHtzWR6HY0aq8dVZ/uWONdyVHuItEthUlyDx9XLdtW0M1OOJoKIclJICQU41GEzQT4cjkjEEC1gYkDJ+kkeiVpD6e19ilHP1VsJT4OkgJLU8R7v3oHINsU4EYzjkps4WzokArAsi0WK9kBnyrEhY2nWwAAVQkqKzw/53afvP0C0i941MDAwMLDCIMADAwNvFstyenkjQljKkmzJKZ3C0wJgAbZgVlXcf74HMyGlDGJXjH1ZnxiYy4K7dwdMU8L53nwJa7igrRJZyY2CuiBEiOizEUU66iugECT2ADxBvmN9H9ruhi8qevHxBV69StCCFnSoNt6upyfeW979mFh8zRj5uop7zRx6XbYnS/sjCHPeIB7Xyn0J9q76mW33mw/dIblCcvfIb5/nd01Aqf5f6szfew5bwrzzcC9q9PJqHLGEQque6th8YpFP6j2O18m7zbe3I7918jkhlXa0070BYhwPBzAT5mK2H62ANl9gZZvwlUBH9/VXwnyVIRBSiDJUCpQEh3yHw/GIpcx+3ZaGzPKHW5ojAiDLgiLF+lUCx63muBDrm1RBh8NBPnyAysgDPDAwMHANgwAPDAy8WczLy4NgCRNKWSZmC8AUsMV1BGJyBVgE8/mMKSczgRbxPMBGhBMzfv/DJyRYmpWV8EgKKLvAFot4QidqNSg8P6irv+4DKWrjyVOCFFnTqF489NV+r1rpplzgGum8gKLmBlbFipxoQWe+iaYOF/+8UYJ74tIPq+fUdm/Witu+urtHgi/bb2309a5c6hPMpp+OfsNj72HvDQDrTYWdFksXGO3R5prNsJOs9XtTu9I+XVYovp2lggaFvUyppKvI3Tuzqs7DLrhWPKj6UNrYLrYM6ibPuuk6Ly72GdwkItl7th6LQDUh5wzOCVg2TNutLpBiU0rcD9hJ7MXoFOLqMpWQ7hWJE9LhgNPpZHXcpYKJkEDVBLpIgbgfgwvRoBo0z36XiARaGHy3UP7lPWQeCvDAwMDANQwCPDAw8Gbxw2sEgiHCCYRMbDmAXdBlBmJBHwRiEcE8P+AwHZHzoaq/zLZAn/KE3//wI0oR5Fg81yBMvqANRsMAX6RBWqt09ZiYSaWItZvZguKAqZrKNvUY7UAc75TmrflzBNnC+vDOfQIowfyOCVjl8I32C4CIK/SI3KsbghvH7B71ank/1r2gWNfav5UmKThXL2Xv1Y8xvATdjbjJV/trpV3iG7jpoXvrIe6e6tVv14G3Qi+ttFXfxNCOUHuaH7SEQ2sThC1R7k0FOlv6GJFeXodFeHYS3fNybzWetfnOijHJmnYsuHbQd+t7mjKmnHBfo79JZ0FBgJJHfjYLDZA1Ke6X3MzWfVwF7rJgx1O2VEef70+gFMHvLJ0RJfPrBbEFy5MFxAoUv92swOLhwyjIs0LPDD0lew8HBgYGBnYxCPDAwMCbhbwCAVYCQIyafqdLvVKVWtjyXkRwOp9x9+4DUnYlJ0wtQch5wqdPP0IjhY+LWwQCKWMrVLVcqwpGsl5ILf1R8QjQ1MyaFYqcEohtLAxq/CGiyDovsRRK8PC1WKuKX4pKPLSjOr3C2fVBm3oXXPPKYFZNPnXA+zr2rQBadk5uEsZ1JOm4t1s18fYY176iN0uiL7in+grU5xpWxOiir93vBKBcltl+W5Ff3i0lqz4v2Ohl+2p5mRVxv/15hS19zVuUGvFfqbx+eq993bEmULXUZVGv59s1GBaBOeOQs58XgLnuD9keT4FSqgKyKsC1XapTum0MdJ9UkBJjSgmn+3swsUdwJ7D7GNd3eV5QSoGI/14oQQlgNsZNcLLNgHwCym/C7HpgYGBgYA+DAA8MDLxZsLzcBNoNF6toRYlMmVVyFbihLAXLeUbOlsvThCJXgRNATJhPZ1vYQn2xrVUAroSMWnqepmdG3ldGBL8SVaiTAyWFiCLnyQceqlV81Ho8hFVy8qxbRrG6+qfdJPOnlI4AXmG7TtSpJ3IK0G2etO6uBh3aU4mf7g/8eD96kyT35S77whP7e4r66/f3Bqlpz/EaEXysA7kg6xfpiVam0WGarN3xvXzBPTqmWJX6eF4xUWlTFrAoT96yXOnB1VftqvZXYuzU50w9zr4ZpZZOqlfVtYCZME2HquSS6uqehGoMmEsCd/sBYQpdNyZ8kkfQd3UVORFhPp9AKdWXgciU4ZQYzAlzOaPMxTbfPAo0KUx1BlusASEQJXD6jES/7cj2wMDAwMAWgwAPDAy8WfAPP7ysAVUgE4iEiBMYXE07176iBWDCUgqWZcZxmsBsJFfJLJGhACdGWRbcHe9sQQ0gUpr4irbDiiLa9YAg6tF1Q7Jy/iFiJMdMqzszYHVSiC4LMNWqrUz72K79MUJqq/vGm2iH3FbKsG6squA3cKneNYLUuNolsX2eP/DT0ig9FfVZvio6v9gd+GO4MaZLVXd1bC2Bdq3uoxG46JVhTt9dpOo6quvjbnMjMvIqVqYAupmV4f+7Fra767yyjaM25ykMOGJquzUFKdk7Gl2FaXRiHO+mat1hBHdzj/y5ENSNLXy2x+ZSvAUSynBcZ6R7Ytw/PCCRpThjZCRO5m7BGTllfNbFfYDFrEVI/Bl6lPnYiKAEUAHz6eo+wcDAwMDAIMADAwNvGLyVaJ8JhYI1Qe7nD8qecxPsf/uspmYauSwLylKQ0mSLWFnQ603kAW2O7z9AxCRPC2gbam8ji2GIKZ5juPegjPhGKgWVZvqqPk0ZgKVqCjbQx1YKxbWPM7S96kY49onGU+7b5ffmJ1kZeNxBwppX9HX1OuFp55+j7j5fCYbf8ycT5W5n4UtyCNfa1cT62VWjgSvKr16U23GcXZ1eP4DYXAni63N528emzZh7fWjmGi35guD337fn9p/h/pFuM4ja5gzCD1gJxAKlBGi711HzmCfkxDjPazKvor7hY0SfmY10qoDYCT3BlGWokWqJoHURmMv8jE+f7z2KvL332ZVfUPbbVFDEzcNJoWpBBZhLm1dO4lXfUylf1zjaAwMDAwOXGAR4YGDgzULTywgwFCBmyDJ/JZak08kkQYlbTFuyZXWZF6gKpsPBj7ORcHbzShWknPHuw1em6Lj62/gA1QUt+WKYKflQ3FFWAZHiwXSacKcq5nOcGGUWNEkL1bx67wLDH7iulzs5UdFx1T2G+kXkuNEX7S5e3YT1Ggm+bGF9/pIE31Iet+3fVoG/ZBNgvw9grZLa98sy5m8e5UVuXYu2e9ljd9fADXK3ZLP3u33eVV0ZF8EiKe8pyus6sbGjF/XRTYj1tTz9eTSb5BpAjZpSXEcRajbFxhPVzZ+UJ6ScgGXpTNDXVg7ObZEI1oH49US+opCc/Wu1xlBFzhllmX2zrm0UMcPNoC2n91Jm4+zhfgHj1vW5K1wZvsMi30JHFKyBgYGBqxgEeGBg4M3ipcRFBUhJcTxQIkqNoGwaJraF83w+QRU4HA4gdRWWCBCAJ0JZbOH8s2+/xrwUN71cE1V0AbJMQDNfwjBrVhUzp3QiYyTYKERmBoNQSMHE9XxvkkvYuFHq5UdiJ8XY0qJLSXn/Hvdsens8Iueuj11Fs1e9aOcWbkdp7slYX/4xwvx0Ur0/pnWf+2Us+FaozkCQni/o7KLSDc/QbcCsTb1t0zYxxCepEc2yMll+wnONEeneyPq0SZfXsWnmikrezftIMxbHNUyV4e7BW1N9u4Y0ZRymjM/3D4ArtxZ8zogsufqtqihkqZCIFVTs1pghhkJLe56R6mkpBflwwP3nT4j84qr2/jHIIkFP9rtTlgLRAkJG2J6Q+8LXHMVEABcmnNHM0wcGBgYGthgEeGBg4O3ilZQ7VQZzrktjJgKp5ezsTWOX5QxKwOH4bqVumt8eUFTATHh/d/SAUd04w0qTyNfmoRpRzSEKAKJiUXZ7rgHzZTzc5ZrztCq7LX5Xq9IRsU5AgmvbF+URRyJY0BfywF361avAbbirbqu56gvI55PG9yQl+Dk+w4+pqut2KrnaIa77mwl7rTjk0gjWhi+uQMbB1US60WKbIXV3ppo4d0rtRa927NZdWOcW7scU/frGyc7IaPUSbVr18TGHFUXM73hvO491JahbEbBfpyqQOeGQc+3B9lSoboSJOk0nI+yitOGe1odo21GKKM5FCu6O7/Hd8h2KCNjJLCeqUeQzZ1BRyGKhtEAc2Z7affE0awQCCUHnuJaBgYGBgT0MAjwwMDBwCy4cxQKzhnHtCCuBoAKc5xlEjMPhYMvsGizLKkgRiJjfn8S6HoC6CbXx3GbyyWA3y2xBrMQJkopUxhgqcM4ZVSXuiW3HfJvJpEVQXps445JH7N2Sbuz7uEX8rpG5awt2wuqGX6lzGTArCK0RnuegiaH71/B0v97n7MDcuqnXyS+wEwDrquN0T1SxPq/VG3fdevewtZomi78UALRUEtliaa1J/Cqa9OaekauX6+BZPSknROTzPdQcw3u7SXE9nu6LutzdrWzcEkJEFY/xKgSJqUZWV1FouDOIurrrxFypqsr2o6FQYhTVqtSWLkq67esIDnd3SBNDxTa2hAAmBlFCYjeBZobIGVoWqB5hJJ0slTERLEWb9c93Sum9OPkfGBgYGNjDIMADAwMDj4BAEC0Ivz0jVh4RGgIgo4jg/v4EiCJlrnoVJwAkSHzEw8MJP/z4Ee/uJlgU5CAVvjjvggNBOyUYttCVoh5NVi3IjXMF4xyKRM7UO0vP61S05Q+Oq9yqwvt4hvwbtrIr62Xaqd7a1M33lmLnqf2ur9i4YCiVF/ohtnen91t9zOz4UjFeXegVv+uLVq6XcwuAll8ZF+NtY65frvRSG7x69qL1jpSuN1KqLQRicDEHo/y+b++6XTMg3vFJrmPxvLtO8bfUuVF/e19cim3j842lsCwId4ALBdyVX6pD8+cqgCbC8e6AnNgD13Edv3hZJovOnnwTQ4tfd1EvrnCXf79PFjq9FMW744QiBXOZ69USEShZfmFKCUSEeZ6xzMU9AgpUGbIQRBZIWcznVwh8R8Q/K9BlEOCBgYGBaxgEeGBgYOAGfCFPUgpELNcuK2oU14hwXAR4eHgAMzDlCSDUvKBEBGbC+XzGw/0Z0+FoUWTZy5AlOEmupIWiG8G1BLbYNmVXbCEeZMMDWBGZ2aQFw+ILStOJwGsuGQt+GCW+cB19hHOuM6M+BXrJwXb5T09wbrS1UoFdXbtQgi+PrfuJtqL8Rim9oeT25HOdGuuF5BfwCMLPwJPI7zalUm+ivOnvVvhtGyCADaH0HqufKtZ3QiVSGVFXd1WiI8hhxrx/VTVKtkcX145Yt0ts17cNshbzwjKQWS5tUsIqwBUBOWcwM0qXVzz6spzgFkBLCszvP26fj71ZmQcx98uE4HCYsBRgnqVakxBznX1TnkAEzMuCeV4gxd43JnOpkCIosqAUBVTMBPoM6HPnzsDAwMBfEF4YInVgYGDgLwECUUEp/QJ4vbBfljPOpwdwYuScYMonO4cjJCYs5QzFgpwPriSHgWfLK1xD8TDMvLk3yFTz9a25RbVSGjBb6pRYILcgQxtUXqdNLFPY4n+vwm4D/bdQ+naI0m6DV9ATnWDpF8rmbfXy2hivH7s5oGfX7f137c8LSUjcBuq+XO/88cYuiP1ld5dtxgS5nBi7yu3KlHmnveqTbqRZNvdpfZXd5sLqXP+NOssJqRs6G9m8tSjdM6rX0Z4XYU3nVYEpW27eNgXtfQ31X30I4Xcfm2LbPZzY2IorkqJIeYIsC2QpsIDvaoG0CABZLmCQopQZyzxDBFiKoEjxaxEznxa7t0T06lmoBwYGBt4aBgEeGBgYeATsQXO05gdSz8HbVMd5PuN8+oScJnCeoCItmA4UlBnz+QyIqTrNhJkbCUXVquyfL8zJzS5FxFXgWtgsZFWQGEjsvpI1B/AladnjUtaj04Hr/Kgrfev7XpWnLsn7gSkQJt2rdrZt7ZCcHfL5uE/knnn0l2KrsF7r7xoR9XPVmvcRBfrG/b08c43Ibkaz8uHdjFtD+WUotuqvl6EdE+g+eng9I9ua9ZnfUserZl2Do4lNl6rANh95hJC9pYa6HsnuvVIg5wnT5FHVO+JtSrNtYUHjs9Wp6ZZUnZgH+df2rqtazt/EHiSL623PicEx/5WgS4HIGSILVIDi/7Qs7j9cLPAVMcWUeOm/gYGBgbeKQYAHBgYGbsC4FEE8SA0AU2KdOKgqmBJKUTyczshpQk65KkRE5OmOMk4PJ4gKju/fQSIar62EsSKndSnem/eGzmqr06pA+5o658mD/LSR7xKT6I88OFCsdPcEu24k7WaEunb1br0OdsjuHv293udPsYJ/dHfAer5gD9t69v0qKX8GAblF7C+IK0UO4qc1blpomNt3468TbWMSvBr0zpPSdbznm6PYCsurE8WlYye/qm2IEuMw/2TtXARWJu0hGnfEuLdloO4IM2Oapi6PM5r1RQShC18EH2L11Vcfarcf0uor8nTEcp4xn09gdvPrzlI65wwixlIKSjm7v6/HAhCBoKDIAhHLdczcNihe/m9gYGDgbWIQ4IGBgYFHQAQSVQ9ChaZiKapf7rIsOJ1mpJyQk/20EswnkD1a63x+ADHh7u49tEi1kq5qbl2Ydytg2PEikUu0I6xOZooIUs6mFIleWbtq+z/Zwn11TtE450X9jtzUlEXN/3PVRZT74jV0x0x0zYOcNn5Jo95k9/Bu9f3sc3H+OWWuj6OZw98udwsXJLzOl+04Wy9P78lNb7um19gjzZ2qWx+xXtRuiumVu0n9PNS+IhC+wBuaXaOi96bPPRknbbmx/XMovUGAD3mCkd/wzY+XVgEtbsEfjay1b+re47gucp56mCaUZcbp4aEFwYIRWWIgZQuCVcqC87lARFCWxXx/i5lOiwcJIAWYaKzrBgYGBh7B+KEcGBgYuIHIG7qIopSlmUCG2airaufzjLKcME0HcLJ4sGBfpJtlIrQU5HSHlKfV4t9yjvKagGgjCMYJnPzGSr3nmQrkRLWfenpDgrakqJlpri74ihp8GbDpqu/vHjN6iqSpXWUnOLKt92SWdo2Mvoay9RhRfon5NG1u1fW2xM3wb42kQrcBpcJc9xaN3dtMMYLab3xsZtX+YNQUZXZ+doP+17ZL/d6f7Zmx+ijVdqnaTtK6fbaysfkDhfnMQqFEiPROdiuchnZuBsRkCnCv2kcQr85Ev+79hB8BobZl7274CDvpFkHOR/Pd1wWg5MYZhMQZxAwmJ8BSTP2VBUUEIgUqBaoWGVqkQFGg9KLJNzAwMPAXgUGABwYGBh4BEaBFMJcZUtUkINQlAmOeTyjzCflwB0q5o0HkboiE83zG4ZgxTZMrUKY2hSLU7CO9Y+3Syaj4Ut8CYYlIVe2YCClUZ7qSM3V7qJP8iLtAQFekQHL/TXUC3nTMrvCKmOz1uSWzW/Z9+V11L8r04yR2zw94bwiXeCqBfSnP2B/IY+ML3VNuENdt+dsN3+4wVMttq2uOvh1Dp+zWfoNNYv29r9WZZ19qw9v8xEAsYWIvyYgguWU0dTUvsRqyk07bELLGum0kAITD8eDvGFl0ZwWg1BUJ0+j+JXLT7Ej9FYQYCilGptOUoaQoy+zmy1otzAn2XjMxpCwdCbaAfCoziivCRcS040dzUw8MDAwMDAI8MDAwcAuWJ0XLskCL5fwM8qraojIv8wnLUjBN7IFtfMXri18mwrII3r074nCYTIHqVVzEsjsW+tTMRospoTUIj5uRxmeLAJ1RZlfmdjlNT0qdZPT+oNqXvE6KnqKfKukL+GEjoHKtmT1Vcmdk18nka6jAwEtIcB8NWLX9e1Jda+AJbT+xredAC4BN6CvdzhhC9Q/uclvHO7Oe53tj6jdZ2n2KpErNeKKzSlCgSIumThfTXTuf99Zz5PKugcCI2mwKn2kFpjQhMVXT757W+w7ZqlN7ntb2yuqd6tChqpgOGcwJZemDkbkJNABODM4ZKoqyWMoj1QWqBaJL3ZACZOPnPDAwMDBwDYMADwwMDFyFLy4FULXF5yLFrJBDvRRFUcHpvKAsajlDicFgc0n0/CjEhGVZME3J8/XCM7XYopWo668jABbl2Rf9HtSnE52gqkhsC2aF4tE1MCk8qPQF4VqLYhtSqa3MLt3cMY9+FLtq1Yag7PS13/K1i77Wxy3IM0jklxGOpyt163GUsBCgy3PXatu/6C/+Svf92lhqBKnLU9T83FsALCO+u+mRsDZmvj4/9o4Hoa7xsRFmy4CZE8fEJFLLgdvN1z4/czNTjrrxPe5rZ3Gg7VyaMqbDZK4I1S6jq9vsPbxtOxZRvNfqMAC2QFY5HQAtOJ9PIE61Y0rJ8wEnMDFKEUgpWGaByBnQ2QLzFY8ArR7wqzLsgYGBgYFrGAR4YGDgzYJe6V9ETDYFxgyRzQxZAVKIKM7nMxQFiVM1FyYQiLUqM0UUhzwhEVcT1mpJWdf9nV+hRuArC7S1Va+gNobsgXKsLbpgjbqpo9jnNFd01HYzn4hKdJ5kSby6+Ire93dLp14SCAtAR1B2z9ZAR0/HS5TgL6550W+fh7iHcbCdaNE3FPI1ad4pcXPgOwSYyFP9tPqX7qq0mbe9v7Artf70zaW2kfpwuw0u2l+tqF/+Jg1SnQZNZK4bPF0JiAKZGYdpQuwZtXsj9TfCVF0n6m6hQcpV7V1ZhatdR/K0act8Bqdm/cFgMBEosZleq0LUgl9JURQt9tf/iXQXMYJADwwMDNxE/mMPYGBgYOBPHUwEkYJSCnL2YFWqELJFfCmC0+kEgiBPE1JKgC4eIMtWvTkl3D+coaJI7BmCCTU1KBJ89W05RYPHirrpJqSmOvHwREaQVZE9Qi2aELZLUC5cbgN1Ud/+/0XoBew1k7iNjb/mtdBO22Zp9+ymzhUB00juTitX1MvXxnPMlKP8ipg9p/pFX1sdPzTN1nwrQ5vv++R2d2L1MmuoqZXiPXYJe7YG/sLIWtm1IHHURHF29VVjaN252JshC3elCoTbsKXi3aP+Ck6MnJKR9u21EtcNhrDCUAmfYo/2Hu9zgb/0Rox5YtwdDyhFV4oEE0ApgVOyAHqwqM9FCliTbcYtCovGXqCioCQo9wT9zKCEgYGBgYErGAR4YGDgzeI1aIwCKIBKWXBeFhynDChQoGDnISLAMi9QEA7TARTqlpNfJiBxwo+fPqGIgDzf5yqlEbYqFZmQo5Z/WCoJkY62GDFKxEamPQL0Vcvi/mukbaFGpq6SkrBAvXZ+r/zNBvuBdCQJuIz6DLtGIVo1K89WaZ8HVcEfO6OM3b4uRc8N3CLU6zP+UC78dq/137dSsDWZjo2YqzW36YoeG2UtvvEzrmTcjI/jVeHeVCPmqBIsFJw3Rp7bV53akvpnY8hW3TaXdoerABHhcDg0ZRfkxLe0niJgW/xPAZC0W96/Q+7gnoiQiHFezvFYrAQ7SVcGpwxAsSwLSim2gebkWkTcQkQtKrhOAA64lR96YGBg4C8dgwAPDAy8XbyQH4Vp4yKK5XzGfDpjPiRkncBgJ6yAyIwyP4CYMU0TlIEEW0wzEwSKPCV8/OFHFBWklJovIrrAWmQL91CvTPW1MpEGKfwtg3gQgDQxVBVM7GWa4hSqLoV5Z3dPavRc4HLR/wrY1VKvSbKOOHNNqLZbTpUn8arsNfX26XI0EXfkQfBcT6E+mNITert55kqSqa6E3GxjrZ+uyeStu1EtAXo1vE6SSwP0vo8+uNfePV9vY6zPdD1vSsQzEDfvpVW99Vx3U2QQmLrUR1jPDnXziwgap67SkttBr0auAlDC8TCBmSEqbsVRGbfn1abWF/l7ut7jsojrMb3UrEEoJSylrOYMx70iAqdkvwNi/r4iCUSAaMFSFpQliDCD6Eyc731nYGBgYGBgD4MADwwMDNwCAUyqKjPm8xmnc8bxUIBk6Y1ACctyxun0AKaElLMTZ1/CkpEq5oTz6cFJK1WlN8ySiSLlEcBQS3nkUWvNf1ARlq9mYmkqKCdG8iiyFnkaO4pcqMXArgUnwm3wCi3SjtjhCVSyMo1rhHSDZyi5r7ms3zeD7v1UYQGWntVrPNfm+71H6domx+2WLsvE02rk95r6u6/O6u782OtDVzbDuiGeT0Td8Fj3qbv3BHVTpx2364z3wlL9KEhbKY0+KKwD+lbdFBqK+ijJxwW+JMc1GFbbZIkP03TAlBin2VVfJ8Yxzi5ONZhQrTbifa4jpthIsJRHqoSH+7MHshMoEpiTvdvZfIBVAVksDVJhBoEtH7AWD4ZVoMJg3IP5R4DH8m5gYGDgGsYv5MDAwNvFS9kSAVoIuhCKCub5hPN5wrLMmIixEIOlYJ5nnOYFzIycM0gJ7D69BFhEaADECTlPUDUv16AAthaPBbwHIBLqiG+Q30aCQ22bPACWiLrPsW4voRKpMLGu6//ov5a7Qm+/8D7STlNXHHKBPv3MI1B8iTb7NBV4yw2v+Qpf7aV7Bquov3aka/cp7T1OVJ/rS3yt1TYXt4T/yq5JX76eu6VXtzavkt8rNdumQlg2rM0WzHTZyHHTqMnCU4X5sTbiuW2+1lGFCJsrQb2U1uI0ZaScIacTmBnmx2sbJpF/OzixvW/agtPVPSzfSOr2E5gUIkvdBAPUIkD7BkriBJCilIJSBMQFTIKlCLSY+mt5wQtArIoDoCPG6cDAwMA1jF/IgYGBgUegSioiKPMZy/mMUgpUCrQUqMw4n2boMoMSgVJui1z/vwXGIZRlBlNCY7Gm+VJnOhqUKUyZS5hAdySj/2RBclCVraiHi9JeJvwcq0KLzg34ugL8LFwXoh+tFpfytC6e1sGtcVyS1FtlntLfa2jUbgHwfG7btYCdC7+2CXBtzIQaXrmbL30b1029NQoYsdxEgL4ovaNU2xEPGNfNZPGA6H3gLg1ri+3Ojqopxj2nla7Aepj+xd+G7piqgJO7OFQZeYO4XXVPwL90ptU1WjSrE2AGKTCfz+ApOd22tGbsZtnMFnxLRSFLQSkL5rJAygIVsRRJWqAoLrbH+F76b2BgYOBtYhDggYGBN4yXLwKJgMMh35el4HyescwLTrMtQrWcMS8LzvOMUhY3W8wgVTDIVCInDokT5vMJnPrwrFotLqHh50tQIYhGuCvxc6YotZomPuWUTe3RTnG95BKrW7Jy09wr/yguZNLL09QIBN0qC1RV+BbFXEdBblasZc/Ed7f+lYaxT8h2+39SuacEH7pNLm6flXYxV/rar193SB4d3aqPOkeaEtq2drZ3my4/a581d/sE94a500Y9FZGdN4QWqKRTtA61RoBeU2VsLLnbyxA5e4O0rhu3QHaHySNBb8YWwdu4pkOCmTeTPyYNVRiuzppqDQWI2fIAw0ygQbERFJYj1lfRBUUW23grcPJrgbEgniNc0Da4Bv8dGBgY2MUgwAMDA28WYZ355f9skZqznEUKisyY5xPm84zTPKOo4FwKTvMZiwgSZ0w5V7KmsEUwgcFMIGJMx6Odp6ATndLni+USAa9EoSL2D2opkfzCjHwoUmJbq5J9d1Hpgm5UIkpazTOr7vsUXrJHbh4DXdccV8U6k+GbJLjSry+VRm+N+6kK760yL5BsuzZut/L4c9AmQfoB6c9ctLfeVtm23jG4DcpmU6An/xfa8w1iu4fLRES2o0JcRdQVV6buQxDlIgB5WqOI/qza/Ie7gVfO2wwCmkOA+mYUMeEwTS078WYzYb2x5O+1XBRrxJfsM6cEFbG4VZXAx7WqW43AU7F51Gcp/j1+JxRSJAxLBgYGBgZuYBDggYGBgZsgqEBFCspSMJ9nLPOMpQge5oJlFpTzCVoWJCakZCt0qulVqK7URQU5HyAqjRjGYtn+eDTXIMaKSINTqWFnKs0gMBGULJpst3bvoPV7+BCv2MK2+PbIRi2+TVHXTVxdh18QB4XI48ppGMPacF6XBD9d4b11/U9hHteCXz3xvoa8p9dLX2/pdvvNbNfKaj24mjSIUkYY2wTpSe715/PIJoRauKhWqgv25Ret2qmswEoNpmCx4butlot7fW2tu/ij60MAWvop8s0qVUKeDqBEpsSG74Hfg8j7W/vqjl/cBdZ6VcyM+TyDKAFMbdzxC8LJhl5s42qRAsEMcRIMFRRPx8TEu673AwMDAwMNgwAPDAwM3AARgRJBiqAsBVJmnOczlvDFOy84nxeoFFOf2Egpu4KjHckkEA7HoyllTmBM3TVoaUqoRXgVU2pVd6xdTZHinKpitCK6qNzar6N9jvRNsUbftQjdcp5VoSfous0C9jK375YRPDEKdBjTXifureTu0RtD3iVIV8teo5hfSj32lNeXYNuC36+nmD9rSJbRxv6zVqAFatp5fr2Cq7Vv6o/sdM4AMTwDdi0a+XrDMoNYalov9C2tdoB4ZQpskdPtS2x22CPXi0uMYFtVBdZ2PVNOlgJJY4NL4C96v6NlvxvUPJcvoqgLBd9HShbkyvKDWwEGwE6wmRlMCUULigjKohb8qrhViApI1b6LlNewfh4i8sDAwFvGIMADAwNvFvzCf6QKATArF4ZikRnLMqPMZ/cHLljKjHk5Y1kUKWXPD6rut0ddUB5bIb+7O0CK+flRXVh3upMvaMNhUGpQq0tzS2KLECulY8d76i9Z4KD4XAP+6LZ3dErv+nscpMsaF9AuxZM8UvY5kBWJWBOs1yCNzwk6tUeCvyQi81Vyea24FI8CdU3JdkfQFZoauT1eZ2f1+d3seuySfaN1642NjYK+am9b/zbFitBw9sUzY6vagoUAEXKluFN+UYuv+iQoII30bnsNUlyvc+c++asChWLKE1LK3rq4dQbMrHlHe+03ofpjdXSqSDmjLDNILZq7qG9uJSPAKXve3yKAFqgIltmtJqSYBQUIUhYspRSLUD0wMDAwcA3jV3JgYGDgCpqlsKqWAikFi6iT4BnLLFjmE8p8hgKYDhk52+KYKXIAW2oTUVskHw7ZiEO/SPf19yKKourEwsyf0UWB3i6vk0eU1lCxArr6c6nyclduq+xu+1FUH8OnsswwYK2khOhm1QuF+Fq7ZK0WhMb3fOx3dVXqfqQtfWLQq2v9X7/u26OgGyl5FTs072ZfvRnzuuz1zQ4C2ubOxU3t+r84d+tZq8+/9WRmAC26E0ARRAq+EaLruW601/P+9vtP8U71/fklSpQhF8G31wEFRJGnjJzNZ3dF5COQW70l8R6vz8PNmykZYRYopilX1ZlAm4shC6zHnmbJ0x4VFQhMBVYViCwACTJDv2wjZmBgYOAvB4MADwwMDNwCAUqkRWCBZxaLBF3OD1jKgrLMkGUBoCBKSJzA7o9LcF9gl4FSYhwOk8cUaktsS+tiEm2ov6JSA+g08ttW9CKCnJNHnY38oQD2CEZn1xiBecL0U5uLZaM7a35+I9XNDWhdv++c0zUvsU7quRtNIgjRHsV77EjD9et5jik0gD3r31fBZXRrhzzW4ZU7s1Ot0tx6Ec38uc633e42pO5Ku+17f2RLsrc1L6knAA/sFhtG5icc1gxE2uaxy7WRf1d8pyAiKa9v64bgbzullUYOVTNHnqZUNz6IXI1WRU0xtm2dNk37O2jvmiDnIxYpKLBAWEzask8RkIjtN0UERTwIlgqklLoJY8oxIHQR4mtgYGBgYIP8xx7AwMDAwE+FFyshqiABiKkAChFFKRYMq5QZOD+glAXLsgCqmPLB/PlCbSJTqIJMMjGmnND7BYfpZV36q5ii6ymR1maZ/XIcyDnBKfRq2ETtSDRB6AhENEDr6qG91e62SvETb2fth+GcSqEbslTp+mP+wX27CoDUh9zKvXzBv2bqpsY99YL9zj5prj0+0sun2Q0KQJM1L9ma7ta82uKVst11KAFadvp6ump/vZ8ddDsm69YJqlx3a0QU4QtuBDByAHvN8MmNLGSk5l+/c9usSTF/2074jnroFFkPMoVDnsDE2GjAIe7aBk+MyYfU3y5irRstKoo0WXtaYgvAdqoSJ3BC9bW2XL9iuZ64ixKPSKEWfT0WSXxgYGDgLxuDAA8MDLxZPCWy8KOYz0in5Uzv3qOIgIr5/S4lg+iMpSiWskBVME0TiLgulMMdMRFjWRY8nGcc8lTVI1WCqKk+Ihb8R1WAQgAboRG42oVI8pm8rkWPBbAijS6AuVm1VlGtcosVw8U6n2pbwdtnBrB4DmJax+ZdS8U78CHfopErEqVdW7rfrmt5Fya+znWevOi/bP7LKXTzBV7RoKv9flkn3WdPofOsulf8f9u4YvyyOV92htFtPLjt/vMu64pZwMq/W6sFhT3bpmJbYCu6IJV1XvsmSTTJ7D7D5NmIVaCaqlVG5OruiTRIIQtFTK4211XBiXE4ZHvPVcFk6rL54Vr/pC2YlYZK7fEEPEQAVGBpj9wyhMnaYKwDYUE8EFZKKMsMoEDc8dgIs7tH6AKIgIlKSuky1dPAwMDAQMUgwAMDA28WL1OpDKoKLVrQ+dqVsmCeC5QIKoCUAoL5AFvEVrKIrqH8MuN0mvH59IDj3eQ8g5ykuqLFHvVZTcpS8aBM0pk/+yI//IqZTWJiX4zvqpCdehV8VfTyfH+9sOGtuMptL16s63QQRY1u+9Kn4Zofmv7XxrxVmPsajw325dOEu02H3qR4y9C+EJX0Buu79F7avQQ3z23a/rM6RSPFN1T51acrY3vkBm9Pi6LuUNhTEoi/L2FV0JswWAAqJ8XxXMnGEXtgzAQttPYL9rFZjW5DwAM7E+K+mwIdjzVPEzjZ74ugC3Tn7yVIEH7/qkBKPmSBq+rteYoqppwgUKgsPrfVRGwn+4kZiQiLKKQAiQtU4XnBBarF8gCLgihpSju5jgcGBgYGKgYBHhgYeLN4jWAw7mILJTczhJkdliKg2dQYKYupvimBnfhW02cCOCc8nB/w+eM9DocDavxaj05lkWjX0Z6rskP9gtmvC7agT5xQihoR3l67E+YYP8lFM973qpL5Tqpdq4vNj9yczcC6zyEs7i3FbW1Pz35G1US0UZ2fBFdE6Efr9H/XaukT28C1efuUq33+Hdnrq264XH02sXGwJfiR9ufWxVYG25Vruwe6OWN2EP4iafD5HVKuMZd6Et7GomqmwkTcTJvRNixCjb0cu1ZzeIVCJGPKBzOBloJmZx0Dthcu9GyCegR2I+rm0x9BsAhFFAdPZVZcvVZvMwh/RJQPf98+AnmQ3yIKlQLyyNSvsfk3MDAw8FYxCPDAwMCbRUqPMbjHwURISapzbJFQgWc3r7S8nKIKcAa5MS4poGQGjYmAeZkxn89IPHWqrIFc8UXPJ5tDXzeaRpSZuZpeovdfvEJCq5ilG0to3ba+aeNLEeR7T0B8QsCrK02u/IB/6iW+Oml5nbaepgZf9HZxj+jKddvDXCm9F+bZN/rp5lrQvb26hGZBYM8jypjSTFfHF+ijVe2PqN8siBExpDtBWCnE2lfcG7dFT+79utUVUqbuGsjvLjGKKBITmI3AtjEpck7IKWGubcad74lptz/UsXpCWHDEOUXOBywFmOfil2A+yUxcN4qIGVB1KxE4ydb62MqyQFRAidZ26wMDAwMDFxgEeGBg4M3itQgwMS2iAiWBCqGUgiwFsjBEC4qYSeI0HcDZzaBrAJ6gmwBnJ60IH2D3qyWY8qOwdENqirN0JLgqkk4qc+K6+CbQOt/uNX7V8YKVSBmEnLBOd9QT6N32+lX+ui30h66aKD8fWrcYXthOHfrtcb0mCX4MX0rqm4/4zsO60eDNviIMcdODG276/j7/OZslQBvV+j6wtyiAujdw9bOPd6xtMBDIN1103S7Fjgy6d8k/1P0Yo7Hsx3vSa8Yadp+nKWGaMj4/nKvYbETVTeH9RVPVxsnrHIpNK7tuEJByQqRZW1sNkKvTyXIPq7gVikQPZoEi4sGwCKAk0BkjycfAwMDAdQwCPDAw8GbxGibQRgpRpEhVt6SoEV9llFKgsIVrSoyULHKO+rqaARAzlocTRIApZ6BbIJvFJlURLUyXjQ27yrMJQKUqSPlokWGrQ++Va+3ZxBVuUtfo1YTVW+zW41rVvQ3ZvXGP/RJsE2E7wi99NtQI8MtJcJilPkbaXkNv3tkdeAyre7S1BrgofOXQXp1OPX1aS7WePfIgl19yT9ps2z9e345apte1o8RafaY2F2tBjShTiJcxynO05O9XU3EJscVieq6AwG2OkEKUQJyRJyOk6JJy9XtHK+8AZ+kEc1eo76z/SZwgukDKUkmxzXN/TkxgTuZTXP2fnfz6xpmIQIvYBxrkd2BgYOAWBgEeGBh4s9hxjX02kq+NwwRRBRAVW2eiQMQiQNvq1PKERpxiIoISgVhRPGdwmjJqeqMglF0aooDG907VU7XgNqqWA5hcDl7VC35KWvlA9S3WdZm+r+h/RXKTCVdN/epIsmJlyhxdPOmWq3oAnw5PVogFFiv3SwI77eHxNm77A9MXc/mLftBt2jyr0Wsyfcyi/cHr1W+9KfH6CGAbGrozxk2ccD92nYBbE42Aop97HeWtM48VJGTRlAmuUsfAnBorA74h1S7BTZkL2sOM8Of1bxu9dkS6i29lV+PmyVOaLAd3G4C33aw1iDs1GnZQpSPcTmiZE4iSEW7znTC/X/Y84kw16rREpHi/dvXNOIWiyAKGLnd371BeIwL+wMDAwBvFIMADAwNvFvIK/IgIEKKiTn5B4oGvimlJKpBiUVuZqa7JudpnAkQZ5/M9zvf3OEzHjjh0JLjDOo9nlw/YTTpVgeSLaO7Vni2HQevqwjqWOmGY9oPm9Ot7dRPOSnH2hLwdHrY2pG3FvpgzKlC2KZkeq3Cl7DaG123c0kufMpbbHbkBgBe9VXbd1+1WbxHjjSq/2+dlfYLPlT1VH9speDm3t+iV5PY8euU3VNpIU+QRjnXbd8zL7eYMqvlxpCirJzrz57gY7ea6iger6voIs+bDYWom1mROCMy8Umijz+gKl0Myd4YpYZ4fcDrPeHc8IByHic2ahIirO4fKAtWDk+nim2/wPMAKZi5M+uh9HxgYGPhLxiDAAwMDbxa/eQURRAGoqH6dfIEupriIJKQkKMV88IgYU05uXlk1YM/rSZBSwJyQJ88DXBfwvQLm6tMqsBC8xY6wopFtSl0ALDfcjEwrK5IazfX+rL5Ov7AA7uruBrHqBxUfu8i6jbTA1Kxu7K+F12nvqeR1i43y90poz/5GmWtHd/1/r5XeMT++2A3oGNum32t37Uue89acuvfbXfVRN3KofVXUFEh2fB1d2tyYm4IMUtsV61RaKNxd9sY8qBcsICQoGNNh8n7VlGBiT0PUv6WuGPu9JNVK6lG5t2I6ZCzzguV8Bt3dQVDc2sPHzwAnau+jmh+wiFlSiBSoWh1NLJrgkbMHBgYGBvYwCPDAwMCbBX338iBYpAzBSXCUTrkx/7siBcti5odMAKeExB6cSl1jY4CSlU+HDE4MbQ2hZ6nrXL5rdmrc1c5xYjAni2zLm2ukqHvJiZRDIPO2w0p0h7UQYyUBxzXduFOtn46q87baNd/R23bGV/vqjzyffD2vbG+6GuLh05p4vNSjJW5GI7s2ktsjvO7DW1nh7pmo+3yKtWcPsFemEdl+WyWUXYuaHuMxSlpDH5NZZUAVpKH4huVEbMaYH3CYNV/sANGVv421IrsJdE2FVBm5+qYPNSUZWucPYa14Awqm3CJUd++ZUijeqAGxAECkuEm0RJpnKIAMwY+S5DdyBA0T6IGBgYGrGAR4YGDgzSLhuxe3QVAU6Ez0HnX1K5YOCbPFnAEAYjb/34jMXCM0uxmnCijUInQkyk07tUvIu01Bo1jLsJECSRTIW/Pljl8Q1krwBb/Uiyrrc1Wd26l0oTZe3DpTqnp1G4Cuc8rs1vkSiK6V9KfjeSrw2qT8dfx/FREH7VZgqcv7rjuf1gO9Rop32r5Qf7d1W70WNAqbept7edHMlWu7INOunqIZQYeCS9AabCrIbYSnqwp6v3ETtdVIvZLY3pNyK3qDl4cFhPFqez4pKabMmBLjQUq7cuJ630UFpOQbJTFp1vePyDeliJESVaIMmJ81E1yx9g0vmLWJqILd71e0WARoUdA0AR/vMf/r34LTCIQ1MDAwcA2DAA8MDLxZLHJ+eSMqEHBRcfPMMCNWgQo7VTUlNqWp+giGYqNuXqpFMB2O4DxBtbhq07FTVB0YQLGVMaJMRJtliCoOzHVhf7Fyv8Vj9NqJncvWfRPU56CnQ4R9P+Nn40qE2+fR2C/DRfCw17gc2NhF9Vnt7e43XHx7/l1pM/E6gboM1CV+bK/O3iRcj6m9BduybZardmbDtQlXRLX/Sgh5WOEEVGHRm8nvCcEDQ1N/0VeHaNTUro3J2k45W0C7eenuGdDMLMqqHQXATrhrEC+7dUhTRilAmWcwAQUW6Mtur0WZZrbY56E4C4wIQ9QzMMcGwMdy5B+MjA8MDAwM7GIQ4IGBgTeLV4nOq9T0sY6vthy9AogR4JwPVTV13lvX0UUWTHd3yHmCyoKq7irqZ1tol+5cXAB3i3VBysnSqZQuArQPstcJBW7dGSaXZp259g/evWbU7C4qj9zEkNEuIgKvUR57GKHaPariqqdBojVVuhKU6XXRGE3cy9cAASiKauJ+ve9GalbX2s0h3DpWTzyWwuiSoD6OTbRpgpv096a4+zcsfIC1eq5qVzrU0s6wfjPdqoB70TyBVPxdDNPiuIftWe59AlofHMIuCMQWBZ6T5QJWUSB1Vck2q5gZWtMnAZ7B2Mh6Z3qtKhbgShSllGoKTaCWEglwFZg9An2xIHtigbCgtgFRpAA0zdPdV6+Wd3tgYGDgLWIQ4IGBgTeLnF/+E0eqWIosBIAzA4vrtipQEpj6ZXk6mVEDP1XSCYvULGLslJh8FdwUujB5bgv+XhUOBdhW2apAThnOMC7H2x/WNVGr2ZeqLWb/kVr6F+6E1s5scx2dettxKxtfg8xeKL8v2Zlws+qflujeHAAAejXyq4AHPNrfSHB6/IUt75HXJwy8TpSnKsi8kxeYOlb6+CZKnfs16pr1H/G+qdvI2RvTNlMwum+J7ZWrc1+biTWUbqdLo6CjAjBDBGBWMDFyym0bhtq7bL8NUX2zMcOuPAehpnBpsNPSaeEEQVy8+eT7hRS7LyqlbVCpgJHBSDLLMhTggYGBgRsYBHhgYODNIqdXCIIFxSKQi5A/ClNrVQExcpwz+8IzSBK74KRQKSAoiBgCBSjMnI3grkyatVvru/JnLVoZrqlVdlIg6frrPoehuIBLVBKPSmBNPHsm5dQ1la9DeF7uob1mQSBwpxd+eUt/PFSFvr8X11IROVnaPOLNt/4uXyev4Vf7KLqxXKWw3bNs/+/afszSYKedyzF7y2r+1swRKG7vGqj7W3duUKT7WptlV4ZbmjHyjZVV6/4u+laOE33LzTvlqaq5UTf+p25nzeTKvW9wVB4f0azV8gDnnFHK0p6gOvF2J2Xu9iRMWW4B81QtGnRigshS5vP5MjjewMDAwEDFIMADAwMDN0FQFAEZeQ2zYPXorNpWx4CGokNr5YcIRQTTNCGlhHJC8yVeYWOCGZS4qrhuGpkIyptcuJ7/9IIbBEfeE8j2yEkIzs7NiRRgAilBqjnrEwgUA1raov+10AIwPafV7U15Kfl9qjJ6u6+njSKo5bq/9uguthgQWw/77T/BVPyRAvUZ1EjDAqj4tkQPudlUdSWuI96WrdsECAuIMCGurx3BVdngnlEnxtr31aUhCiV45zFeUHCx+8+9W0AmHA8TADLySZHmqG8ngqRJCMQ1ejYzVfU/pwlEjHlZLOozRdiv+BUBmBISETSCYJFARJz82l/KDGTWUoqnXhoYGBgY2MMgwAMDA28WpXyJ6egGqpAiBeLmy3EYAKmbbJKlQCLOlRBb8B2t3rulKJgJieH+eYxKEDRMaumSLVhHsQwGkSIRV59EDcffKqCFTIS6xl/Lwf3fHYhfUvXJfbzKLtQi2Ur7ak1dNfV9KvYJ3FOExj8VVIr2lHvQmdJf13W3dWRV56m4SlSxnvcIolef47UR2Rzf72lN4dvX3pi50eKqhmo7ut9tY8bqfvoWlM5UWPX3KfJzKQCOzS0fgqrau96rthLvNbmHA2E6pBqcKgZDDIvcDAucFRnBm4QLJ95Bbe13gQjQ0kd7bxtrtX5YYoi/2CpVDSbbCdCceD4e74YCPDAwMHADgwAPDAy8WSzL8vJGbLFfUsqdnBTHW+qVlBI4pVUUaFuxcg2GReoSki/K4QvkyBfaO5Zuc/VGv+ZrzNCi4Nyl4dmo0buBrnzt3KMRKz/R+/4yoCW+1JFvGtgxO43xRHNEl+a+u208DbRjxnubGD7W/nMU3afDUvZcpmd6Oiml3c2CvW+PH6st7lLSpw4wKK1219UCuW0tGLY99Vrv5rjubWpEefbPHt055nikKFrdoo6MwsybLfOWp0Qi558FZtmwIuOdibK03Ndxef1jYBKkPIETo5QFMdtbnm0fC/Wxrc0k2nzpqRs3AcyWyogYRRUH4nqniAmJzDfBeO+CQvZbExtzlAA5a0Ghcnd3fKaFxMDAwMBfFgYBHhgYeLP4srywe1AhhhKSRaMhi9RMrihZyiNXcpgq+aQUCqxRtumQulyh1sYFkbthF6oqSDmDiJzItpMbntuW9CYMtSi2XTTdnnR4JlU0cm7nQ/W2YDuXJGfda4ewMt2WfsIzuSY6K9FVTfE2XoPg7knzgf22pTOJNWKlVZF/7mhW7axObDcDaK/UapxPUoa757c3lvX4O5PjzVivp77qj7PNvZq+KNoPFRUAir9X4VfbiPCaAK9dD1aT3U2K1dVhInH/39ZOneEa/btLQ835bKRWlZBSxiEzPs4CpmwbRqLeLbnZs3mrx4aBupuEteOfmUCUsEix35E6HqrvC7Ev1yTMwLWOXauPs6rKIlB9/PkODAwM/AVjEOCBgYE3i9upXp7cCAAoEStxY28RpCZ4KIFAzJ6Op/m9hk9fEUFiy+fZgvgEy9ihQxFVVlwJ80V+YjaSvfSE9FI7Ayn6DDTmR6yXDKXy7f7glVtxjUje4JehOGqYPj8R+0+uhQpryaJaPz8dnjKPdm6CE3bfAwFgWmaXvOrxNh9NjbSjpiKY3GVdxfX3wqq0TQ4lbjJrV/+y0rXxxbbKXqH+mLZ7dLE50PzOu4Rk9b2L8kyKIj7vO+K77jWsL6Rt7GhTh+NVJCiYqM53CmLLbRwCwZQzcpqg8gAkV5zDd7625XUq6WUfhb+fbO4TnNhSRqnn+Fa7IfFLQsl+X1Rbvci/HONMmZFzovMrpD8fGBgYeMsYBHhgYODNgl9LATb505ajoe7YCfe/46bmVPrbghARgGWxHJ/9mJrpaHzvTCeh5ktIcDNKW3jnnL2vgn6Vv+Y0japqyHjOZbZdBKoC/Cgz2yN6+yX7w32tW/ok40rSH+qz4NYYXU/EdiR7eKlKfF0FDlPafmNk3fVTVNLrR6j+v2vvyqVc1q9bFNhuKTQv9U2NVcqj25p8REW38jdS8xCq72x/kFwFtissAPlouy41LBV8g4eq6b5dcbw9QWkjYBwogbhjytT6FXdlAAESbWlEZbbrYSbkQwKC5quAyJMCE2p6pdq03yr1dsMqIDFjypZiyd517d57d/8lc6WwXyJZTRlia1uhRURewe9jYGBg4G1jEOCBgYE3i8Pd3YvbIFXI+bQQaWHmZBKPmWPWeFNsC/DMjBrfCs2MM6WM02mGAkjpcZKlpFCxlT7lpngJbLFMEuoxbvI5U/suj++LuDfopMb13Mq/uyYvpO616eaYPfFfkdx+QwD7VKzVQkeI1qii2B8VYWZrz6pPU/N8ev0UQ+Vocech70q1t9FItF+BFuze1ZWZfuykXG8/zI5X40NnAQGnqUxrYovYNNDV2Hq1GAhzYLT23MKC1l+boqtuVq11YndR1u2A+vk2b7vo0a4WEzFyOlik9K5Eu260ARBBpZHwtplm5RJ7jIGYK3495jFhib+YGBq2D2qVBepBsRhQXc7nh3me51d0/xgYGBh4exgEeGBg4O3iNRaBRO7jy0i5qUwAjKR6nk+L8BwL4zCvtAUxJ8LHzydIAVJi84vsA17Zarv1qUYgkQCIkYdwHSZmgPq8wY1C1P9L11BnMkqx0H+K0PsCxJX1/p9P0WDj3N5T62nIXqnbT/qnuNq1CW8/wvAx3ZbeDX59S/2t5yqVujGWqCZGtm6YOd86X/sGw5zYH39aRHzZ3kW9/rk5zdzcj2tjslph8RAR0Nem2YAHdu5MAygissNFXyeN1iY1IZgqR0XdCtLw+xVTX0Fd6iW1zanEOBym9nQofIt7Ity/A2TvbliCxPiS5fZunhHxA6P1PrFvsmHxNt2vv/F+RcqTpJz14f7Bo1MPDAwMDOxhEOCBgYE3C3oFH2CyKFJCRELEZm64UHRQ1/RMCZRSp5dpCEVgZpxOJyikLkzXKlYjUmaGHMTaF+ruUMjESIntNEcwrT2J1/9sxTnalOmvsxmIvhxKEDaSAMEqFtEtXTPE8/3kVS0g0l5bL9/qeG4Le/c9qNCVK9w7fDUllF58urx3iiDcjyOUy+3o7LiCrj+Yrv8ab6mP/v2ktFbrTYLV/aYgo1pJJ2rwq+0EDpPyrTWCl6luA1hdT82+5e+SWvhkn5tN+d0OrW4f+WYW3GRaiYCkOOQMdjNvuw3WsYJXbdmQamZv9OnLCMnyAmuou56vmP09h5HfeEctD3BxFbvUe5gpLwQqLQr9wMDAwMAeBgEeGBh4s3iNRaCrQkVECpBAHUVTjwLNBDBnMCdf8JoxJEMBYiROuL+/h6iAyZex3diaT6Uvrr1NUTLGkaxNZrYgWp4u5SrRuqbyOskAhSLWn7pBYDbtrYnnhjgrIJG32IfPm+jNWw03asfmAROh6NZotsbvrX6pcT7RLdNsuJ82Xsci4Am4pWS+ckfYJe63yOhVsrptRy+uQ3F5baplY/jrY+r6MVFzRyWO4Yh0qikDNbftzsgUNX3RheiMzaX5JKQakcpJqsB9f91wvu0NVMW4qtu7t8c3DZSQpgzOCWXprsHz/NYtGzLlt94N9TnJHi2ACJwSirgRtc/nOG9CMbfj/lNh12ttm7isBapF6s7XwMDAwMAeBgEeGBh4s3iVKNAGAUgiGE1jgFpTp7BHgO6tVs1PmMCUMJ9P0CItP3AovR2dDHNGYoWUJh2pDyFxAhNDiiLljsFWX0b1xXUMz1XoalG5Jtk9k32OAnyTbKLuAXiO0h3CW007aTdTrOh1TVMBJCfBm0u4PaZHye9LteS9DY2fEqHc7g1ln+TepkXb6yegRoHeKx4TJybXrbFunxKtPttw+2ceKioujrUJra5I2z3g2FQKhbeSWfveDKadgAqBExApysBdJOhQmTd3Z73tYgR8mjISM4ouWCfR1kbSyfawzJrD+iBuftExky36tL8bSk5uAWYny5Ta/gIA0d5jnrBomTOlMnGuyvHAwMDAwCUGAR4YGHizeHh4eHkjqjiLFOIkTNwIbLWpVKgoUgp1OMiWm0vXZlylCXPJSl5CaTMTR5EgxlGxDgOJk+cGbX1XBOusLEdXTUTO4lX5rpmbarKsv9Y298gitULWrxGcaKJXgi+GE0rulrxRMyAN0tNfW7R7jYO9LBr484jsUwh5u4tyo3CQwMtrtS9b9XfzoL4It+9TqJUq3o+bEENkU2oPMTGv99EofRdlvW+VeoJpX1nQ1bL7dUH9ghQLgZNNelUKd+nWJFu5SL/bZ+7axqM2FEw5YUoJp3p9PhMj8BValO4LX3+4HO1vhZSlbp7U14haf+xRvQSepikKEZCIcVoelsPXd8svvv5rFBkK8MDAwMA1DAI8MDDwZvE6Pq0CAIUTL+RRnokAJFu7xgK3+upRLN87vc2Jr/kKSl1Yt0U2rQS1PfFQASPZIcptIgy3jqr8W+sR0NK5hikoYvyPoJNZL6lLT/d03f1Oydqcs4re3/c2NbISvKN6Pl5vO85bZS77fDpWGvfTyt8kv6bu9cHOLq9i06fav/1m6ero9JrKezlibyp2OIofvELSr7Wja4X18vq2E6lv1XMc+SYQhdUDuly73kTk6TZl1c6ImqIK2YxbAYr3oTVhG0fURiaino/XjPGZE/I0uU8vQSOnMHVbMmoWCxZIS8Fs95AAC5QXm2puTkJhVlJBtpHkJtEQgVJ2Ui32u2LtnZPqktIExciGNDAwMHANw0ZmYGBg4AaUFChUZNGl2jsHkXSCQkwWpTWFCWUjtfYjq+77C1Sb4ECYPPYKmazPWROKnBMi/cnOSLs2W/Vq9Uy64hN77qOPEUnLtRplGaG5Re/PMfsNJXil8Kl6qxus2jUiTF29x+ntEwnps0Gbf+r34al1b4xFL8n+uvo2tVA7/nTBe7NRs4J0uyZ1VOtnXBV7n+8XE6op94+R7D1iH1P04nKaNOrvWqQ1stBZWm3+u2fh/r913yGtR0tepncnUHhqYrTNNFFTwMO0momRMu+Mv9sxajKyk1wG9ZM23vPVu929pLGpQT6u6gSs6zqJZ+IkouLxCV72b2BgYOCtYijAAwMDbxbM6RVaSRB6KNBlJldyY1Har84JEfCm1WyBctUVIar/7SmZtSx3i9pQioU8gvSl4fGKADojWfv46n6FFWd+gnpZ61yWJXSL/L6rHb6+R1hv9k7X92ofM29eEeyreDJjvNJ6f+SlZsjAnt/to3Sk1tm7k+vra/7ezfx+ZXZ/0Q5dPrOaYijmPIMgF2UIhLK5nq1/bYi9l3OibSq0Gpu2vIQR4dZIENptgK5m8kxru/mNMUM4DRvXFHsnvS0RICVxws+YcgYTQKxQbVHeVz76QXoBC2LHsHhfAifSAIhrFGnA1WTfwTKRlyACsJPecKuIsSeimQiLDPI6MDAwcBODAA8MDLxZ/PKXv3xxGykl/O63v1mWZZkhTXwiD6AjoZaQRYGups1Q2ArXFrw5Z0thJAoot1V/VYe0qsqcAFnQUrr4eWYz+SS2g/16HbB+qgLZmlut7Xvfxj4n8CUFbLUiYm3rjLpSjUxdtLDHK3dsvCu18KBY15bvobm3gbwG+X2s9tNAcEX7ydW+lKR4TysJf0t6E4ikpdW52uOtMUT0sv2kVIDPi26e7AX/0seegl+GKbdd3RVpXtNvAkNJEKmEiJsSSmSbP9L1uaLA3l8oxv04qhl1986phqLeB10zouucFYdpsvMXtzNeQK+lbrLdPS9d3T/U97e9O+TuE1SvUbttltgbUlKo6BmgyBQ8MDAwMHAFgwAPDAy8WfArREJlZuScFiKcQAAxu6VkH1RKwZQ91YsdaSqvEeQ8ZXDy1TUBgHgqo9qEkQWtglHHAcxnkjm1JbN25pqblby2QVxHFPHh7BO3jnI+yjfdqDkiT6Nlcr1sllwdXMfNvd68qevbIT4a3Eo9WNDtUtinyns69R8I/vAv4yLfqhMbC+YXSnS99JqU6sXHKNUrukbMepOBkPZbW/ZpbTb9fNSthNX71J/Vi0/UiCAAdgsKCSuNDhwknXBxzUFOo09LNMbd/Hc13NtQASgD0zS5eqs1UJVvHTUleDtX1cZtMe+C/McbE5tNsTlG9rtT26Q6fFFX1EVBwENiAmtskAwMDAwM7GEQ4IGBgbcLeQVzVAIK8UwoJ3U1RxXuHFiNL02ZpQhoY8ctQI8t4o2MM1SlU5V8wb2if2HOqY1kKFkEaGYsiyAxb7hvkAasHWu92TXJ7qptROjr92BLDBvaMnud5fcq+e3IQOjG7H3sL9nDaLyRCvHl/63IzxEc7Ok04CWk7bnQ2wTlpr9s1N2V1/1f8eZvqb92/nrKpkfGCFd8pTMrfqL5dx8ES7E1U26+xzVdVj3P0AibpoAqgV3xrYRfAEpGLCPY2wq+T2Ovn723GttK2jaEol/bwAqvBKenxjerpUXKGSkFsa6NG4GtHJYBD6hFiFebQCT1kokEoM2mTfcbQGZ24tdPPhABcQKpohA/nEE4yCDAAwMDA7cwCPDAwMCbRX6FReBUBCAs87J8UhGkukK2tqtpoqs0vSpVU6rAzJpLkZrixI7G6tjbC79KUiPYsdaFIjm5FtF6rI3CIkvvEb5oOlSi4Eh9kN21sBdmltdAm29Pzx/sHdRW9mjchRBJ6+tq1Pm6svt87bZtPqw/Pw+vpxnXbYGL9uPsxVi7h/hYHuLd89ubjtL1sU+4TWmuWmS3GROtkOeq7dt97C5RsxDg7JYWgthWqpb4CvOPpcgjjOaWIOGW0MZeTaNl70q6ot3tiMtpkdYbISZYGiVRILHlAj7PBRykm5OR5uo+sPbRlkp47TkLBOwbR1I3CLqZH5trZFtAsfVWN4KIkKHzp8T4GDdoYGBgYGAXgwAPDAy8Wfw+vTwIFhOhHO/Ap/LR8nRaMBtlJ5QAAJOIQrlpCo9FbBUQUpp8ES7VlBLwhXqoOZHSRcIXsSnEnKiqUFeJn8IixPYLee0ULV+Qx3F0atej62VCC4nbWvfr6ZTGG6a3q3Jds5fFeoK2VZyb16lUk9PtqFBJ1Jfhy+o9udbNcbn6+Whf3XVfBMDyb8T70Zc17vGtHvqMzW3DZdU+Qs3tGn5USe/L76GRZBUjiPHEV7Onqr6hytrzrrSw26Sq7fZRnntir7SqEz3ZZhU72VVQ6q/P6pcCzwWccT7PsPvGa5sFaYp33fzSSK/U7i1x9p8UAWmXc5wsCBan7rrI8zHHBpEIhPSsia2NQYAHBgYGrmIQ4IGBgTeLHz5+fHEbSgQsC46aPheBLTybNFvX60zhh2jkRQRgQQ0exZRgJtBR0bE1l6yEtZVRUTOBDpIcEKBPb9RMqbft7382ArO54CfImH2PV/nOE9bfj1bdjf4ceVYvo2Fv295GG76O7kG+gPy+LHVMr6LeGsnj1NgUz7YBsK0RvuZ1AwZAC8LW11iruRckmBkoBdCwZhD0eYtNsWUUlA3xvP5cLOJ5P4/Dpt++y477gGr4xFrvdun9HRQAOd7Mvre9O1fHEUVEtQbp4mibbKNCpCBNGdMhQz5H6GjekPGOuquNmrip0lBxf2Wb7+yJvqR7vQjsmxZB2LvfIBCQEsosD8ff/BYkL5mHAwMDA28fgwAPDAy8WRw/f3qVdqQUzPn9fSULAqzIH5k6W/ORbrLZqihycn/LdhSx3K5+xGqpT/ZcKXP2SLNSAE6rAFwNtwmcOoG/WmaHO18jYY3orBUx6vwe121fHoxwSRdpcXB5Vf2xS7/Ry8vY10Sfgi8jwc/yNv9CdfpqjSvtafeEVvczlMftZkwrgRqI6pYarTbn7fNO8Ku6obNvJr+7YUBBIIv/7bvz0fSbRa7qEsEcdauVwrptM9f2sXbBrmpqIr2coi2aeyjFjW82P2abiSnn+jlMtlucMG3XFce1xQwQD2iXwr6bgELVM7mZQ/v9MGW6f1E9MN4i9+CXbsQMDAwMvH0MAjwwMPBmoek1fuIUYIaiPIhIM4EuEUAnzBSbAkzw4DZIHvSqIOVkC2dpUarWhp3m1xfNaY0AaypRSrF4R611IdgBl0RIW50e1AUD6i25w6TyFggRvbpX6lZM5Um4rgVq928d6krRNhKukVsJ39CnDeNGS09DJTkvbqVR1euk87n9PKK23tw/aZs0ZW9EHWskbemw2rymulmhq6d94+mFj7xHVe7Hsqrdm3YHiRUzWV6Pv9oMGGnsLDiMWBpxJ749CyxtcHfDgpS6mXROudvMCnDtE2yqMNV7FgTccvsu4tGdKyH3zSQvZz7AQaAJNTkVWT+qBURyz9MBt7wQBgYGBgYGAR4YGHjDWJb5dRqyfCeF4NGcyU0gta4/kTh89oAViXFCmdIURpw1imxwPF/ftu+dtWhdlLOTvkgNYyygLbejXs9HycZmbsGEGvmqW+lH39vAwrT9dJGPpgXsaeWuKcv71IJ2zml0Rak7cqXuFRhZ+VI8nz08WzN+ksP15bF9HfVa720S7J7VPaVwTcJBGaRiEY+vjCom4y5V1VAxI9r09bHXsdyYTwSFbJ9sVAu5lTYn4L7zPtE1IsNvL0ZwMWksUJWPv1N/jWCqk3QATJhyriOOJ1WF2xhO539vac20qsylFPsNiXutnu23Kt0EZvJUwOvNJvL7R0zz8XiAlmeFpRsYGBj4i8MgwAMDA28XT/YBvdmILeSXUkQWsJsiVxJbFV+uC9OIyFwXwE4SSiUd28V9RK3Fds1f20ld+hT0xbbMRPtVNxrB3un1Al6wNret0PmJtry8L1hq7z2fDUtqOmJ87wnSddxSiNetvxzPauUq+Q018tYdbYrm6thuWqTIFqvr8vGMbffhhrls0zNb6/2E6JRQBSxq9DU9v5ms9ym/egW6ugfsmnK3/usIyGaghul1dZgNi4H2nlnasYig3q5rcxcRYm3UjTTiEeir1lndToEi4XCcQL5JVe0jOjPplVoeKrTGPo9dh7K1Rug3KLp7zuxtb3eqyDfpaI73/3Vm9sDAwMDbxCDAAwMDbxa8G0TpSxpiPMyzSml+e2HoGcySiYFIcxTWkWJ8sahFigUEIp13am3CyYEAYIv4GhaeloOULUKsdAGBYoXLRkorf+4FPERx8oX6I7i1ag5+ZsKXD26nzGp9fqXBmyl61sv3Xf1yz2GzQ7qiej6OL6v1CtmmrRUN/XBvJHvkF7sl+4d1mwrtnKuTSAB1UlsHtFYer7fatkYii7OEif9On5UoxnPdboJsjhGJq7DRFnncqSCezd9XYdGkaTVpGRZUak3vt/NW+/cI1F1XmHVrbTLnDKZk720ffF61BXmvLJpM4VWCCEFVLGgemZuEAPau10sO4szVlNqIf5iL21hFMZ+XGVpeZ0YODAwMvFUMAjwwMPBmcTwcXtwGARBSfF7koRTxBacvfT1fL0+MlCMwVVsk1/WxAjklQAFxvz5Tr5rGZtxHd4iFgjmBmWran5Xy2i3St1WrEr29oKj3qCS8czeqKrZzupe9vxiNAO5Rt6b+Xeke6PKoPoY9HfD52tnrBh26NYYdM+gbfVuopFvXc61ubLJk38Xpy26er5+jC5/dp82DSHm1vYc1TZc25Vh98lW/Wu3sGhggaf7iqvbeGKk2Im88uqAxVFePlWzjqV66d257S5W4CizO1ta7XFWRUkJKjHkpUKTLu+5cu03LpqkXUUgRiyTv43QJ2EuwH9fuWcR1tuZJZJ7nGWUpNzeIBgYGBv7SMQjwwMDAm8XpfH55I26+fJym39Emvo56GiImRkp5teY0ouxykJp6s4gpO7ZkD6dDU2d728o+oK6q+R0zEYoomkPjapBGJHrmqGt+EAtrFV+FX4k2vb6A9fXWdrU/uPe5K7/b9v4JrX+DHGzarCau1/EyKvoF5PdF/fX9NjXyFqXdv7FfMm7r5SLn8k7nF1R282VPkLeNClM6BXJzkyDGUDctiAEUN2umFZG3KNDsKmybMavJHkc96jlRQtWjKTmHNEJdTZ7ZU5fVK95Qfur3py6jkCdOSMw4YwY0Eva6ObLCffiDxMaulac2KgKgIKW4/+1d7u/bmjy3/s3ShcDAvZbSWZkMDAwMDOxhEOCBgYE3i3l+vSBYaeKTfaHKQYyPeXRWdaWoY8lVESYgJcJ8PkFK8SwvvdklASpQaVFg2zpebWEcQYSu8IiL2EG9SLYVjq7wpcqf93iQSatooaevNLD3+YlopqbXkvA8nvvXuMZTTaBfrpK9brihxxRbXHk411vbJdSrA042d9HMC3aNE1blrk2qvQ2bvWIdCSa0J99tDLUeqgMCqv1vKLcabUWFTUIsCuuLbi77hOuD2IXfMLra1cCh353yNEY5Z0xTxqeHByDFyJxI+2+FcWL2NEauansfosUC7HngMEXMLfGfHAVTWsUaWN87ASU6ff31N11guoGBgYGBPQwCPDAw8Gbx7bffvko7KgWf7s8q6ILaVIGnLsMRZpa2YKW6ABYpeHd3h7IULKWYVlPrhflnI7+UbHGuCmhR5DzVwDkXi9/OKLb3WayxsGK4W4LcX1+U68tc3IS9EzuNXW3g6Wj61bbtx9u9NqL9ktHHC8b7HK5xlZj05q7X0XuhWtkbxNUVzuvKbQxJbp/3nmQ7P1b7Er0iubmOIOyP+G1vBlWtJiw4nFZSu6XCq5RC7aDfKV1nLYpBq6cs6+95HZ6rtv2l+rn6jnhblg7MIkunxJimyfsLBdljBvRjttDSTvTJgskRMJ/nGJqNJd5/vw77zegG1d8u32QD0fL111/hMoXUwMDAwECPQYAHBgbeLL755psXt0FEKGXGx/vfLFL2yIIpV5yoLoxbZVucigju7u5wnmfM8wxiY6Sqkbc0JChAxRb00ZQCSClVInCV4tHjYhtRXX/XLuN4jLznKJVs3SDPqwG8AkKzfE4W3z8LvCj6s0EA6IooX3kgetsEdpu06PomANXS4V3rWXPXkrAzxFAiW134HKeqdN7CpSl0TOio20eaJr9O2U+xFJYYJJ3VQt21wsV965luHY9fXtOaq1VHENj6BMje0476boz1tb5g5I1HQL2yLJhPZzDnKnireq/9rlbdxepeSI9+JSpgkJZSoI+YnA8MDAz8pWMQ4IGBgTeLZVle3Aa13KEzVNcmiJ26ROxqm8ZiXADluoomAu4/f8Iyzzge46eXOmW1Sse9sFxNOq2URa69trbdO1wD6xYApBFEdsV5dtb+7Xi0zPQK4Y4f12dbfO1+I+Ex8kSXdZ41Jjw6rr1arxv9+fG7syY1ipu7HV6mpR/C7qUSJQsMdaMpt0+oruOoo7Xx96mDCHwRb5w8aJnq9VRJrfD2O6Mpsi3IVT22YxLcRh39R8MKoJh58944eom3F5lB0HACJjOxb31QLcP5Mg6Aid9qm14I0qz1upAJ8+kMIsXhcDAffcBUb2/Xf1isTt0cQPf83QSaML/WRtTAwMDAW8Yr5QgZGBgYeNsgYAn/vIAJOuopVlKn1nTGymIL4MN0xPn8gPP5wYPyEMJ8uZpIBq/uFddQioDr7p96YRjavgdP4s2a2Qs8ySrVO77Gt6gS+MfwOMlUEGT3Sm60r1qT7DwN27b+9NWyyxFesYe9eKiPk+T9dtqxS97cVEn1dD4VfNmOqnTK8CMbIFd9zN2keVWYuj/XdoU26rDS7pynzeeWh9fA1M1C3y2yEYlvWpGnOmtBxaqCy9sXlyKJOJgSzvefQUR49+4dipROsTarDw8xAOJmGdJflCoAS/VUnhb9fGBgYOAvG4MADwwMDDwGIiinRrM65TeYKVPkFYUtsrFOyXJ8d8RyPuP0cAYx15y6BltE1+jPTToCM8CcUPMLy2XKmGiorn2JLviMNbknAV6/7KebUW6DVV0r9pj65ypjR7CewtDDT/IPjWdRjavX0VS9W1dAN76tsd/Ko2N1dXONtca9N+3CjNeIX/TVz4YgegzahlF/ZKCrEitf+00F9UB0O202QtibZu+8HLfeA59f/vqtTZO1tT7ljMRdIDN3TG4qbuskNrMSM86nExQZ0+EOkd9XBC2YlSvoK0W4b48AVQIrlSEADwwMDDyOQYAHBgbeLPiV/gGEWZdFiyA8+5q1JK8DX4Va2i+41QJZqSrm+WQmlN2i29ay6wU12BbbzJZftIjgkudtFOkbypbSrtHnutDuCdr92EoQLo/utXSDZezw8otOb7VNnj/10ZIBvfL56RDV50XbfaTso9GfseXQ18rTPlO9+PRob08oQgCZ5YM6GV4R1c5/d/8JaUt3e2METC05ERHvkOTwo98f81NE0T4InF5YRrQNipUKvKmYcjJTZ5W2BaDkGwVBxrmOOTjssiwAmQ8xQnlWix2galmAra20Jr+1a4UT/HkowAMDAwOPYxDggYGBgRug8N8TWco8r4NEmYUixE2jq3liXZgSlASiCk4HFBDO59MqvYq6mWMslFvHcAWYTVHzdnVVs1+Edx8jLQzWYvBV8vNcDsh9l48T3xboa3syjqVuoGt6/acIAp4U1OlxKKDlUXLc92yKa1MGL9nddc/kXfX0WQ//klirim+8hElDn0l3U3ZnNDW68s1epdNg94as3b/u6NqX4HoH23mnV4wPaN2TxnvmJsg5ZTAlWMiALmI3dQ37D4TF6Lb8wQ8P9yDKyNPUvdOxOaCIgHl1GGTHVcw8mpQgRUGMxSxJRh7ggYGBgVsYQbAGBgbeLl4hEmoILIpUzQstMJbxjyZTMRiRBqkRUCgsQitnJDBOpzM4xd6jpUERJ7fEzSM4eAwnAjFBiy+naSdIlKtoq+BWXf9gdCbX/ap+//7UKmQqdISYqjyB1dqTxq6ve+De6G+Vf8n/xg2np+zPPn4tt+t8OZ5LHfdDdD+9Bb3xbX1Kr5QIZXZtnrxv5u4zTGvM54vAVteHYxNNQZtrJjRy3pThW1g1y8lCmF9M8DhCq28A0Of1bWO40dFWWY7pie7dAszcODaa6nlBToyUEuZ56Qw5qNYP5TjMtYmAKSWczmeLJE8JpX8FyEy7VeyXgslfi4JaHxSbMQSFlmaa/fLfvoGBgYG3iqEADwwMDNxAqLoEXczqsJlDxl8GIXFqmqxabk9TiBgqBdMxI9/d4dPHzx4R1swWzafYF+zcNQqjEbw6GNR3KxVjI4BtFvpd8QtVa4+L0JYTaOS/cR5D/cmn4ULd7QbTp86pqZ5+CvX35W0GjXuaf3RHwHbLpy8bxK18wo+MZ1viwi+XegLV0jPtdVnvAVGdvBHsqhkIXLvnj4/10nLhsXlxbYPhkXrxeG6MVbv/R4txd4Lnk7srqDdY3x0PhGUuEmtfZeKE+8/3KLKAc+p67PruNtmIUiXHACALgTwd1DmlokQrg/CX/BsYGBh4qxgEeGBgYOAGQjRlomVFINoKH5wSEtsqmHRTmQCRgg/v73B39x6/+e47TJ7XV1SgNf8vPAcwViQk59SlXtrkx3Wz6aZOuczUsxVqf3fX9ztSJl8TBbvydaw3sM2EuhpIT7xWJOw5S2/t/n0JfkqVrL9hX0oCn9pV39cjRdEro9fGENInb+qs+1m3E9pyPz+1U/mfCevUPgYDr9YCbcMkIqR3lTaNPK0va/px0+F4D2M/yKK825UzM6Ypm2ky4lUhT7sUvx52HUwMVfMb/vHH73E8THh3d0Rxs2oVc51oO22Wa5wTEO+5KtWNKVeaF6D1PQjwwMDAwD6GCfTAwMCbRX4FgmEWhwQlWlYRWHtFk9xM2SRiW+iqV1bFUgTv7u7w4e6A3/72d8j54HlFXUcKIbSKvFSjxJq5tOtPkYZJab1C3eEdK3Qkd3Wqy226KyrL5kBfNfhISGFdkccDXkUHV5p/Qt7fdQNPwess6Y2LPaffa2VXGuIzR/F69OTqtRCBlGH+t/v9rfxSEVfaTcZtUtwLftnmNtDSB1FH6KlW6i0hXG3ebgh9Kfx17Un+mrf31+npy/wyK3FWAnEyFdcl2yYqWwfE3Nrugtzdf7pHZkLyJN1KTWU2l4e2IaFKXaopJ8I+dgKVPYOOgYGBgYE1BgEeGBh4s/h+KS9ugwAUBlQWpT5VTGcX2qc+tZydvQJri99pmpBY8PvvfgtOuam8BKA0JWfDUMFsBo3mLdwp0B15JA4FeT12M8PuhhyfqSPJK+tcI9acFOXardO2gCfa9hl0ZGcJvlmZk0vr+2lf/3SX8M8jvx2quXf9HzYP+3qfT+sAvcnyc8pfHidASqdzqs+RS8V3Zaqr1+mXQHrdtNZpfXqb/ftFNtFs40dM5YxxVOJ5ra1HUP30aROIa+cadg7Fq6q+iWRFCIkS4heAal3rwAg7WwwBT2vGzPj8+SOmw+TvOirBbu4RoSWzW4N0gyDAQ0UDAJIIksiNUGgDAwMDA4MADwwMvFl8/0rRUBUCzpPkPEGk9Ot1EHHNhcqex1YFQAoVx1apRMCUD7j/9KlZ/Eb0514w9WNm1kxgSpV0VR/EkId9FW6BqrQuymNsVTjaHGsn96mSyI6K3IPW7ZK7LqpE2/t1Nh++EH889ffpvV7rr2dSbur6rLEFaf0SnW/t/0tEENnK/j0xN8XxQt6/GI+VXxlGrNqIkmHG32NTprdiqOpukL841te7MB24Ms5H4PO5uhJwKNIA1CItQ7UqrUoCUq7jq8o1FIec3N83mu7Mn9V+K0AKIUJyIl+K4t37ryGlmGuER8Uzfi++yUXdWH1DQmKHy397APkRzXpkYGBgYGAfgwAPDAy8WeRX4j0KQDgpRXLe7gRBLUJtrDrFFqvahWQWAeZlwbuvPuDjjz/4otWJRU82zebRFF1VcCYwE1SsfPXu69VbASDaCUXNEHXNFfVyVawEsLZqXr6UDXHeoClb8EjYih0GtKmw8/UPIvSuJMXu+JdRBCZ6Rv7fnXJVOvySzZmQ+a+F76DVHLgcy7Xrjw0VQv9grale2e3a6PL96kV7e90rElmguKLSWQpcKrcKvYjgTPZSANXsd4/8rraAHhnPim0b6WR4v2527Ll613790b+bPftJKQASIR+yjUSdqMJyh5vVBNV7HCMtKlAlfPvtz1GW2Yi2Sr1O++NpjkhBvjlW30HEHhqBiMqPTJDyB3mxBgYGBv5sMQjwwMDAm8XySjKIAiBZbEke8m0sPlWR2fz+NCRXXwHbcl1AIJwfTvj13/0DHv7Fv8B8LlDx5EJCAIsrx9TW8GKL/pTSmhDoZmBAdaVsUXlj0MaX6IrSG8RV1RflpF7+kRuyUpVtNU6VgT8DzxIy9wjPn6LOdeuC+nMMkIJUd8jcFfiuxvWr7knqttS6j5Up92pObYknWZqduvFz+dDWlG6/P6tpc8UF1etXEWNYc1R7BzREz2sk/6IxrDaN9mo5r2Yv3zaDTIVe+QN7WWUAYufZn0kRRc4ZKXmatMz1d4Hry2j9Jba4AcvZcov/1V/9EvM8W0kSEOxdDNPzMNPm1OvtfmkqcX80qY7opgMDAwOPYBDggYGBN4tv+eVLQQIgRPhIxEoKlWbIqQDUA2DZGtu1sAKQhWt1H0Hg4XTC3/361/jv/sX/Bw+nc1VywNrIc7SrgKgiJQYRUBbdFf3U5SnStTBdBx6DpO7fjhC8Kt9VezLsRuxzPxPS/EaulaufHnTl85dBAYiIkcLtif0vm+++6REbDtXEeE1Ie4p5cauCMPe3uxa6ma13A6qbKr0/+CWSkTEs10flxJS6vL8XTcW5zqe1H8tmaOYj25F9qoPkS/K7m2O5x+M7Lb3A3A/poqYPv7oQa5B/U22ZzTleVMEe6M6utmYEBhFDoMjEOM8z5nnGhw/vsXQE2QwEihP4zhycd8J+id2p7bQcGBgYGNjHIMADAwNvFj/PX5hntQMBWIjwUSmVIi34EwAVhVk1duqnL851Q4oWWfCLn3+D/+Hf/3v8/vffYzpknM+z1+nqtxU/UjZ9SbGAQyGOFjvbTNW+IlardlvYr8Jn7Vxh/F2XqaLzY8tqvaKwESr5rZzltkh4Y3wXnT6l8pfVI4CJkZjBKdk/ZsD9vZnMNJ2IkFJC9jIpZYsETABx8w0PYlhEO5ZlD8n+HwpfeIzaZoqIp8pShYhARKBSIKIo84zPp5P7jQKq5j+qIihlwbLMWEoEieq3VyLQVLczQiE1Xr/XF7OjP6BRhqEkN28x1evemjJsVOVIgWRf0GTYfkfnCdiPsrbp6/FmxAl5ENR+POYTbJ8zJxAnyLIAaubPYPJozmk1buKEjz/8HvcPn/D1Nz9DmRc7rmRbGZ0Qbmb3LYBWeyebUl9umwcMDAwMDDgGAR4YGHizWF5B9SMAxcO1Mmf3zyMLfsVSy1DHa5QUimJ2kr4AP50e8Pf/4X+Ed+/f4d/863+J//gf/xOcznOlO+jNPiO3J6VObdxeS7fSvWUNzMZv+kL1U/S5w31WVOOmwEarCn0wISLvQtvf3U6u4kvJ79pslQhITlDtL9u/nDFNE6Z8QJqyRdj1C53nGQ/nGaf7z3h4+ITz6Yz5dMJSFiyl4HQ6Q5YFnz7f48dPn/Dw+TNOn3/AfD5hLgukFMg8o5SCRRRSZizLAimCgmJ+2z5WZhtP5gxOkdvWyDexfZ4OBxzu7nA4HjHlAz588y3+/u/+Ee7ujmBKOB4OAADOGcd37/GLr36N93d3xm852UbOsuD08ICHh3ss84KilmtWS8Eyn7EsglLKajrGLHhMZK3z2CdcVUi7NqIRWfk/X5sEbXOHat7oJs+upuyXRubeGUJEOO8sjNfj844V1XgDgECJIGpz65AzPs/LRRYoq081QN7heMC//O/+BT68f49/9I/+Hp8/fg4bAQDulyxu3VFzg8dLZT8UtkGgEE44gNLXAF4e+35gYGDgbWMQ4IGBgTeL1xJDVAQAUcrZTKBdaQNQyQrchDJMkdlNTBUCCOF8mvE/+o/+Hr/4+c/x3/4//p/4n/6n/ww/fvyIMIu1xrq/omBOttjeiXsUStC17xV9eqWeM2/Lh5qMzaGn7CGEAKywiNBL1861h/Dkh7MdxLoiMyNPGTlPYDYCcjwccDgckSZLLVNE8PBwwudPH/Hw6Ufcf/6Eh/OM3//4I77/3Xf4zf/w/8MP3/8Wnz99xOl0wrIs+P3Hj/j997/H77//LX747rf4+OMPuP98j7KcUVQwzwXqiuwfC9PhgGnKplbnjJQzvv7qK/z8r36Nv/1H/wH++le/BDMh5wMOhwMOx3f4xV//Lf727/8eP/v6K+SUMB2PuLt7j3fvv8L791/heDzYpk8pWOYTTucZ5/MMKTNECuZ5xnlZmitAt9FgMDV5tWnTFdTqx6vgSA+0OxdcAV4R8aabf0n+36skPshuRHEP9XW1x+RUmNYZidtIPVVTSkic1gq3WudEbEqwv4sf3r/H//df/L/x9dff4Ouvv8YPv/8BYLjSH56+NfSdVSJ4ROh2P+L23oHwFRGWp0jaAwMDA3/BGAR4YGBg4ClQzc1X0oNS+TqUmW0xv9G8VAD2KMmqhNP9Pf7mb/8G/+pf/Wsc8tHIKdf1cV3NUup8gEGe9oR2ldraGfZJcFVCwxy5rNsI8+lqFRtiHZ5kPboW92AplADU1Egr6tozhkcUxbq8V4CZcDhMSHnCYco4Hg843r1Dygf8/9n773jLsqs+EP+uvc+54eV6lXPnbnUrtbKEkEiSSBYIYxjAHgcyNmNsjMNgD3jG2D+wDWZsz8c2DBgbE0wyxgTDAAKEAhIoq1utjtWVc9V776Zz9l6/P9Zae+/7qqqDVGBcOl+4Xe/de84+O5z7dL77u9Z3TWczbG5cxdbmBqbjEbbGY5y/cBHnTp/C+XOncOXSRWxubeHs+Qs4f+Y0Lp4/jSuXLmI6nWA6maJcsz8uWIi8807uFedTHqhzFTw5MEcJd44RQJTfg/ybQ6fn0cxmaGazufcunj+Pp558Eh/Ae56xT71+H1VVodcbYGVtB9Z378WePfuxc+cOLCwsYHVtHTt378XuvQewY3UVg0EfC8MFLC6vYffiEmrvEEKLyXiMyWSKpp2hbRo0zSy5ZCfztm2EzJFDQICYQynhvAGhZfuuIUvKqkk/W2jC84KFoIvjOrYR4CJsufzpmqAMWU9XkRpTWc43J4Ot+e+ew4XzF3HXXXdjNB7BnKVLfTwHljBgtZABcJDwavKSSe6JsMWMcQi4cRHvDh06dOgAdAS4Q4cOHZ4R9lDMhB65nG/HzPpMzprnSklBAgv5jY7hkZ+jr25s4uUPvgR/9Ed/hNNnTqNX12jaBnMP0xa2yxK2G6PVH7V6v8hh0s8WQ2yRo0XTVFRyIo3dtqor6fjnyykKYkvA9av08HXe57lTUVUV6l6Nyvcw6PcxHPZR9wdo2ogrVy5j48oFnDl9FU+fPIVjjz+C86dP4cz58zj+9NM4f+YENq5cwmg8xmwyfp4D+ONBvz/EcGkFIHEGdt6LOhoiyFcg51D1erp5ohZWUW4eZgaDVWVmMAfEEBGjhCs37QTtdIa2bT+pvs2mU8ymU4y2tnD50gUce+LRGx47GCxgMBxidW0dew4cwt59B7C+Yx179+7D0Tvvwv69+7C4vISV1R1YXFqCJ2A2mWA8GWM6a9G2LZpmhhACOLKEpJNH1BBswfWV/nnqacZYxU7N87xZt3PmudrDOufCNbPuWsLU1utlJEQQPAGVd0VevpjkMRiIUXLJAdT9Hs6dOomNK5dwzz33YLI1BpFDAFIZpBiCBntLn8iRRECbes62McJgcuhF+JXQSu53hw4dOnS4IToC3KFDh1sXNyESkJXUVsTeHj6F4GZVzvIUY6qZikIVNebHmIwnOHrHXejVNR566GN48MEHMbvagCyZsHwYByXTnRtaWM1Jx9cO/bri2LZ8x2Tkw0gGX6nc7POcP9kgoOt1R68nDL7yHr3eAL1eD8PBAMOFIUAeW1sjXLp0AVevnMXps2fxxKOP4szJp3Hm7Fk89thjOHX8cVy8cOFPDcF9NgRmhLYFOSl7hUbmJsYWRA7OVWgmY8AJOXbkQN5Jfrm9qirvjZiaqrVig+XuzqaYTSdoZxO0oZF78yZiMhlhMhnh8qULeOqJT1zz+WBhATt37cGho3fh0KFD2LlzHQcP3Y7Dt9+BtbVVrCyvYvfefRgOhoihwWhrS1TjZobpbFqQeNouFs8zVHObBlCEPci/z1UJtua2HZ4iIYglbKPYYOIi5PqG3dPvFRHBJwd4qGN1EQpOUrO73xvi4Y98GL3+AHsOHMLVy5cREBEjivxpLnLZnc6P1AKej6IgRKmtTJ6eY+RGhw4dOnwaoyPAHTp0uGVxc2iAhC96ho+Rs5qT2qf0m4URc5QTEhmOUp6m4RZ7du/G2toK3vve9+GNb3wjrly5IjnERkxVlZU6wPqUO0daVQ0qHqqfLbcxP5znEGWgULKTrfVcjOk1eMaI00QsuJgToPYevX4f/X4fw+ECBsNFTGZTnD97BqdOnsTjTz2Bxz/+MZw7cwbHT57Ek499AufOHMfG1as3uND/PGhnE2zMJnPvEUhJLsE5L0ZnzsHp7gN5IToOTgywfA6ZlttBziPnAOdQ94foDRawCEIMLdrQIDRTNLMGoZXc3dC2CKG5WdHC12AyGuHEsSdx4tiT84HX5LG8sow9+w7ittvvwr69u7Fzz37cfvd9OHjwAHas7cSBQ0dQVQ6TrRG2RiPMZg2a2RSthvHS3H2FfK8m5FJSnwxKIZUsvCI1ly/EENV1jm9TcYzuOMXIcJXTUGXN4LVDnPSXY8Ti0gIee/TjWF1dxcJwgPMXNBIktjD3OOb8Nyb/AdAQDe+kSpL1JzIYzsO5P4mo/g4dOnT4nxodAe7QocMtjJshhYiyGyP7VJrF6UOylkahlJ+bDX2YzSyLQJrbBwI2NjZwx+134MMf/igaU5lUfU1Rk0U4cjLbwvxzbWnU86yk9AbTMG+ClVVft60m6rOVWDXKW9c16rqPfr+HxcUl9AdDbG6NhOyeOo2Pf+IRPPnIx/DU00/jIx/+IE4dfwKT0egZGv/TA0cO8A4EB+9lcQicFDgRZzVDk4ScJq8iss0MJMbinBJZDRUgvQFSPixL/i+ClD8CgGSl7RlgJ7WkXY5G8FUFX9fo9RfQ61POwVUlejLZQjudIMYWTdOke+uPDRywceUyNq5cxmMf/+jcR8PFJRw8fBvuvf+FOHTgEG67+z7cfvsdWN+xE3v3H8Rg0MdkNMLWSBy4Z9MJ2hglOkHJqCA+yw1adIczYSzfsygL4bA8r9oC6efyMsysZlRKdCNSreLKV9tUWI3kIFGWHQjNZIJL58/jwVe+CptbW3JYiIlEM4dUAktMs7moNw5QzMQ/gmUTxVHtXAXHXQh0hw4dOjwTOgLcoUOHDs8JVHnvhZRwQYRVsRU3aABOlV92GhYtpUqIhCxvbG7iFa98JX7z//stnDx+HMNBH81sNmdWxQy4SgiSMcwbPuLfKA3SeBTnR3nmTG5FYMvxoGUzzFQ0kklDjPm9qvLoDwYY9AdYWl5CrzfA1c0NXDh3DsdPnMBDDz2Exz/xETz11NN46CMfxOmTx9FsU0P/JEFKOD05OF/B+UrKItUVXFXDk4cnAvmsyJIX0ushSnmIrOWLZE2ZGHXVh3cVEnVV0yZO6rrNstZ2RUibJwwCc4CZXqXNBBLyGpVUCcG1vRENMbBasNr+dDrFdDaDa2aILPnUVV2B9T70vsLS8g7ExYCoDs9N0yDMJggxILSt1hL+k1mP8dYmHn34I3j04Y+k9/rDBRw4eBT3vOABHDp4CHfccy+O3n4ndu5Yx559BzAcDjGZjLC5tYVmOsVkMkUMLWBE/zlgOze07918JsG1ban4Pve7fKHy7xbyXLlK6HQEqKJEsMERkQjDwQAnThzHxsYm7rnnPmyNRlLuKITcCVWXUzg7W0Ft+37OL5Tsc0RPINl46dChQ4cON0RHgDt06HDL4rk+FD9bG0QAMXxKvDOZllRFjTG5QpOFRRb/lmrqZDLB7XfdDecJ73nXO/Bnv/wrcOLECVSeRC3W0GnH4hgcOBa5xAXK8OYbkGBK/ylOK8I958ywIqdui6qYLxRZ8nYXFoYYDofYsb6O8XiGM6dP4Njx4/jIBz+Ipx77OJ546ik89OH34+yZUwifpDnT84VzHs47eF+hqnvy8jV8rQTX1VKapvIgV8E7mVeQl5BUIiGZrHVX1Y1ZFk1NmpjRNDOwjonZ3JkDaleh6i8qEdP7gRhkhDYCkWJS9+Un3UTREkoMTb6mADIFUBeLAUshVxNhKQIE23ABw8Gh7vfRtjE5JscYxSFaVWUizTOGBxPBVT0Mqz6wsCJ3c2jAUWocS2knI1+MEAJiDDBzrqBmXDcb0/EITzz6EJ549KH0Xq8/wJ69B3Df/S/CoSMHceTo3bjnvvuxa/duHD5yBM4Rrl66iNFEXL1jCFKKeFvqwI1ShedMsOaItM1u/vUa86yYAj9yGwz4ysN7iRxxZYgGyYbH2o4d+J3f+g0Mlxaw79BhnD5xUgzO2BKASb6bLKZXEjptu2C6WRU15ULspW1zxD/DVlmHDh06dFB0BLhDhw63LOJNCPEkIoQQwYiOSFUYbHvMdIW9MVuYojzIJqMsUxFnM/SrGq95zavx6//91/EVX/Xn4b2ez3Z+zCGxZR3fbSjLMs39ng5I6YT6sE5wJMpidqm1A5FVxsiovCi8Q3X/nc5mOH3yBB597FH8wbvegUc+/jDe++534vTJp6/fOYgKSeRyODgzOIbrHm2qp/SZ4JwDkQc5gvdeyGylyq1zcL5GVVfwzuvxBFIy7FwlIqsROY6I3AIhoG0DOCjhVXUeUUNNSdX7mKVV0nI2sBxc6a0sO3m07QyYbIBjEapsEw+kXQamPGpG1ND4cqlkkVJG+fVU//RG3BaO24KI0F8YFrstep9GGX8bpcRSy03qH0fRpV1V6VzX6NV9DZsGAKebL0HIeIwyR4HBIYDRIoYAZkKMASHI7+ZWfc2mzSeB2XSC48cex/Fjj6f36l4Pew8cwctf8SrcftddeMmDr8LB/ftx8MhR1N7hyqWLGE3GmM2mCEFZqunwdP3vyY37arn9ebWsDVONU+kvkp+90xrgtk9m00mE2vXQNA0+9P734g1v/By0sylCaNX5WWqGtywbGDHGvOYWQc/+Ooo1YAb110jVHTp06NDhGnQEuEOHDrcsLly4cHMa4oBIVU1FTDErWRXl18lj8lzirBAdsOWF6n+IcPLkKXzpl30FfvXX/jt++7d+E6997atx/vyFIq9RQnbJERBu8GBuCrN18ToCcTYQQqoBHCJnQQpIxK/yHv2FIRYXF7GyuoaJEt5PPPoY3vfu38cjjzyMd7/z93Dm5NPXdKXXH6I3GMD7Cs7XyaTJWSwmIympzAEco9SLbdtk+lTVfS35EzRE2aOqlPQ6IdLkfPFsr/mSqpjGyEAM4FlACJsAEXxVJdItmwlG4oT8cQRc5ZILN/lK+qxu1jI/uUZUDj8mUW0REZsWs+kUTITK++KcYiVKsgqr68xzpMruj9Jx+Eb1calc+9QMF+V3NCyAJLOViFDb9VhciDlESER3ixhbIawcgbYoTo0IkKyjhM972ZjwoiAzleqmuBOzkvgYWEhxjIihQdvMEJpGfv8UN6aa2QzHn3wUx5+U0k3kaxw6dBgvftmrcO999+GFL34ZDh44iIOHbkPlCVcuXcJ4MsF0Oi2Ua0rf4+2lkGg7u7wRTGS2pdBNJec8iElLPGX1N0bGrt078a7fezuatsHr3vjZuHD+Qqr/zAzEwJrqbXWhURji2b+k4QCkacBR/QK4Yj1mez3wDh06dOiQ0RHgDh063LK4GQqwNMTgKlZKX/QhOatGUjnFXfPgnM2VJcwWqgKOpxMcPnIUL3vwZfiZn/4pvOUtn4/z5y/I07RjoAXIWQ4xz5kpPWfotZOfT7QwXwBgVFWF4XCAheECVnfswGg8wemTJ/HxTzyK977r9/HoY4/gPe/8XZw+cRzbycDK2m5UvZ4os3Ut6iEAzpa0GmqdFWYv/4BRIUbGoB5kcqoymZgKiUtuDAGT8RimdlpbbMQMAKAkO+0waM1mbkDs4Xu1zKPI2qKqqckRK8mj1kgcwVc1XOVVfScJpSULmSY1nTKZnMEsZlfMDuPRJlbX1tEfqApLllctLIvIzgHYRVWaRRkWJVaUWosUsGBpWA4w9N5gAIHSvZTq1up9agsvb0VVnrOMSEaKPeDJgdwAHDnV42UW8gqIiiuhuawKd6sk1/ojhDgmBdOjritR/j1QVzX63iXn9NhaHeMG3DYIQQlyFOVYQq2f/3eWQ4Onn3ocTz/1OH4ZALkKBw8exUtf8Srcdc+9eMnLXo4D+/bh4OEj6FUely9fwmg0wXQq+c/A9nQJ2zFKM6xraUyXinuxgN6Kzju4yqGdtakFghifDQZ9vP23fgMvesmD6A8WMJ2eTvOvsw6KspHBBEDD5y3KQXy3OEcQeOS+EDwVt0OHDh06dLg+OgLcoUOHWxY3IwcYAOAIzCyMKTm/QhWkKO+R5PAmymfhz6qSsSbXEuS906dP4iv/l6/Gt3zL1+G9730PXnDvvTh37gKMe3kr6GkSFW9Tq8qn3OsIVhr1rKGXQrYG/QEWFhexvnMdW1tjnD59Ah996GG8792/j088+gj+4F3vwJmTx284DYPhAoZLO0BghLYR5TMGJWxcyM6aqaqxmqLeEhw5+KoCnJOU4xBAAOp+H+SchCorAXLOwVU9rY0aQG2U0GHYPCgZYFJ+b3m3MSnQ4tCt94GrQBTgOIoKHSw8Ou8rzKYtMMv3DSOC2IFcpcNiOFfDaRkjU/9jjIhhiiuXzsJXtSjVzo5R0y01QYMSanNnZmKQq7RsjocQcVFSY2hlDLXTjYsoJMxnZ2CX8z/zfZDuByPfNh7ktQLEgCsISbelIyL4SsK7QT01/woIbRBTNv3d+ia1r0UVj9xgNm0RQy21jZlAzsH3enBVBVd7OERUtcb1s6xpbANilF60baNh1C3a0Ip6HIIaRD03cGxx/OnHcPzpx+S74CscPHgYL335q3DX3XfjRS99JQ4e2I8DBw+j16tw6eJFdZueqtJ9bT1i1v9zSozT5pJBN8RaZrnPnYb+ywqCQ4tdew/ife95Fy6cP4PPe8t34OyZ04iaUw31ELC8a+YIaJ5vKtUUJXdd7ln7W6RfPTFe8zdKl+jQoUOHDhkdAe7QoUOHZ4RJMd4T0bz5TxSF0Dv1nqGY8ydZBDlKMlGiKUAkXNm4ivtf9ABe+pKX4Pu/73vxs7/wSzh/4SLMpcp5V+T9QcNNr6M6Adc42wJCCL1zGC4sYHV1FYvLyzh96jQe+vhDeMfv/jY+9pGP4b3veQfOnzn5nGdiMh5hMh4BIPT6A/T6AwwGQ/heT+bBE7wTZVhycUU5da6Cq8SIqvI1nK+E/Cmpcb6SENEQlAQHhCBzII7FDTgERHUpjjGiaVtwaBDbFpGDzDUkP7TX66PyNap+X9dBNyn0oMiM2ASdOA0JjhA1UORYUWejGF1Jbqu4JM8mE0xDI3V4yUm9Xk/wvgeqSMNYG6BR5a9Iwra8XiuzYznZUgNYna4gocYgArctyHvUvV5WocmlDQVTHIliujdSbrcS0xg9wCGxNcm1thsnt5HO1TkJCAA3AAGOCK6S/hERatcH0AdilIBnlrmKLMp9aFtdL5ac1nYG72v4uid1jb3X3HACohDkMJ2AY8BgOEAMhSs5R4TIiLFF27Za07hFaBvNnX12tsehxfFjT+D4sSegE4x9+w7iwVe+Gve94AV42Stei9uO3oH1oztw5fIlXN3YwGw2EZX1hntoutOQog/0+xkjvHdSCoknaS2qqsJwYQE/9R9/BC958OXYs3c/Hn3kYYQYEZhV3NfQfIqFIk8Wza4cmWTTwzbi9DhHDjE0LvLzDRXp0KFDh08/dAS4Q4cOtzBuhhTCEtrrfG0PoMlBWR2iQQRvimM6K4LZ6rwKic69iSAGTp08hW/969+BL/r8z8XP/exP461f8iV4/MnHRGh283+er1f6JMm8QCICdV1jYXEB6zvXAVR4+tgx/Pqv/wbe9c7fwbve+Q489OEPatjx80N/MEB/uIzhcBGDhQUMFpYxXFxAVSs5AyUFsZg6CNFToqnhtWzOXr5SfiDk0HkPwKOinmmUMqdJ6aKkd4YYwUHVXGadbyj59iAGQpt3BpijVJLRdjBQ4mY6ubLAaDnXrKqf7GLAtLzpZAuT8RiOCG0QQ6nhcAnkvPIRLW0Uo55PMl5iJYjiIM0xzl2DASH4oUXbNvoZIQapgWtES3iPT+H2RB7OmwmYGIcBUoOYNF83zSEDQd2q7b68PoGkuX9y2Lnmj4dWxhpY6JiT63uqgKoG+pyU+hhaBG7BbcB0rPVunRBECTf38PBoGyHA/eEqnCrdxGIW5hzgfQ913U9qaNTNidg2aNpGFONmpqT4WW7mGHH65NP41V98Gr/6i4Cva9z/wIN4+atfjdd+xmfirrvuxYGDh9DOJrh06TJGoxHaNsB7l8Og032lc8M0xzvtWNlYaHHw8G345f/yszh77iy+86u/D2dOnUCMjNDK/RzVITpGliiQpKonvV7W29uX3mGOnWeL8I7/dujQocOzoCPAHTp0uGVxU4xgmCX30rHjyIAvaa6AlCCJ0Q3gtTSJkB6G07xJUvURqvxdunwR997zAvyNv/nt+Gff971405u/AMuLi7h8dQOenJZ71XzV8sHbBCeWUNjBoI+lxSWs79qNKxubePrYU/i1X/tVvOdd78Dbf+s3cfrEsec1ZCJCf7iIxeVVLC6vYGllDYPhEup+H5WXmretKq9CcrLjLzNr3rGpnICp6ClCl6zMT8xrpK65ecmK8YZr1zKtADk14c5u023TKBnlnC4MIWwAkiMzR8uXZSUQOSRaSiJlBij/F9EfLKK/sCROyAiirlpYrOb4gisdkpBbM60yMh1T+2zCoY6YASixBzCbTWWfwHvJxQ3qYA0IWbJyTA2hhc4lyWcEC8GGqsukZZfU2VmjDPqDPsjylZ/16zJPjK3PHCMQAEBLXzmAoOZmnlC7AbgW8h1CQNsKWUVggL34s4UAcozRppBk5x185aUeM0lIPHTDgsBqVlah8j30BlBCHkSxb2ZomhnapkEIzbPmFYemwYc/8Af48Af+AP/+3/5LHLnjbrz6NZ+Bl73i1XjxSx7EgcOHUXuPixcuYmtrE03TwJMvnL1tje177pJijhixtLyCy5ev4Kf/04/hf/3L34Adqzvw6NmPi/obg/JWre2s9ykns7qYWS0VmxZGuBn6d4LgoCHQHTp06NDhGdER4A4dOtyykLJFn2ojpjiyU9FXSB6QVTnn507JBEvCU6M+qbIZCHFEJCEoTz7xGP7qt34bfvM3fxP/4Dv/Hv7Nv/t3+OAH368kQnUfzduUUFOG84ThcIiV5RWsrq3h3PmLeOQTj+D3fuT/xXve8y68+x2/jdHmxnMeYl3XGCwuY3FpFQvLK1hcWsVgOETdk9zcEFqEJkjYaTMt1GgCkEtDISnkZhAFONNO7RAtwUR2aixVLBXLmWGENpPmNLtIRlFzxlicu2EHm5mxEk1yYpJFTJnwQskam0GW9UPL2BSuQsxC1CRv1ui9S+RFu5fCVy2HM6rJFchydyHqJudZFMVTBkregxEx0LJGzAB7TpseVnVLiE/M9wjn38XV2foTNRya1MxKxlFxBKj/nO+TOajaL6R+Xv1MmwqICA3AaCVU2xHq2qP2leYOS7kfBmPY68H5CoEt5DyibWWDgazUFZE6UWt5LJCYkGmJJ/IVal+hqnoYDDXUXcOl2yAu1G3ToA3PXKP62OOfwLHHP4Gf+Yl/jx07d+PVr3sDHnzZy/Hgy1+Fw0duw8rqMq5cuoSNjQ1MJhMwAO+4KJ9F8OQQI8N7j737D+J7vvvv4gUPPIDPf+vb8OSjjwAAQuBEgMttEEBLhZEpyDS3H6RfLNg9T3Ya4Sb8wevQoUOHWx8dAe7QocMti+Fg8Cm3IQQmYnPWukS6CjLmyCuBMqIkT6JGalJZGza1TI4hzf1smhbnz5/DD/zg/423fvEX4Yf/3Q/hq/78V+H8uXOIMLfpAEcVlhYXsWNtDVV/iJMnj+MP3vs+/O7bfxvvfOfv4v3vew9i2zynMQ2Gi1hcWsPC8jKGiytYWllWdbcW5+nQoG1bzKYzmDOxcRxmJbwk4a+cn/llvkiOkTLGSjbt4Z3sgV3JJSinvhb5uFZD1TlRaYkziWYLg7akSDY1WUkEaYioRoSaeG5OyuTMZdlKpkposn1WkmVRFTXUOLVdbIDIL7pGpMQ+G1Ole0hD4PP9YU3J++lYU61T06wEmPIBxGIIZRsxxuUtpJlkLrzzYAtNl50YoVZto87OUk/5Oci+N8azqo2UCRp0ahuba1ln5wlMTlcjoKo8au+Tmi0O1Nl4K7RiOJZUYSc5+N45hHYKAqHq9WWjgAGiCq6q0cMQ5gQe2qCkuEHbNjInN1CJL104h1/7pZ/Dr/3Sz6HfH+Clr3wNXvrSl+NVr30d7rnnPhw+chSbG1dx5coVTMZjBPt+O7E1O3z0Nvz0T/wojj31OL7vB/4Nzp05gyZoyaMYwHEGRi6VFjXmORvIUfqOgSCGbE6U8ORUTYAjBrPaR3d1gDt06NDhGdER4A4dOtyyuBku0ASoy3MpKGsmqpE/5+YFmggJlVa+nIQh+5xJc/0Y3nmcO3cOd95xF/759/8Avv6v/CUcPHoUX/Hlb8PpU2fACwvYtWsXpk3AsaeexO/8ztvxznf+Hn7n7b+NY499/DmNoer1sbS8hrX1PVheW8NgsIiq34P3FUIbEKM4787aNo3JTK+RQmkLuVLDPKUOshZ5yQJogkSCm0IcE5Gj9GCfVVwoGbOyTdYuOfnXzRFBu1ImWKblisaeWLXOuRBhU0nTtVXpdVDV3ghuIjHaooaYZvJakOiSQ5L0kSiPQ+4TMiNvIcIkyrHlM8PuJZQ55DouC7MtVXfyAELh7mxSL8Sx3FZBlVGrKwsW0uhrM6FCKr+Tr1mqkX8M0AEm1R7QMH8ZA4eQNhVkfh0cSYkq1D0ArPWLxSU5aA5ww5DcdgLaNojpmq/grOyTc4hB3NUdVairvmwKcESIYnI2m03QzCZo2+srxNPpBO95x9vxnne8Hf/2X/1z3PfAi/CKV70Gr37tZ+Cee1+AI7fdBjBja2sD49EYg8UVvON3345f/NmfxHf/kx9Ar9/H2VOnxLBKCXDbRt2IITBxIsDe2c4N5/skEWNodAn0u6prx50C3KFDhw7PBR0B7tChwy2Lm5IDLA2BwSQCizw0E2l6aXpYNxgBiWBTSJXnCRGRsEZnT65OXH8ff+JxfN6b34z/63v+Mb7tr30LlpcW8MAL7sfxE6fx8z/383jf+96D3/ud38LZUzcuU1RiMFzC6vourK3vxtLqDtS9Pqrao22lpEwzm2IapxqaamdZfqiMA8SZ9TNDUgzFwIpIg5tJFdlIqjLag7oqxPpMTsm0x57WTdG1MGcHCzcvZxJkpFYYpCNIyZc4T9TIrg0yfpnm3mryCukzcqjDgqmolDYqEp+PDDgdIxMCx6wQk4flMJOjFCmdHLl1rU3ZYyMvzIg87y5s40yc0EKwoUTZQuqT+i0lo+YIObiIRqfkeE1ajkfZvF4fqc2CVs/9/JxgJ900ZFO5FN4e1EwMeWgEcRyHd6iqYVJvo65PaFuENqCZmYu1fMe8lqcCaZkxaIQB1YCv0e8NteTTDG07xayZYTab3VAlf/ijH8bDH/0wfvxHfwj7Dh7Ca173mXjw5a/Cy17+CoAIv/v238R/+pH/B3/t2/42jt5+J04efxp1XYurOUeEEDBrApyTfGyOVvNZN36SKZvdXNYPJ3H1HnN7FUSuI8AdOnTo8BzQEeAOHTp0eA5Iz/qJ2AVIJRwjdVw+oSdiEGMhjSoZM+RnWlEbH/n4I/jar/8mbG6N8JVf8vnYd/AQxuMprlw8BwDwdQ+DhSVMRpvX9K+qelhcXsParl1YWtmBhcVl9IYDgIFm2qpSNgWiS+qamSuXMbgMJOUTQFZKlUCZmkkaaktOwpzZFDsL7TWFGJAQZrYWCeTFOCmRQuTPkpo5l2cchbB5RmreqyrLlEhtCjx30hKxA5wqx8qGrQxQUXWokFtVdfZC6KVMj66r01I1GnkqLs7SSBlebSpwwWTnOSJRURrLxq9jAiOKHA1zDi8pKZVtkwOK3OO8AWDKcalYlyo15fUwNb+8BZ4r/hhF4jnYfTV3aQa3EREBds+ZO7tzDlV/mDZiyjzgJkppJlOEvdMSXc7COwjeEXxVocd9DKKU5GqbGZqmwWw2TS7aJRaX1nD21Gn8l5/5SfyXn/lJ7Ni5G3Vd4+zpk/j6b/0OvPYzPwuPPfYYenUPzEAbWMLQY0CI5mBuruBQhVfDwh0QCye3tGGV3N+RT7rJ2xEdOnTocKuiI8AdOnS4hXFzntIlqNZJ1K8RXSVfQjyKsFNzck0pevp+CoeVB3AOQKQIT9FaB0fGQw99FN/6bX8DTz71FH76P/wwAGAwHIA5YG3HLjRNmCPAK6s7cPjO+zBYWEav30dV1+K02zSYjUeImrNLqtpmQ2kClcyHMpknZ0GXDhRZVVcNUXb5GdtIMIwQa0OyQaAzZ4peLI4hSDkXVTSjPcRzrpubo50ZInVB1Wed7RQCqgTcHJiRa8FwQYxKNdj6kJTWaNcu5sapqg1K5ISIgKKsrurSsI0DcXxWEm57AEpYbTgxbRSomZeOw/qYuY2FnRf3Fuy4IlC5WMNkSqVVppL0vJ3iJhKM1N9PijlRcc0/aepFedMEQFLP2zYCCKr4C9Gt6xpVVUvkhiO0ISDGiLZtwc0UAEuotIVNw4Gc/EwxouoNMWQ5PoQWo62r4tCtWFxawfLKCq5eOY8QAi5dkA2rL/nKv4Av+OIvwxOPfwKOVK7VG7FpW7RRyniFBmCvTuLaF3hO9+XcppqmDZCD3CxW0WxOIe7QoUOHDs+ELlymQ4cOHZ4XVBWE5Fa6ZODjTH8EKck19TdGq7cqwZxBa9aKV1OmNwRSgjvCgw++HABQ11JLODQRw8VlrZWbsefQ7Thw212o+zVCaDEejTCdTMUoCQ5kBjuAKorqqFtJbChV+nJCSiWfWckpA84TUoy05u46Jnh15fUkV0kKXHGuhEdLH7xTIkoEsIVGy1O9dwTvAVc5OEdwnuE8VJkj5Kd/B7AH1EE7q/JQ9a8g5aBkJJTIbiKF2lYp1SOTZVOZLZGX4NNxxLlPlA5OnyYPovmNgtwHV3RaSBon3pLbLfqqJB62kYD8Wd5z2HYth2s+uyYfPhl65d4XJ+E540+Z5kiEtO4MMbBrrBxSaBHbFg6Enu9h0B9KTevhAnxdA5Exm84wmYwwGU8wHo9SGPSsbUDOYTAcYjhcnLtm5KCGVgF13UOvV6M/GOJFL34ZNq9cRtvqhoyucwwBTWjQtkFy8DmICgyNjLDfNK6edI0kZzt/H+RtOWB7feIOHTp06HBjdApwhw4dbmHcrKdzLWLDDKKI+TBmqx2bZMz0CZI6xskMi2Fux27OGJhVtbO82M2rl+TK5FIebl1XmvuZhzcYLmDr6lW0s1b7aWRGH5BdEZZspEmvbWSMkYmrtVuqodpcHp6plU64cYxS1xjsitBbJaksD/JEBESCV1XYqcoaVbFlVlMoD0B/TvnEAfkBn0gMuiiqIuZAMKOnHAKcVWQdt5FgsDg7s4VD53btXFPpxbhKXbBRhBhr+aak5tu0sZVogijIJbkmix7gRF05EfV8zxDpeJI5lSm0en2dXvlHjpXhyphKn7BUwcnOSeZdKFrOQdaEXDb5OX1zyhP/ByDdos92XCL/uhEVIwKLdCph64SqqoGqlrBpiBlXG1rJL1aCW1W1KMXONkTk6rNmil5VyT2nxmNAxObmZrp7bLKsVnUMAbFt0bRB2rRNkqhrUtnqk5Sx0pJaaR/EAk6KcfJc1esOHTp06HAjdAS4Q4cOtyxumgu0hKFSJi+kNWPnaa89ssYoyp4DwJFU0VHyZYY9xHBFiaCSnDjvMJvO5H0vNU/NLCsWOYh1b4DBwgpiUGMqJ6qskdvElV0up2I0zwRGaNitc5QNipWQltV3LHQ6mRIXx+lFlOVFzNVf1id2VqK33TDMKUmz0N5kflQqpB5KOJFDkQEwshpOlPNBOYVT2/yjeJ/gHOeI0TmH5u10yohnTGqcbFQUscqJu2bCDiATlkLhRTqc0/zlDQUl+5TcudLmSt5gsbm0jlgQdhACTHJd3XtJ6zVHio0oa1sWCs2qqDurPQvK1/xjxnWJ7Fzi8h/DBdMmBIDI4NDk64JRVQ6+6kvZpRhAroIngGOA8x6+rhAaOWc2GaO3uJTuSyJC2zbg0MJrSacUAUK6ERYZbdCyTAyQmp2Rl3WIQfK7Y7E5Yv/avUvMZXxHhw4dOnR4jugIcIcOHW5Z3KicyfMBAQgxgoiqwXARg8EATRsxGW0mQ5ykuxbP60Kq5KE3QlgMc8RsFuE94L2YKJGyL07sTh6gG+275A46EDxCAELIIs9guIhev4cYW7jK5Qd760f5bMwSulzW58kKbnE4FbSHAGd1asU6OOeqOiCHEaekUxBla1pJX3SaEUyqhJuLdFbljM6aampkcE699dIHAiNGYeQWCpwq75LVXS6mwMyPjVemyxaarhFBkYgzSWQCeYK3Ptl8FQovs0t5t6rF6v/HNFek9bASv6eCABuHZ+u7Oh4ziRIcOSnsBdeG80qQGAAqMKKUNNJ54hhyvrcZZ+kOCKfr2QaP9sfljZGo0vGfFAn+5JFG8cmjIMSGtmlF93cE7xwq3VyIzPDOwbsKAUKAOQQkV3QA5Dxi0yK2M/T7tRqx6X3JUv4oIiJwRGhaMAc0cPDewTGDfEB0aTeqcCwvukzQMk8eVV0B1ICbWVXscnXo0KFDhxugI8AdOnS4ZeGrT/1PHBGh5xwmly49/jv//RdR9wdYWl7B6upO7Ni1E8PhgihEyGGulofIzAgIStoYsyaibSQ3N2ucUOKW1WbnHIIRYOdg7rZNM0MIIfVtcXkZ9aCH6ahN+aOprM+cSRAbI5fftWxPFiDNFVidjwFAaaWxOAnFlvEJ+aVE4lxRfYVVGS9LDiWnayIQ+TlhL+W6ps6wHisuYtHCVoGUV2vqdkzO0tAyTJzbwvyPRt7J1E1PUifXZYaculX8kDzPtDYwHMMX6i2rO7URfdnsID2XE9HnGJWkGwHVSABkddc2THIBJFdsjiTRF2L85QGChJTrMazzzx5gjuDCKpijxSFI/5gtGoFVBS6KDbFt6FybW2qbJOUb5AgcbiXiVWzQmHI7xz4dvCuiD7yHqypEjqBUzgtoZg0ceVk3jzSXzFFcoAMjhgYxzoRsUx8gD6aACg7QWtxpunVTra5rzGYtxptb2BxtYDoag2PEgSMHT1S9PmIIf+q3LTp06NDhfyQ6AtyhQ4dbFm3bfOqNMNB6B9/rD1d2LGI6HePiudN4+onHUNUeD7z0lXjFZ9wpeXrKuCzsNQRTfhmzGaNpG8QY4GONGIHoVBFlv41TkCh4KAkw6c/5wMFgSR6YE31WMyoLYDV+DaelgWxMlAg6UvilHpvIu/aExOgrjy2Te8ldLfpuKqnV/i1CQpPCDZJw6zlyjBROXs4CINp3ChtVlZYgbr4uUDZ8Ultcp1K8hJlmFU36HTNpBcCOQFFpCauJmeXRWh1dJdvkzK06h84mt2kGQFFCiBlgijkP2NyWXVahM+EFnBFY+6Qk36Ygs+Sl2jj0U3WdztNFts/BAJzVrIYK9UJms8pMSvqVsHNUIh11Q0Tn0Sy6U2j6tvDtgoCnVbsJqQd/LLDF/JSZOsPXFTAumgYSWbbWI0fd9NG/CYhgJoQQEaPMbQgNQtuCeQRAHKdddAgtw1dKmjVfGSyO8KeOX8XJp48BDPT6ffi6gvd9OI7DENrCdK9Dhw4dOlwPHQHu0KHDLQt3M3KACQixBTu/5xWvegOqqsbFc2exefUyzpx+Gh/7wB/i3he+HC968UtRxwYhMLxXDkAszrIzKaEya2aILKGLFhLN8HOhrRI667KqShLuC3KIMaaaswDQX1wGxajCp7G1TB1L5ddpuaKk0Bq7gxHVUrGkrCCrmlskFEMjhZGcr1NctDkmcyIaZjRludPZkEuHB6MMPPc+MyEJywx4yrWGE110mfoncRQAOKYKVBxtzAyOXo8piqhSWcSq3DgwYiuqL6AGXpaUq30EGBTdnHpLqgVHzctNdXftf3EjCTmHlVfiTDqzAK8TxAA7KZdl6rGV2IpOCKuuB1vCr8ba2nSVdZLNGKtcFdkQcJJHzQSwE1OzfIug0C9T/6LdE44BiikEnENeyznhFHh+5PiPMw/4UwEDla/Tr2SKMbMsqX5HvXeijnM+UkhvlPq/sUWMLdpWCDHRBOQqwFXgWr73zEBgRt2rsexXcf7sKZw5dRI71ndhaW0NvV4fVa9CaBjNeGvPubPnig2xDh06dOhwPXQEuEOHDrcs/LaSQZ8MCCLAMDNvbV5Joci9fh8vfsXrsHP3Y/jJH/pBnHr6CXzNn/9LOHL4IC5cOIu2lWKxlrc7aWZomhbMjMpXSYiS8EghSEKYVXX1Sk5V9XXRi8Oskg4iwtLSMjgGNZ3KbFEIqzyYl3VkyzI7NraSgooTrbWTWK6cT24uVFeO9QCL8gmtHQyrUetyO1bGR4hYzNckEvMlZX6mAifXXM5qtBFnIZ0xh1VDVMs0+iS3qnTqc7g3HCuPJxDJZgJTEe5rFwqclc5YEL+0aaH5w9HmQpXjWNBE5SBGmNPGRRpaQRLZSDhnYVUvaQqytJO0W4Ro/TY1PgmyqU+2FsV0IpmNmVJJsiZyzey+zWyDsLFsI6IO8IUJGaqi7LWW8kn9CWbYZfNQtGv4lDarnivhI+QNlE/teuSclAyLMTUbuSizDSSH6Rg1tYAJHFqE2CKEKD+HgDY0cOxBM8BXUwBO7qUQ4asa67v34dTxJ/G+d/4OnnzsERw4fBvWdqxj1kzEbCsGxMDg6HQjqP0Ux9ehQ4cOtzY6AtyhQ4dbFjdDOyoeIz2ik1K0FBFCi4vnz+DIHXdjbcdufOzDf4i/++3fgrd+6Z/DV3zV16DXq/H0sSfRthFtaDGbzRDaACJCaAMCGD1hSCnslqwUUi4WqyVSXCqVYmOqez30egN1nPYpnFnOs7hgDVlOIc76L8dthKMkvmUo6/wMpHq0vO3zQuVN9MJIKDLdcE7zGkmJApfliZDyUFPebSLBKBYzk/mSQHEyeGKrN6X8MQjRTfIqgykkEpjIqM6dkUmw2jwTpTqs2QJbCaRHyp8VwyQh49Z05lnymfQvFqHQBRljUWXleHMAznPPQY9082SawAg2XpWHiy0PHZsRTg3Tt7BwHQvBgSnqmBnkWoB92rAwN227p2wZtucHJ3iXNiQAAioj9yTkOIWd24aC5Shn0pzOzrsf1wXNH/4nAmYWczUlwJ4I3nkJF+e5A+HgisgKU38lBzgEqQMcQkCIAeAaddOCei1C7GHX3j3YuLqBd/72r+EjH3gfer0B7n/hSwEHjEabcN6JWZrdq469IyBGM6fr0KFDhw7XQ0eAO3TocMviZkRPBqiixlEErgg1XALAwKWLF/DCl74Kf/ar/gI++L534Vf+2y/gN3/9V/G13/jN+KzP+Tw8/thj2Ni8imbWoA0RlXdoQ4vQBnAPMHnSBDfnGK4gj0IlHBxViDHA2JOveqCqhuWklrnB1/5sNXsUzs0TC3LaB6krm7KIqXyeNzZndWtFiS2TUBMftuIsbl6VFiLFypklHDS5MyftV3J8k87KZt5kj/SxILOxyJ9FznukvD5EUjOYIhXkSuRKETYZuaYwp5kSYdRpu3nurD5wVBfpOQamY4cpsqromzRqREhKJCkZ59xACgV30oZTTsoa8izjN/OrpKnKehDgOIIT9YxJHbZ2jXSSzq6IsS3mogRAQoajzrHTDYHtGyZ2T1yPgTJvu2+Kn72D8ygXLc0BRwvz1p9jVt310Hz1T1Yxfs5h1c9MrR0cvBPFNW8M2AZO3ihxVH4fpaZviIwYg+T/KhFmZnAA6tpjMFzEzj378P73vgu//1u/hsHCAl79+s/Frn37cfHsKRx74pEiaoDyhguFKn1p/7TmYXfo0KHDnwJ0BLhDhw63LCaTyU1ohZQkeI9SWFFy5cjh4sUzOH9mJ978li/El77tbfi5n/kp/NN/8n/hXe96F/7S130TFmYNLl3aRBtn4F4fdVWhbSUcOhZEAKp+9gc9DBcW9PIO5Dy8zyoeIAqwhFKHecKbmZKca51NKi9b59NgzImZbLxGYFkdlwmJaGfV1BRhOda70nSrKDFUXEOUM+2RKa1k6q0RCM0WtrxVE2qVVBF5NRmLYHaJ6+Y4Z+FuEdnhmLRv3Oq4WRXNFIdunIGy23PivLxtI4CSAmhvmnhuzRGyIs5qPlVEfsN5QmxtI0DbNJoqoquo6kagNb8aSWEsjKhyNyFO1FHGz07Dt8toAA1xZmWgMWiHxb042WQFyvMZ9J4j5NDptNOxbfOF0n/w3MgxUt+E93u7/ZBSrZkBlhJPFlodEzG2jYP5TZ/nhE9BOpaNKpKNKgBtiJjNZiCWzQ1T6AfDIap+L5FijlL3N8YgBLht0erPHEUNXltfRwTjF37ih3H+3Gm88c1fhLvvfxAXz57AqZNPYzTegnMOjiJiKDYo5BpVhP1N+ZPWxTt06NDhfx50BLhDhw63LG6OEyqbyliwzNyuIwdPDiEEHD92DHv27MTXf+M348/8mS/Bv/j+f4bv+a7vxBe/7c+hNxhi49JVMBN6vT5CCIhRHKDNuKhtA/bu3Y1Br8aTTzwBQPKYJTxaSwvpdXu9PrzzaGNbEBAlr6nOLOVem/FVUoeMWVK6vh54zfipaEsMuiSnMRchoqx4mjhbligq1DHj3ynP1BhslHNUMoPTcG82J11zNLb46Ll+2niNp3OuiARTtwHnIeSJcvCxJevaRkEi7SRtMIuCm4yszGo5lRRS5ZYg4cm2QFHng7KTdfqMWMowcfGezbWR5iQtRjtFlonyBgQg+dPmsp3mU29Y0/LzGthGgrRL6lZt9wNZBqul9lKUEAhyeg/KHCRFXMkpX2czxea42KHI/SjJZ76FVPGFXNOG4gDAw6sKzojwdv/EKKQSmXTmIIBnIsTp5ngGPBNDZsj3LEcIzEUJkAMQcPLkcaytrWNpaRHj8QgASfhzGxHbBm0I4CBEOMaI4UIfx556HI898hDuvucefO23/HXESHj0kY/jyuWL4GhWctDvCpcDRgzRDQc12H3q3gcdOnTocCujI8AdOnS4ZfG8VaEbQYS4+XREspJA8sBLnuC8Q9O2ePSRR7Fnzzq+95//c/ziz/0sPvCBP8KeQ0extDjEpJlg0PTRNgPEoEHHHEGRceTIIWxubOKrv/p/xW//f7+CtfV1uFoceYMqnyYZ170BfO3RBnNiLuoKA0lptXDmRPLUTdk+LXlI6R4rfli5nJGzwSLPAYPUkVjpGDt1FDaWy1ZhB1l1LtZmjggJ8Ss0auVKud5wHl6hDkM5sZJApwTPkfSvzWwRcErxYjFS3VQgse+V6GPdGEh51WnCjCxb2K4SZdhmiww2cRK2MPKs9rISfSmRpPVzbVQ5lhXkWavfOCXWEvJqHU9qsRFezVUWIy6bUstnzkop1HRMTNccHAVErpBP1phrikqyoDe/TThDHh10lcjntmMuBcYxXhOFKwq0tmmLaeZvMtRi8bV5lvvL0lxT/jUcnHdaXxeqEkd1/VbFmG0ty78Fum6f6t4YASb9EwMxhDmOPxgM8Zu/8d8xnjb4ore+DYsL67hw/rKkP0RGaCNibBBCi7ZpASKcO3MWzAFf/CVvw4Mvfx0uXzqPM2fPgKFpERRBzsPyuMs8eN0AcL26nnOK79ChQ4cO18I9+yEdOnTo0KGkfeU/IDN3kkOIAF85XLp8GU88/iS+8K1vw9/9jm/DwDFOn76IdtaimTZoWZSrqOG8+/fvxYc+/BC+67v+IY4cPYJXvPYNmE5mStYcXOURY0yqU90fwFVV7oOaZOVwZodUjxeUFVHjH0YinZFdqTPsvUdVeVRVBV95+KqC817IsJJgZiXVMTMxMZoSEsmaP8qWv+wcCJX0iQjkSEm1NSkhxc6VJJdSf5OyncJutR07Lq2QXpMAVgXZg+bJNkkIcna8NpWUM6Eprm3DTiTK1FKbuFLCBNL6pL4bGVbSJ87AuC4BSxxNSXduyjZbXD6IyuNp7n7ENTOT7oLiN2OaOsjUIF97dvlj2gjY1nfIhonUqtZ/nS8mAogsZk+hbRHbFjFIGSAElldOqJ2HpminFATtJ1sYNIsi612FqvKo6wq9ukbdq1BXFSrvM99OodPx2utcd1Q3ACNtMi2trAAkmdURnKIy7nvgQbQx4sd+5N/i9Jnz2LG+jrYR0hs4ILRSHi1yxPnz53H04B787W//dtz3wEtx7KnHMR6P9W8LXbMGKYLCloMYIHaRGTfr1aFDhw63KjoC3KFDh1sYfJNeAJiIylIwSrKMzWwPt5Y6vhEnT51BRRGve8UDuHL5CsbjGaZtg9DGlPd3YN9+fOxjj+Kf/cC/wFd9zVfi2//W38FguACOIXchAs479IeSG1z1+nCkBCP1Q8ihEE7jCkY652eGyEiokFzvanl5D+d9IofWAU5P4AXptUf+clqU/DhHmidpBLvIHS0mMRlqMSMbehXLVxJYu76TcWZFOjEjJHXPNiQAeAKqpGK7pN6aoRUBYCtVU1yLKPeHLBk6KaFFFzlvPNiGyBzZ1DDzJKCWMO69PZ825UBr6HUefZqudH4xbABwpvwSriVP5dwDYPJKsAngTBSJt51U3D95+NcSRObyO6M1p8mByMORTwQ5E9KIoPVwY2wQQ5ucoeeub3zVl2/OXTmFgWezrLyh06sqVLX87CsPOFH+U+j4dfEMBBh6GwJYWFmBr9QF2rrpHXqDHr76L34dXvO6z8LP/uefwomTJ7CyvILQtgC34AjEGDGbTjEejfE5b3wtBj2PM6fPIhmpwYzMtD/MQJT843Sr6HGOKVWiukl/9Tp06NDhlkRHgDt06NDhWWDmTURan9MesElVRy5IS3p6lIPqyuPEydO4/5478ML7DuPMmTMIISKGFqFtsXv3Lpw4eRr/8l/+K3zT1/8VvOH1r8eJk8extrYKKusYE0vItBfVl9XAyDnzXC7IoyqV0mc7XcspOSG43tfwvobzFYi8nOMs7xZIrErqvWQuoApvVKtkIpeVP+cyGTNiltop52yeRFEiuSU9K84tPy8Nl8gILCnpVoKlUqGkyxKYnZA7u75TQm6KM3nAO+2m/J8rSbde1lnork6SdIFS6G6eeySV2xTftHdConSaYZardGxzJNjmWsfobZ6QXck4z7GRozLK14RmYbmFcly0LyM1ldb+W6rw23DNBoahoEvGQOdeOmD9XVZU1slZLm3axBCTKFZ1OIYWHKWUFUVkIvyM3DRPYCKPpKP1Hr6qUfdq1D2HqvZwFaWuP2f2R4DtKrWzBk3T6r6Q5Kz3hotYGC7iwrlzeNVrX4vPfP3r8Sv/9Wcwmk7QHyygbVpEDkBkXLx4CQ++9IW47+7bcebchfQ9ysTcdk5Yv8M2Nv2MYeHu3TNdhw4dOjwHdH8sO3TocMvCwh0/9ReQyZi2rR5IQnIsebFU2yg9/zdNi+WlRXzO61+NyWgLs6bFLLToDQaYzRr8yx/8v/HFX/QWvP71r8UTTx1D7R12794PkEeMraqkDHJSekWaz7VFEzd0nEKDsyKp5LD2GtLshfSmkGYkgpBOdJR4bxqHWAsLDXOSf0nm2luoj4nImARphFBJbEm1SsLGKYS7UHztud8OUxU3B/NqJ50daIuCrHwT0jyBSSoeMWXiSkpa2LJXJWwbyGHl1lEGEmlmI7Z2PxiJtYG5TGjLPQAigLwQY446DxWU2JbTVkxsqeJaHmzRr4LbKgkr57z4JBFYHQ/5/LYVoi4U5TkVeBvmQqFt1+QGUur1Fcai7m/qoQPBJ0Jsx8UYEVnIMNoWc7tQzwMyN0bKUYT7e/ieh68dqKL0ZJTLbV2/Ndv42rx8Cc10klIhOEYQE5ZX11FVFU6fOIkHX/FK3Hf/i/Abv/xL8JUHMxBiwHQ2ReUd/swXvAl1rydu0jAP9bzTRsVNZNNtRFgGRoj8DAvWoUOHDh0SOhOsDh063LKoqpvjhhpBCExOJKhCIStDWw1cfpbdabdGYxzcuwuLA8Lm1gg7d6xieWUV//5Hfwx33XMXvuzPfimefPIYvJOQ1AOHDqM3GKJtp/B1hdAGDAaMutcDAIRGy/xYTqoxGbaauy6TKeeyWQ7Pd5UA8zGaE/hSmiSrmZEpjy55XulYzZm6oDfbiCtMAp1ThYsOMEDFw745PTsquE4iocoSkxkS1IU3SawwQyzJFY52ljZNiXhxMqPSDQ110AYRECh3kMswbwnbJi7KPhVKLKkax2nMeXcg9xBCsoL2gRjOQVR1pArB+Wg1ubLAAjHFyu/Lms+7QDOsnDAhOC6IM+dpnlPcraawGivZceVSFpENc5/Zmm1f9mdCwelT8zwv7zq7CaCbWaZ6xgCbqZzLfZ0LPEtvkrkaS1vOuzTvUrII4BDyPM+fDeZWoh/qHmabV9OGBwPo9XpYW98J5xxCjDh39ixe+Zo34OTxp/GR978Lh2+7G1euXsB4MsX62jJuP7IfV69eAQiIHIHA4MoU8/yFI9ugYfktE2WG60SNDh06dHhO6P5YdujQ4ZaF99XNeVUeICnIkpQ+U19dJjhiikPzj9363DxrWuzYsYZD+3bhwvnzWFldw7vf9W5sbFzGV331V+HE8RPpId97j5WloZQ5aqLUr43AbDxN1wqtOMeS81ntBOC8h/O1hE87yeWdC9n22k+tY0rOJcIMcmJsFZFL0XgLcZbzkhiubUBDieV0p1R8mwpsE0FArk2cVcpEijnxrtyG046n9/X/HCPlZGutZCKfr0ZFfnH6nzolVpRfBBIHbwvfNuLvJHSara0smKexZaVa86ldVg/FRdqOLv+1jQoJbSYgmYlZaSQj8WayJKwIoEiwiGXSBc0zTDmEGrJBYHSyNF3O96XmKRfs1mpIkxF3YJ5Dlstpc5B+fW7io4TqmqP19hfm1GS2DSRV5x1Ic4jzZkjkgBgbcGy3dfbZsV1E5qIPRKoO9yuQ99ccSwBCaNHrDbC4tIbZbDrXaNXrYXFhqGqvjOPSpXN4yStfh40rl3H+zEkQPCbjCRYHNXq9PmLUAlU2HTHn/qYxp82WTNwNsQjLvxmvDh06dLhV0RHgDh063LK4bjriJ/MCAKfhoTErnEKAsgpnyllW8Cgpj6LKEW4/cgDTyQizpsETjz2Cz33TW8DMmExnSX2LMWJleQlLS0vye5BzJ7MZql4NAAhNUyhgSs6cB1WVkkbOhMUZ6XVKFjVn1yv5hU+EkyHJqUKkNT8YDsK8ipzNuWhL7YBjeamrc5aYrSOUDy8+SqG6zoilmUgJkSuifQuOY+ZKFlrNSb3NPfOyEkUoq9PQZIKDT/0Q4prIrbXvcvmnkrzOjTzFn0NJr2hx2zdBCiqbSb86PQsJhm4iFNeXlZDPbQliQXlJ53vuf8ntfiBdIwKxtGKR4Lkn83xWUJqLYdtg9fySmJdrez0ita2JUk3enh6MbcfZS6PvhRjGQrFNkQ6ihAZzleYIuh4Zfl6kTktPMaGqa1GHt3WSA8sGmSP5s6D9IHLoD4ZYGC5o4IT8NZhMJnDOY9+B29A2M9S9Pppmgv171lFXlbi8AwCkpFM5c5bLLNPN6b08NgCRSdzYb86rQ4cOHW5VdCHQHTp06PAcwEbVjMzqA3wZAj2nnJCGMupTvPceFy9fxcH9e3Fwzwk88fgnsLa+jtvvuB0XLl5Cr9Z6qhGYTRvs3bsfu/bux6njT2IwEOdnDiE9mHIKUaVExqnyMFHP1FAj4ka6khqMJDbaQEAcAedAVOnbeg1HRRRoQY4QAfY5DNPq2OpmAaXwVeRnebuoFHjV8FIGswOBlVfb2HJPrQk2VkRaGJYgdW0TEdNzOepPLinFOZfbwqKl9rAtE1UkYcnRmolC6liOS2HGKfQ6DyqfU/aahCzqpglZCK99bvPpNKSaWcLRI2kN4GLK0pzp+bbBACNdKCOit60xWXy1dq+Yq3RQuWMBOBcQChKURGG7v60uL+aveQ0oz4d8bwoSmtix7TI9O8rD0v2ZFFKJoAgcUp43bQuPJjznS+XrMeCrSkK0henK2hKhmU2wuVWEP2ufVnbswvKOdcSmlVrP+iXYuHIZC0tLgIvw3mOhrjAcDHBlawLvpZQSM83Pp/1JsffSBkMqC25TSJPZDNHWukOHDh06XBedAtyhQ4cOzwouSEImPaI4uvQwbAqb5CrGdBwT0O/3cOLkGZy/cBkPvvA+HHvqSaysrWNra4Q5AkCMyWyEo0cO4v77H0AzmyaJjDmi3x/Ae0LbNDk8l6DkV1Raolx/1RSyJNI5pPjfZEqlChWch6O6EAOzwnetCzMBKWTWiAZJH1hV41QDCdqfwo2YrRoxaZ/lmKyQ2nXtfa3Rm6oz8bVtpvhVVYLJDMKMtEsJpBiVvHLeGLCwYecgocik620GVNafbRKwkWqbnxw6SnnoZRfT/sh8+HLBiJMCLvnOMQ8tUsrXzmuANMflRkz5eaojnOZT71lce7xDACCbB3Q9pkjbf6biTbrm8Plz50Nr58dfvuZbfTYwinXQSAWLpIgx6HdRSehzbXTbFcR9uSoUbN1E4Yh2Nk3pAVHV09vuuBP79u3FZDbV4yDu7xzBMeLKxYu4unEV9z9wL65c3cTG1gSVr9L3PLKFipv6K2sn62Ju68WGj9wvzvLhOwW4Q4cOHW6MjgB36NChw7NBnwVz5GcmdclhWA/KIo08wpuLNDmPZryJ8WiMI4f2wAFYWFzF1ta44L/ykN7MIhYGfRzcvxeA5BqaEVNoGnjfQzNrRPlzTmq5Op/Io5GHOXIFzaHE9lopQvy8c/ApPxdKhijnylImdJk4Z6KaVClACbgSYdaawhYe7ZSFk5Hfst2iV6qup89ddmWeq5qD+XWw8OY54r5tMU2pF/FZnaWdEQwhwa4g/2Jk5SA5wQXpLkgntF92TZf2AHSjxNk4t+Xqko41mvUwAYhgb5K7mx9D1GEnB64yD/daEjzvRM1pc4ESwaH83/Seyonbpu4aQlyu1/Mhlts3U649IN9Pz3TYdc/Uu8rKliUiHD8lUifftfn7qW1nWFpbR+WrZHZnfwD27N6NYb+Pto0AHAJHhBiBGBDaGSIT4myKmhvsWF/H3XccxXg8ESKrURFpRCnqwb4D0O9Pvp5uwFD6ft6EV4cOHTrcqugIcIcOHW5h8E15MRiOnD4TKjlwEELHUcvFWNhiqTKZciOKyvLiEI4ClhaHuOfuu3DuwiWE0OYcVc6ertNmirWdu+GrIULbgpU7zqYT+KqHEGZyXjIFKh5cnaiIcFYh2CWF1uhS8pZlwDsHR6awkuQI67HEWq+VC/JWkD8jp/PEuCjNRNC8Ya8qa3piT+dKN1weA2Q6KPHYgsRJ8yBIpq0pxEn5Lkm5qcbpgd7Ir17LyTxYjixI6FPkQn9MRN1gZZJUXUceP8quksxfLMe0jUCJwGvGYroFosSftpdRKlVWJeyZBGNuXRIK2ZktlxpOMpTn+A3BmNR85inlT4q5x/ZT7di5fj5HlBsn285O2iapMv+MzZjyb+RRFVSncwVG4IgYopJkfn49Zc5zbG9FRq8/BFx2jwaAwXARyytrCM3UugKOATEGhLZFiAGjyQiri4tYXVnBl37pl2JlZRnT2VQUYmW7RnzTJU2WN0d1/aPAzBb27Mr+dejQoUOH66MjwB06dLhlcTNUEGckRxhlUmo5QENmNdSXc9izEEckLkxKlgbDAT78kYcwmUyxe8cKLlw4hxAZIQiR5kQBGM10iv0HDmNlx7oY+0BItK8rLC0vYjYZ6wMw4Lw6ECtZdPocTETwJAqnN9UzEQ55oPfq8iz5qk4JK3ANI1FCJ/qqEONEkkvp0dHc3FsbctS8U7M2DDHmQnZ8dk5rK9t187GZzJYEt2gLBQk0dgpK8zGvcMl1mYoSQ9rXmIh3ViGN1OYLcA4LSCRUzosxG25lw7BiJGSKsw7DWZhywXMc1O0aSV22y6brXUNIKc2H7NfIwc7lcH2ybhc5zNu6l/qW70j73PpQzPUcCbbOPn8ibB2/hghbeLMjuO2XnB/B3HTMxWSQfEciRwQ1lcs1vp9Pb0n7xHCOMN28iulkDOd8UpiX13Zix849aNsG7ITQxsgIIaCNEW3bIkZgdXmIS5cuYWNrlOp7s9Xa1rBpJiPqrAEiet8rAbYNCQYgOzdd6HKHDh06PBs6AtyhQ4dbFqENn/KrbVu0bRCtUVXEVJyESIma1eM1WJ1ZKDEWNry2Yw3v/9CH8Fu//Tu47+7b4OAwmohpTX5Yl1DNWdPg0P49WF1ZxFTzfQMzmBwWFlfBISDGCO8rIZBKfJ0RVVMbtTSREUnrpSMH73wmHaULMqkntCqN6WUcJXGV3KakFlvYtEssxQglpaYJ5D3I69yRqnd27UJ5L/2LaPvFTYVOn1sL8+NPXLlwDJ6D1jZOJF3bdUSSb2sEVlVncqxhzfPXzj9T6neMerqVRLLcY+t4CovWmbSJLJQ/U3rnSTCJG7RtGBTrq4trt2pSvmWsuTa0DBKZQOkmAMMhgmCeXkxCOmHXdzpn5aaD9fsaXI+qPgtuQIST6RzldZ1rPan2z3w95xyYNDfY2n1+PQSB0LYt+sMl1IMhxqPNuftqx9oadu1cRxsjQojgaCW1A2Jo0DYNKudw29HDePd73oNf+bXfwNramt4r8vciBvk7kFdvfl4sPd3mjAhg50hcteNNeXXo0KHDrYrOBbpDhw63LNq2vSnthNCi7hVcggF4JUv2BJ1jeQEWpYmJyyhVxAhcvryBj3/8EXzNV38l+j1gMh4jxpBOJUjZo8l0hvWdO7H34FE8+dgnpDRt5XH14gWs7dyNxaVlNNMp6t4KAoX8EGyx0oaSD6jyy9DyPtsf/bcdew1UFqS5a1DOrbQ8RWYEFAM3wpWOYxj7SuQ3QomVU3dhTs/8iR6rIlbQIgAkLtBFl1nNrZhiwRIwJ2XKdZVkRIIJa6T9S+qnkr4Y7FyV9aMDSMJpbTgwkqYhzFbix66bQp1NqDNiqd2UJREn6Bz+SmDHSoI5zWUqB0Sk19D5Stcpl01cttPPdniayuJeIIaYmEUQxcJcKjs4yyYBz+WmAphzhi6bnL+xniPdzIs511SOoDcymFXcfKPQtjfKdmXzJ0YGOIhyW7T77JADI0c471HVPcQQUdU+uS8fOHw7VlZWsLV1VXODGW1oEVoGx4DJZIa15SVQbPD0ydOIoUUIAeZYbfXAbeApLNo2i8q/Q076JPc/OV95uNhpGx06dOjwTOj+Snbo0OGWxc0yg9GHbZMrIWROHjsjM0jL+SQxThU6MYqVJ1XvHbYmU2yOZ/jYxz6GK1evYmlxCVc2NtFG1nQ+CZUOzJiOp9ixvo4777oLxqwIhNl0goXFBfiqwmi8CVdVOlYk5dKMqyxctBTGJKz7eioZbft5Pi8zvVS5nCdYplbK70zQ0GvAp3Ys9JoSWbewaLADORYmmNrPnb5G/E1doPShhUVzIVyla1metCYVyylZEZaQdUrkN4V1wxRkgvN6vrlHO0CcrPVYLtvQq89Jw0Yci0VJYc5IDIyK3hvJSeHtRcmtpExbu6k+sBxQkmBK8q2uj6q22iQym0pa/dw9wOUhiWWbEVhxcwHz9ZRveJ9tO+eZUKqeBfKeC22/Hef7ug1WTxhOsoBDkJ2N63b1hn0CCA7tbIrNKxfhvFhz20bW3v0HMFxcwKyZSXdIFN22lfDrra2rWF9fA0DY3NzE5UuXMB6PUXmfNkFscyHvk8zXs041r6IMSj+hqqrgb9KrQ4cOHW5VdAS4Q4cOHZ4FHIEYuWQQqQAnFWTYwjQj1ICHANaHU+c8mtkMIbR44sknUDvC4X07cf78BcTAEnZoIdBgTGcNFgY17rr9KAAgBnm49nUPbTNDM5tiOhqhrnvZwEr/cz0xK9OO69LabUeVZwHbicQcGbaLUqK5cySKjagW7ZRE2EoWAV5DrQF4LsJ7C9MplNcqTb2MHUPaKK5HZd+L0lSaxF0Qa0phtORITb+ULBqhdQRYialkfOZynyxt2VlggIZiF/2m1E8dhoZgZ/OvTPoz2UGRI40crk4EhDxuQNsCpWmVMdity6qOF20Wq0oqCdu/pp5nemyNEuA0n9vCsjnPSSbBz4bnSIZtk+NGR2rY+TWfJRJcbAoUn9mGRAwRjPjsJDiZaxHadobF5TVRkC1cWC+we9dO1N6hCVJgOn2/uUUIDdoIrC72cOH8OQDA2XPnsTUao6oqhDaCEbLym3KAi65HzEV8s0aiiBnWzSmB1JVB6tChw62MjgB36NChw7PBEchXWQ5T/iVGUi6TnOKh0X6KWr6InEdoGxAHtE2Djz30cezcsYR2NkPTzPTh1R70xTBnMhlj78Hb0FtY1RBJwFcOmxsbcM5hMt6C9z4TykRxjZxRCge2cSQPXM7HXqOkpl+NaAI3IipGhBNfk2TgwvGYSn6aWbNdA1qGCA6ECkAlPxcP91Z6yJyic5sloS76TPO9nVeds5tvHp+1I8Ze0CjgeVKa+5wctK2P8IU6Km254n9dycLlAZgzcZorBhCd1B621ShJsIUdJ/WX0j2YQpgtj7kMSTY2l/Kb81s27Di3PZD7l0mwDMLbZDq78SsZh2WnOiXg1gds+/k50eFPnghnk6wbkODrqMFGidNctEXY8fVZ9lxIN2t9Ybu2hX4vr+7EvkNHMZ1OENtWN8ci2tACMaBpZnCOsHvXLjx17DgA4OrVqxiPJ3DegzlKnWowYr5gsVI5YgEWFp3GkqzqO3To0KHDM6AjwB06dLhlcbNCAavKwzlyVuaIVJ1kpvzQDCA9JEf52RRhjgFELHVA9Un5/R/8MO6743Z4x9icNmgDSy6rhjlGZkzHE9x29DDW13egDTOonITBYIClpUVMRhsaxmvX20Z8SVVL2OcaApxMrRILRUkrSI9VvUvOTT8XJHQbW7jmHSWkRiwdGdnN7WZCWzy4MwHk1Q0aapaVSXUZnpzJZKGuFt2cow0Wb5zitSn1L+VfprZtbraFMmtZ41KBpqRiW/mnbSSYIOZZjhOBA1CUJkLOnS36m8ZiJLhgslm91dZYiDaYgKiqIQH5wBxMm8/j+Ta2PxIQz60d4JX42gW1T5oHnyICjJB6FLfLtffL9fEcjiuIsOEZSXBqmXQDY3tzMq8xRMzZt2/rluVdA4D3HrPJFqbTkRhr6QfLK6vYs3sXptOZGGAxABYzrFnTYjZrsdBzGFSMY0+fAABMp2MhxuQQmRA0B56juM3L0LiYxuuMkAjkvJNedOpthw4dOjwTOgLcoUOHDs8BlSNHDERmiaSNlqd3nYdlZLphpVYIYlw0m4gx18MPPwJyEYPKYePqCCEEiSLV5L8QA8aTKfbt2YVdu/dgNpN8Quc8xqNNTGcN6roPxIjkzlWQo/QCpCdah5dYw2ONVBa5sQCB9URWBpVyYJ1Tslm8ElFxsHxYeyXdOb1Fc+TSpc+tNJORZWOEpgoTiKKUCeJMTojKayG1lf8t+lkod9ew4+LaiRDDaU5tJrOWO13sGcwpta6s8Uvz55XXn1PqScNXna1JcSNZG8bV2Uh1JrywZYN9nscEFJ8VKN8rRdo5hVHnXzYsPIJ1CMXgE7P1ec1Kd2jOhxeHzjtXP2cyfKOPb0CC6TpncW7Rb282bR4AHOz7XKjB2y7CHNEbLmKwsIx2NkOpuu7Ztxc7VtcwaxpEzdNtQ0QILULbYmtrC+s7dgHwOHn6FABgNBph1jTw3iHGiBDbuetZLjDDbufsRJ9nym4Ye59vwqtDhw4dbk10BLhDhw63MG7GQ6CosuQq50zS0wdmcqp8KROxB1MmhhnZMERVIufQNC0m0wkA4KMf+xhCG7Bv9w6cPn1KHmi1BigRwBEYTyZYXduB2+68B4jqWOwcNjevQtx/A2bNTMmpU8KIgtAZwXEaxk1ZvTTX5SKZMKmrnKhnQfQo/w/GthqwOcr0Wtms4L8FzzajLkpmWQVV13JKABmLYu2NdwAVpZuK6yBR6kzUkorqth07R6DzfZL4sjpTy2bBthJXZj6kJIkIOZzc8oPzZeTHtLlA+X37D2kgsYVAO0o53XMzWQi5zpuCX44fev8wyk2EuZBostDm7QTR+pXnhMjmM4dCyxaGkU5ltgRIQQmf18CuHXPvzHU6ceeU0/xcyPAzHGObJjY9DDDo+q0VodAyMpr7jDwhhqzy2g9zVFDH1kynmE0n6TNzgD5y+z1YWllFM53Id59ZCHCMIARsbG5gceCwsXkV585dBABMxhNMpzPUdYWqcohNFLVZv55yj9nLxsaySWPrC9a/QrStwx06dOjQYTs6AtyhQ4dbFzeH/9pTKEn4J1m0a346LRWTpDQJsZF8PkJVeZw9fwHTyRYA4PSpE3jq2HHcdedhTGcTTKZtUn8BKS00m02xsryEO287LE1HeaBGBBYXl9DMJqoMiwsteSQzJNa6Pi6FDQsRI+cSESZHeg4SKcx8hDJrVepzTdgyuzkTKAu9lpctQkGqtFlXtM86Vw6UiGJmykp8nUMiWIljZiJr9YSvuZq9J6x622cF/SnClwFz487jtLkTpVo3GUxG1FDzFB6fJtPGaL9mdTr97nRTwcipLb+zq24j6mVJJ/09GYfZ8akuNcBa93eO68PeALgI/S5RqvfMRietD3rEdlbrAHPqomL95jZZTMCPxTqVZLiMMLghIb7+ZylfO7/x7CSY8s9pajwQWi7e3s4mCTG2cB4IzQy5dJEQ4L179qCuK0xnMyBKObTIEW0TMJ6MUVUeRw4dxMmTJ9E0shl25cplXDh/Ef1eH4BGmbDOvXzd83cY+h2Pcg9bFxmA85oCbKXZOgG4Q4cOHa6LjgB36NChwzOBJefXOXJRw50Zkp8nxKcMR9Sc4IIkcJRjB70+jp86CYDR6/XAzHj/Bz+E2w8fQJyNMZ3OtN6n6TuMpg3gELDvwCGAPILWNa7rGpubV9HOJohtA3LCCr0zekeaf6rUMim7KOXagoFktRRwOUdYXyDNZyUSQu0z8SJ1MHbmZOyNwDjNkd5OnAsOogRWWLESTxPZ7XBXkhUglQLy5ZsFZ7Iw5fR+JrHzvNTlnOIiXpy2t2kkF1kHTddIJFjX3vKuidLmSBkWXTbslL+YvspAzmNmJDfrtOFi/eH8OZSEEiWaLp9JPHUx5kwGOf0n65vbhXvT+jMHYsxbRs9RYl0+UmbLqU/XpIuXZNfOjfOHzIVLPyMZvs7720jv9ULAt4+hPIHb4tsXuDhyHqFt0esvwPkaZd0t53vYuWcPQtugDREaCIIYAjg0aJoGtQOWhj08/sRT2kfC5sYVPPTww1hZXUFoWy2nJMw3Ikm/ab3nDJoJRXltxvyHHTp06NDheugIcIcOHTo8BzDYWUioEV55Pt+mkFkYtNYAjsxwzsFXFZ56XB56614PAPDQQw+hV/fQH/SwsTUuwi8jwBGhZYwmI9x1931YXd8tTrKQB13vPXq9GqOtDVR1DSNqACXnZOltQcrmqBAlMgXOxCvJSekzpQp2jKnErBOgpK8knkSAUzXa+MtcOSEU9MXOgZRMynWMS/JIBVk2lRHqNg3rDMyRG2QhwrnP+fzcx7JeTxm+LJ8b8dYDjNwWs0gEUGXzK2eWJDhzX5sbSmOIxbGi/sr4UeT7limdSRy3uYeSYAY42ptmoiY52YmzFhOehsMWo1DcDwQ4mPmZzmsx5rmdhbmZ4Ll5k5QAzvNopLZUsEtSXL7NxWuONN+IDG97z9TtNPPXQcERqTgHED5LBMTI8ydQbtN5j8nWBmbTCcj5VDJox87dOHT4CCaTEdoQdB6l/m/bBoxGW9i9aye8c3j6hBhg1VUNAHjs8ccwGC4gcLQKa0poderUHC/XFt8+IIbsyHSPdR06dOjwbOj+Unbo0OGWRRvam/NqWxA7cuQSISQiWPlPIofCnwnkch3NGAOWl5dx7OkT+PXf+E0ASJ/90Qc+iBgDbj+4FydPnpQ2KKYH7TYGjEcjHD20D/v27sFsOrMLIsaI6XSCtmngqwrkgJhyUbeRMCVnpKzNmbsyqXlTitp1BVkG5rU5Y055/ASCt5TcFPrsVBk35uu0ZAsl0sfsElnPZHSeGhMoZ5VeE47sAPZCeBMpBnIr82Q/tWskWKFFfhKrTCTPSbuumMeybbsmQZVcn5Vay7FNynrJz1IeLydimMauXFxqB0NDXFGEQ6dJgrEx6YYr1k+jDlgIqJ1gNLckzxZ6nvKTbXy6oWDqsw2ArJNzM11QTLt/ts09CkL7jChvsxsoxEiR8DciwvpTobo/swpcnEm5v/YKYT62AwQgRlR1H3V/iLaZzt1Pu/fsxu5duzCezBBb+ePAMaBtW4QYcOXKVSwPexiNxjh79ry0qxEOv/zLv4ynjh3H0vISYmxziasUF583RSzAYA4sIdDXZ/wdOnTo0KFER4A7dOhwC6O9Ca9G/43XpMZZnp7+Vnyg+b8AIrc4dPgA/usv/RIefeQj6PV6SQk9e+YMNjauYsfqMi5fuYImRjW2UVOtGDAeT7Bj504cvuPuFBrpvcPW5gaa6RSEKMSESyILIZ3OgZzXEN95NS6VSCJTTo0Uy/vOEZxXggwlW0oGE7mFjMMiVZ2DEuJMvq1klJFtUxF5Wzsp2hXIpMyUXOQH/2TwRJB5gteQ7EJKLBVvyqHEmZSWpM2Ib56XhDkVWFmHzrNRa7ZjqvmNgHyet4bLGSubz30uj9C46LnNgYIsGwm2Wy81lTZBbDqMvJpsnNejoK/wJIZkMTIIvugbJ7Mq+b9tkm1qtJRVWcZNxeflz88F28kwI0dY27ReQ4SfH/vj7ccXLtyyljGl0wJQYypCCA3adpaVWt0JO3j0TiwurWI8GYMRAGaECMTYoJ1OAOewb98+nD93Dltbo3T1uq7wxKMfx++8/Xexb89uhBAgFZcsF9iGFjFPhrdNGEeWv1Pbk3k/2VeHDh063JroCHCHDh1uXTQrN+G1Bm6WwQxKD6ApLJU1xNgoQISVCiUwYojYtb4LTz55HP/6X/0rAEBVVQAkDLptZvj9d74b9951Gwb9PrbGEzW6EtmLmcUJenUFd995BwAJzWQGnPfwHqJCGdFLL5fCj40AOn1PBD4hMplUzhNi2M+JLbvic8zl/sIUXcyTY6ck2n5OIclGpLR5Ls5PxA25T0COdCYqlMqSEDMJO0phsjzfRpoHFNcprKEZOh+u+MynNmQMeiwBiMWmQFp/m7NCsS4ctu3kHIZtjNtBfavMay3nSMMINykPne8zdC0LmRKW+8taizqR+m1SqCjFOjYirUGb7+uiwdTXRIGv4Zk2lvI9vvaQ67z9nGC3oiVLW7neRJCvT3yfMR2Wr3PW9jcY4r4OMaaysP/eYICmKH8UNQ/40OHDWBgMMJ2MYbnvbQgIbcSsbVAhYufqEh5/6kkAMf8tqCUl4qd+6qdw7OQZrCyvas3wggDrvwzW7wPlqdS58L7nSEPYO3To0KHDjVH9j+5Ahw4dOvyxYXXlU2+DCRRm8FXtiKDhvJzCiTOpAix0lCOjRcSg38POnTvxnX/ve/H08ePoVTViiHCVQ+U9Gkg94C/70i8BxRkmk5moPkQgRMRImDUtEFrccefdgO8htC1crwfvPaaTKZrZDLPZBM47cMr8zeRRessF4SMN0Z5XFdNYPaDVW+QjB62/S/rwLWRKzL9kzM5R9gJKZYM0yDaV3ZEHdufsoV57Wvwu/c5cjdkMmhxAERQpnQ/LmQVL/iw8yAV5P5WHobwm0HGQKn/mbmztRbu4tQmpiSw7H2A4OMca9s42MaDIelwEQHAVIwabdSSyy+wAFxPxkv5Y6SyCKdFWgolZ+kZRjiFHyXgNxDJ2lvklD8Rg96NLjsSA7AkY0RVC5QCIsmnEG6QbK4hwTjZyLASb4JJZl623bbgYwSTke8GoPROD2IFd1HJI0m8UffmkYH22ebSNiXjjU64HCyEub39iArtyg0vGSJyPD23AQn+gBmh5DL43wKEjR9G2M7SNjJnBaNsGbdNiMhljaWkZlQOePnFK2zezMcZwOMBHPvYQfuZnfh6f+4V/FudOHkMIWvpM2a9tQ8DZfZJ7T0TwvvJtM0FoG0Tnn9+EdOjQocOnEToC3KFDh1sXK82n3AQDoLZF5ReEcRXJjM6IXtSgQ31Krusaw8EA67t34yd/4ifxG//t5+QEktxdh2yc89GPPYSt0QZ27VjGmXPncXDvTriIFJ8T2oitrRHuvPserO/ajfHVC6ghLtL9/hAUWswmEwwWBoghAAXhMSIqSixn8ZpdJpImBZYKnSqOpG9kguaU6mTVG6TTUiqkAGDEjcqGjZgX5IEJRFFDohlmlkXmJAwlIXBgx3AsDChSPp+VqAkVCxIRHtNEZO7lSEhw4jimRjPYNgWkMSFwMAdrBnFW+82QSPJC5TpGlkFQomyE00g9aY42zw3fyDmcsaxsX8Z2v0VIyC/b8eJMzsHmnJIiHwOnNqSbdj0hUqybODYOm1sgwDsh8sxeybr2RefEmGDkLLbPl7uya+UNEJn8CKRr2kefAgk2xOJyKK/5LO3S/C9smyhO77OgpN2a0maZGb6qsXXlKmbjMZxz6Xu8vr4LBw8cxmi0hVloVa6NCBwRYovLFy/i6IFdCCHiuBLgBAac86gqj3f85q9g7/5DuO/+lyLyBBzHmMAqjCNtqOiSpinWTSsKIYpnget04A4dOnS4EboQ6A4dOty6aG7Oi1ulKIkoylOnubRGAM45rKysYHXHDjBHnL9wAT/0734Y/+J7/yEAIcXpIZYzYXz8yafgqMKe3Ttw7uxZxJClLAajDQGjyQSHDuzFvn37MJ2KE7RzHuPxJi5fPIP+YAiVNiHktMzTNBLiNCfYSd7qXF5rSgxOD9cpmtiIdJlHbM/WlhuqiqzwQQ1P9gTnNVYaheOxnJLKJkmbDpYjbO9x0fcUpg0jpxaKS6lPOac11wumlCNqamYeT+nSLH1KB+QxS8+1iRz27NQkK8mCVnLKCFOqzeuUOJl2l/szf73UCFKecZpfnYeIFApdTFDqQwp5L5u8hghK+HJOvZbwdFbVntI9YJsV2qfCiCmF+xeqfd4qKckn5b7rJgnzNR2c7+ozvWLxKu6/xLVvQHqveZespzkD+JouuSK8WI9HZHCI6PX7qHs1mqaR+dED9x88gN27dmEy0TQGIoQY0TYtmtkMTWTs27MLVy5fwpUrV+AqP3dlZsZgMETbzPAbv/Sf8dEPvxeXLlxC00YsLK9hMFgQRToUc1L0kZnhnSPnUrGuT/nVoUOHDrcqOgW4Q4cOtyxuFBUpAhTNPeTJM/S1D9HyvE2wjFYjHAwpcUTOY3F5Gf1+H48+9iieeOwRPPXUU2jaiKef+ARiO7Mzi2vJdZz32Nq4ivf8wftw5Lbb8ZFHT2LSzNDrVUJKnEMMEePRCDt27sKdd92Pj33wD8EcQeQwm06VjTRwbgimFpnVGYNVzZZNyNOwWXLKuaKWVlFyUpgOmcJE6Q39xRcxoYAQvqTe8hwRSoIvnCrlEt6dcqcJOcwUyCROjcTKQE8iViKdiY+HROtajWYQgaLT7kaQR67pSklbha0+F2tOAOCR8meN6xNz2jQgzQm1vqTzTHXWuTITK1HC5TrOEUKwE8rr6mYKQRVoHadel3S+mTg5RHNJ+jRcOpVD0knNvbO143yKmnnJHk6EBQkkRV77BQCRLMwcsBB3U4/zWEpl3a4RC7Ydcx8on/K8sO0Ly4B+QXn+A9z41+0fpg2p4l1HQJBI8eSKncLIiTGdjNKxUWX4A4fvwOLyMs6ePiWbWCz3ZGhbNM0UjgN2rKzgQx/8Q7TNDIPhYL7UEolz/GA4xHQywkff/wf4xMMfxXQ6werKGnbu3ov+cAH1oC+bCYGzaRcTmCOcc1b9+dqRsn0fae6e79ChQ4dPR3QEuEOHDrcsbqRiEJDMbdJ7+mDoSMoEhRiFJDMjKjWS4xmRI5qmweLyKupehZNPPYb3v+u3cfL0WSwtLeP2O+/CG9/4RkynU3z3//43cencaXiPFA5r6PdrjEcTfPBDH8bnfNYb4H7vj7A1brA0ZDhP6SF6PJni8OIibr/tCKTrEd47VL0BRhuXsXHlInYduBNtM4V3Qo7YyF40cyYWpghtG5TKAEUy0y1KxCKlDOvDcq5ZyylMWJhDofhpYqlc10gqI1n2KAFnvTJHqxWr/bVrgQCKueks86V1IiUjxqkckEOMLYSbXUGCczcp5S+LuZUYcWnIteUJ53jTdM+wLqCdn/JgGbBwaE7HIuXwCrnJcyg5ukokdcKvGwptpZCswQBVlxkUMK+4ckHYbQ5t/SgFTsv6k94KsOlStmdjggNpHrFcvlAq0z2RWaOtWia2ZhbHSMnhBEgodD5n2z6AzHtq41lImqnCzyhVzrdxvbzfa0Hp/rf7E5D86xgj+v0BtjYup1aMTO4/cAB15TGZScAykWxetW2LyXSK5YUhFvsex06clBadAzRlIc0bATEELC6t4q77X4KXvfxVOHniGB79+EM49uRjmE7GWF5dRb/XQ9WrsTXZQr/XTxENDHZz5DZG2aTzHqYMy0ZMF/zXoUOHT290BLhDhw63LHbf4Bm68h5XNjYwmc3gqwrj8RjLS0vYsbaGZjbFZDTCcDhMRLMJBEfOMYDJZAoCsGfnTvi6wskTx3D58hUcPHQEX/K2L8e9996LHWsruOPIPjx58izWd+/DpXOnk4MrYGRHiCEAPPrYYxhNJ1hZGuL8hQvYt2s5hZ9GimjaFtw2OHrHnfC9RcQQ4R2hqipsbVxFO5uAOcB7Sk/5pgSlaGgmeJeJUUqPJQnpjcHMjeR942Gs5ClHPmdDKU5P71Czq4KoJvclvV4h91Iiy2SG1zIjc/nCIqHq2YWRU95EMCMtI6Nej4vWBhGIvSjjjpBtjp0ouFF1zrJmbiLCxh1JCbHSx2SsZSQiJFMuItlAiSorEgjshbgmpbvgpeWdkJDIdzbNskFTYQBGgOR5Wl+jLJrTetCkc5Fap3J1GA5Sx5rAhXqd709AC38VrDpvHCAdm8kqyVykdmwVtsvC+h9TlMs4Dfux3CUqsf37fM1huU+2Z8A3PLY859oP9Ssz9zERoWmmaNtG8/8F/eEiDh0+gtDM0LR2PzCa0CKEiCsXLmDnjhW4qsbJk6e1/ZL5ZoQQsLi8Ay992avw4IsfwKED+3HnPS/AufPn8cQnPo4nHnkI58+ewdrONayt78CFCxcwGm2h1+uDQC5q3WHnGL7uofbyHVtfX0dkxuXLl7GysoLauVS+qUOHDh0+3dAR4A4dOtyyuNEfuAqAixEUI1yMgP487PfQTseIQQyBJqMR6l4NjoxZE8KsmeHQwQOYTSa4cOE8Ll65ij37DuLz3vxFeMmLX4gda8uIoUFd9zHo9TDo9bFjxzoAUw8x97xrj9AffehhVN7j0N6dePjYaTxwzx16gBCF0EaMxiPcfdfd2Ll7F65cOIu63wciUPcHGF29jGYyg/OV1nFFyvV0KFW1gohZV0jzfR0lfuhd7qeodGTRn4nvJPVRCQ2DEullNQVLYcCJ9BQUy0iF15DMqKpvmpwccptDlzGnDFrer/VAW4bT0GGrh0rsAQqAkgFrIyuwaoRVdJocJyFzLrm2IPWZ9Ov6sqqzdo6pwpEhDkuc8m2N4M+Fi7OFpyqBpfyeNOl0fqOum4WJFwvqCGg5XT91mwi5jFc29yr/iTzv2k3b294GYlUUNaRdGoq6ZGzG2NvOZyRDrvT79pafSf19Zv02348FWVep+UZnXuPHZfe7TIreGxG9/gBtaDAZjySXPhlg7cG+/YcwmUzQNq1+TxghRLTNDKPZBHev7sHVK5dw5uw5qbkNi2Ce71UbAvYdPIwH7r8PHANGoy20swnWlhfw4CtfhTvvewCPPvQRPP3ExxFDiyOHDmPWNnj8sccxbqYt9Wss8AIWe31srq5ivapx4dgxkHNw2l/nnBh4PfNMdujQocMti44Ad+jQ4ZbFjfQNSXmVJ9zy3xCjGO5WkoPbhBZxymgisHfP0to9dx7G8eMn8PiTT2NhaRVv+vw/g1e/8mU4sG8XYmzRTAPgKgz6FXq9Gr1eDwuLCwBMQaRsbKQkiZzDhXMX8MEPfgh79+7CI8cuYjKdYmHYT4/GTWgxGk9wcP9e7N1/AOdOHcfC4iKcrzDavIorF8/izuEQzWwMrzmWScVMkmImcUbuUgqhfpxL5kAEyOKzBAIqFjE1mxpRIhykjsRZQQVS2HQhp/GcI7IRDknAzWnMNP+Qbg2WZCp1S9cRGuKrHU8CKlcQh+iYHaKNWKcw7SIU3OZJxcxkWsVI5ZfSJoH1U4tAmwpsBI88zZWQlpBrUUxtMyDRNc3NhZFmcLGxoPPptQRUzKHggKq4JLnGMU9+ItVyLS24pCTa5oIwL7zaGcxSgoqLeGPGfCizML4iNzq9XyyREdO0CcNz98fchZ+RmXG6FZD6THOfM9MzN1HA3LKv6UbxPZCJArz3iJBQ6KryiKqg7j14ALt27cRkOkPgCAKjZUYbWkzGExAcDh06jKcffQjj8Qi9ur4OHc+/r6yuYnlpAaGZoa5rDHp9hLbFZDZBvya88MGX4cjtd+GRj34Qp088hf0H9uE1r3kVTp04tX6uWsHqbAvLgXEVAJSo20vGNv97hw4dOny6oUsE6dChQ4frgMEIEVhYXLn7xQ++7JePHD74ko989KN45PFjePmrX4dv+ZZvwpd/6RfgyIG9CCEgRIavPOqqAsHBOULdq9AfLEl7vJ2Oy0N1r9cDc4s/+sCHcM/tR8BxivGsSeGbBIBjxGQ0xvru3bj7nheAY1DFURTEtpliunUZVdUXskkEsBN3ZUea15ydj0mJUPo3hXgifw6VkJMWKOTdjJWdA5wXtdiR0EdSYsfpjNyGxFrPOzATMpnNKhwB5KQNJZNmWGbn5g67bf3OZNQRaRi4XVsJNryGhef/+aOivTLf1cTLQpbWdtIn6dx0XDSimefREZIUXzphl0ZsqQs6JwyXDMQ4bZbYiS4R1tLQK/XRF8SQizWAK+a8oGBGitNmhmwQRf0eCFmXNSn5rL1iFMIfIxC0hjTHTCI5FoSLo+ZD62csJJxjPod1g+V6r/LcdH5B6ObCvp8jrj3abkoN/Y+c6vpubV5N820hxIeP3oG11TVsjbfALYPJI8aA0DZoZlMMa4/VYY1HnzwOMMNXld09KLYLUn7uwuIS6qqHqqpQVRV6/R7qQQ/DwQIGVQ1uZlhYGOAlr3wdXv66z8bFKxs4deoUdu/e+ZkvP3zkJxZ7Swe2xhPE2HYkt0OHDh2ug44Ad+jQoUMJjojtDJujBkfvvPsbPuvNb/mjhukL3/+hh1AP1/H13/DN+Mtf85V44J7bQSz5uQDgIWGFdeVFKWJCv9/H8uqKtns9acslh+gTx0+AQ4OeI1y9uiVqVJRzQgRGsymWF/u4/957ARBCEFen/mCI86dP4PL5M+j1+/MEM4muIjsnAgkUxxGInBrjGGHU7lkjriSslAgAyRCEGOvL23EkJZeMjCcClvqW/3XWvpFLVjWX7HoQc62y78nIpyB/ici7lE+cyzkBQvp0Lsr/9bNNACWAlORQ20SYXzM9Kl2wnEtTPUnnka0d6x+XfJrAWrZpfu51TlzRB53opOjrHJl5VjHEcliZrHPuM1MEk0u3RuLKMIXa+k/F3JUzbUSa5ucBMHlc+yKslcmItBHmTFQjGEzXvlKzJbcHRKa9zvHz53KaSto2J9eDtw2UdM28jtZQDAG9fg/MIfVJwsMd7rzrLlSVw3TSIGrcSYyMtm2xsXEF6+trcN7jzJkzeZ5sb6LoR4yMqqqwvLwMkIevehgOBxgOBuj3eqj7PfT7C1gYLqJfOyDOsL5rJ173hjdjbddBfOLJp+jyxQtf9bJXvPy9+w/f9jVtIMSm6Uhwhw4dOmxDFwLdoUOHDgpHQFUP8dSTp9bf9Nkv+bcvfumDX/6u934Ax0+ew+e95Yvxps95I47u34MmNJhOZggxgAB4JUnOEZz3KYR6UPewtLAMIJMLVyieRJRK53zwwx8FeYcD+3bh+PHjuP3wvqJnjNksYDIa4577H8Di6i6EdoSqqpSnVQhhhmY2ArlKcy81F9ghy7ZseZnJc1hBSVXL4cNaq9cIF0koZcrrhYYKR05mTEY2PGcilRyZUZIruSYcF87Pc72RuSE1pWLIcVQacGmbieBJiK7l8qZwc+VDEumr14xewqG9lg4yhZVZU3Vd6qiFrie3ZiPmuQeZ1Cpb3D6XUbtizt6JxEYdORGYPZyXXFNKSqbkFEfLRU4TSOkiVpeZU9i0HucBhDQ0fV8LUCWV1Obe+m3jIUg+NiFyYWalY7U1KFdMXhGWKM7FRoqV4LqGiCbmfj0NlucOm79S+WlBvrc3Phcuf2PYLGTn7KiqdZ4736sxnWxhNpnAUc7/XVrdiUNHbsdkMkbbtkldb9oWbRNw5fIVrB9Yx2Q8xtPqAJ03TopxidQMX/cwXFgAISLCoT8cyGbI2AHUwFED7wmVd/BuitF0guiB+174EuzbfwDvfc/vY2vygQOf9zmf9eNrjz3xGe959zu/nZ0bX2/6O3To0OHTFZ0C3KFDhw4AvHMYjac4d+HSK/7cn/2yd7/69W/48l/9jXfgytYMX/sNX4eveNsX4ciBXZjMxphMppr/J6qk8wRfeVR1D726D+89mIC68lgYDtI1skqnT/4pNBU49tQxnD51GjtWlzCZTNGGImSaGSEEbI1GuP3oIezZsxOzppE2yYHBuHjmJEAOjhzIcVYQXQWYyqhE3Xv5TBRaCZMmQI4nMcnxlU88ixxlUpmUQWlLziVRKI3QqJrmfKHCqaom13DGXnUOhQBYADJZqDQKkksSXu1UkTbJLoUvFxQoR0lLCxIBnQmZ/CiKKnk3f6w2ME+obL6EYFsYdpq/Qj5M3dM5cUTw+rOsh0v9Tucm4qVWUhbqmyoIUep3ESu9fdiqGGNeBUZWtBkM5zyc78P7Gs7VcL6Cqx1cVcFXDq7y8LWHcxU8eXhfwfsKlavgnZxTOQ/nKxB5VeNtLPJKirdz2DaRaTQWskzbMvUt8KEMec5nyhspmMI2BCz8GfO5rRGMaIrwM0K+i7nslsw9KZkNrZQ/cpXHbDYrog+AfXv3Yv/+/ZiMJ2jbVjcv5Ps6m00BTzh4cD8unD+Hq1evwlc+7Ztk6q4bEIhwvsZg0EddOUSOIOqjN1jAcGGAheEA/UEfVb+HutfHYLCApeEiFgY1nGOs7FjH6z/rTZi2wC/+t1/DA/e/4Js/+3Pe+L5ZCA+MRmN43z3ydejQoQPQEeAOHTp0gCfCaDLB06dOfdmf+3Nf9nv33PfA3T/2n34GO3bvwV/7q9+Iz3z1g+jXHlujMWZNgFbPgfNA5R16dQ/9Xh+9uoLzBEeMGALIO1S9HGijXkuZFKjC6qsKTTPBu979B7jv7qMgDpjOhOCaKhVCwGQ8xp49e3HbHfehnc1UoXIYbW1hMt6CrzxcZWHVSi7BII65rivli88Rt8pyTB3IeSEy5GGR0c6TmDlRJoM+KcsWzqwhzjZINXQyHuRgIbuUSHj6hAggTjnLgJE3lwgcKQkmQI8pNxHkmlyEExs5g/bLK1GDIyW+ujngnYzNyZhFPTZibj2Z556ETGKtfSOCWQlmpLxfsv7pvRBFHS5doMscWyfNShkql5Ypb0JYbi/nzQNdYPmHCWS5wKykG7Kx4b0r5tbrpomM2TmZC/Ie5AneeyHNTs5z9jt5rS/r4Z0QZud7cL4HX/fg6lrf86DKKfGWsHjntR+VtFOSQEP5jtwxKSP5Bt9iiGobGRwYMTBYE5KfzfDJNnccOblHncwdYAo6IQaJwMjXku/T0bvuw871XRiNxmk9mRlt26CZzcDtBLt2LOPhTzyGGFrUda3tMiwPH3oOGPDOo6p60ALViAEg9NHvLWA47GNhOMSwN0DVq1DXHv3eAMPBEhYGPVSVQ68/wKte+was7tiNH/3xn8aOHfvu/5Zv/MZ3NOAvuHL1aicDd+jQoQM6AtyhQ4dPc3giTGcNLl66+L/9b3/1m39uace+wQ//2E/g/vtfgr/8F/887rn9MNqmxWw2QwzyEO6IpQ6vr1H3+qhrL4SO5GGdWZxinXPw3h7wURhhkZQi0af8Xk8eio8dO47V5SUgthiNp3pslFzJyNgaj7FzfQ33v+A++UTDNHv9BYyuXMSlMyfQGywkV2MDkwOrMscsL3noNppBqqY5OFfpZwDIA66GOj8hEVVAFEVyQoydEVP9P83ltTxRU0YttZIgJXdAQjS4UJWBFEWawned5d06U4LldyfuW6LEFqpxCZr7QQypyJRFknDjHA28PbBWcm9TTnCSpHVek7FTafDEqQXrTSH0K5GWzQSicjckfSrzqYp12gqw8XndxDB3YummkDi2nF1KCmNaLgZcpaWYYlFfOKb48KR8ymd2r+r9zGJyxVHdniFux2UcL88ptJTn0JR6I5ae4LwTEk0enoQIO/25cvLycJJbT3Ksg4dXPb3MPWYGOAjxZZONYxTjKn0fQdfoGkVatyXs/qTiEJJpiCGi7vfQNJN0TQsNP3r0KBaGQ0ymE8Qgrt4hRLSzgK2NK1hdWcWOlRWcOnNWmrT5KmLTYwjpvpGNIZeWBhQROQBUoaoXMOgPMFzoY6E/QN3ro+p51FWNfn8Ri8Mh+j0P5z3uf9GDOHrb7fipn/95bM547Vu/+Zt/pWX3LaPxKLm/d+jQocOnKzoC3KFDh09bOCJsjMfYHG38re/++3//B9Fbw7//8Z/Eaz/jDfiKr3gbDu3bKbm+6vIs50DIb9VDXdeoalHCLHwYFr4KAjFhYThEUviY0e8vJOXWCKhxkYcf+QRCaLF3904cP34SLrkcSy7mbNYAMeKOu+4E+R5CUAOuusbG1ctoxiPEIAmgYmLkwOST0kcgVeJEnUshq6r2gipVM+2lZC2FURdqK0vOKJMDVV7yW0lVTM6E19E8WSECKi2xBFPenBGZrNaSm3eudq4gvZRzloVPcOqaEcDrCl3GFxNRNpJZOEGlf4zw2sZGcQE3rwLL26oeu4Lwmboe86ZB3kBAVnbnzMEycS2sseYG4SrK95ttXqS5QD6Ls0u28+J+zS1Ljvf2xhN5tvnTl+ZIE+f1En47H8o8v3lgNZ/mrZ2pyGXmUJ5XnJ/iv8WBmZxtJWjIuarUzjl4chKm7UxRruC9B/kcdpBdogFEVYajKMlR+x7BCBwRYkCMQTa6Ahfd0eNjLCIoAFf1cejIUYR2ilnTIILhiNDGgDYEXDh/AcPKYTKd4vjxEzo38xse5Aht22I8HmM6m6EJQFXXQIyovJf7nXXzjAlwFereAIOFARYGCxgMVA2uavR6EiY96Nfw3uGOu1+A++9/EX78J34Sx09fwN/7jr/5r1fWdnzd1Y0tsVOz7/cNXh06dOhwq6IjwB06dPi0AxGhJuDqeILLGxt/+5/+4+/5pxis49/96H/A69/w2XjrF74Fe9dX5aGWIyJbuCLDO4eq6qGqPaqK4DVsUtRCnzkUi1PzdDrFzt378G1/49vxprd8MZqmga96mbSY1Ang4YcfxnhrjPXVRVy+fEmIipIYCasM2Nrawr33vQDru/ag0TxgcEQ9GGK0eRmz6RSu7ml4quYE03aipipTCjVmCYX1Xj/zIOeRygwhE7qSMBNI1VRhUs5ZaLOe5cgSYqUsEbkUuuyclFAiCLlKuchKonNurF03j8FZqDGcqNal8mvhvDRPDJMibYTaTrBxodJx2zWRrldKgkl9TEqhsTR9WW5xQWih81Q2RdLVFB5OsLBun8O4jRC7fG3jipJ7DulvLAlxQYSjbihULtdmLnJboWZidh5HI8GZhBY3an6ZyDq3y6Af6IfEiUIXp5UnlG3Lz3OE2NyeLbcXYhDGZa0kPdbmTkzoJOrCQqx9LaSZCVrOKCvgzsLCdbMnqtItkQleN1oY/cEQTTPFeHMLzmUDrJ27duPwkSPY2hqhaUIit03bYjYdowkBhw/vx2S8hdNnzxZmdDYFrCHgwGte+3p83dd9A/bs3o3x1gghBlSV0zQDGarVtiaqUdcD9AY9DPpDDAZD1H0jwUMMB330+zWqusKhw3fgRS9+Kf7jT/xnPPbUKfyj//O7f2iwuPg1Fza2AEi5phjjdV8dOnTocKuiI8AdOnT4tENkxgYTNrc2/9I/+0f/5/dWS3vw//zQ/4s3vPGN+II3fy7WVxfRNE0iOEQOnoCq8qh8De89qkrJJZTyMOSBHdAcWWDWTnB1Ywt/5eu+AT/w/f8Mn/05n43pZASn5NJCa62sz5XLl/CH738/Dh/cC+8rTKazOdLQxoit8QiHDu7DgUMH0cxmAADvK2xtbeHCudMYDIcph7YkkDYOIYZGNpT8uUoUVjYSxnq2S+ekUkn6cybFZl0lxI1ZlVtV4ZIZVxE6bcplUjzJSLCFMWeimsKPkUlszu2Vzzi1lUm90zZyTrDNCCXnaGfH2+aAXdfPXxN2zdRI7ngmwWnnAyUxK69LSq6yKq5KqhKjmGKlrTTSfN6wXVOirSmrtvq/5OSKXGDtiyl5lmMKJ2WJrF5xCns24rtdOzf+lYymIohy6Hd5uIW8EzFAUZVibdXmJUKcw6VVbTNfujQAK7lu+bpujWDL/9WXOWITlBB7p67ixd1Nct/b2thmkfeVqMmVByOKqgyJwiCTlQEcvu027N+3D1tbWxL+zEDgiBhbzGYtYjvF/j278djjxzCbTNGr62vm1wyz3vTmt+CHfujf4PPf8jm4eOki2qZNfXeVlnhii0OIIHhUdY265zDo9THoD1D1a3jn0asGWBgM0R/0UPdq7D94FA+88H786I//BE6f28D3/eN/+OMXxv7zjp+ZYnPrEi5cuoSLly9f8+rQoUOHWxUdAe7QocMtC/Zu7oXKgyqPc5cu4dFjx173Pd/9XT9y2z0P4Hv+6Q/gta97Pb7gzZ+HtZUFzNpGwkUhpMIT4L1D5Su4yqGqCM5qoDrLb0TKPzQyGdsoDrq9PgDg0KGDADymk/E1fe31emBmPPTwIzh8YB8m4y1MmragP+JGO9oaYfeevbjv/heDY5uILMeIdjLC1uULqOoB0mM+Aak2a0kkCRpKWsFyb8sQ2NJdef7n+Xzc5NZskiZ5MOsLDhFK+FJdWxRk0kJb5Xw3FxJtBLYgmem/idOn8Vle8xwhTeSP8jl2lJHpUjYlRo5vLkJ6KY/VNhVKdZiK4zJft3M0jNVIf3HPWO4zTCmXzhZ7Bblx20Nw6rzt1CALNn/WXftfdUI2coqsXNeoX+JweawMVZq5+JCTE/XcFJm6mxoq2KsRXkaRE6whyMXmChd94JiJ6fZXvvgzv653rlxD2LQQW1X4I8AhZvUzzYyFRovSzDp+BmM83tC1Q1JHb7/zPiwtrWI0niDEqPPKmDUNptMRFoYDrK8s4omnjgFgVFX2A7D1nUzGABxe8tKX4PFPPIRBfwg4n/rgnUOvqlQNtjNlI8JRhcoPUPc86rqPfq9Gr1+jqsSbYNgT1+j+cAEHD92Gu++8C9/3/f8Cg6Wd+Kf/4Nt+9sz5T9wzmQTEEDBrGsxms7lXhw4dOtyq6Ahwhw4dPm3AkIfXUydP7/uG/+UrfuHz3vIF9A//fz+AF9z/Qrzpcz8LK0tDNE0Lb+HBqnpWlahCznt4NSEiJyGo3tJnjbUwaV4ioWmapBqPtzbwwD2347WvfwOaENG2zVzf7PQnnjiGtplhoV/hwvlLkDJH8sAdQ8B4MsHisI97774zvQcw+oMFnD9zClcvnUPV66tiK0qiKauuUG6TY7Mprel9KgjYPCnOfaXUrsTxmqKd1exc1siJCptCnF0ifHNhzlZSKQmylK7JnEkytG2wK8yxCupLxVqActRpLAmyEninYbCpG0o4WcyZkgU2ivYwp8lKm5kL63kaPl6O2a6dmJ1urNh5Pjtjk+aSmgLvnTpXJ2KtU0YpADjVW4YuSb4fjaja/KZdgMxd7dBY1sLdFq5ckF4Lec9kX48iqxasn2lZp/KYNAXbhOZ8e5X3mW103JDe5hflF2172cQTMbwnCYsmIHLQFIcIkPxtIBaDq9C2CG0AR0av1xOjKmf9l84fOXIE3gHTZpo2oiyH+ML5c1hbWUTdG+D4iRPXTimQCPjXft034s984Vtw8tQpEchDQAz53qyrWnP39b7V+55jBFEF72vUlUfP91DVNaqeR+U96rqH4aCHfq9Gf2EJh4/chh1rK/iO//3/wJu/8AtX/+63f9tvPX3x6lJV11hdXsHajh1YW1tLrw4dOnS4VdER4A4dOtzyEPGJUDnCI489iZc8+NIf/o6/83f2fN/3/2s0LeGtb/1C7FhZxGzWSokYJXLiRktS5sU7eC+OxI6c1rgtQmNZDZo80K8rXL6ygctXN0EELAz7aNqA0dYmPu+Nr8Gdd92NquqhbUoSLA/+7//gh+Ac4fCB3Th16hREWhbpLYLRNAHjrU3c/8BLsLS6C21o0unkHWI7xXQyLvJ5aRvx2S6f4Zr3E2ErFMjkQpzUW3ngd6aMpnJASn4lpll+d+KmzOwBV4Gokve81FCWkGqnoqmp02o4pvMt4a8W4JsJdKqlm1yRTdUlLSOUTbWSs/KcwkoplD2PmQD4RJLTXBHkuloiKY99ngSn6XRI5M2pgRORg2MHYr2uE4LrlLm6SsoEJZcqzjnF+Tp2MUrdystomxxC1ymR+LmDkjosS2mNlDsfc0JwPpTtECPFMmrTlqksppvWo2xnW4e3E+HURZm3Zyp7dD0wNMr6GV5MJKWvbB1BySF6buMmAr6qMJ2MMJtM9D6U/iyv7sJtd96N8XiMZtZKXjEBbQhoplOMx2PsXF3GZLSJY8eP26iKeWRMJhOsrO3A3/pbfwMhtCmnfzqeYGs8xmQ2RVVXEH+5KPeqg5STIpvzAOcq2Wira9S+Rl1XqKoKVVWj8jX6gxq9XoXh4grufsELcOrkKXznd/9j/IP/47sPfvZnfsa/PHX+HHbu2oldO3difT2/OnTo0OFWRUeAO3TocMvCQlwdESgyzp8/j8HCwl/++9/5d77od9/5Hvzeu/8Qb33rW3H04B6EEMyvSURNktJGlRcltXJCcKUmqrQfwYgRqYxMiBGOHDZHIzx1/ARm0ylGkwYrqysAGFujEZYWhyAwVtd3Yri4iEbr/Ropu3D+HB5/4knsXFtBjBGzpoXVKQXkAXtza4Q7bj+MPfv2oJk2cAAqcogh4vzp40KoyMP0QZ0MVQczsc2Kr9XvzcdaXmrKA7ZOKtnNRFGPKgkh7BjLD3bJwTebV6nZU+n2DM3Z5dwvVym3hlc13Mi5EBkiLSnlrf6xBxvpT+q31rbVmsD5zrAhkZTZMQXaEchzVtErkjrJJcF3PhFrI7Lmg+WQSb25Q8+5ayvxsrBtQAsu2RoYoVfZmznfzUjr5NTZWNeMxelZygu5JLPOqa8pDFnOS4qyLXvaBOF5YqrX5LQuep6D5vZuh9O8bCWx28RkIqfSd+EAhuwGbl19rtTXFGWrgLT953nPLAvLtgvYJgKpMZy+VROYI/q9AZz3mE6nyYkcAA4cPIiDBw5gc2sTbQjp/baNmE6nABiHDh7EqdNnsLGxCVfN7TgogfUYDBaxMBxia2sLRIR+bwHj6RTj6QSXLl/GpYuXASL06xo9L9EkTjeOvMslzcg5+MqhqqQus69EBa6qPnqVhkcvDLGyshP3P/AAfumXfxU/8wu/iB/83n/yl3ora289ceoULpw9g7Nnz+DcOXl16NChw62KjgB36NDhloU9W3t9yH3s+On9f+GrvvJf33XnnfjR//SzeM3rXo+XvuhusJTvFJVXnZPF7dmIlTnGCkmy8jDEhBgjxrMGW7MZmiaCmHD+wkWEGNFMxtja3MTS8gpiCIlQXd24ivPnz2Ln7n0YLiymcOiq7mE2m+AP//CPcNfth9HOZmjboGQJYEipltFojN179uCue+9H204BZjjvMdoaYbJ1BWhnoKou1Mis3trEzJU5sR8LIprJVia5242g8m/XxrMSlaqlkl6NxXVQdVhJMAMgL+WUvCqsZZ0e5wDv5eWM0Nr/UVZ9nRdl3ikpzqHURtIzsUZxninOnuQYT0Xb5BL5Jm9Kt7EkP9e+keskpLJtwJSUWz+zckmWB1suBqnTtQYTiyqZVVcGtCivHM4Q8muyLVVOyLBzueUiDzp1f04Y3q7MUv68IM4lmZ13ttaNDtVPQVo6i8RR3LlKQ99NK87KfLo3udhkgHy/YC/Yz+luzPNpqnTRfQtVL1/zs5zDp5P7dHKclvx9a2g2GaXzYhSye9td92HHjnWMtrYQWMqRRWY07QzTWQO0U+xZX8TDn3gcMbRqgJU7Ky7rHrNWnOJNXe4P+9gabWDj8hVMpgHnL17G5mgsG20cQZDySL26h7pXoa49HFXyt4k4p2okR2wH5yvUdQ+DXo1ef4Bdu/fi0MGD+IEf/Ne4894X4G990zf98MceeXxp2jYSbt+hQ4cOtzi6v3QdOnS4ZWGPuM45nDh/Hvfcc/c/+tq/+BeGv/jffh3T1uMtb/os9HsVmjZmxdMJSfWVKpOqTDnn4aqsyM2aFhtbY1zeGGFzNEZoozxsOsJ01mBxuIBz5y+gaRssLCwhRs2fhLhJTzZHmM5a7Nq9D4P+Atq2gfeiEj399An0a4/KA5c3tlTlE7YTAmNraws71tbw4gfuBwCEGLVcywKuXLyIi+dPoT8YZjWr/D8jQkZ4MkvWf/PcWRjvvDuzlB0yldNZ6aC5EOqCaCjpBcxl182FJUser9eawqQqKqVzJd/Upe75lHKcleMS5e9ZlbViPJhTv7cxwKQoq3ZczAcjh2jnSSKTkK2/xVQmkqknMYn7suU5m9LKyOcz1JApMqKaNHFsAEgprhC0ji1HcJScVtmgqcDwOkbN+3ZSk5gDUtju/MLOj31+D0MHcE0IdF5j1nWTl3w2v7kA2TyQBHltUvOj4eYSkEVxJ92AURkd5jhebMoUmx/FbBfzTVpuKy9AuUliv9uYmLe7RjM4sGwuaCmgujfAdDZN9xVr7ae7774bvX4f48lUyLIOp20DNi5fwq7de7C8soqTp07OTXJkBrkKy2u74KsqTStDcn+HwyHapsWp02ekpJlzaNuASTNDG1q07QTtdITpeITQzuA9UFWEqpJNBnJA5Sp48vodEfO+ylfo1zX6gz4WFldw5LbbceLEKfzIf/xJ/PVv/ebd9zxw93eNmbB71y7sWN+JHV0IdIcOHW5hdAS4Q4cOty5ICG0TAi6eu3DPV3zJl/wVJuDt7/wjvOpVr8Chfbswm7bJRMlCYOWhUeqDVpVHr9eH7/XATNjcmuLCpas4f3kDG1sTtG1AVVXoVTUqrYHbtC36/R4ef+JJcGQsDIaiKzHQzFrEluF7PURymDGwumOPkOBGlKT3f+jDABj796zj6aefhvMuZVRyjJi1AW0zxZ333o96sKRGWISqqnH1yiU00xGYY6HCYu6V6ukmQpHVUjOx8s6UPMypdI5IaqQmIidqnkuGTyRExzQ2NgKdiVjql6lhRpxYg7aJ4ZUbuERec94jWegqkAhyCgnm3F/rXQqv5lKhtc4bMdKfzaQrKeEo5pDApMpgaczEnD7XTsk/pFmsc3V9oroiB6lpCzFCUioIpzWn4Rxc5UF1DWg4e7oOCOQlRxWB1Xyb4CutgTxnDgVR1bcR9zkVmJHWwtiYuE3rXFRG0o3IOllda4h8qoUtpXo0DDuVmfI6Bg/J//apzu62r6u+cgTBjV4loSVVnl16L6+B3Yc2etYLMZBM4WDLE1gdoqEh3A5tM0Fom7mNld5wGUduvxPNZISmmSGykPvAYpx14eIFLPiItmnx1LGn03kxSL7u6q4DWFrbqQQ85vuFGYP+Ihw5nD17GpPpTEovEaQckubPMzNC02AyGmHjymVsbV5CMxuDiFBXXo4tcpy9buB57zHo1+gN+tixYyd2792NH/2xHwPVffy1r/+mv37u1Jkjs2Ym9ZC7OsAdOnS4hdER4A4dOtzSqIhw4sxpvOD++//+277ki/G773wfLm9O8MqXv1hUNo7iDKvKJhFJRVtyqHs9DAZDRBCuboxw+sxFnLtwCVvjKQiEXs9j0O+hV9fwFUQlZsLCcIiFpVWcPnsOS0uLMBfnEKWsiXOSX+jJAa4C1xVWduzGcDAAADz55NO4dPkyFgZ9jMcTtFEKtRKJU20IEZubm7j3nnuwZ+8eTGdTHS2jN1jAlfNn0EzH8L5Oipkrxic/u1T31PJYLX/UVDTnPby5Jc2JhpRIWiKyBXkx5c4l9a1UIYX8xRg0HTPqZxFkJXOCiHBG4oi0LE0RLhwjK/GQc+fMklTdy7V1cgiskGRS8mmtiQAIK38To9RzNYWQGRwDOAR1UTLlUI5lFrUwplxQgtHyNGMa4hqCjT3aSGSzAqyRB+b460Bena71esnQTKkceUrlcsBBSUtUNVPaz/WSgbkJzCKtmirJ5oCVoBKh2NRUpNJLZgwmIbyFKuuKCsRMSoTThaVfFGXjgBngQumdQ0He52+66+Daz4wCW5A8gBSKnqRWRs43dgSqNEfcuzRfMUT0hwuI3GIyHomarvO3f/9BHDh4EJubI7StbmwQ0ISI2XQEIsLho0dw6eIFnD4tubQxRNT9RaztPoCF5VXEppGQ5nLjhFid2wnT2Ri7du9B5X3eSHKEXlXDVz30ej1UVQXyQDNrsHH1Kq5cvozx1gjgAF95TQOQkQsprtGra9S9Gv3BAg4dPoqTJ0/hP/z4T+BtX/QF9Qvuf8HfOXH2PHg6TTXGO3To0OFWREeAO3TocMvi3OnTOHPuLC5c2jz8ls/93K/Zu28v/uADH8OR2w7hwL7daGYtKP0VFHLhvUfd72G4MICva1zeHOHk6fM4feYCxuMpvPdiKFNXkodXV/AOGPT6OHxgP44e2Q/fG+AXfuHn8eu/+l+xvr6zEAY5pYmCSMKio4TXUt3Dys7d6PUG2Nq8gj/8ow/g7jsOAbHFbKbkEAxmQtu0GI1G2L9vD47ccQ9ms6kofZXHeGsLl86d0NrFlRAxexAmeyg252QL786Kp4WrWulgCSv1Qoyd/CvVZgrVNJkX0bzAmnKKSyfiUrVDDpFl00BVDYvF20mMEtMxKWsrpNZqzRKz1MYtiDAjh7n+/9n78yDLkv2+D/tknnO32rt636d7embezFtAEA8bQSwUQdCmSJkyg2bIkkLhCMvhv7z9a1v/2GEzghGyFJbskMIRClOkZDEoUeICAiRWAiSxESAIPMybN0vv3dXVtdfdz8lM/5HrufdWV/W8eVhm8juvuu49S24nT7385ve3IDRCmIRwuys86caatyqtUM4E1iuu3vw5upEa4r/pMe+MOtPfEFU7Ubv9mLiNCI1Lv6M1Bo3QGlNbUm28JNuo1FG9QqIVGOU3CURoq3bmzyYJKpZSRBuZWkQzd0cQhZsAhkT1F4AniYmCbEl2aj8tnDruzdejkp5eEpTaJK1PAzPq8Ouc9irvoktiP2PkaicH2/laiPDopLAWF9Z9QYR5c/PuHS5snmcwGlLVteufQVWKcVVRTwdcubjJtz66z9SZTy+trnPu0jVanSXqydQ+Uz8O4Q8EyFZBUZb8s1/8eX73d36T8xeucOv2HS6e37QbbUVJq9WibNnIzq1Wm3a3TVm0qKuKo+ND9vf2GPQHoDSt0kVcxwd1a9FplxStgvX1c3R7S/zkT/0sQsCf+fF/7d97fnS4Ma4qpsPh3NhlZGRkfF5Q/kE3ICMjI+M7hZW1ZQ4Oj7l25dr/4sd+5E/IX/313+LRs5f863/uJyiQjI2yEVWxwZPKoqTX7bG0vEStNAd7+xz3BxhtKN3Cs9UpaTmT5063w8b6EmtraxgBv/ALv8Lf+e/+W375l3+eb/zLfwHAxvkLgCcVZp4nAWhH5IqSzUtX2HrygPff/4Cf+Ik/A1oxnIzotlcsK5SGWmtGwxG3717ny++9xz//+Z+yJNApcePhkOODfc5fvWWDZImErKYEKjHZjebMNEyRjScHfr3u8836/mDAFFbdw5H8ZEFvOZBxFsPCKVl2QW6MtiTLaKwfsMH6r9rQWNrd46vVxrjfWH9d70MbuiPwkYd96ighNVr7ejUSnFIa2yiEcZxRUkppCbMxVl1NH5g0UDuiLoQ7Z+m99WGORFpgQgolo5VTZEUg9YHcIwAdTMQNCbn0GxEJqfU2y0Z7dZPQDivyajefPNmT7lHZzReD3XhBOFNsZexmQ+GUeq80a9sfBAjlVWS3YRBmkAgbJX4MVRjTOD1sm6VT8k3oS1pSIM7xdIL5I2c792p4E/8kVrrth2u7lJL+UT+8J17hv3vnLXpLyzx//sxZDIAuDLWq6B8esbq6ztVLF/iHP3kfgM2LV1laXwcEuq4oypYdO+PnbKxfSlhZWePD3/tt/ur/+f/Ad339h/iBH/qT/PCP/SneeftLFFJSV1P6x8dMphIY27nWa1vzbRTDwYTpcIABS5DbHYqyoFYVRki67S6TXs1kaZXr165z/9Fj/tmv/gbf98e+unzjwqV/Rwj5n5y/cOFTjWlGRkbGHwVkApyRkfG5xcrKKg8eb3X+0p/5iX//nbff4j/5//xXtLtd7ty6yaSqrOiDNUkuy5LVlRV6S13Gk5qDgz6DQR8hoVW2KFslrXbJylKPzXMbbGysowx8/Ml9/tbf/rv85D/4+/zDv/93MfUo1H/zzjvcvHWL8WgUhCYLR0gdDzPCqpBCa2SrhWwv8a2PPkHXFRc213ny5BkXvvIltHVORCvFeFpRCsPdu3dBFCilEaWk3emxv7PNsL/PBfHGnL9tdPpM9THR/BrO2iBSJmVsjmgGFoew1q3ImBLHeHLkqIXz0zWkaXm8/7HBIC1ZxZsmG1e8tuqiUzal2yiQTmHURlilVAJGxkBjhsjtkUhp0NqRRuHUPJ1wM6J1cNIBR22df66x+ZhMWTuWZ+dOIw2QU6Y9kbMBk1JzXj+MiX+liSTeRyC2BJxAxPFj6PIVG6AovAm4QGpH4rS256WfX6nZuE7SAc20uRSIAowj9wiBKIy3oo4Ct5s7gfz7aeG74/dUwn0pOfU6qRsPCcKIEFRqbkrOYQEtFsw8t88CVhnWWlHIAqNVQ20WsuCNu/fA1EymU5RSTh0GVWv2d15yfq2D0Zqnz1/QWlpjaXUVXSsQuPRkhMDWth/u+Ruoqopz5y9y6eo1tp8/47d/45/y27/xT/nb//X/lz/2Pd/Pn/zRP8XXv/593Lp9G2E0g36fvd1dMGPMkkHTQylQumY4HjMcjygKSbfdoyxbKAPGFKwtr6BqxYVLV3nw4AG/8Vu/xb/1P/0LfO93/7H/1U/99E/9v25cuZKdgDMyMj63yAQ4IyPjc4v+cZ+itfwDX//ur93Y3dvnyfMd3n7zLu12QVVVlEVBISVF2WJtdY3ecpvxpObwaMhwNMQYG1G10+ty/twaV69cBlnw0cef8Hf+7j/g53/uZ/mlX/g5Xjx9MFf39/2JH+HP/oW/jKpqpsKaSSqlgjLneYiPr2SMI8LasLS+xsMnzxkOh6wtd3m0fYRV/SRCWGWyVjX9fp/3vvxVNi9eZtw/onRRZdudDv2DF4yGfcqytKlbjCCSX5cex6lwQsomtUhX/IFMGkyqIHtV2VgTWEsSrZpldVMdTGqNY/re9xmiOWkkNtIVK0OlRlsCas2wlS0xMYd2dCyMoU5S/WivWAuDz0nr8yl7LpeSYOHVW3dAaxWMd40jtcIIF8VYO7NqgTASI5yJuo+P5Qi2wKB1nYytCf2Ov0FK+yxsKDPjh51glo4B4wNcqUD6hI6bE8LoSLV93wJ5NUERD+o9Jii4AuFSDvkNDnfWPy8/HUyTE6V7KcaEEjEuEJfwwrdXd7Hm9CYo6/G5hB2i0EbfkbMw3BNU4E/BkI3x/r89ptMJo+EQKYvwvDbPX+bGrZsMBwNq5XJ0S1B1zWQ8Zlwrrl+7xOD4kO29fVbW11F1BaKIr5V7120TnZ+1f+5Ko+qaH/zRn+B3f+vX+fiDbwCwu73Fz/7D/4Gf/Yd/l+u37vI93/d9/OAP/Sjf/T3fw+27bzIZDnnxcptDDlFKUU2ndFrWhH40mDAeVyz1OnTaHQQFrXaL1ZVlBhubLC0vc//Jcw6P+ty9feOrnW7nq7VSv/1aA5eRkZHxRwiZAGdkZHxusTMYcPXyuT/95t07/N4HH3E0HPPDb93DGE2rVVJKm35nqbdCt9tmOlX0j8cM+0O00ayvr3H58gXW1td58eIlf+Nv/jf83M/+Y375l36BrScP5uq7cv0mX/+BH+HH/tSP89WvfY3t3V0ePnrK+o2YUiT4T0JwffRLdOszqWmXJUdHR3zzmx9w7cpVHu8cMZ0qylI4YiioK8VgOOT2rRtcvXGD9//lb9JbWrZ+wKMhL5485p0/3kbrOhIboj+oJyXC5eFNMsZGZm6MM3G114sGlUuvC7/AQCFAaW82a++XzodSCKcEOxNQwBI7kxAhr5ALjTebjsTMN004v1/ra6q96ao3DXZ99f1GiqDcCmnJqpQu+JUQYATCqb2erPu8s948GQDtRkGKoOB7xTP6iVrC7E1cjfYBr+L4pVGqJQqdGuJ6UpiKx6FsP27upAnNdxsFIpoZu82B9PJgau3y/IrSXWr89W6uaCJJDbsg0h3TacMQMyTT1+dN/OPpdLNDxRehufsye+CM5z4lZpRn7zNettpgauq6pmy1wvO/decuVy9fpT8YUFV2k0QKQa0Uk2qMng64tLnB/YdPOToesLS60niG/p2IgblIXh57rn98wOVLV/hL/86/z+P7H/L+7/42H3/zdzg+OgQMTx99zNNHH/N3//Z/zY07b/G93/v9/NAP/xjf+/0/wMVLl9l7+ZKnz56zu7fLtCooy4KJqhmMxwAs91ZAFKyurFKdr7h24zYPHz7hg4/uc/3KRe7cvvunt1+8yAQ4IyPjc4tMgDMyMj630K02737p7a/duH6dX/yVn2R5ZZXLl85Zf96ipFI1oijpdFoorRkMa5TSXLq8ydr6OkdHh/zqr/4av/BzP8/P/uw/4qP359eE7U6Xm3fe4nt/8Ef4wR/6Ed55+23q6ZjtFy/Y2dujLGzgKfCEAue/GrRIIKWXhlarxYuXO/zO777Pv/U//xr/5Nd/j6lLt2RcRONKK4ajIZcuX+PLX/4uvvGbvxb8a6u6phqPmAyPWVrfQA2GWBoYTS2tKWvCwEXCA7wqnZpOe3LqmbIjWZbk2YNWMbSkTMoCG7TLKcHC+6gaRFJZGIFQuYntwwuXIhA2I+I9RthstHbfwKmMvk1SBFNiW70IAbVsrllLdgNhdPA+xn5jINE1Q/uCsh0kX/fLk/jo/GqfrPBjb5+dJ8q+Xm1EeDrOUzj4MmtfH+kGgY82nWwK+DYmREoUBClcFDjzV/vZK8R+9tmy3P1+8yJIyH4e+D75SeDV/OYMbtBUv3GRuF3baWXLsEqzM08PzLkpBL8Kp4m8r0WZ3WaFf+KD/lFos/f/vX33bVbXN9g/2EPVtZvfJarWDAcTVpaWeOPGVf7e7/wuw8GQtfX14MI9Y5tvn7jw8yOeFtJwfHhIWba4eu0aV67d5O33vson33qfBx99wPHRPkYbqumEJ/c/5Mn9D/k7f+tv8N3f+wP8wJ/4Yb77e76X27ff4NqNqzx+9JTHj58wGI9RSiKZ0u7UdEsbwO/8+YvcfuMN7n/8IY+fb/H1r7xNp9v+7qrOUaAzMjI+v8gEOCMj43OL0dZW7+5f/ItfXl5ZZ++wz/rGBu2ybX37pEFXhqVem6WVJaRs0Vsu2Nt5ye++/3v8yj/9JX7x536Wf/WbvzZXbqfTZeP8JS5fu87NN97ha1//fq5du0xpDI8f3acQNpJrIQuMM2y1i2tPVYiszy32PT8I6WOM4ZOHjyglLPe6bG1vc+/2DbSpMUJglGEymbLU6/D22/cAgVaKQgi63WX2d1+w9+IJaxeuAcNQb6JBNsyQTYNFREksVV3x9wunlhqTpL+JdD4GOopkN+YAjmQymve6b84sNEQyprCmvQIwBQZtfZIVRJ9he4/EEUlHpgxWHQ5uuD6SryQqyp6yNQir81M2sT2puiuFzXVrZG2v15EgBzHZEWRPeUUihRoR8742/Y9TDd4zoTie3o/ZKsfWjNhWGJmiN1W3sapE6I8nW55yhnYGVdibeYvQd+PMpj0pblLbuDkRxlGbQKilAC0EOplTQjJDVEXy28Sik2NhE2Zubi6itJ+FOuw2JJSi1eoEM3iI8/funTtIDJPp1JJfIVDGUKuane3nLHVLur0eT54+RxZFEH3jToB/WO6XgKKQzXfRbVooVXF0PKGaVEgpufP2u1y8fJ0Xzx+y93Kbo4N9hqMBqqpQdc1v/fqv8Fu//it0ul2+++vfx/d8/Qf4ynf9cd59912OBsc8fPSY4+M+nfaQ5d4SCE23XbKxsUlRlIzHUzY2Ntg8t3nvUev5tzmWGRkZGX94kQlwRkbG5xaD0eSylMVNg2DQH3Hp2iZSQqtV0Gq3WV1ucf7SFY6Pj/idf/Wb/PI/+UX+6S/9Ir/xq//csayITqfLhctXuHjlOqtr5zh37iJLq8sIJP2jA7alZmNtnbXVZYqy5RTGoPnafwPRSilmOJuIbZruygoffPQxQsClzRWePtvirTduBeVM15qqUozHQ97+0ldYXttEqYqiLBHSRkyuxgPGwyFSlmGx7jMW6UDmfLuiaW1QS6MEm3AL45RWmzvYm8X6gE+B6AI2xZEnxCohUiSqs4/lnJhEC0/g/AEfNVqCUBSFO2/CqIEEo2ykYxnuh7KwGY20U4OFI+YGG7laJKqcH4dU7w0m3m4obF8MGIkQyhG0xDd2NshYKFPHfobSpfOBjX7JIkyIhBQK4fIi4xTHIikzJdpxLgnjfaKdb3XicwwCiUZLEEY67q1tYirfHU2cBxirCkvC0/JjENoZwnMTnr/EEuFkMjGL6JPtzO01IUPUjMvxdx4GjDa0Wm0mowGT0aiR/3dl4zxvvHmPyWjEdFqhtLaB0IxhUlUMR0NuXD/HeDTik4ePWF5diXMqGFuk6Zn8Z6/A+1fNbcIInG+2oJpMGQ0HqHrKysoatVIsr24wnUwY9o8ZDo4Yj0bUqqKeTviVX/4n/Mov/xN6S8t8/ft+kK9+9/dw5947XLp8BaE1vU5Bp9NjUtW0ypJut8dhf8hUaYRW9w6PDs4Du7+Po5+RkZHx+4ZMgDMyMj636HbbK+fPbXSOB8cMxyMuX7rMrZs3aHV6bG294P6Dh/z1v/43+IWf/2l+89d/BV3XjfuLsmR5eeUpRj+4cedL3/99P/RjZf/4kOOjQyaTIbWa0OksobW2eXJx6q1fvRqbn9YrfVqnOWgTwuUXvUSC0ul02Ns74OHDx6yt9Hi2N6TWKnArhaaua4bDEXffuMHFyxd5+vAh7W4PKSWq1mw9fcDNd7+XoihRpooBtwBpohItjFdpHa3SUQX1/CcSedFoJz7tkEuRIyDmrPV9NDFicuKeGvlQohA3lWBghmD6iNE4NVgo6UyhBaLUlux6lRNLhG1+4NJFRY6+pw1eP6M0RhJOUJvtkJgYYctIMLW7fpZEu/ESM2NlSAi9uzbx2xUm2XOQIgyvCWPuo2mLJCWV74ibd9IRe7/JIOzmgB9Oe4c18hZIlxYKvK2uEDqOS/JM/NZGY4Mg7a+0/ul2ztsyXRizRllNIixcnzTehL3xDHSzJYvLeAVeJxCWMRil6CytIIVmMpk0/H+vX7vJ1atX6Y8G1HVtNwkKybSaUk0mTEZDbt/6Lra3X7J/eEyr2wEv4ztI/55JAO02iuL8b+Qlp8RQJ8Nk0EpTTW19RgvanTbd5UtcFJfZ2X7RH4+GvzAdTb93Oh1frk3FZDzil37hZ/ilX/gZ1tc3+NrXv5837n2JmzfvcuXyZW7cvInSgo1z59jb22U8nlBX1WYhxQUyAc7IyPicIhPgjIyMzy021tc77737NseHh6yurIKQ/L1/8FP81r/4F/yLX//nfPLRB4yH/cY9RdGi0+uO1lZX/8Hq6srfX91Y+1u7/f5XOu3Or9TVlOPjA6ZuYVzKkqKIxCcGuPJKryMkCYQswirX82QdSLO7XBtarZK9vX1+81/+K378x3+c3/7mQ6pK0yoAaRXXWilGoyGXLl3m7tvv8eDDD8CsI2TBeHjE8GgPXQ/pLm2gRxU4tS2Ik17tdSTBEkWCSmy0QLooysFB0ZnHCn+/71cS3SvwDeOJGsHctiBGiY7Wr0nf8QTBp+ERLnAWBCplsMeMT5PkvU8l0gXOsmGatCVk0hI4q+bZFDfoNC+vCX0I1Nk9z6BnG5+DWGCERBiNpp7jYlHRc76kIaBV9PX05DdGQPbjRVCcA3GTWOfd5BAupZFNcWWSMmM5Pui39ywWhVPMreSPFC6CtfvPm2kb7SaAmOmUn9KpZulJsUkuFM2bGrP/RDIqmh9NHI7XIrDfDhzZ9hs949EwnPK+3jfvvMnGxiYvt59TT+sw3yulLFkWNTevnufXf/NfMRgMOb+05HohG4I+6bMSbkvBPRshZVTejX+QJGNiLS+EEGijUbVCqRolC1bXNybnzp37t1VV64me/OWj3aM/Nx6N/3xVT7p1XXF4eMAv/exP80s/+9P0llbZ2LzAl7/6x3jnva/S7fVot1ucP3eOdqeURSFXvuNjnpGRkfEHhEyAMzIyPrcwiJe/980PDr701tsbH3/zt/k7f+u/5OXWk7nrhJQsLS9PVpaXf3pleeWn1tbX/0GrVT5Ca1aWV9je2+vU3VoqVVtC50VPG7HGpafxPo/enNEuUkPEZQfrFxi/21tSKRJA0CpK6tGIB48es7bcRWLYOzjk6qVNDDVGQF0rRsMx12/c5CvvvcfP/YP/zqrRUtLp9Tjc3+NgZ5ub71xlMh649bojNxI8MxXChOjJeDthgw2ihPBGtIHSK2UJuFcqI0G1V4VIw8KTIB8BmqDWGiPRJiHBnnwabAArq0VbYoIlnEGt9pTPRYgOZsSuHCFMiEQdzLMDNxNIWaKNCsRGSqt6z25WBAKXqrhu/GxQJ0vuqV35Io5RCF0VD9jxFknuJe3qcHPEmjfTUMpDtaFvYEzhCJNuqPre+toTb0vq4gnbFxE2HWx7dUppm3s3/pmlBNeTN6+ip5sqOomkndzoraPT+R3Iv3+mJlGBw/Gz6byxqtdQhtMuJdBa0+706B/th3Na2Xny5ptv0u12GI0maHy+aoPRipfb2ywvrXD58mWePdtC1bVLbxTrCe9IY0MhOQYEp/UwPuGPDd6c3YjEkNrtdBg0Sum2MPXqcrf1dL1z7r/YXD73X0yr8a3+4Oh/fHQ8+jfH4/GfnY5HVNMxo+Exo+Exz5/c52f+4d/hwuVr3L13j7/2H/6HPH7ypL+xvrb3egOZkZGR8UcHmQBnZGR8bnH58qVH/9F/9P/8TxTi//TsyWPqKkY2FaKgt7RUr64s/+OVteW/v766/pPtVvuBJyTD4ZCi1aLTasFkUlIkEZOlIzvaoJ0a6kliomcC1tc2aMGBEdEkGo0DuMWyQfZ6fHL/Me12h3NrKzx88JAbVy9SVwpQKK2ZTCtUNeWtt9+hbC+j6grZ7iCLkrHzGaynU2RRhDb53K/hs++Tj7TsRas5H0xLJgWepIJNR0QgvQTylajBwiuMjoT5MRNRgcSNXMiP6qVor8oJm6vW+uFKDMpGM65tJ4rCYAP1iuBPKoVAa4HRyhIVP7zSBh7SxpIbT5yNAKFja+JzIUaVJoZPFhQYURNDUafkKxJ1KcDIZh5iMAkf9mbfjgQmdyNAFtISLjNP9MJGhH9wwrUlTiV3KLBjq4hjSb/lsgKhXCqpwrgcxrYtptGnpGdh7kprMu2lYE/WiZYFPuJ5LMmkJcWH0phwYvF1C89/BjC2eiEk1WRMXU2dj7tFu7vCG3ffppqOmVZT6lqFzZGqUrx8uc31cy0whvtPHtNdWY6vd2pa7/vK3MsFwllHGD/7wl8ON45+LBOfYmHC3NFGq0IWpZQtxoMhZauk12s96nUv/GcXzvOfjSeTd46Ojv+N/mDwrw8G/R+aTiZlXVUA7Lx4xv7eS36tqrh9585/cOPa1fuf3eBmZGRk/OFCJsAZGRmfW0zGY/qD/u2X27uAoigknd7ywdra2k+fW1//x0tLS7/Qbrc+9ilpalWjlUJIyfLyMq1Oh0lVYYTQjSBNCY0BEnWuKe1EM8b5xbs3DhUChPbfo2pmDCwtLfHw8WO2t7fZXF/m4+cHKG+664LvKK3p94d86e13uHjxInt7L2m1OyCgbLXZuv8Bl994h6IsUaoOHCW0xPh2mETgdMdkTEkEgBcvpQz+mcZTGxVVKe1U2Ya45vlZ4GZO1U3GQZtU2YpBweJoFwijQAqEsf6RsrDBsYzQji8bl2aKcJcShR1xoSzpSxRMWRZo5dRUYzBSEiJOzTyzQFqEa5HrP1KCSkyq0U69TEh0UDTtB2HcM5eAI+jxUhFVPmM3Q4S0kb/jRoOXSW27PLmOyqpEGGXjVGlhmba/HOdbHKi+tIQqmILbc0IItC5s+WEcFpFOpzALiMHL0odtkquSsYyTwcHnB47d+yw57olwjN5oRW9lBWEMw0E/pB0DuHT5ClevXWMwGFDXCrfDgjKayaSiGo+5dfMN9vf3ef58m263S/qM/NaYN1UXjcrj3oWAGEzM3w5BEfbjZ9KbXBnSIDBGVKqm1pqWlCilqWv7t6/XaX/QvnTxr51vX/tr5nhwezAZ/+je3v5fGPQH/6PRcLiiqsqS8Lq+ORxEE/CMjIyMzxsyAc7IyPjcolW2WFs9/6uI8m0pzbeWl3q/uHFu8+932u0XdV3RKguqqkYpRVEUYbFrjGF5eRlZtlD1FBRGGBmUWbx5rwAppVPLrIQkhSU20hECr/waCOopYBe2Mlnfp0TTBZTqdNrs7u3za7/2G3zX93ydj5/uUNWaAkBa9bKqFKPxiKtXr3Lrzj22nj+BlTWKosXR0T77uy9pyRItgLqOJtmpuOZW2jGPrG+HJ1SOMHml0TVYOGfhNJ2Q93cNC3rnqyiCGSfJoFiyKQJBiKpnJIyRyPpUPU6qs/djVTvr66sRKqqQjgcilQ83VCCEJZve5FlIg5QSrbEBslyb7Vj4/lmfZSEigQnjY0pwJulRdRXuu0k6NdNBrwJ6P2kI8y+NDax9vxswpPbBs/pqqMwF20oVaqML5zcc63Jn4nP0ZUtjg5dpF+05bEr4jZp4J/4+38JgHx+F3SafbbbaqtROBQ59C3Lyd54I+yq1oVYT2yZh8wIDXL99mwsXzjMa9KlVhUFTihajasq0GmHUiLs3b/DR/YccD8d0uu2Z8hP/cj+HBI0xCxtAIpkmYbNGEgciTu6gMAsQRSHsEKqwIefN/O2c10xUTavVYqnbeSjL4q+vra7+daX01YP9g79w3D/+sWk1vd5eWvqdlbW178w4Z2RkZPwhQCbAGRkZn1ssrywxnkz+017v3H8qhGRpaRmjFaOhVTekj76bQEiJ0pqDw0MXbAakQEtvtRh4kV2UegoQU/lE8mLXrTKqmv6E/+VzrLqFrg6sz5ZaFgXD/pD7j5/wp3/8T6MN9PsDNtaWA1GplWI4HHHz5h2+8tWv8qu//DMuxZGgLFuMR8cc7j/nwrV71NNxswExJDCBxppmO+3625HFRNA0CQGKJpkuH6xXhp3ZphSe3JCovtH81hiCKbkJBDN5LsZfZ/DG5lZx9ClqasCZeDtTbpOQKOnVMyNAFAihXURoDbqppiUuqIHsCZMo3WHYvGqvZ9pHuDsS27THCUGGwA69iXiQ2eODiVRRiAaZ9OTJ5o6OkqHdtGgqsEKAViK2SWtCxPJE+W28DQYQUQ23tST5imcIfqpsmnhTs470XDrg4a6mCvz7FQPL+vIaynabo739+GpYu3ruvfUlVlbX2Hn50kaARiCkjaD9cnubtfV13nrrHr/2//tvGQ7HLC93m+ULP799pPi0z0S/YPcrzKVAkpNBED46uE3DFTJxCxvxHGXf/8l44gLARVNusM++VorpxBL9Trf7/OKFc//52vrqf173eiwbY10/MjIyMj6nkKdfkpGRkfFHE0optK7QWjGdTqnreo7wzsKmEKo5PDhg/2Cfw8NDhNBGFmLOzTMltlIWIXyypSvSmuPqaOYLPhiQK0TH6LANNSjlUUXB4yfPWF3ucfn8Kh/fv08hS3x0WK0U08mUVgvuvnkXZIlRNWBod7rs7bzk8OU2GGPb6ORVrwQLr0a6gF5I4dIYCTDW1NpHME46bhfVIh0DnztYkHIkkk0B6ciQVcZjkDAhpVuo2wi3hW+fJ0+urVKKQD5pEGLrhwp2A8P3yyvUCF+3b5clBVLKJtkwMtTlhskG13IUwzZHuA2KSGcIqZlI7m2OVzBxb8C4MS/cuDhy6hVvkRTjxk36R4X/LEOT8e0L32MKLoxEFtL6TfsxkPFa4VMqpfsOZqYvIlo1pH0REJ59oOzJeIh0nswOQYLZcl917WcKg920MRqhjXWDcH3WgJAt7tx5C4xiPBmjlNv60Bqtal6+eM75tWW63Q6Pn23R6/XiLorvimh2p/GY4ivkNpJMczPFuF0APz1DomRjA6a5TSOttDDG5vf2c1/KwlmlLIAQYf7Xtf0bWdU1KBWU74yMjIzPIzIBzsjI+JxDnFlBklLS7/fRSlO2WrTKkrIsHTEQ0RLR+2A61bNZnZWtZpWwKMZFkhuTrjgFeUZ9xcDy6grf/PAjXr58yXKvy2g4BqGDv7F2as6gf8yX3vsy585fYjqNwb7a7TbH+1tMJkOKooV0fMuNDOCD6zSD7Hjp27Y9ITuJGfNclOtAugSicOeMJajBnDgh2j51khBWsUJKS+icWblVtGQkauGYa2VY6BcuyBNJHCX/sFKmkTyU2fYLT5zdwwokw5NXII4Ogfz6zQBk3DjwRcRRi7y6we/cfWFeuD4hGhPH1ylE4MpWK270NRYuhHDuyq4yI5psOmxUpBsKCcEysZENn97Glo/9bhw5s48oMfE36bVxQJq02ZXTuDDdBEpU0O8QG/YE0BhDp7fMtJowHPSRMrpEbF64yPVbtxiNRtS1SiKGG0bjKdNpxTtv3+PwYI+nz7dZXV2xEc5TDtusEaMJG0MNCFywNdEYorCRIIAkUFqYK9qgUFIbI/yfJyEERmmm0ylSnnH8vJl7RkZGxucYmQBnZGRkOCilqKoKpW2KHO1+lDYSEX1e03V5UOCahp3huxCeaKYk0RMnk1w/Y37qDnbaLQ6P+/zu732TW1cvIjBMKxWu1kZT1YrBcMyd2ze5duM647E1dS6Kgn5/wM72Np1Ox+bMTfie8CRQEn+ENcP16Yy8MiuwZDTtgl/Mh3vDeDi1snA+tk4BNEi36BfEwErJ2BjraxuDPJnE/rW5gA/qMU45DuptJDQYEwielNhA3oGwOz9l6Ul9jKwbKJ8RjhTGB24IXHmGKKRKbLJJMLdBIpLTIuRc9jawYo4Q2v+jLsLUEzMbD6JJpFz9DaU62ZAwOu0ziQuqCJWFuZF2J9joJia77jmYpE8zDSHtnkjy4c5e1/zuFHWnQH8H+W/YTTBaU5YlhRTUQQG2fb15+w2uXb3KoD+gqmuEMUh33WQypp4MuX39Cg8fP6c/GNLym2a4zROXz9r3Lxo1xE2F1L0gVeJDqij3PL1lu5QmtB0prLoPYjqdyNF4xHg8ZjweMxwNGY1GIZVTRkZGRkYmwBkZGRnIQjKdThmNhpRl0VTvDCCdnGXiglOQRNIVZs5NL6i7Kfd1a2pPcnzuWnth1Bad7AhAUZYcDcbcf/iY61cugKkZDMcIY4mmNtrlAx5y8eIVvvTeV9BqSgyuJBge7XOw+4xObymYqIZVeGQ4jWOW1BpISHPaEUeJrUocfIRjecLJiaKIprYJjySaQDsPRiEC2cabRQcz68hbZ9UpEwq0BEEUztQ3EBgXRioGcA720FEpA1E4ModEOgJfFCYS1AaVtX6XUsRnJtIxnBljfy6Qztn2p0dFVGX9HItmxSJsIKT+xd4sOlgYJCGFjbFjSYHbFIh1xKjCvmphU2GRkHwTWkIkpyDS8RAJEU+6vwhGLDghGr8ID2Xm/Ik3floI9y66t1UWkuHgKJz2pPH23XdYXV1nMByiKoXG+p9XSnFwsMe5cxvcu/sG3/zWRwxGY7tRFPrk/j4k77RO3/vZ/ZEwb/wFLihYSpDdl/TZaQOm1kiDKMuSoigoioKyLGm320ynFVVVhU2sjIyMjC8y8l/CjIyMLzYcabP+wj5frWj+GNFc8AfmRCReQiakJDF41NGk0OcVbVh3yhmRs8HwDIWUaGX45MFDlpe6rC8v8ejxY2RRunoNqlaMxhOWl1q896X3AFDa+jt3l5bZ3nrC0d4uRauLD8llmy4iZ/N1e7XJ99sTROebGEhrwwc4JW8p2xcII51CJQLJDCadYfxTsuOVXRw5lvE7wtUrGu1PdxmMzcHkCLz3D7aXBJPhYNFrSZsQ2FRBTp2zexwJSU5YXZwfyeMSaf9NOBHSScWnHstJvwl3foYcpn6zkaxaQjV/ud9I8L9jX0WSUsk/Le37HQg30RrbDalX9ptw4+I+Cme6b5htT3qdH4EZxj1HYD2Bls1j34ZN7mnuD8ZGYEMrRVm2UFqFVmk3r+7cuYMUhslkQm1UMraa50+fcn5thbXVVR4/e0pRtHyvky74jQM/x9wzXETgRQymFp7/3C6aU5ZNeptxs1Mya8QshEArha6jb3NGRkbGFxmZAGdkZHyBYU1QB8cDlFKL1RFLPoTxxMPDr+WNAePtf+eXtEEkFrigS4kM6u6fM5NNzFKNVqyurvLJg6ccHx2z3GtxdNzHGcMCAqUVdaUYDUd86b2vsLR2gXpa2SK0ppAlk/4x0/EQWRTYSMhFNCMWLfsd4Qinb6BTcj15EjMNTEhwNMvFKr7SJGaebrxMXLyHTYDE5zBYPmsTiInBWHXLcwAT+41roQiKW+I/myipCJvntgjBubRT5ew9nvgCTgUWeOtr7+c7/3CSzYPwPL16J0ia6Cx5RSg/vS/0QjTLFimxl80eN5V7P24SH1HbuM0LjPP3FkTf6MLX73c74vOZ4eiBMCOwlgBRi06GxG9CiOZYNOTldM6nmwLJ5sDMeDQY/HcInugbY2h1e0yGA0aDPrKM/r8r6+e4decu08mYqpqilA7vyGQyZTSacPvWdY6P9nn4+Dnr62vo2QBS3o86iYQ9N97+UpMGwErNFpK/JcR5FGaMkGhqISS0Wx1KF7/A/7TbbWRRUNV1VoEzMjK+8Mh/BTMyMr6wkFKglHZpTU6GEFYMapgsF84qOgR59gSHoFj6FauQUe002vu4RgrQIIDp2h9r2tjtdDkejPj4/n1uXL1EISWVqoM6qTFUqmYwGHL3jZtcuXqZ8WQMxiCLgrquefTR72KMoSjbltQKic2LW7pWCIQssSSyQMgiKMNeKUz9Qz2N9eS3OWAmjkGD2ZhIlFxQJq8mC+lNj50ptExJKZFcp2pirNC2x7fTj71w5sH+PmF9gb0vt0nMX0NFRBXYK9+iUVP02Zztn+1iqLDRupOIXBpgKyW3wRQc6dI6NUmhtxyw41XEDvtW+rbPblpYeTsJLJZuRixsoCPJqWVE2rP4XaeBnYQfreTqE9XHeNykn/zhILqfdP+nhBsCrTWddhdZlEynVbDUALh67SbXrl5lOBpQ1Rqf61sbGwBLTUfcvH6Zx8+2ODoe0ul25hTY0EWX39tGFndzNrz8/jIRu9rI1+yHIHleC4ajVhWT6ZRpVc39jKuK6XCIGQ5dwLaMjIyMLybyX8CMjIwvJKSUjMcTBoMBRVGcdrmIJq1uUeqi7MqCGDxJMJ9myVjSF4iOU5z8IrfpNjm7cLar3LJVcnh8zAff+pCL51bpHx4wrU24x2htzaBHQy5dvsrb736Zuho71VYymU4ZD/tUowFFq0NcbXvSReRfLg2SJcRF5HfCmTO7C2dNY4UnXdEZNbJPV5cspPMtTXxQU5UwNcc1Nu2UbBDJVGmW4agt3odHjuQiiG7G3+3u8AoxWCXUE0nhzplYT/NxNsmd8X1uSHHpLsasmffsT1p0JKRNtTiqp55Xe19bKaM6H+pzGw2ewDd77p9j9CU2QrjUV80mNcyvdWLajdvxEW6M3aaGPZcESXOIQc9su2aJrJkZh/hNxrLDM/wM1WA/RVzOaoxiNDiKLdU2/++dt95hc/MCw8EIVVUobWyqNKU4PtxnZaXH22/d4YMPPuZoMKQoijmza4HPbe3zhp9M5Y0xwVRc18xsTMR848E3H3+NewMNQmtlUzTN/BiXH3wwGDDN/sAZGRlfYOS/fhkZGV9IGGOoqsqS0VP84oxprMK9BohXRZsQ1mTXXa0TU1DhFGCMbpjAmoQUzBIuIQxFIRiPKx4+esbmxhqb6ys8ffKUoigQSIww1KpmOBqzvr7Cu++8A+BMMQ3d3hK72y843Nums7SMz+8bTJ59Lt0GA3LkgwLv7xuVSdc2GYljIDZCICiC2adXch0vc+ouzbQsnsDFnYBIGoXznU7Ppb8bY+XzCUsQLleyMUmZM1XISBhDkSKSzMazmJWCZ5oalWfhd0tmLnQkMm26N2dttMpdI2bHp1GUU3JnzjsTAiNkco8j1Ml4GmvTT+x6VNwbKa8CEQcbBR0/WUkZc7LHQeNV8pM7bDgkZunJJSfDj+nZrv40MMb6/7Z7yyhVhyqUTdjN3bt36XRaDIZDKlXj80crbXj27BnrS22uXL7C/UePUbVCitl3eKbZs1PZWzQkg2iCrbONxu6+AcL5W7tvqdpu67Uu+yES+8wP7m+QMUyn07gRl5GRkfEFQybAGRkZXygIISiLktFodLLf74k3u3+C8iIC0fOKY2QVVsEyPiKvsVFmlTHB79DoaP/o6GKTQABoMEqzvLrKs5cvEQJ63ZJnz7eQRQzVq5RmMp1STye8+fa7tLorYUEvi4LpZMTR3guq0dgG0HL9iKTM58H1ZNimorFdjkGvonlzwiiDEOmOyRnVURYuWrQnTDFIlS8nLObdefs/3yYRibdJHoE3Ew5jHq+1KlmBKL0y7JQ1QUxn5WvzYqNLe+Sbnpp3C2ESLp0Qw1kK0bAbJ+lzo0o3LulB7xkdJheRHkeiI/A8NyGHIrlmVt0HDM2ctMH82XhO7Dc7xGLzXSCYroexTtoaQlU7Aj47HMxsRJyG2WtmifVs0z6FMGzcQBoDsiyZjodMJuOG+XNvaY037rxFNZkwmVj/30JaElpVEwaDPndu32IyHHD/0WNWV1dRysyNYQik5sYo2SshsNd4NcboxP985rmGTQ8RR9uQvpdibvNlBlJK6rpmNBpRZBU4IyPjC4j8ly8jI+MLAyGsz+94MsKERTzEBf3iHwFI6cykw0LeLernVBRromggKCyehhhjozpLKeciPxtxshqjjWF1dYWnT7esGfTmBoWU1LVyBFCijaKuFf3BgC+/+w6XLl9mMhkDIJ3z7pNPvonWNUVZRtNdTxid+hdy6+I04sR01wbKKkK7RbKS90TKUzbvv2qH2CrRkVDjoi+bQG4sN3BOq1LOUAJHzT058eSAhGB5guxJsq/bET6BJJRq4n2RaPjxnyGsjQ/phkfjZLir8btBtJvXpzCz50IVZuZ8Qq59jmOZdkgkVybz1A9w+nm2WY3qw4yNbTTpdSK5ETcHk7FY1O2EK89i0T4CSc+THYnXgknG8KTzWil6SytIIRgPBwgpgxvD5WvXuHb9OoPBkFoplLG5qxWG8bRm3D/m1o1rPN/eZmtrh+XlVbvZ0NwCcL/cRpgWYV6mGwONLZlkbyME1ErHPszrZi0GhGnkojrDGJ35yoyMjIzPDzIBzsjI+MJASkGtaiaTSeJbesoSUDuSVsxSMjNDCBpLWJzu5k7Hc94XLxBL7QlHSsiTtrl722XJ4fGI97/5AfduX0WpKZNKgdEII9DKUNeK4WDIlatXuf3mW0wmo6A8j4ZDJsORNZv2kucJiBzJqcGmsJ9t1CWCvy2mSYIlTlE2eFnVC4ZCSEtgpTfJtc/D+9nGoFnOj9QRWm9+2xha7IZBSk7DxzBkrh0+IK/EmgZ7pjBLdNMvwpoER8tbT7Z9nQnHSDcChGtXOB+f38JBbpB4N1rJccIGhEEYM9PYpNGBnMb75nhQOsVm2L1BYLRodOtkRKU9zCGnQIbyXvFKiYU1iJl2Ndj2ov0GmideE75Yo+2zxlBNRm6PIKYhun7rLhcuXGAw6lNVU4QRFLJAa03/+IjlpTb37t7kgw8/4Xg4otUq7HNqTFfT+O0twmeb7z9KIaN1iNFhGrkdtRO7ZP2GtSHO+FMhpWQ4GuX8wBkZGV845L94GRkZXxgoZcln4U2Az/LjFdF07Zn6lpIQGGdS6QMrGW1T+ABhcV2rGqVN9ON0K1yRBsqaXdg7sjipK55v77K2tkIpBVtbL2xaI3e90orhaMT585u89+67gMFohTGabneJve2nvHj0Ib2VVdJAT4tIWkgHBCB8tGcZ2uMjRQfIcMJd4khwap6b1CUgBnMKpFaEfQVv2hz8GeNQJHUImCN6zTbHZ+jGWYiYeznZwPCCvid3qXi4iCQLZn77fpm0LLnwmtDMtOmeSPuGNa5NyLIfu1ny7KN9eYX6VXscoXhPZt13kzzjtK+N6z0Wk9QwhjPcNdw1N9WSkTTJsWBWnVyyoD9NTmhOON6sLjxbA0ZrynaH8XgU2qxdAKw37r7J8tISo9HYui4AhbRuDM+ePGZjdZm79+7x4YcfMxiOKWXhik3aQRhhV71wxgkGg042kGa64OalSfvvLhBYkq59CHqn7jsrDjMXiO8U2BzoujE/MzIyMj7PyAQ4IyPjCwEpBcPhgKqqQIgFhs4n/FhCYrzfZYgvJC3RMEagG2axHo4IJSqp0cYRunCJPb6QFMwwLQTddocPP/qEVlFw6dwqW1tbUY0VoGrFZFIhjeGtt94GWaBqBQbKVpuD3R0OdraIymJSW2LGmpoXx6jOYH2Dvf+wweaelSEYVtrvQNGC2a0d0ajo2vqkdAx4Lnq2FbKCgWjw9RW2HSJp48zYBcPzMIxOxXeEOXXPXSishQDTzY0Q8NGTGw9mhiCnzy7xvW2y9AWHm4R29vMc/JjqqAybMA+Fjdjth97r+XKxlNrg3CKO1ZxaGyI6u6fizdwxzsf7BOIVKoCwI7Soc+H5GptTKRZAYIKvRdLm2+OL8ZtVINDVFFVX8T01IMsOb731NlopRqMJutbYzRpJXdXs7+9z4/oljKr56OMHLC0th/dYNNranC8G0zRoEHE+2m7avoqwsWMS5X5+I6TZOSHAvBaP9f7Aw+HQqsCZBGdkZHwBkAlwRkbGFwJSFoHkeT/cM/0UBUIIk6Y68kpiqkwFf1riIpsZg0StNYWUFKKIKpGJlzbDB3mFTSNcAKfV1TWebb3kwcOHrK+vBB9GKS0hrHVNXSsGgwFf/spXOXf+ItNqYtuLodXusPviKfV0bP2AiUQn/Q/X/kAypSegwpVlo08jvAlpYcmwv1ukJNj6H6dm3iJGnQrKuE3P48dkljzgSLJrb2iifwYpyZ5Zw5tInhLN3l6jU4rn+moIJNk+4mQ7ZHafQyT3hX89ZXefU4XdzPKL5PhCouzrbkbotkTel02DwdtPGhKf8nCvcZ8WqMxgrRVOsrS2GwWzGxUag052Ek4gTynJnyNY8yR1AbFb2KJPo/6mFxmt6C4tYVCMhgOkLIL584WLl7l56zaD4YC6rqm1pnAm9JPplMlwwO1bt9na2uLh46esra9ijHJpjGbaFB5u8vchjFezscZtWGijQ1vM/FX4DaQAHXooFj/BV0PrJB96JsEZGRmfc2QCnJGR8bmFdPl9vf9pURQURYGU0hLRs/wUhRX+HFkyLvJzky4mKhzRdNhoy2zSharWM1FiZzlFKMV/tKqj0YZWq2Q4mfDxJ59w/dIm08mIqdLWlxFAC6p6Sn844NbNG1y/eZvxZGSrkZLJZMLLZw/B6GgGPmMCHXxv3To6BMWaIxupGiwRUkJRRPLr1PKYN1Y2Ij0jRRJA24ckizsKc0GDnQLmCUI4aRxfJprverNTF76sMabSUwTh7rP8PPgh2zJ1FB3DxY5dSJO2KtRnEDNH07qbauq8aj0D90x8tPC4GZKOSTJxGo/R16ns/dpgtOfqCWlK9hfiXoNI+j3TpFCPYK4Avz8ghU0pLCNxS1tM0pX4DsR+Neud2QBp4CSG++prGttLTgEuZIFWilqpRgCsG7dvcfHiJfp9S4CNcWqprukPhvQ6BW/fu8VHHz3g6KhPu2w3A9uFCs3sgXTfpNljYblyyAWc7JgElwn3xb02SX02gvcJ+xenQkiJVgp9fIwUglar9WmKycjIyPgjgUyAMzIyPrfoH/fB4FJ9OHnr0/yAwQWJCVFZ/XLTq4updGYAo9EzbEIIYe/3+VqTBe0sAoUQwqXmMZRlycHhMR98+AmXL5yj2y7Y3d2PxE8YtNaMBkPOX7zIe1/5KkZrS7qNoShbHO29ZPvpfXrLK80Kg+QZI0GHgLYNE2ffuGQx78bWWjZ7v1dLYIKK6v2BjSfWCeGUM77IgWh5RTfUgpgdrjSvqrAkOKjOnpjLVoNo++5KwBgZVXqhXQoad5WJJs8n25WaQGiFM+02c0THE1XnX2z8iTmtsIFITE3clEjOpWmzvO+5CMGoHCEyJhAqY3Qyf0lYs9/UAYFE+k2PBmH2GxuR1IdeeHNd93BScRoIAZB9y+IMEY2yYpvSzvuC0rBlMzmaE5xN/U32DqRgNByEbmm3mfT2O19mbW2dwWBArWpAW0sLBC+ePWJ5qcvdu2/yu7/3Pof9IWWZuAYk5D6o9fgBSDYDhBe34/xONzaM9p9N+N3YEEoU4jh4nx5CCERVMRwM2Ds4+HaKysjIyPhDjUyAMzIyPrfo9/upAeun/gFHXv06NFHLrMIb60xoAZCQKWxwnXa7RVFYU0urJsZaFq7dtYnqIyBlyZOnL1hZXmJ1qc3DR48oipbN3CtsPuDRaMJKt81X3n0PwOYDBtrtDge7Lxn095GttqeopEGmcMesgusIkBdx/X+N9D7OPNcRtRjt1kByPJD5QABSogyyEMjCjrMxKQFL1UI3BiaWE3T4pB5rDe02GowCYxU8b8HrT4H7jmg858j5DCfnVI2ELFJOfySqznjSuCCStUiIXbjf98O4sfWbDd6Ueza1kph5cgKESElucokj90ZrGxxN1aBr0ApTa6sAGoU2xv5oHao1RmOUsWa+aAzKbhiEee7u1wqtQWnj1GeFUoqqUihVo4ytA60xpkbrGq0rjKltm+oao1z7jC3PaFevmdmgCF086RlFhD0H4TarXBCpsixRdY1fDlmrDcHtO28iMIxHI2qlg+vEVGm2t19y9dI5VpeXuf/gAWW7Fd5lY2bDMM8/98b3MA/tB21Ug6BjcP138yMQ3/Rdarwj3xYJLlotxpMJe/v7304xGRkZGX+oUf5BNyAjIyPjO4WiKE6/6AwQPkazMBRSUEMgNCb143PqkRBevSEyV6z5s5Sykb8zEGlbT4Ps+cICfzGK9fV1Hj9/wZMnT1lb7rE/OLaqnhSgJLVWTOuawfGA9772x1jZuEA9GVGUpeWxRcnh7jbTyRhRlImJrVM5G+TC9s1HnQ2H/LX4hbtT2IVbufvfKXE1xpFi4saB66+/3Oj5+LmuklCnVTO9L6WJi39DMGv1RMnfGtIXaYEQ0by66Voa6axOqk4VudAGDDHHlbvLBbwSrtxggu2Zd5PtEOS/NNpx2haBnU9CJNltfDmOYklQCmdabmLRoa14a+54IB1eo7Eqt1OI/X+ecBljNw2UH1u/IeA+J88NYxp1e8OJMK7BlNdGP/YPQASV2pkbhKkTxyoaTdhrPJkNwabSR7EABtC1tt2XAhw5b3d61PWU8bjp/7uxeYnbd+4yHA6ptEIrA9K6UUzHYyajEffe+jrPnj/lWx8/ZGN9PRBnjHOCCNy06VffeNgmdDlq4c682W++pFPFl2GMcFYZ6Tgv+v36MMaE+AcZGRkZn1fkv3AZGRkZp0HY0KpNpXEmSq4BhCQRJx1PEZaQaet3OxoOqSYu76ZLChrdKmdJTFPd00aw1OvxcmePb7z/PrdvXGU6rahq7ZRZa8Kp6pr+sM/tm9e4fOUK42pqm1dKlNbcf/+3QU9pdVpI6SMzJ0SioQiLBokPUaFN8t2djv+HUiJEGQiKkKFgd62IXfN9lQaZbAaYMIAmKtSBhKcNSMuJZEu4wGDelDaos6J5j+96PDQT4EzHMWiYQZ/EuLzptiFKzjMqsvA1+UtDWSaenyHddhL641H5k+A2VBJiPxM0qvGtsb/hVU/3XYrkCXkSntwT9pOEI+bJIwnKtctZjHUBMEJjhEGgI4ENz6pAFiVF0aIoOsiijWy1KVolsmwhygJZeN99H2RNeo8A1zTtQnHF/4zQVol2zs9C2K4aZTC1TfljgFarjdGaajq10cgdrl2/ybUrVzg+PqKuaoyxwes0msFogtBT3r5zi48//oS93X063a7tt7TP3OjG2xM2fhZR9caGlwEhCp9CG6XN3LXBU2GRrXcwZfi2ROCMjIyMzz0yAc7IyPjcQin1bf/YADiWImi/eA/ExpE7r44Z66PnlTIjjFMj7WK9KGQwL01h16yJEjjDWPy6VghDURQMhmPuP3jM5QvnkMKwd3BgzZKNwChDpSqGoxGXLl7m3tvvoesKIXQIAHV8sMvRwS7tbteWW9h0RAKsz6xvRhrQKvENDqbR4TpPmURD3TapuW5qBSwAlVxnAC0sUQhEOf1pVJSQWbeBsIigumcSU9I4Sm0DJMeShacgJlFLTWR2C9S0SLALp5YVyKJAlu63/ylLilaLonQ/hf1dlh3KViv8FGULWZTIokVRlO7e1oKo5O4ZSO/rLLxreiDtliAlAy3mexCIq+PSwqdH0glRc/+YRHiOimvcfEj2TpINIROUyfjmaLRR1KZ2ZtIV2kyo6ylKTdGmtpGPnb968I0tC0RRIEtJWbYoW6UlzbKgFJJCSBeTXISNAoywQda0cdYRycaH3xARAoNmPDwO4+P9f2/ffZvVtXUGwyG1Uhhh4wgYY9h69pT19VXuvXWP3/3GB+wfHVHaQHm+58y+yMHIfQFnnXU/ABeATacluFHX8W+LJdqQFnqi/3NGRkZGRgPZBDojIyPjNATS6xf7bpEd6ZI9FB0mg8oUffcs6+p2O5St0pJgQ0jvY2HLTCiGIzWpgmR5ypPnW2yeW2dzpc2DBw+4eul70ML6KqpaMxgMufPmOu9+6W1++u/a4F1SSjqdLvsvt9h59oCrt+4xODqMRKh0C3aV5qkVTm0SMybMSSM9XwzdNM4k2LjPzCz+ky/Cm8HasZBgTU5Dj/Xsze42F1DM3Wui7WzcjPDSnzRIWVD4okQ6zhIjZCDT0qnVxpnJam0DR2lTo2uFVjVKa1RVo41BKYVRhtr5q/oovlobcMesDa/17wxl+rb65xryvtJgMt7n1Y5PktrIMV/pGiwLy35lUK9NeDDa9QU0RoFWzofXja3R1jLA2Y9bE+WmMDn3vMNzZyYwEzjFl2TOJNqnJ8ae5RmrWBtqkNYl2fiw1WEaiPDeBddy6SK8u5fMDpmOmxkYTGHQStscvolwDvZ9aLc7jPo2vZFAYJTdlbn35l1arZLJeERd2w2soiioteHZ06fcurDE+c1zfPLJA0BSuMBfvm9xMyv8wbD9lPOqg9880apqPG8/WP7N9z7xxv/tEQTPg4CZ/aKMjIyMjMXIBDgjIyPjdATPU+PMO+1Rgu+fV+b8WZ9Ptrk+FdR1hdYaH2gqCEYn5VBNor9a01bN2uoaH91/xM7uHisrS+y+OHbuopYoKK2ZTmvUZMqbb79LUXaoq4pWq4MQBZNpxdH+YfD3i1W55XYBQgtLRFP1z3ge4Xx3vU9u4jss8eKudGtxE38EzpvaD1DkOYEwkRAxRyQ8H5BCYGRJIaQtQ4KP+FyUJVIUQSE2RlNVU6aTMdOp9ducTiaouqKqp0zGU+rKHh8OB4xGI+rJmLqaUKsapTRo5fhLgZCFVWsFSCnQqrbHpA71GVWHOYAxaFXbgFP+MTq1T2lHlh1BL4XNUW2csmeFSoFsFQnZjCq31hqljDWRFQJtNFWlqKZj6lrZwFKqxjgfWyEliBZSGMpWQVm2abcKyk6bQrYQCIqyoGy1beqv0l4jCoFWYLQNjIW2gbA02vryChdV2lk5JJPWWi0Y/3ybpDBeGjd/hI8e7UhjMPfWxm7suDuNcSRS+uu9Gk4YtzirDLLEBtUyNNoohWA6HlJPJzZHuKuu1e1x/fYbTMcTxuMpStnnVAjBcDKimg54++2vsrOzwwcffcz6+lqjR6kAHCJye5/dxosdN1ykBK0EWhvqqg7kt7nFlmyKpF1M6hWx8xkZGRkZr0AmwBkZGZ9jzCuHn7IMYyMfp4F+TCAk1jyxmQnWmiQbu/jGk2SoqjqYWiJ0VIgaaMhfUVlz6ma312N/b59vfvA+t29c4/7T36E2GuHLNYZa1RwdH/Peu1/i/MWL7O9sU5YdDFbNev7oI6rpiKJsoWqrPnkV1DiWIVz+YXzgJ2I7fNN8ACYrkFsPTeGJ66y43RjWaHqMENbsVzpbVQ2yaFG2WxRSgFP71LRiPB4ymYyYjkeMR0Mm4zH9/gGDwwNGwyGj4SHjwYDptEKpyhEkMKqm3W5RFpYUdpeWWVldo9XqcnljmfWbl1nqtTAG2u2SXm+JTruFLEta7Ta93iorG5ssLy/RbbVpddq0yha9bodWuwwkLMyY0OlIiG3aomgebMdchivDmPpngVPQw5gJtDFUVUVV1VRKUU2n1PWU4XDM0eEh49GAajqirmuq6ZTxaOyigEuqqmI4njKpphwdj9jf2WJwfITRhkpNGAyPqSrFaDJh2D+CemLbKdsUnQ5LvSU6nWWKQthxKVu02tZ0W5aF2xCyarnEEnSBxhhL0ptm5c4mPgRMWzD/rbMrwcQ9nLaRrHVtwkGvEPsNmmBy70zcmwG6DK12F4NhMh4jRcz/e/78JS5fucJx/5iqqjEYSlliEAxGE6gnvHnnFo8ePuLFix26vZ41tY/TOp3ijtDHDYAmlU3Ufzcufpw8YQ/9cu+lnRvhD0LS/xPftIyMjIyMGWQCnJGR8fnFZ8F/sWS2cFFiLTFxdrJebwmpgd1C2Gjrz2iaTdDGmqxK4eUgv3qV1hx0UYPDdV5NgrIsOBhOePDwKf/a3bcoCsmgP2JlqWODQWtNVSuGoyFXL1/m0rXrbD9/4hb51ndw98UTtFLIoghpkvygCa/eFc7A1Ue49aTNzERCjqmRw1req3UYq5DKwvpyFlI6NbVNq91BypKqmjIeDphOxkzGY6rxmOPDPfZ2XnB8uE//cI9B/5jB8QFHR4cYbeh1OkgUrXab5eVlOu0OveVVzq0ssXHtAhtra6yurXH15h02L15idWWZcxvn6PV6lGVBb2mZpeVl2u0u7XaHpSV73CuRbv8C7XLnam2DixmtUW5TQytFraw5swuoHMYhbJDM0uJkX8NOFR97ObnPkZ+mwOcJs0AK6YKXuZy9UlAWBUVRIKSkkPa3lAkhhKgcq5rxZMyw32cyGbl+VAyHI8ajCbt7ezy6/yGH+ztMJmPqWrN7cMyTxw/Zf/mc6WTCdKTZH1eMhwMwVdLSknZ3mVanRavdpVWWFKWkKNoUrQIp2ghhIztrDUJYs2yDahA6/z6lY9WAoRmsLDnuUz35mxtB11y5EkNdT+11ZYGPGn79xi3Ob25yeHSEcqbqZSExGPb3dllZWefum3f52Z/5GQ4ODrl2a430b0EkuNFs27++Rghk/Gr/XojUUsJZOfhnnyi9jQ0onx84Kd+nq/6s/uZlZGRkfJ6RCXBGRkbGqxB4jA9ERVO9DCa9ibmiX8EKZy6KNZs1SlmzY1eWX8N6lWzerjFthggL/qKQDCcTPvnkEX/lf3aeixc2efT4CV/98tvUlVWJtaoZDkbcfOMN3nvva/zuv/hVW4qAst3maG+Hna2nXL15l2oyjkq0IyHeqrkoQONNvyXQ9M8MQX8MCCkpy4KiLCjaXdrtFrKUaGWYjPqMRgOGgwGD4wG720/Yfv6I/sEhx4d7HO6+YDg4BgWy1QJR0y1brK6f48LlK1y+cZVzG29x4eJFLl+9we033+H85iYryz2WV1bp9Jbo9ZZod7p0e5Z4aVWj6oq6rh2B1cH/VtVWQR2PRgwHfXZ3nDmvg9ZmLppyQBAoEwPV0yIQmXjt7LHmcUeHjOZEJApyIw6S8Xl5ZbhMzNwYSLMwNkBXq0vZgq6QrG8UlIXkvXaLzp/5sxRly80Dw2Q64ejgkNHwGFVZM/LtnV2eP33CzvZTDvf36Q8G7Owesbe3w+HuDoeHh/SPj6mmFfV0ODOGJZ1el06vR6ts03LBwIQUbvPI5hC275WnlMRczvOdi8PZ2Hg4YfxkyXR0FOa9J8xv3PsSSyurPH/2nNr5BNsUSfDsySMubq5w49o1PvroY0ajIUXhl1EJA52bCiL5MY3DsR/2pdOa8Ir552z8zlJD7ab5gP3+mJA+OlZGRkZGxgnIBDgjIyPjjEjzqtpFqA/B68hN8BQWQRjVOiqBxoCqamcePbN+b6yNk0XyTEoVX1233eWTx4+oJhM6pWHr4MjdaVVqpTXD8YjlXoe337oLgFKaoihod7ocHOzy5OP3ufOlr3F0uB/X0anS64mvBFO5BhtjFdyyhSwkrVabdm8JWZaMB30G/QOOdrd58fwpL57d53h/h4P9I44P9piOh0yHA0QhaRWSlaUu585f4sqFTb7y7pe4duMqV6/c4NK1G2ye2+DypUuc2zzH6sYmy71lWmVBIYX14Z2MqSurwNaqRivNdDxmOOijvX+sH5FF4+oG3Kr6889aSnEyAU4eRiqAn4hoy7r4NCyga6+yZHVKPm4GegJlfEiq+XtNYFrGKdaaStU07dSbzdUGJy1qZCEoyzZl2UWWPbpFwcXLN/ieP/79lO0ORWktJMbjMaPBgNGoz3DQpz8YcXh0zNbTR+y+fM7Oy5ds7+yyv3fA7vYWL7ee0a+O0VVFIzR40aLb6dFudyg7Ldrtdtx8cj69s+mlmuPz6nE0ukbVKkQO9wT45o0bCGMYT6bWDxy74TSeTBmORnz9y+8xHPb51kf3WVpZxT9948fKRLN1Y8TMYzeY2TBYYnaeJZYCxirlkTu7zSZh/Z795lsjO5dcPJsyMjIyMiIyAc7IyMg4AzyB9eqoPebVz6i4BdPFJCI0eFIhaLVbjmQSzSa1p1ELFvQyUb/cIWMMyyvLbG3t8uHHn3D98kV2Dp9SVTXSpWtRSlPXNcPBkHvvvEeru4KqK4pShvbvvXzOZDKlkCVa16FNJpGnC1kgixbtlS6d3jKFlIxHQw6PdjncP2Dn+XOePvyAl1vPOD7YZ9A/otA1S0tdVlZX2dy8wJ133uDi5R/g6vVbrJ+7wIVLF7l0+RIXzp9nZW2DTqeLlIJ2q0QYjVI1da2plELVFaPjI473D1BauWjFjugn4xGe04I4QJEgvB4xSGJ7fWY4WeM/I07kfJ48LujjCfeE9Dwzt/ghFD4HMjbw1nQ6YTqd2KDWxjTGRghLzIrCqshFUbC6do5zmxe5W7Zofd/XabU6gGBaKcajIYP+IQf7e+wdHLHz8jkvnjxgb2+f7Z0DXr54xssXz9jb2+Oofwz1ONRVdHp0Wm1Ljttt57seN6FePX42IrhSU+pqEnywlTGsbJznxht3GfT71v/XWJcFIWA0HqOnA+68cYMHDx7xyf0HrK6uWrG1cH8LhIl/A2bGP9JSP7j2oHTRsbw1t/Hmzv4y7wseommLmT7Gkq11SSnaPsp8RkZGRsZCZAKckZGRcQbMki2RBobySpRP12Liitem5NFhQSuLMuRbdSUSUgWFI43TzgQybYyh1S7pHx/x6NFjvvzVr1FNJ9TK0PaWzMZQVYqj42Pevvcmly5d5NmTh7Q7bQBahWTr0SdMR31kUVLXFUVZ0G61KFttukvLFGWLwdERB/sv+eib/4qHH/4e+3sv6R8e0T/cpVXC2vIqq+urfOn2Ve7+6R/i1p13uP3GHa5fv8L6+ibLq+v0eh2ksGbHWmuqqmJa1dRVTV1N6Y9HaKWtz6U2Yfga4y+sWXB0e4yLfvEKdfU7jTOZP89c/9lC4JVT81oE/9VU3LqkBzsGAn0LG0BR3fTkzABaK6aqaoyJJ8vCKZeF8wVvtUuuXrvOzVtv0Gp9nU67jSgKxtMpw/4x/aMD9g8OeL61xbMH93n67CnPnj5l69lDdnd3ODg4RlfRtLpo9+h2e3S6XZe3N9afNAZRCJTRaKcA+/OXLl7m8qXLDAYDG60dTbtoYYzhqD9gudfj7hu3ef/9Dzg4PGLj3IUwLg275MhVE0sBr803KbIQ1t9cuStsnvCZFGr+eQk/32F+w0xgI4i/ymwhIyMjIwMyAc7IyMg4FdHM0DMz4xQbb84oovxrNAgbzViAC3Jk7y+KIpBAcItZfORjLwfPpj9JVtHeBNJAS7Y4OOzz0ScP+JEf+RG63TYvtre5deNqiMBbq5rhcMTFy1d44967PH1030ardizmYPcFWisuXbuOUprJZMTh7hZPHz/gk2/+Dk8ffsLB7i56eszaygrnzl/g3VuXufvmn+D2m+9x5+5trl29yrnzl1hfX0cKzXQyYTyZMJlMmVYVB3vb7Chtc896383myM6ZIf/+EFpzCnEVp6i/5uzmz69z/NVVnnDwFDI7c+6V/sUOXlRtzsOzNmvW9LdJmrVW1KpmUk3p9wd4F1eM9U2WUlCWJa1Oj9u3Nrh37y06P/4TSFkwHA7pH+9zsL/Hs60tnj9+xNbzJzx89JhH9z9ma2uLve1noR2t7rL1DW+3QwouIQRqMrXzTspg/nzlxg1WVpfZ3911JvSCwua94vmTR6wuLXPz5i3++//+f2BwdMSFS1ej67zxkZpFfBreljwR2U1omftSSGcG7U2njRsnp7DP8NwQWCsUGnVlW2VWfjMyMjJOQybAGRkZGWfCjGltY4UfVR1jBKKwcWi0waU18bc41dhFevXMeN5wMiE0iQAUTCDB+hELwaMnz1hd7rG21Ob5iy3euHXdBg8y1ud3NBpy4+Yt3nv3S/zTn/tJS36EpGy1GRwd8fDDb/Di2WP++c/+JNsvtpj091hbWmLz4kW+du8m7/3FP8eXv/ZdvHXvLc5fusra2ioCzWQ8ZjweM55MGBwfsb+3h3FBmLR2rZRJDOQoks/089vDvJnyWco8jfy+ip++JsFIzXPPeMvrkRinhCcqbbOwVx14Balt8GrROD7bvCa5mzcC9kPQ2OTAT/+EIDqFU2vDdDplOq3oHx+H+jwxLsoW5y9c4caNN+j8yR+jLFsMxyOOD/bZevGMDz/4Jh9+85t89PGHPL7/Idsv9zjat0pxp7vKxrnN4NsOlpADvPHGPTrtJYbDx87/19AuW9SVZv9gn++6d41up839+w9B2rRdXtcVIiqzUYOVYe9Au+2yJOu263eZbKThVHTj0qrhronffTqkxY86dQzIyMjIyDgJmQBnZGRknAHRL7aZ7zecJ1Jko42zejbOpBHHAuy1Xk0O7qpp/hy/yrVXEkPCRiXPXqJZXl7iyfMtnj3fYnN9lcPREbWyfsBCabRSjMYTSim5eu0qYFPhWPPTNkbBf/P//qssr27w/d/7dX7s+/8M3/31H+TL736Ji9ducO7cOdCK4WDAcDxm0N/nYP8lWhu0immOtFNLpbTEXH6bItTr3O6J1WcpfL0y+NVnBdfo1292SqY9jdQwG1xpcaVEgipOH2jjUmIl810vEI+jAXSY0LPFNHyzgxvBaa2dMbUGqOuauq4Zj4bsg309JBRFSavV4tbNu7z73tcoyxb94yP2915y/8F9Hn78IZ88uM8/+ye/yN72c5tjuixsy5WhaLe5ces2SlVMplO0tub2QghG4yFGK9648wZPnjzh/W99xPLaqrX2MMaR30WDGZVzAUGB9mOCVrQ7BbIQcTMsffW9CffsXtuivz9Orhd/kP4AGRkZGX9EkAlwRkZGxlmQLHBDrtskYWeksN7sMSEZzmxaSmmvnDMDjhTCHvGlafvZJ/lsLIQN3e4SOy/3ePDgAZevXOeDRy+olaFVWCKqlaGqavqDPm++9SXavVVqNaUoSxuRWtdU0zH/wf/1r/K//1//e/QrGPSHDEYjxqMhDw8OUVr5DkTTZOHUbKOtX6df50tOJ1UzWKR2LjboXVzwdyJQ1avRbN2rjY9Z3LjPzPzZnWiwprPcs+DahbedwchbpHUvkIfxc8WW/Dr87FVKuHAuBj4lt9aK8bhmPB6xs7trA861WnS6q3zP93w/P/zDf4prN67y1/7v/zf+2v/l/4gsZNxK0IbVzfNsXrrKaDSgqmyqLEuQbWRrNRly68YVtraes7e7S6fTcZw1slS/R9awGE+763I34+vFfRfpLHLHcYpu4hDvue/Jc25efc/IyMjImEcmwBkZGRmnQgRfPoC40iWSXR+t1QtyDUtTuyIWwpt8uqjRJuUP0eZUJkU0TIgdifD6Wbss2N3p8/DJU+7cfROjNaPRhNZyFyEEWmhqpRgMBrz71j2uXLnMowcf02l3CJFmkXRaBcMKvvWtT1w3BdpxGeH7mMAJXzjjzAbxfd0UpGkQoqQGmCFoi8jQSSmMfj9xZrPms173SnK86NxnOwBBYAxzLZpWL1J/59sxa4rdZIOv378zwrhtKBGna11XVNMpR0eH1jhYFhwd7rvrTeinNrCxvsH5cxuMhiOUUhijKWULRMHewT4b62tcv3adn//5X2Bv/4DzFy/N9JtAWhfN33QzLD1jI2rHvy02YJiJIr12FiV+c8EsNnQ27g+EyTbQGRkZGafiLDZTGRkZGV9wSNEgtWGJGaUZrTUGjZGBO5CqOQFCUpSlM50EGyxLNK5r+AQbpw1HIdiVYygKyWA04tHjp1y5cpmN1RUeP32KLMtQplKK8XjM+uYFrt64Cy7KrCXkVuH78JvfQBROVUuJfrOz8atI+p5Y1YZMPJ+BCjVDfxdfI04LVPWdgNMNjUFzii/xd6hxsVTtdhyieXF6kcEHVZrFyRzJP9o5P98Tb/FmzbNbNklTXGFSvpqbvXYAJ5N+XNxXIQRSWjV4PJ7w0UcfheNCixCR/frNN1hbW2M0Hrl3GcqyREjBk4cP2VhZ4tbNG3zwrQ+ppyNarZKmGbmYbdJ8YxdYK8iyTFRhAsENofBE0quZuhobcu7vQ2a/GRkZGacjE+CMjIyMsyDlGNb2Ee2Ygjfr9OqnpZUmCRjkFDRHEqS/PjLlhWaNIj2aWEgGuiwkRVHyfGsbKQSdwnB0eJTwc4FWiuFwzOb5Td5+561QrxWM7JWfPHzM8aCiVRZnHgrfmNT18dMsvheTHjEzFq8gbK9d6ekBsE4rUwDmMyDfn/52b26sTy5nYR/0mUimCfl/m4R2blzSjSDBiYR/YTqi18arH4oIGzppxbHedrvD0eEej+5/Ek4KKUJE7Bu37tDt9hiNxtRa23RNUjIdT5lWNbffuMF0MuXRw0cgW4lFhmWewShExY2qhS1OCS2GdrukKATGEfH0nI3Y3nQ9aGynpWJzah+dkZGRkfFKZAKckZGRcUY0gvd4U2f/RdgMnCFKK/6ilBdYFu0j7AoXGMuaPaYUOGHaPkpukms4XSQvLy/z8PFTHjx8yIULm5Rli7qubDAqKVBaM5qMWOpK7ty+CRADWLlqvvE7/4qX2y/odDoz7V1AWEzzsDeVbjT728bZidJ3QmQ9S5mndvWU9EeLzp5IEE9szyJH0/TsSWbk4sQydfLsTeL/u7hpKQNboEK7+8IG0Uwh8dvJXq1nxZz6OyNGdzsdXmxv8fzZk6ROuyklpODy5YtgNHVdY4xGCigKyWg6RVBz++ZNHj56xEef3Ke3vByKMNLM8E6DMLMWG8l7nx5CoGqF1t6EwiTvl+1R0+w8Roae66OwzzubQGdkZGScjkyAMzIyMs6A+cVrE9aaWTaO2JRAtSWvBqSQMRVSoxBxUrG2bgAjkEZgJVervBpj6LTb7O8f8uTJEy6fP4eaTqhc3CpRWEau6orhYMwb996jaC+h1NQRatupl1vP2N/bo93pBP/DyNlntNjgq5isw1MO9AeK73QD7Fhovl0187NoxykmtyYlhYmd+itvijMxJb8hJ/ArK5t1fG9WtCj41VnM3M90/lXPwlXS7XZ4ub1D//jAWjq4W7Q2rK1f4MLlawwGferapi0rXMC6iQuAdeXieV5svWB3b59Wu920QnauDJb0Gst8Z0I3Cxc9XpjmtoTSmsZulN8Qc6WLlBjPjEdiXOIe72s64GdkZGR8QZEJcEZGRsYrYcL6Ni5Mg7bbXIB681pPPtwKVSnn1SfA5sqdWagKE4nmAuLS0MeMgORIWZYc9o959PQZays9ZCkZjSZWETICrQ1VpekPBrzz9ptcvHieqq4wRoHWdDptjo8O+eiTBywt9dKuLBqKOSKUZLdZzENOEfcWRwWePba4gE9DQk+/5zRT29fHScPyejefRC4/Q9L/OkU1oj+f7cb0Wc9qwa9+LGcov8k35+pttds8efARaE3ZauHfVaMNaxsbXLhwwUZ7VgqFoSgKEIK9vX2uXLnCjVs3ef9b3+Lo8IC28/+1xh/+dySpRsw3wvj3Wrrz7rSUJQgZ/yYIAcKZqof3qvmsQ/GCGEDaGEQhPoVLQEZGRsYXD5kAZ2RkZJwCr8YsONgU1vyiNYg5XjG0aVVwQaaCBuSZdYBwi+cmqwy5bhv2x1ZJLsuC4+MBDx8+5uKFc6yt9Hj+YouiKJBSICTUqmY0GrN57hyXr90IC2aEoCgKjK756P1vsLTUobHIXgTfdGdFa+TpFOjTiaVRtTwpAvQfFD5rjhEi/57l2hM+n3iRO2C8yviKHMenGDnMcO5k56dhApCQXLdZc3rqo0/xLBu3JO/UgusKITFG8Enw/xXhvTPA5as3WF9dYzQao7RGImwKJCl49vQRq0sdrl29yoMHDzC6pijK8P40NniMn5fuXU83ipIWxuM2kF0hfR5tiSwkWnt67bbZGn9TUq5tQnfCY8jIyMjIOBWZAGdkZGS8AgaQQlBImQS+IbpRmkS9CqKNU3C0/SywaqwxxvkWFsn6PZWNTCgjNVFuXGmsymN5jDXTlFLyYnvHBcKCo8OjQD4QNkfqsD9g8/wF3n7nK7hmN4j91vNnaE6J1LtAzTU+TbDAZneaFSZPWZQvJLfu39chhp8VzlLdp27Rt9mXxt2fsbOnV/19YLbZTZ8Tm27m5+lMqcmln52SfyJM+tG+TEVZMpmMefr4qT0RgtZZ1fXW7Tu0ez2rAGuFEVDIgmpSMZ5MuXLpPNVkypPHTwkbRMJuQaUkNLWc8JHb4/vgvuv4XgKUsqSQdimmtaaaTh1B9n8/5rsmGmzYn7Dm1Wn/MjIyMjIWIxPgjIyMjFdAAMbKtk0400chBFJ49VcEEqEdKwzKm//XiCT4FY6JylBb4I0m3GEX135RLLwibP0KjTGsLC/x8PETnm+94Nz6GkJIVF2BsBRZKcNwMmVlqcW9u7cBH5E61vF73/qQnd0jyrJt619EagQuB/AJ6XVek8f8/qu4n7a+SHTsI/v22/16JSy6+tUlLE5/dBZ4H/UFAbAa74BnerP6v2new/x4NVXsTz+Wcd9p0SaKCYpsu9Nh9+ULnj2JEaARoLTN23Xl6lWkMEynFcZAIaCUBZNpRSEN169f5dGTx3zro08o2kuN+n3u4SAqB1eGhIwKifHqe4Moa2RR4vOCK62ZTqswpDoJumcwIVJ0qFwS/0RI4e+ZDaGekZGRkTGD8g+6ARkZGRl/2BHz9SaLfmOCbaJOLEDTJSvCoF2aJCHtYrkoCgpZWJ8/48oSNqiVbqhGAtANNccG2XL3JbFz2p0Ou7t7PH78mIsXrvCth9vU2tAuDEJKtFJU1ZS6Vty+9zaIFnVVU8iY9uij93+Hve0XrG2cYzyeuKMzC24BogBTzw6Q67vizPbB3y6JtDmAFzKzk2o8pc5XpTVqSt8LhPBX1Oo/zGn+nxImPPiFGrD5dKRS0IwAPbs/7qd8PH9KG0Opr4bEpRM7U3knVH9CNcJtQHU7HR4+esjL7W3ngmDz7GqtWFnd5Mr1W4yGA5TSzhTZug+MpiN0NeLGtWu8fLHN3v4B7XZ7QcWR1eq5rtiXVVD4HbBmB5KocjYPt7tCu3mWqMDCXQeW8Bpt38dYlETrWkyrSTaHzsjIyHgFsgKckZGR8Qp4t14pksUunmR4VmhJiTVzThQeozFKuzQnXqUxNvVKai/pgmtFrpsSiBnbSqKK5IlYWRYcHvd59OQZa0ttqumY6VSBjv6Xqq45Ph5w7+49Ni9cQikVyhQI9vf3ebmzS7fdiQRq1ozZNBfkQZT2DfkMLS/PTuI+C/L7ChPfmZpm6MvZCvu0bMQs+vi6g5y2+kSmmFgyN+1uXx0BOlWK0wua9Ygme27c/e1o8me7StDpdHj+9BGT0YB2q+VOGYyGzQvnWd/YoN8fUisFQlEWllUe7B1x8cIlrl29yocff8zR4QGtdiu8p/F1dWozIGjmZhZO+bXvt8/rmzbRjUIYHxkelRHGRpXGC8tuI80VItKKfIuM2yRr2Ed/2p+MjIyMzycyAc7IyMh4FRzZtCbD0U835OO1NtJuyahduhO/JvaasSVgduEr0Motkr2Eu5CXOAqovc43T4T9bWVZ0u/3efjoCRfOX2B5eYXtnR1kiAorqGrFYDjmyqXzXLx0wdVvy+t0WtTTEd94/32WV5Zm6iHwcKDJdzzZbxDl0xfOpymxzd59mjI+a5j476li5WfdrtnyfFvOSoR1EgDr5Cqi76+aP72Q23rlMt0YMvPXw4Lo6bFic1rqnlcE7UqKWVS4e00Foij4+FsfANjgVmETC9Y3NljqdRlPpnZjCuvvjyzYfrHFcrfNpUsX+PiTT1D1hFbpAmAF22O3AyRpENIg7EKyRxbHym+gSRcUz0eO1kbHuW1imfZqn7/bxPcw8WQIAbg+y52ojIyMjM8hMgHOyMjIeAWsaagJBAH3ywa50YRVqpd+TcIG3XeTpC4SPvKyMdb1zxHUhl1tKsC6lbRI+YuJS2iMQAoJ2rC19YJer8tSG7a2XiBkgY8mWyvNZDpmeW2dKzfvuHLs6lkW9v8Kntz/kHa7WBy1d57nNJv9OnbBZ8BcqqjvKE4nDFFH/RSdPDH9zyuw8MLU+uAs96QE85Q+Cmg4lTqoOT58stLbvKbZ50UtPm2T4xTR2l3y6hGVUqC0ZvvlC3dj06zh4qXrdLo9qmlt32EhKcoSYzQHBzus9Fp02h22trbc7aKRxkgYkU4OS1Lduy+SevzH8IoHqxCJDSJg22ZcXmBvVZGanYukXhP/AiQ7M43tqIyMjIyME5AJcEZGRsYpELPfpOO7Ol1MJwt+t5i1nxUxB7C9qvCRlk3CatO1a0pARbwsKMEyvUZjMJSdLlvbLzk+OqKQhlrV+JzEQkgwmul4wtrqKndu33ZVNtXEo8M+yrsdn8iBYwCsNBPMwgFbQIpPV25Tafn3B69uUjz5uqrzWa5+dZkL1F/TnGsNiFlCKAj/N39SNYl1slV/X8GfRFq3SX5eVYE3IFh0/gwjNCcnL/4iGoQ7Hi+Lkulkws7L7diaxH988+JFpCipqsq+pxgKKZlMJhRlm+s3b/DixQvuP3gMomXJqR8G4fywvcDuyvVtmQ1kl74PwYxaSATS/W0Q1mdf2+ds3LttCbVwG07+nfb1zCjxn21w8IyMjIzPJTIBzsjIyDgFCzOZJqag1kfSrzxNwhGM8/91ao+wC1wpRYzo6tMdJdzCxNvxK1oxe21Y6docp0tdq1I9evyY69eu0251qOva+goKMFozmVZ025JL5zcBp2wTCcOjp084PBrSKpPIOkmDUu4R/EKdaBgsxBsdeMWgngDD6xPN7yzmdLxTMad4/oH152yyvGn807xezq0SkofbIOOLeVdKUefp/GtwtZmupPemAdFS8iuEoGiV7O/t8vK5U4CdZYGPsLy+vgYYqnrq0pQVSCGY1go1GXLt8mW2tp7z9OlzynbX1jFnlu3IqbZE1fPeOK4n970obcAt72IhhMQwG0zL2lCbxo7TTBuES2GWpiLLyMjIyFiIHAU6IyPjc4tilsh9CghAyGputSmEwLgcv56hGm8T7Imq8KaK7i5hF7hClOG8vz1V4iJhtipzmmc4aF1GoL0ihKFstzg8PObR4ye89c67qGrCtNb0OrZOpTXTqkIb2Lx4yRanNTY4rW3Ixx+8z/7uLp1uh2ld2WsSnr4oGFK6Jjde4p5VkF9jQe7Nvv9wkeAz4rRAW41LzWJT81Pue9VFs+bAZzF/jirlfPArrU/qkpnZ8Zht7WmbBrMq8qJy5hhvUF3R1rQ7vjcusJzLi+23dbQ2FLJgd3ef3d0XSbmglaa7tMzGufNMxmN3P8iiQEjJeDSiLODqlUs8ffKEo+MjWq0Sgw9E5RoV0h6F1zNuCYj4XXjVNrzz9r5ClggZn5XW9pyQ6Y5Y/FvhSbUPphVOpUYTfwRfnYyMjIzfT2QFOCMjI+M0zBFZiAqYI5ACjFFucQ5GNw2MhZOEjFuYC5ks+v1a15sspwyyQSabRMFHkhYCiqLg6HjAy919lpd7aBTj8TRRbw11XTMZT7h6/RZlZ8UG40oYzsH+DoP+EWVZBDIlJNFXOQwA3pLUjoXnTqkLqUl+XhNnM5P+rMo7nYSeTUd9fZzYrigdzrXCnEgYP2UbfMDgUPFZy27uchjnJ38SYW6Sc41LKM0iv2NjQGuNxhr4a+3eJ6NRtUZpY89r0ApUbXPkaq1RWqG1vUdrQ9lqsbe/w/HxIaXzdffBolbXz7O6foHReGQtMoSgcOT28PCICxcvc/78eT785BOG/SMbACtluslIyKTtJw2XcabO8a7kt99o8hbVJh1boruFoPm3ozHKjYIzMjIyMk5AJsAZGRkZr4DBIIWNUxOPmGZ+TseQjBFhBevNJLVWTU5otFN7RCCI9jg0FJ/0pL851O8vFWhHl0tZUE1GPHv2jPObm2ysrrG7t4MsrImlALRSDIdjbt+6zubmBsqRdYyNRjsYDXmxu0u73UoHIDbF2LzGwSdZxOON1EkGjHI/JhYS+xh/zIKfULUxcz+xnGS8TnmC3x6+zfu/TSXbpJ+Mf9pngXB5o09uQ1q2DTr2OtzppGsT9XfBdPYs2b8HJp1X7kcpjVYGrbQjugqlNUrZ3LdaW9au3X/BV9ZHUHaTz6Apy4KdF88xqqbVbodeK6VZXuqxvLzEZDJF6xowFKKkkCUvtl/QKyUXzm/yYmvLnivKoDDbaS3wvrlhJLVZMGX8HfPquE9zFDacnKzrI2fbCNGJ4u43tIw1kxbNalhQeUZGRkbGDDIBzsjI+PzCfDY/wiRewI7g+VycVq1K3PJCzk9h78OgtLY+fgKkkBRSRvWvWey8+XAoc1ZFs9/9fVYVMuzs7NFuFfRakoP9IxDW5xgBtdKMJxM2z21y/sLFRiVlq2Q6GvKt99+n11ty/XNqnDIYZWI0bKcaWtJhMNKRVWUwLphu2l7jI2GLeNw4AhOJUPx55SN9zfX9t5f/9/XJROOOz8yMOyFAJxDP+WjImpgP9jRim0r7iTGCv1UkTMsYvINqY3OC5Nn6m/XsBobCGB3ILgj7XSm0MtS1Jb/Wrtfpv5pkHmkMtgxjJV6EduVqgzAG4crHaKSxxPj582e2X4lDszGwef4Cy0s9ppMpGIEQBaKQaGPoHx+yvtal3W6xu7vbGC2BsHW5cTEGjNsNOsmqXfjl1owJdLtV2CDQ/m+Kb5wQ8V2YiSxvmGW+rsys/WZkZGScCZkAZ2RkZJwFYeHqF7KRWMwuPC0NUHahr62/oY/yahDxL29iW2v5YZOIzNYv0ii8BqRbcNt1skGUbV5s7zAej1CqYjgZg9EY4xRgrZhMJ6ytb3Dlxh1bTBopGnj+5CFF0bLEQ3lFy5ptewXWB/Yy2qpQunYmp7gfbwaOQOlIjLSxGwFa61DvIpU3mtKKU35OIpifvQp2aomfFdldWIwMpxaeXnAwKuYn/N98Y/iaxFrjOK5whZtosmzJrnDlJ5sWxoS5EueLs1H29NgYVG3shooxKGXNlU1gkd4s2pZlf7RVgpUKBBqjrZmz0WijgpWBMoZaa2cKjfN9N2xvv4j9Jtrsn7twFVl2mFYT7GwVtArJtJpSFi2uXLnG9ssdHj56ShpdKub4jXq8N1AHnbyiIgxzQ8l35wC6nba9RvtdJb8x4L86op00X3rn4rPsbWRkZGRkzCEHwcrIyMg4C4LpoW7k45xf4Zr4r8ClNLFfNNacupBJqFYvHVvZ2BKJUKllt8IH2zKzFYv0NjrdDs+eb7G9vcPm+Q1eHG1htHbkVqC1ZjIec/3GCrdv3bTt1Brj85ACB0fH1LVGAsoRHu1NK33VxmCMb5WZ6XuyWPfKoCeHIfJ1EuQqJW/BploHFX0xnBmpYwlBt3QKs73ZNMt+RTnzMPPfTvTXPRvx/TT0OM6k17379OsFIok0rIKSiXEmt42gWMZdH60OmnWY4ENrPBEWBq3itBZYKwDjjPYtT/afo/m1dsw7zQMtAuH2BNRbJ0QbCB3mFm7eCZAlk9GY7a1nzdFx165vnEMLUHWNMRopBFJKxtMp1XTChfOb7Oy8ZGv7BbLVDfdrrOLr6W1MLSwa00Ekn0R4T+y7FolzES5WWlNVUxB+DJMK56aqmP/oBzsjIyMj45XIBDgjIyPjTLCLehv9GcKi1hMv78tnDDYaraMuRmOEVa2iH3FIJAyUgUTPcurGkWCGHRf6tnz3VUBZlgwGA1682ObiuTXe/9ZjKgXtEpdfVDOZ1rRLwYVzGzSqcHj48BFHR0dIWTKtp+4Sb9aapnNpEiCkwaiZETsDaWyIWEFdbN4/v6a3BDzao7uCtBsYr1x6ODNyNHboCTzpTNBnvfAEzN591gjX4Wl/2vrn0vW4coXdDLF8yc007XmWsTb9gYAKQDqzZR3bL5rNClTUWRzY61yMciPc9o+7D+0mrzOBThiecWTbWQE7SwKrjsZx83PEq6VOORUiydFrKAvJ4f4eL7e2Gv1X2iClZG19BV3XGK2s+bOUCCmZTBX15JjNjTWOj44Z9IcUrbhcEs6iwvrCy/BezD8l2xvpX24Z52t8NI3tLmfenSryJv2D4Cw57PsmcsqjjIyMjE+FbAKdkZGRcRYERuvIqIyLWB+5NeSN8QtTQ0h9Ypf1Pn2SNcP0CphfxUZLx4T4usW88cS7cY3L8evMicuyoD8csXdwQLsUHB8fUCtLPKTLL1orhaoNFy5dxjZZgyRElv34g2+wu/uSst0iOvt6k2YTvtvOaevnySIz5sUr80AUxPyxJhWIP96HOP2JRYhItNICdXKtj9pFbPpn5p57Ej5NBTPP32+0RCwmtE3/32B/eyK0tqbDoK0Ju3YbNz5yWdgisFGLrcm6ajwkH5XZ+/JaUi0sdxbuuNAEX95UzdSxDSqVNw1J9GM/7+x1WntrAmtI0DCVN41brNWCMpRli5d7O+wd7DTHS2uWVzfY2LhANR6hlLKKrpTIQjAY9ukt9djc3OD51gv6/QGFjEqt8FYbQGoOMp/tN30kXvn1fV18rdY6/iHwGw2+Bv93RIhYV3gXkyoyMjIyMl6JTIAzMjIyzgJPnLzJo7G/JV6lSi51i3CBcETBHpdSNtQcyzNMIoOeTBo9CUV40uvNo02QSIuioH/c5+mz52xunkNpnJrrV8cGVddMpxUXr1yn6CyhjGoQ1n7/kMGgj5TSEQ6nthrPlHQwc7UmqNoGv1JEzrpo3DSRsOC+k3wPY2dv8DGhm2ebBetwTZTHTPLTeB6AFrOBxOaRNt9wdvX3rHT31ervyedOPHPSidnn4MiTxrhnLhtqe8PPFP+4/Xg1FVptdFRltUHXNmqzifslzYKwGyWhBBOfq2gwPFe+1o74ev9iSZDukz4b70ue1oNxvwytsuDo6JDB0TFF2UyBtLS8Qnd5lel0HJTvQgoKUXCwv8/y0goXL17kwaNHjIc2BVLslkn2prQbXj9bm+NoX+tkI8u/7OGPQrph4ZVz71wQx8YH1YsvVGLpMF9ERkZGRsYrkAlwRkZGxpngFZ8kvrHBKsFugQqikRXFCKdauaBRwknF2vs8+vWsiFWYxirWhBOudHvUc14pMDoG4ikKiVFjtre2uXD+IufW19jZ2aaQpVWejQ3INa0mXL92hdWVNWeJbUmJEILRaML2zg6torSpaLRvhwtklUb2daJgSOWaWs4yT3p940Oso5QwBVVPh9p0IF+2DQIbEEhgI1Jr4xPg+PN+SA3KEahIph1JMSY5Hp9sCNA1o7u+jo4bBVwzf8zXdZKPZrx55p44B16vIcn1AowWIahUCORm4gZCSsz9cwDl5FY3d9xkDeTYP19vhZAGgErVWfeyaK0aY+zLMul/foPFeKVXJBPEjY9XnoUEFMbUdrYY7T7XaFNTFKVLgVTRKmNqL6017W6HTrtNVVUYsKnCXGT3nZfbrC11OH/+PDsvXwL23ZpH3PGJGziz5+MGVvOp2O8yzU2cRIE27sUw2G6G5Etu1ygEv4sRuaxm/zoTNiMjI+MLikyAMzIyMs4Eu0AVWKvOUhZUdYVS2pFgt8AVcUEPhIW8NZ20f3K1VolqE20XY7TfJiu2/oYmdYoMBDyKRDEm7dHxMUUhWF3u0j8e2ssEICS1UkwnFWtrq6yvrcWuAWVRMB4e8+CTT+j2uoF4pKRk0bAEUSoQI/cTaKx2uUz9xdqZdScs2EG6+pSJYxeiSzvirR1hc0I8Po+sNsqphpHcWpJM0hZ/nIRER9hjhPpfSTuTAWlc94pARGf1/w0Jrk65Pvhnk2wg+GH2c0MLGy25EU3J4KMqx3y8vowm6Y4+4Lh7wOjCqsgCW64wIFVznrgP2njV2Piqm9YA3tRZe//hhCYaT4yV24DxzxIwykWZjtGjwSvR1qR5+4X1/5VFEcrUGlZW1mh32lRKOzeFmJ5sNB6xsb5GIWB3Zy/cF0fO+RqHTbHE/Hlm7KKFh0AKkVBiZ8CfEFjcxk4owb/uvs9u40wbw3g8jgTYDZnEpmfKyMjIyHg1MgHOyMjIOAPs+lRgtF1MDwYj9nb3GI1HNoBO40ISAhb9JP2Zoiia1xlXtjerdgcjkYgRZ4PfcSjAa5v+RMn2yz0mkzGYmsm0xqdSEVjyXVU1K6trnL981ZVv2+cX4zsvnlO0WnFhb+bX9b6vIV2ScgeCQu5PRnZsEjWXhGj5/K3Gk1FjjwWW5HK+GmMCwRah3UlzvHK54LjPYTxr4uzPB0LC2RE2IZKyXnn9GcnJvBX5glYFX+hIfmcbYtx81TO5lbVWpJGXg7I6owSHowanzLsATQaEVCBU2JCxBVu+h0nUXpNucKTE1hNvT5rniW/YgAGM3RpBoBDaplcyjjBbdduNibam3VJIpgr29w7mRhNgY3OTVqvlFGABSKSU1HVNUbbZOL/J7u4uz7dekC6VQiuF67A/OhfB3dVlRJIv2J+PfZXundN4lwkdLEYg5hr2eYqLUjAYDBgNR5SS5nMUnBT3LCMjIyMjQSbAGRkZGWeBMSA1UgrG4yHDyZj/3f/mf8u9u29weLiPEBIhiETLmW4617/IlgQU0kk7LjDVzEUJf3N6kYjH/eLbB4JKSQKAKNo8f/GCo6M+5zbOUdW1W1DbhbjWhqquWFld48LlK0BKT2yZx/0DZyY7Q4qcYGtTsTpihI1ybYQOVCXtROi28f6eJn438Q7j7tEmHQCvgqqG/3FU+4gkOSVi6fHZZ9j4PPsTTs78Tr5GPh8PmdmfpF8mCdYUiE+TpfimG2fo6iMu2+OLyC/oYPJr5rrg54iN9KwA5eqZJ7i2OHezbpaltSd4zizdk26RbGTgI0O7vYpAehc02whnQq9oWhWIUAapig0EW1/jNkF8oDlj6bAO8qcNwFUrl74LQV3XHBwexDHBE0ZYXT2PEAVK1YBASkEhC+q6QqA5f/4cu3v7bO+8RBTt2N9XEEzTOB80fGeqPX+1HxPfTW85EI36kypduYf7B7z9zjv8lX/3f0nR7qCqqjH3xevt4WRkZGR8IZEJcEZGRsYpEAKELJygI9jdO+BP/diP8m//5T/PhfPn2N87QAqbQkW6aLEaJ1ympp9YM+NWuwNaJ1QoKrSQLoo9o3KqGz6qsb9QhCjTXhNut0r6x31ebm9z9eplup2Suq4RbpGvtWY6mbK60uPa5cu+IPev/X18PGYymSKEQPlASI6gG+2UwDmya9saFMCguppgxqq1bpgze7KjtUbp1HTZs2wfeVhCiJ4dq2yQuRCBKZxMLwx+zs1zyUNulAUNU96Za2cppP0u5s7O6oFzNxmYl+xO4i9u/N1YWrKqF96vDSjlTIOduhn70zQ5T4cprUk7f16tneqrpSsuJbzefN8+99C22ZYHtTqS8dnNAO9DHC0mXEnabX5opzbbpEIoY9MZaW2tBpSG2s1NtDUtnk5GHB7shvpCwC2gu7SMkQKlbc5rIUAUgqo21JMJm6urHB8fcXx0TNlqhTI8X/eqMcL7mLuo49rMzwT/euCtNeIYdTuWXBulwxgEaDfGgvCOHx4ecvvWTf7Nv/iXeOPeO9R66iJH4/bUClG0WhRl+W3/ZGRkZHxekQlwRkZGxqtgAClFWZZg4PjokKvXb/I/+Tf+AoNK0VtaQRsbQCpEeU6CSgmBTUWkNVJKRGFNLYGGm2BKZERIZurPR4rlLJ7db3udVYYtoZZlwXA44vDokE5LMJ0MUd7EV0i00VR1TbssOedyAc/6fD5+8pjj/jFlYftstLGRnj2ZD+puNAH1BEg54tsYQmMJig4D6klWtNkUycXW3HWG2J1AQGd9VmfE0DiGqaoWPnkS7n1KTeOOtPy5FE+peTcwSyznGrrghPdLDkpqiCpF48eTzVQtbbRRhD0SjPBBvlJy6a9vmuMHK4I50m7cc8eZFzvVVzR9weNYzG/0NHrrg1O5HMHNfhinNM+QZ6f4xrnmaKYAbdzGjDunVJxzwpUkZIvjw2MOdl8226INZVmwsrqEqlV4T8Fm755Op5QFnNtYp9/vMx5PEMX8poSfadGr10R3gcZ1UeEN6dISLPU6tg/OvMM4p/cQAz2JEi+MoWhJlpZXaUn4gR/8kyytrFGr2l6Std+MjIyMMyET4IyMjIxTEVeWR0eH/Mif/BPcunGdra1d3n7zLq1CY4RECJc3NSGoNs9qHXiNlAWtls2xa1xu01ebVbrChE3j43WkJvkKR5FSMhiOODg8ppSCalqhtcD7ChoDdW1VuI3NTXuvjqlcAJ4+/Jij/X3rB4w3dU7bahw5IRBIH14qql4i/Agk0obomVM+7ULfh5EmaYdPhGTQaHRqBxr6HH+nSZPC+UCOTWQHgcQmpZjY9nC9WUBoZ+qOTyCW2RSZEzP1oHhHFdcHNormzvM1+jHwBNv7zLqBsue1/zFopZJSPNH1Pr/2WFRvEzNqHInzvqzGOL9uQGqE0I22GR1DeGvmya8nupbc6qTOpupr3KMx3tIBotprfKIrP1fsKNTOegJs0DUfBwqEt5Sn3So5PDrk+Piw0S5tDL2lVVbXNqimE6vYSoksJEIKxpMxrU6b3lKPlzu7DIejmAOYODfD6Ka7UskjD4qzF8n9Ua8e+9RlMpaljWEy1c4v2Dg278eoQGtNp93h+o03ODw64ObN29y99x7VZGLHMjPgjIyMjDMhE+CMjIyM0+BMaCeTCevr5/nRP/lDjEYDxuMxFy9usrq8ymQ0tMGrrJRo164NDuVUYSOceaHGKG3TE4XLZv8kC7d4Nk4ESsiDW3hHPc+ilAXDwYjdvT3WVleolWE0HtvShA20VStNXVWcv3gVZDsqtq6g48MDRqNjhDOdDf7JjvCGyMzezNmTZCMRJiWiwsWA9soxCCOTtb3B+qg2gwMFVTQlvYEo6oZWGJXbGX/ipA1z5tLJ82j4Unsi6Al/g81G0roY88rsrBZoZs8HkjxL7P1/VjnF6BBZm+RRWJ7uA0nVxCjPgR4mxLfZJK/IxjFyGxlaW/Pn0DRPvEXIr+tMDk5EDM7lzbDn+xkjVzfbJ9xc0gnx9fNMaUOtTLpnEcrS2qfosmWWpaTfP2LQH1AWMe0TBnpLK7TbXabTaWiVFAWlLDg+OqTb6XJuc5PHj58xHh3TWmgOLOa+xpnpdeg4b3zA82Dc4RVrbw2CfalUrUGa8H74Bgok02rM0vISRavFeDJFGM29t96i0+2iVX3yA8nIyMjIaCAT4IyMjIzTIEBIwdHhAe++9y5v3rvH3sEhRisuX77M9auXODo8pChLtFOzjFOm7GeCmbQQNl0J4P4CRzNgRDMokP2UULrGqt+pq9480h0uigKjx+zu7XL+4kWWej329nYpSumUJY3Wisl0yo3rV1ldX7c1aB2CHtVKMxxPHKF3+qojhdrEuqP5slfonJJspFVtsal3gorrqDDC5kvWzuQ3EtuowhqjXZsUEck4NEyf/aEmMbafE5IXS0hKnKG0c8p6+uPrXBTkKS1lVj02yTG94HxafbIZEe2aiQTSzxXhNh/qhWU11O+kGXZ8U1Iarw2BqbR0Zs9x7I0Pzx3GwY93cyw8AY1Ktff/bY5GzDXsTKJdsCvvJ+4VUaUcIdZObVYxZZOHqr21tA2LZVXhkkH/mGoypkhyAIOmbLVodbrWT1oY65rg5sf+wT6rvQ4ba2vsH+wD1qoibjTNPtc4hrMNm9sjEC4lGgSrizg2VhUWhR8bP5j2u5SC0WjM5oWLdLrL1JVmOp1y4eIVLl2+TjWZsmgeZGRkZGTMIxPgjIyMjDNAa0OlDF/76lcoy4JBf4SUBdeuXuDK1csc9YfOl3CWlPmFuVV7jCMujYuaeiZN2kXMFeqCYjlaYZVBd3lIKSRt9Ob93UOWux16HcnB/r5d5DsnRK0Uda3YWF9nZXnZ9i+p/fjokOdbO3Q6bXxGllCPrSUs7oWRLqCVDESXRPsKbfMLf1RTwU3aboJknpCK5HdEoiTqGUIZrnUq3AIiuIgmLCLHCy8KbW4+3zBAzJ2MNxu14HgsvBnUKyFGi9oZCOTs/43PbwyQDEkci6hCB/1dSKf0ClL/csdjHUmcHU/RrMs/eWPJXUp+A9HWCzYIjI/ybUmi0nazxYQ2R5dgv9GhXZonkbwXnku3WgW7O9uAoXQ5gA3WJLvb6VCWpVNN7VwuCgFIjo+P6bYkvW6Ho0NnPi18ErKky86p1wd9k36TQsaLjLN9TsNeRXNt9z2I03Hjw8+n1GfY+uHXXL1+k15vxUarFpper8u1m7dRql7wnmRkZGRkLEImwBkZGRmnQCCo64r19TXuvHGHnZ192u0Wly9d5O/95M/xj376H7HU6zj1NebltIvxZFHqTJCFTE1gfQ12cR98BD0cibDnEzLhEgani/4Ux8d9AKSpGY0mCd+ykW+VUvR6HZZXlkNbfCAvVU95+uQT2p1eJCTG1y/wRs1R07XU19NiLRQSTey6SYiTCIrvImi9+FwjANVM/tWgljWuTfMBe7KYkuDF5sxnIsJz2l7yPE1z+8L++Ock8T6tnhxFzjxDeE8YHyBsZEQiO29GvagncbMgtlejw2WBl/qI3+nUtUfmApzN1pn6FOP9YBPS3NzkEPEepZJxiebnwSRap+TdjZl27fFjoe1clO4d2tvdaQwp2GBs6+cv0O12qKsaISQIlwNYKXStWV1boaqmHB0dx56Fl0w0h9Wb6fvH6TeiEqJr/CUiLcsXIN0xHU+amELJv/uikJStko+++U1+67f/BaJss7y0RKVqNjbP0+n20OrkOZORkZGREZHj3GdkZGScAXWtOLexTrvdZmdvj163y//jP/6P+Zt/879EyIJ3vvw1pBQoBUYYjABhTIgVFQL9YCj91qNfJftIr05hs4vfuHz2YZD8WjvhDkGMai63Bbv7+0yrCoFgMq2I0XdBK01d1ywtrbCxeRn4Bka4SNaFRGvN0f6O9VVO8pT6IFaahOQELhXlURM+JkzBCtNODXc98ozfXWtNxMWpSlZQGoMsl8Z4biqSgrQOHFfxiqFomI/7EggkZu7MzOdAU5LPs8qtDVzVPDbXI39lQnwNmJk9akd8Y7ohOV9GuukwI9LOjmpTKTZO+YVoiu9uN9HXuzEifsPG+LI0s49Omzg2psn8/AX2PiEdyW2SOB14YVS2BfYds49Wow0IbwXgUmbVteLg4NDdK9wUsPevrp9DliXKKFqUgLDqN5qpUnS6PY6Pjth+uWPH2G8KJHO+8bYJkvmXQNhND1u1NftvvKqAlM3rPZHWyU6KEVCUBa2y5Hd+45/x+OFHvPyJP88P/dAPMx6MkLLN2toGOztb5GVdRkZGxunIfykzMjIyzgCtKtbPnWc4nvJ0e5df/vmf43fe/wZv3HmL4WDIcGAVVyEkIeqtk3WDQOnUHJ8GSZhImvziONUo7S+nISYMWBjPmSOxi+KwANFmZ3eXwWDA6vo6O88PAOXyGVuVtaoqllfXuHjpaqOfnvQdHh67/KKOfBsRgyMlMAlZ9KrdQvqqUyKqgwnpLAlulJucayKR0tJrAjGWzFOSVH4zje8+vQ6edJBc+kqYxi+8qhyY9kmEN17tFXXmyGGT/AohbKAnp7CKWSZFSkTnG+43GBoW2el12rEvoZndgGiGHYt1xUdoKVvSWgRNs/r5cG2e7NrUSJpIcI2xxFDrJgEO94XnZCIJ18ZZW9ioznU94fBgz41dMgZAt7scoipTgpACKQRaKQrg/OZ59g8PebmzA0WbdL7EvSe/eWICCU73QvyTFWE0PGFvjoIPsKWTAGe4+WgFZx3ev2pa01teoV22+Ce/8I85Oj7m4qXLqNq+yy+3n5KXdRkZGRmnI5tAZ2RkZJwGRypkUXA4GPPrv/4bbL98zl/+K/8uS8trTCcjppOpXayLuIgPKpFzpBXCmoRKn1bFL5RNJMOJUJVckxC8hGCG/MCWt4Tjsiw5Ph6wv3/I5sY6rUKilA6LcWWMJcC9LlevXHLtNY3fR4MR06pGypiKKEQnXsAM02NNIj87jqd8nj12gr9s43OqGhr3PTW1Nc1702BZFs38tgsas7jqRW1vMEyVENtZ8tdgonPnZ+vRukYbG1XZ561t9snfdPKziQqqp23uvLYqKXL+fmEWP+/YrlllV4Tmx5RSC/xTjca4AGe26fG98b910ie/wTLzauADzvkxsAGjJNNqSv/oYG4cDNDudO0GkjZIIZBC2nzdtUKgOLe2zPHxMf3BMUWrnKnRNim+p7JhYRBGwkCUfJu3s+BQ2jNPnO20iMH0ptMJSMHS8gp37n2JTz76gKePHlFXU1ply+V/zsjIyMg4DZkAZ2RkZJwKY00klaGUBf3DPW5cv8HlixdQWiMEDEdjF1U2qj9+SVvXdVicCikpitKVSmDAjaW9aH4WwiREOAnI44LzeDNJ39aiLBiNRhzs77O22gNTWzLhiJMxmrrWlGXBxsaavU03F88vXmwxHAwpChkMjKFJdGfJ6SzJMclP457TPgNz6mlaV4Pk+jqcb6uLJjynqAbzVdH8bg8m9yzowayqalJT5EX9FOFn8UbAomoEs9G1w6mG+fH89kJUfV+9MZEei7l//VAZ5qJbG4Na6I/tyaeeqXsBwzPe51gm18nA+X396Q/YVMDpa9B89u4j2r0bfnSsSl7Igv5xn8ODg0ZTtNGUZcnS0hLaqGRKONVYaep6yurKEuPhkMl4Gjerkn0MP3KB6oc2NYO4eesJkpHx/T3JNkBrn3bKEnSBsNYXtaKuK5uTWBrW1jdYXlpmPB4iiwKEQIoirSojIyMj4wRkApyRkZFxCrQxlLJFr9el1+uhtaIoJMu9Lr1eF60Nk/HImZnK6BmaqlrGkjMhBIVzAjZKkeb2jWjKRsY4Op0swIVjzyYsyPHum0gpGY8n9Pt92qU19ayVN4G2Zsc+YM7G5mboI8YE0vHy+ROG/SNkUYYF/6JUL6GDJqpWpyUJOhNOUh0T4jZ/fBGznG/nPFJ6clJ7/P0KjMKkgbiCKfosIU6V+/iT0iITCOJMVY3WKDcHZtsLqc/s/GNZvDkRlUL3xCSEXM9nxKwWG6zRXSnzwbLSPiun/gobyXlmWgWr9mSvopnMCjzZ9GTeq8EAspAMhkMGzi0htEAbut0lVlbXqKY2bZAsJML56U6mE3rdHsvLyxweHTOZVPgUwove0sZzSLuII+Umtrd5fr4MYWzk61orSE3VwduZU9cKWUikaNHptOn0uhjsRpYsCgTSbZ689tuWkZGR8YVCJsAZGRkZp8EAhaS3tEqv10HVilZR0ul2aXeXEEIwnYxRdRUIgIBmHl1flrALdP/ZElpPbhPC5D8Y0Vxme5Ixa1rpyYMQFEIynkw4Oh7Q6bSh1k7g9IRco7RCK83y8gZQhPJ91UcHe4wmA6QsbAqWwF8WKagWKfE14fc8bTCN82l3Iwt61RI+0d4ag2ASVdgW55V1P9DGSouN+mZKeoW5b6PVXoUm/XnFLQsxT37T/liomWvsw05VXNvsZkXN7ydcZzQuzxB+1kbLbPMKk9o0ondT40w3fppbM83nKgRoLcP4py7h/jobEbw5W0JE7cZhbwaNe79KBoMBw+ExhWyOb7e3TKfbZTqZ2mtlYTethKCqK9ptqxBvvXjJYDCgkM5aQ8QNjnn/62hU3ux6urEiwqsjRNyEmAu0Nr+zAxiUUWhtN8yElLTaPVqtFkYLpGyx1OshC7+hkpGRkZHxKmQCnJGRkXEq7EK83emyvNQBrZBS0m5LWu02spBU1YRa1S4Pb0LsvBmkI8MCgwx/ekXj3xkuYT+4iNIgrIumk2iFZ8JOEg7raGMoCsl4PGL/6IDVlVUqrRlNJqFY7ciNUlMuXLxEZ3nF3xpQTSvGwzEyJbyzJs8zP55oygZB9R6Ns6rmTFdTnIEERxPjefV0vqxFJSXkJJhLz/Z19tbFJr6RjDZ1Qk/A05RLNoK2/1lEeJplz5lqLyRJs/fNfG3w9ubzWyhNvmITwPvZptG6m+ry7GZCHA+BQGuNDXklSYNnBQVZxDpmNyZEKEdb32TfJ5oKcVEUDPpHVJOpjWSeVNDp9uj0llF1HcyLrQm04Oiwz1K3x/r6Oru7u2g1ofCbVY752icgGgq1qzjZUBGut8khf9ncFIrvhhA+OjrxURtA2tzdqrZ/d6QUtNodpCyZTscUhaTTW7LKcVZ/MzIyMk5FJsAZGRkZp8EIjNYUJWhlV+lFq6CQkrIokEJSTSuUM2lOuKhVT5NAOVIIWi2ruAZzzmC2aOKN9gOpiaQWBAUsnCYJmGMLtVGm1ZSDwyOWl5dAFAz6A4SQSGGJh40Erbh0+TxrK6tpZwGY1orj4ZCybP7fxCwdiy2YJbn+2Iwyae1tk7Lm1dzZz3P7AgvOxSsWKM5GY5XUVLVMWeHrqWaL6zzd9VKjaJBLs6CtySdLoKyZ8Gz5Dd2wUebiukWj3yI90bw3bD7MF2Q5pCes86TfupF75jajbhunejrib6814T5Pek1KyH3gKxMzKQfTZ1e03cyJ7dNGIGTBeNRHq8r529sLlFK0u2063Q61sqbG9tW0fvnDQZ92p83S0jLHA5sDOERsXzBUYWSlu8KkJtq+C96P17+7izdsbP5iSVEUzWjrhuSdVQhp3+GybFG2C+rpFKM1ZdlyavKrPIwzMjIyMiAT4IyMjIxTYbBpWdpli7qukYWwwWiEpCxLfNodbTQ+Vy7GBq/SVi/CmkAKpJS0Sm9ynJC/lPMGiKB8earh6WMIiJXYjPpyvFll/7jP8vIyaytdBv1j6+8oBEaDUgalDUvdDksr3VijXc3TPzpgb2+fdrvVGIuUqgef4Jlmz5rFkrR3llrNmk0v5m+iQR5mrzMz9GQhMY7DlFyVmv/OmiMLS+KMCnV7HbdZ32uQjdnOnWj97Ailmcm8O6venlY+M4Q1kRaD73HDjDpt2qKNBLPwc6hbzDcgmErjCJww1vQZgZSxTq8qpwU2lGWMU5ed97WTVlM6rw0orSmk5GB/3/YjSLUCbWBpZYWybNmAdY6wCml7OxkPELqi02kxHAzDSMwiLJxccDqh5/vtg3P5XM5m1nXA/Wq1EoUZgTDStSspywjqugajrcl2IWi1SsqihdYKbaAs22BsvIATd0EyMjIyMoBMgDMyMjJOh7PLLGSBMdjUQMYG0CnbbYSQ1KpGG5eyBKe4ES0jY1mykQbJFm9CNc0PDgkJDvQxsN1YRrzdfhoe92m1SlrSMBj0kVIELqi1QtUVKyurbGxeDPWE7uqana1ntNvdk9VZM/shPempbaSjs6R1VkGeJbKN4vCetn5k589HpEqbJ81ipu1NbdnyqVRJVfG8C3w1T0BPiPIcym+2qfl5AcEUrkxtyWKzBLPAAnqx8hv7kW6OzG9KNK5t7MIw5/9rZs43+mEgckDfQDf/fYLcYC4tA5GdTT3V9GtukvMQTMr4jSATSHDaGikECsPx0VFjDHw/V1Y2EEKide3eBxnMufuDASvLPbrtNoP+cMFw+XnqDpu4AeXTgzVHXvgLk9ndHMOySKJM+zdcx/E2woCQaKVt4DoJQha27YCQEqM1rVabopCYk3zRMzIyMjICMgHOyMjIOANsChVvyizRRiGFoF2USCmoprUzj048Pg2OFAts8GV7vJCJD7AnAanM6+4Nl4SFNM0LBMmN0LgMOO4PrOmkmjKdTvEqNIDRBqVqOt1l1tYvNar0Zp9HB/vIIvpQNpRVT2LmRsokBF5bdfwElriIWM8rrItxNt11Vg1bYMQqZHLN4ojMJ+H1dLbZFEPNAux8ES7gWDTXbtRk5ut8VY5eq9CLueuMd7ZNqfQrOzM7js3PNohb8wmmVwlUUJxjPXrOrTw0q9FeV57ru035a2mezxMcibMJvHkwtATWWzT4mdpbWnGuCRopbeogISTKqe29TofxZDwXQXpu/wLhdors73TDy1bod8LcUa8IuyvC9o/rpzbGTkXp52XcXMCNr7XYFgikzb+sDUXRQghotUs3lRutyMjIyMhYgEyAMzIyMk6FMdoYOu027VaJlCVK1TZnpzCOMNqVvBDWrlMbFdbu2miUdsTSxOi6noiExbCTj00gkZHYGgNCxwi43tTaimBxsZxSk+P+gKquqKqKSWVJlcCqxdpFgm532iyvLPt+ApEAD4Z9pPDqKK5/IjGnjfdENuNrj6bg4XyiBCZXLWRfJ9EtsCrwIr42Rw5PPJMeb7LQ9J7FdZxALkL3mqa74bT2xOSE+8M4z5Lfk3BCPeHe5JxoXgGATiI4Gzh5jObrsh/F7N5LctJ+k4BWdmNICDnXpfnmz5D0ZI55s2cpbB+1iaPkp51XlpWqOD48XFhZt7dEIQu0dhtTUtg5rjVSCLq9Jfr9Pju7e7YHjTa6nNzJeBn/3E4aQ2eWbHx+Z/+qp+882E0P4/4WhJzMBoF0778n0I7QBx9rG/Sr1e68+hFmZGRkZARkApyRkZFxBhhj83T2Oh2Wl3tMRjXa2X1ak0rtgvU0vScF1pwVY30NlVLW/5BmxNwgoAm/OI4HfInCr5+dWaVfiDetND3JKtg/PEQrQ6fToT8Y+httGhalqGvNynKPKxcvzPUVYDKZ2PzBXu2CJGKRa0iDqMwUAC7fq/8ycxliIYlLzy8igrMiefOe0+huNI02jqA3R1C/ooRPp6xFf9uTGyiMgTnlN6nXzN52GmF194mUyovwuF6l+DaCMCHCPJ+rNynHzMxZAKO1Jas4f2bnnzobWHyeYDfrmz0XN2BMGBfbXUtmlVKMx8Nwf/q73W6TRuUWIrotDIcjCimZTisOj/tASaO/8eWLv4VVboVvK7MwCDHr6S6iibmMyzCjDXXlx0dj8JHCvaWII+DCzSkBZauFlNKN71zlGRkZGRkLkAlwRkZGxikQbmF9/9Fjnm5t02p1gjlzanppF6Y+EA34KLaAC7Rj08A0CIUA41MlzSygDXHhi7BLYs9r4l9vrwiFm+w/sqA/GDCZTFheXkEru5iW0vZHG7vgFkKytLwERELu2zwYTZjWyq7RG/2NLYwkNpLVVL1rBjbyt6X9F/PHGjUsRgjAdeqqX7zi29z2QRzvBST0tJoWR05+9V0xr61K1NvZls6WoV/R7ZCRNmxSNLZkBDSiT4vZu8WCQTeNK5JmNK+ZmxuaQsgklZZ/P2Z9f9PPTcLqaXXqX+vbaTDUvrdGY5RCCEk1mXJ0eBT7g923KQpBq9sJAbC86i6AWis67Q5Xrlzm8PCQ0WiIaBXMIrQq8t9AvufGLRDm9Ak0TdK9L6/BJoeqjbKqbxLuzgfb8psZ1kff/hEoi5Lj4yNebj2jrpUNkjXX6oyMjIyMFJkAZ2RkfG4hhPhMfjzjrCYV48mYomwxqSa02x1LJrUP6ZSQ4YRkWJ5myY0UgrKIJqL2Atxi3C+U7bV+/RyCZPkfg82J5PwK3e2EiwBRFExGY/r9YzbW1yilRGltBVz9/2fv339tW7LzMOwbVXOutR/nnHtv92022ZIokoooU49Ipm0pVmSEsESLkRTYUGBAEhLEMCwH+UOcAEICA/4tQIAgQZA4sB3JdiKJtmw5liVEkk1QkhVKfDfZbDb73tvn3vPY6zFn1cgPY4yqUXPOtfc+9x5J8en6uvfZa81HvWbNfeurbzwkWm7mjCEG3NwIAbZIRkZYfu0bv4bj4Q4xxkeoS9mZZS556RahdINzHy6R3FWgMFxgy/crpZeOvlEoId4mv1X1vY+SZA2k1NoNvBHYf1i2g9uAVllIqJkccG7vSJzau+9V6FHm30qftv2JcqS1Ynh4PrE1d6EAZ9m8acaszpEQB9wd7vDqZWsCzTlhHPe4ublFmicwS3ohcZwl5AwQZtxc7/D6cIfD3QExOgLs97nIthU0tBXrtgO5jZ9yGzXfsPrUwmKN178ErJORAA7grPWHgPN0RowDOCfM04SUE1Bb9YV/Ojo6Ot5VDP+kG9DR0dHxjwopp4cvegickXPiOWd87WtfxQ99/9ewG/4g/m//7v8Vf/enfxrX108AEIZhULJs/r0oyk3jM6kkuJYvv9Q4dKN+gDU1ShNH1tgxY5F9Rr7EGHE8HfHisxf40gfPMAy/VgLnsDZQFN+MJ8/ea+vUZjz/5Js43r1CiBGgacVaGr2vqL4EoiA+jdZeVtWKl6luPj/cdoOjF8K4Sh3uZNEV2YnOrTa6Ufr9KPVtqMWPodHyHDQY1MVxWRPaS+Sx5cHrOdb0y5FgK3C7H8to0NvqOBaEtKQscnUvn38lztw8l8aEfvGZEIofrinDpDIu67s1TxOm86npembGzc0tbq6fYDqdpKWBYGbTOSVM0wm7/Q7z6YzzNAlBXnazGU81VyZ5J3NxTKaqCPuXk7B6doNFhLc+ZOs/N+NlmwacgRgifv4f/LcAEX7wh/8pDMOA8NFvIKUZHJmn6TGzt6Ojo+O7F50Ad3R0vLNI6YunBGHO4MycU8L19RVurq7wQz/4A/ijP/7j+Mm/8lfw0W98gq//8s/he7/2m7Hb7ZEzlWDCBELKjMRZFtyqFBaia78IGiRp6SvoPmt0aVtBN5xmgzsREabzhMPhgHGUADmcE6Cm2MwJzIyUEt57/0Mg7sHp1NT76uVL3N3d4fbJ0/W41JrcESM5Rk0ZQAQwo/rWvgEBvsj0FsfvWe03JHdxndHByyQY5Yr7deQtklo3ALYh5JIAZPK+0Bc2Qe6pv22D2xZYFZU1rY5dtzy7fl82zZMbXuxUZxtMY2pO9a3luA2ijU6xU6tzMUc3gt5QZud/XDeQYoi4u7vD4fAaMbQDcH19i93+CudpAmnwK8sDnKaMGAhPb2/x6sULzHNqN2v8K0tuLMoeQqv0mopbLDoI8EGwDMUEuoytt/zQoQRjGHc4T2e8fvUCMyd87Td9P378X/oJHE4Thv0Vnn/8EfI8A7uhc9+Ojo6OB9AJcEdHxzuLt6M2EigEpJRFVSLGp89f4J/9Z/8Z/L7f+3vwd//u38VP//Rvxy/84tdxuLvDB+9/oIvdvPBnVDWnLOqlbKjBoiziA5hn1FWy2DuSinURwEx+4a1UwHdTTwcKmKYJh9MZ19cjzqcTEgOj5QJmWXRzZtzc3mK32+N8ODWE53g4ql/lWrpiJlXslhSSK13hGgAoM1cy8Hm8bxqJcHUSG2xvjYWwu80UlgrlPeVe5OdG4u5rk5HEVuXcvOy+CleHyH1ywZb0eZTrzXm1TKd1VGm+xFKtXrLNHN9Ckv6758UsPrjie+7zVddpZRYC21X5Z8Jq/i+bRhYYWZo6Iw6EV6/ucDwcEKL5x8t1cdwjDCPmk6jDEeppSwHH6Yxh2GEYB7x6/RrTWUjy1siSNRhmCL2xRSI21qu+2DuzTvVtvcyNks+QIHrTNOOr3/s1fP8P/gB+++/4Xfinf+8/jXEg/PX/z9/C9zx9huPxgMwZFLpnW0dHR8dD6AS4o6PjHcbbEEMs6Ewqi8zr6x3u7g746lc+xL/yJ/4E/rX/+Z/C//H/8u/jZ3/+l/HVrwqBLUGawDA+EKIFKDJoqhOGpg3lajrpFD1TlyQVjKlqSvqYFibQyk0CYZpmHA9HPHnyBOfzSfiWRqzNykrmecJXv+dDPHv2BB8fXjTjlnPC3fGI9xeL6tIyriSmWdBze3UlSY6obpGde0jufRT3Xo2WseGC+3BAq88P69995JfA+uwZActZUbE+ejn10cb5wk1NESZQCWa2bNHlVqza0nJnFNtd3axhVLGzPFKt1GdDWscxs6ecmwjpAZJKzIyBM5npMUoQK6lLN6umE1LKGNSHV0tEjAExBpzzrM0mBB3/NE8IkbAb9/jsxWc4nI64urq51H33uW5CLcN0NZ8ZoOAmI21d5wp345LSjOPxDj/+x/4EfuzH/ijO5xN2A/DNb3wDMQ54dvsUp9PpH+Gc7ujo6Hi30LcKOzo6Ou6Bqj2cOeN4OCCljHEIIAp48fIFvvPpc3z07U9wPBwwxKjqV3Z5T4XsmEmkEAKnTK0UXf+7EsfKp1r2YcSl3KEmlCEQjuczPnvxAu+99wyZCcfThEIXs/hpZs64utpjv79e9X2aZry+OxQzTRGv1Lyz/NeDFr/bz0V1VBJvBO2i6nlf0CXvD7o8d/GuBcXY5KVL1fdhXFZt/bO7BJ0jSsQ3S2ojSD1Q3kYTSEijlFE3HazYZdC0Jfm1aM1rOALXzFntS05glpy6OZPbz5AgUbYZtI5tdpns29uTQcUsOicu7a7WyIwQIg53r5DnCTEOpRLOjN1uBJG4JRCRuAOEAAoBx9MReU64vrrGZy9eIk3n1le/GQFv2sz1F7s3cXkriZItj2NtUWH5tbOmGZMI7Xqj7iB855NP8NG3P8bx9Wuczyf84i//CoYh4smTa7z47Dl0/6zz4I6Ojo4H0AlwR0dHxwNgALtxwLc/fo7nz1/I4psJ59MMIuBwPOLFixeNeFkW+RnIswTjohBcZGlDVd62QzJVE2gy5lIcEQFGLgtypcoAxAR6Pp/x8tUr3NzcIAwDTucjQiAltCypkcDY73fY73a1Rm3f3d0Bd4cjxhiVuGQ5Z8F+lNBbfx2bwv2E7dI5U87zFh+qRTeKp5maX67vTcjy58Uyfc/9WNhiN8cvl7FO2fSIdhVVVU2cV8r0Zug1ac1iPi9N3VGsELjcIEJvG9TK+8e2nNJpyCXael51ywJqlTI4VKsH/Z2z1BnjgO98/G0AGdEH3GLg5vYWIUbklDW1mSyBKAS8fvkaT26f4unTp3jx4iXACRTXI2NvajMWRKV1S2uMeiOVCM4AzPod5Jdhvp+hpiUjEiuP1y/v8PJwBw6EV69e4ePnn+C9Z+/j2x99hI8/+jbGsRv1dXR0dDwGnQB3dHR0PAQGwjDg00+f4zydSl7glDNiiDjeHfD6OOH6+sYFwzUFhzXvr5EERlyseQm0WDkvCXLllCs10y3ytTr5HALAE+7uDtjtrsAp4XQ4lOuZgST5ZLDb7XFlqZB0AU4A0nTAx9/+DeyudgAl8eU0H2bOa+tNL2b7BrmuSfUWEGtJXGu06E3Q9hbBfeBGH/8cuCjRtqhkrwZ/ur/QBYm6cE+refPWifvbtTpAIPKRpB/aqPAVLSpdlrE4bfXYkLSbJf4zFx/Y1he5bgyxbvYwGAgsfr+q5Mr1WeoD8OLVSwBKIKlaSFzfvocQAnKem6jbgQiH0xG3Nzvsr3c4Hg9a73qJZG0EsVpbOJLtH/3y+RA0n/bicKjWIKIQk5sa9YUaxgF3d6+R04z9bsRnn32GOSV88MH7uLu7w+vXrxCHcdXejo6Ojo41OgHu6OjoeADM4DGO+OzTT/HpZ59hiIQMMXMOYcCLly/x8sUL3NzeIKWESn5JzYy5LoxLzmAHgipzG6yGc0nzgpWfIQq/XHJGM998fXeHm5trXO8i7g6v1fxafVCZwTnh6voGT9/7cnu/LsxffvYJQhyLPycAUPABldZtbs26l2OpQZIW1E7UXx88anleG5ArQV+TyEVdG8r6tg+t/X5Teu1LsE0MegQ5DQBFF+V4u0HtGbUdXrRxaz6U32YxUCigWRvw6pZ1O9iReTv3gMruAlzlLHmti8W0mTPfG5i9bVt9bjWAXMk3zbaRw3o8qP8xYVKLi+X0uLq6BXFAzkAkkiBXMQBEOJ9OOB8PGELA8XiU2zcNMqj6NKPK3PIK2yiTGzYbg2X6KvkyDK4fcCTfKe7MjP31Nb7z8bdxvHuJ3W6Hly9f4Wq3w5PbW/zGb/w6zqcDQojgL7Tb09HR0fHdgU6AOzo63mHQW/iRf+MQcff6Jf7Bz/w8whCRcwJRxDgGnM4zYoiIIRRT0eyU4JxkQR4owK2eK+FiWy8v5SNbYDufw+azayXV715YPRzucLXb4dmzW9zdvQaBxH9XFWxmxjCMGDXgjy3EjQB/9ulzxDCo6TaALeK7UD1bF8dWtha+ssUs2NW/letWCmUsSfI6om4diDfB427gS6QVJNGJH1PGxqets+tjn4+gN9GfHeRxZhcp2q7furJtThvJXD8H83F3c0D5KeuxYK/AuiWQN6CaUTftL3NfxjnbC+atIDSf7+vPRAEOIaovvrwz4zCgSNEBYsmhHZpPJ1xfX2O/3+N0PG33e7EZYG+x/UvuspW2z6jqroPPNVx8fhePOyMjhIjzecI0zbje73E4HvHee+9jToyf+Zm/h5Qnydfd0dHR0fEgOgHu6OjouBcEJjCFgKurHf7rn/pb+PVvfYIxRMx5wu3NFT765DnuzrMSCVsK19U/cxJzShJiGYoNtCyImUysq8pPJZEk5xmtSlwWxwpuo98YTT4fjyAKIADzlKRKckGwMmMYBlzv94tuy/3T+SzEIvOGuGkJj8mYrZhxFp9PUl9HLt9d0bAzVZmE8wU1xdJfaU6Uata6UJIbbKrPl8WxzTOP1tJWHbq/nmKC/HjC0mwaXOoyZ1x2Qn2wVQ+f18fiN3dKXl+90k0FjZ5eR2c7+JXdbdq092d37wDrFeoDT2DdeDFlnBEogHPC6Xy36gEBCLudqLScyjthk/E8z7i53iOEgPP5XG+6MEpku1bupFkwlP0Gau/cik/Fi2uQ5d0tftQAKAPgjClNOB2PuL6+RkoJH374FfziL/wCvv6LP4dxt5ftgR4Eq6Ojo+NBdALc0dHxzsLUui/2AxBnRkp48vQZfv3XfgV/8S/9JJgk+ei42+P5Z89xPh/B2YL/2Kq25kT1omkcJFgN56QLXmf6aaJwKcepnFRzBgPucuWMYobZqkyn04SUEzjPSGp/SoWbZ8wp4entNb73e7+iFZfRAwC8Ppwwz0nqvri0ZgCptogAIKkwXOXge+93iiJdJHELxrE65s5aAKHPqZq2rfPqdHumkvus6vQj6iuPO2LLz9QuWX4qKIYD/ly7ybA2jTaVlNtbWqa2ekb2DjT9ah5DDXhF+hhzDuU6IoB1wnkf4Pq4nfLLLvCTNU8neEk3VHZ89Ar/YkGCYZ1OpuC2oxjjUO4JIICiPDlmJBDiOOB8OuHucFjeDmsFtLUcdOeqvOv1HV68gvDPZfVY2B3mepCzpqxi1o01wjSd8frVpwABwzAgxIj/6q/9Zzi8eolx3JcC3s7fvc6jOzo63l30kIEdHR3vLIbhi/+JI2bMaS4aznvP3sff+Ov/JX7wh34bfuLH/0V85/kL/Owv/DKePrnFPCfsdo7MGmxBWRbGrbmw6lNgNhK5vN+i53jFs5ZkAYSqMlarOJ3PSGlGTgk558p3CGANghWHiP3uSmuW8o2I3B2OOM8TAgWkxlRWia00oLa72L16MvgQKfREUghGOwpU+86khMrf+4Yk93Pc8jCsjZcLLmOfmiOuQY8hHdvXtCbJl1vY3H9vlRvlGN8sH7QAI7+av9eLmjZFLlVRjSZE3Q9wpNDfzJCXxQJqmRrsNmyIAqbzGa9fSD5rolDIXAgBwzAiz0k3k3QriQk5ZQwD4frqCofjHV6/fu0q1aaqGXWxtrYRyhAhf7k3Q+4aBhBaD3Mx4UZJiQZmpDRjznMZWhtrRgYzMAx7fONXv45PP/0Onjx7Dz/93/xt/Mzf/2nc3D4pr2EIkYchdALb0dHRcQ86Ae7o6HhnMbwFnzgCEKaQRX1i7K6uMJ6O+H/+R38ev/NHfhjPP/kOfvnrv4of+ZEfkRyeyFUZ0kWuxQIKIWBOE44nMbEkqtpvUW+5kiEGO4VYFKctRZPK9UoeqZ45HI/FJPN8nkpwLGYlwJDFeEmh0khSwMeffIy71weEGIuCXMGQ1X9r+t26h2ZcMjaqPtCO/DJbyuBt4mSKYKkklHrbdj2MYnbNG5VtKKEXGiMlcdaNigfqTFtH28qX6u9WmqeqSotfrTeRfmwcJOGUl/L9bl9/6YRsmKg5ss4xi35uFhHSTr9fwkWQZg6NOs3NPORmn8XGgznXJ8Biyn843OHlqxdt81LGsBuw3++Q5wlMDApRiSmVa3bjiPOU8Or1ASvzdGawzuMyre2LidH6PjViL9n7uT2h/fucUsacZlWQ3UvEAPOM9z94H7/4Cz+Hv/pf/Jc4nmf8v//KX8YYBwzjrhL9GPMwDGUDq6Ojo6NjjU6AOzo63lm8VRWEAbF6Zjx9+gzn+Yx/+9/+3+Fq/wTf91t+MyjUhS5DlSoTdyqFbVIiyTqeYSbShKUDHxUT0dYkutDjchlXycjxQckXSkTY767wnbtTw2IyMxIzhhhwc2NBsORcIEIC8Pzb3yoRZoFpY2Cc6XOR/IrE7GQy6IBsPZNK8ISQmW+xO988yzqGiw5rHzYIozeJdqriWzGR5uXGwMY1m8dmNOaxmxc+TOyX83xFak1ptc+OgN7f4jqhGFqGkVRz8EX1V98i3qRpiGTuQwNkqY+rniECAmQuQsvZ6kM71ZZjHor/7ul0LOovIMbp+3GPq6sbpHQu7wYFmwukga8Y8zTj7nAnL7sfDYvs5eepP18U8Y2RJC4ztLzDemnUTTpSIl7+blAAoc3dHOOAYbjCf/qX/mOcz0fM6YTr61twzkAIGmlbTKa7AtzR0dFxGd0HuKOjo+MRqIGogJRmfPnD78Hp9WvkNOHm5on4yZrUqnadnMndKIgUsNvJ3iMF7wPKq0W9rM0JrOaXlisULDyEfLtsYc7ZRcYKOJ6OmKYJV7fXqLSZlJBk8VumjOvb27bDqtodDi8xp3OJCr0eGM+6V62HJGzdutFYU3LXOi9Lp2Kjifws57ebkvTcgrx8ATJwv5pqtGZNuC8UVq5jbEnBj4tg1JKtR/hrNvsFrcK/DQvCtLho4ZvdFCkmDquy62aE+vjmOmWqeluLkFRCzoqAUTaIxAiCS1m1jNrBDMZ8PkPyAlcLg93VDXZX15jnCRTFGoMQEBhInBBiwNMnz3A8HjDN04oAl8bo/o70SJXtInpzMybWtpq0S+YLBUmfBgDjLpZxKubSi/0d3QJDzglX11egAKTphNsnT2sEbwug19MgdXR0dDyIToA7Ojo6HoQk+CQGSHN9zvOM9z74Mm5vn2GaxaQ5U12V2ypUgid7DRggDRJ0Pr4Gc5bF8MVlK1ei69QnWYGTCsSikMp1wXHPgOPxjOPpqD6+QmyIZH1veWjTPOPJsw9AcV8IqOHFZ5/heHdwkau3W8jtAbSk8LFr8pYsCfL6dt0QqOGzLSL0VomXVdOSUGoZdKtwxIfazZXg3XPpWnC9TJqrKTNv3LMl2m6Us7qG3G9qDzV1X7pvC3X8shHYC0l+K0k1BXhRH9UrSpklurSOcdp+Ggxoru2MGCNevXqN0/mEGG3jRUrd7a4QwojpNInJe2lLQEoZV7s9vvTB+7g7HHA+zaDFhg85P/uWZ1LJftWMn15cY1rLnItxAGfG3evPAACBqql1FXvdbpsbGQBI84yb61tcXd8ipbmpUP4U2DN+Gz8dHR0d7yY6Ae7o6Oh4CITs87kQAGQgY4ZF/i2RlQGYqS8FUXUlkquaOxIhsSxc714+x4tPfgMhEuIQK/lZqD9e8a30iJwyRpu5cClEnE4nnI4n3N5cIZCkPSoEJGfkzAhEGMYdwrD2mZ7nCZzzg6bC5P5tGdhlZrh5pihaW6yijkflTn5U7PPjRTB2RO5SvtxtUG3IZl7jVUWLL+09Pn3QY3EfQV9ni7ab2vG5TCsrwdvqHTfPoB5bcqc617bvt1Z6n1UCITS1Uhmgwgvdq2J9HIYBdy9f4nwQk32fYmgYRozjDjmLxUEMqsaSpO3K84wxEqZpwvmkBNpDI7DXhlPz98BMwH2rpW31nRjGEQzg42/9Kl5+9jEANLl7S55twHbbagezjkwgMHL71No9Da43fdGfjo6OjncTnQB3dHR03AdqLT+9+SmrvyuZEulvM55BQOaMnLP6+bGmY9lh2F3j7vVLfPbxb4g6ZFGrS4VSgF9El6OkChmJKu1ZiN0dAmGaZtzdHfD0yQ0CQQN1CXFMWQhxzgnvvfcM11fXAFoz1ZwTjuczQtiiQfXYW1suN2yqXYiX3hc2xc21LRk2/e0yOfXk73OZST+G+AJuc4K01jZatJFf85Et1z7YpugmmrXJfVzd39Ld7bF5zAaCaP4WpFmakMvdvm65hlsOzgwi3VShDKo2++K/iqqyXn4u8lYQM0iDwxEB83xGznMzjuZvDDWvJqLic2sptw6H18ickHLCNE0uldl6fErkdt2NKZduCeBKR+O4R84ZH33z63j18ju4vn0GAMWygpkwJ3kXSXJH1RoJKOmoaGPTguuHQGCigLfx09HR0fGuogfB6ujoeHfxNqz4nPBkQpSZG9oiMQNIyMVvkjkrHzDCU6W9QASLJhuHASFe43j3CvN0xu2z97Db7zBPM6qvrvoTNxxY/Yshu5gz4CLQVqNLooBpnnE4vMaTJ08Qg5lAC2Gw9s5zwpe/9AGe3N7i1WefSDXa3nnOOBw2FLEqEG4cdN83+MtGjKrS9vbeDaXU7Q0QBdRgTNtYkgV2bZKgY5VkeULo77Pr1iU/nPeXyz/2YX2PJ79+CEpE72UwqGZYtwlraa81gLREYrE04EsEcyPv72anJIAyQ4OdbxBVi4e2VrZ543J7V9qybJ6aImqBnuSaIAGmOMtYhYiUxbeaKJZyOGcM4w7DMOCYZjBJ3iLbMMlpxjAE3D55itPhiHmeVwSQPdF1g2CjL0O2JKYMisAw7jAdD/j042/ifD7h9ukHxfRZgsvJOE3zhJQymn0cUr03yF8dzoywiCtg7VGizPM0Y2tOdHR0dHQIOgHu6Oh4Z3E+b0UtflMwUkpMFKoqQ1AeY4viDK7L4EJQCkfU74EC4jACOcFSB1Eg7K6vMZ3P+Ow7n+D26VPsb25BGeCcKnexsohbZZOB4oQItOSBCPM0YZ5nMEdRf0nIlkCCYBlLIdowgU4Zd8djWaj7cfGMYE2XPDFTkrpU1S4R4Q1St72cJyWhRiofVi+NzC7Vz0tKMTW5ZhctegzH0LnS8pVLdTWlAxSBRbAsm3rrSrYrZ9swUTJ9v8BsEbgvq67220ZQFF4CSPNYE5UJ30R8Xhapx5c2BASIT3bJhWUbSKUXDfVk3QjJuoNw9+olADRB25gz9vt9iTBONFRrgUDIU0YMA66urvDq5adComljfnD95nbDtLuLzQRmhGFAjCPuXnyKl88/AgO4ffoehrjDNB0BEMZhrGUsx6kMd+sHz8uHaJtyRJg55ZD4scYJHR0dHd+V6AS4o6PjncXb0EA4M4g4B5IMtbJoZ4QBSDMq+VypXK1fbs4ZcYgYh4Cr6xsAQcwdQwCFgGEcMZ8nvH75AvM84/r2qebetUA3svwXP+Fc+IGJpFs8jQJhnmekOYODRK/OGYgBqgRWdXo37rC/2jf3BwqYzyd8+vw5hnEsY+pJy2Xv4A01uBQguV5ocaWIlCwq30ah5ZAplIFVftxqwaNCWN17/rIZLPAYk2kTX9kd4XLGTHD9hkS5S7Fizoth9Sr5FiFv6TKtWNTj3pBaQ6u222MwItwI9vqZ2wLKdVQu2lKDrQzWDRq5lEr5GsXc7qVq1fDypRJgZ7GQAYzjWOoKJf2RFp3lPQhEyHNCTnkxo1zHXP01sF0lwjakcRwAEF5852PcvfwUcRxxdf1UfJNzRk4MIGJ/JdHXE88Y44gYF3NOLUk4O4Ld7Ii565iYwEyb7godHR0dHYZOgDs6Ot5ZvI1lIAMgorTb7XMIFI1t5hIMp9K3bKt9i2rLFsmWkOaMGAi7cUQYRpg6ZwtwgBCHEZwzTncHpHnG1e0thnEQkuzFVClcCIIzm5W1uVNliTDPE87ThN3VFabpLK0xv1FVnXJmXF1dYdzZfxKkPUQE5ITXLz/FMAyVLjUmqh73kSo7t202bORXPTtbsrYAWzfdJbXbrGbe2z6MD5HeLf/KLfNnec6XUjxtXA6oWg00WwjNxgn7y9FGfFpqn4/pQ2VkIXBTj5DWC/1qWiFtzQtzdIJGOBez29b/mglmHcHMpQeNuLkR3KxwZzaiTQ2Ht0joQf2E7R/mDIKYw5/PJy2l5pzmDFxd32KIg74zVEaUQJjyjDgMiCHgcDyJCfQGiaQmy5N76YgAJdEUCCEOmKeE1y++g/PxiHF/jVEV6MwJwdpGAeNuBwBIiRGHUDcJ3CNg7U5R25tG1V8xhEyUU3GH6Ojo6OjYRCfAHR0d7yyGuDbpfVPEcYfnnz2PX/+ln8ePfvVr2O13ON4di2pUI7eammXE0vyAjQjIgj7EAIsoLQtq8fMtfqghIA4D0jzj9Wcvsbva4/rqFuO4Q8pzMQelsnyvStwSRIQ0J8xpxpASUkrGIsBMqgILYRrHPa5uRI0ylcxizZ6Od6KaKeGxOnlR6SUttl5gBDBoWa2nrVi8rtXf5XKejHQ0V4hfZ02HdJkmLn16Hxsoqy13Q3LfanN5OGZavMxRbOO9rMOud8QSfox9X3279BttEdzadgsG1V6z3aESoXnD15qZK9V8aMdJifGyM2bYbCbABDXh5Zr/2oaBWHyvLf2U+NSLef84RHUvaNsHANe3TzEMQQhoJvgplHNG0Pfu7u4O5+mMOHprCPMVl8+y0VTngLk/hHEA5oDj69c4vHoN5oTdzbWkPtLrgpLvxBkYRtzeXFlDQdGNjw1TgFjB2+GlP3gStZkZ+OyzT/hL7z/TaNeX/eI7Ojo6vtvRCXBHR8c7i7wiAJ8DacbTZx88+ZVf+eX46uUL/J4f/QO4vX2ixMVIr6pgYICrb6OQRfGWTAyMRAgxCjGnKObVWxydAkIUVel0d4ePv/VNXO33eP/9L+NwPCLjVBbKRFy5EtCqs0SYU8LpeMKTJ0+QUsKcGOMYlDhA2o+M/fUVnr3/YdOMAAnB9erlC4kMa0GFag1oFd2Hxrslaa3eyNql9TUNWMbH/DmtpUIIhSl83gi2q4BZ982fh04Vk18CI6mivcgtSyiBolr11xdex7bw0PJvo5tqnYuGWbXF5PnSNkVLho3sbXbT7O394y/JpXMRbuvmj/4sg0QBxWqiPnW3uVCsLPRr1vleStfNJv2WmXB3OPpBKuOx218js5FdQqBQyknzjBAJu/2I4/GIec5Q19x2HBcHjPjGEIEhYjqd8fL5c+R5RogR43iFEEIZ1+DvTYxh3OHp0ycyDjm7vymFcpfNtSKI+9eDgXG3R5oTvvErvwjmPHzlww+fhmU0tY6Ojo6OBj3OfUdHxzuLnNMX/jlPJ1Ck+Af+Rz+O4+EO//lf/PP45jd+GU+evSfKTpbVvqlXPhyW8BEy0VV8C4kw7HZAjGr6fIlJERAC9tdXSGnGL/7sP8A3f+1XMcQB436PSmKoLooXMhyBMM8Jd8cT9vs9zqepmmWrKp1zBjJAISJiwcZ1EX0+nzQIlqh0mdexlVs92CuW6zRO90E4zwUTaffFom2vzjVtulDHxrmHPYbdlY+ROxnFAqDOigrz/a0EeEH7+aGNBR+VeL1hUNpoRDz7tj8elRTTqjlbbS/Rz5eWulS17ELyHE8zU2kLjsVG3Mt5tQ5wJtUE0mBPMhbn84SXr143jTTxeBx3AEj4edB3Rn9P0wxkxjjscDidkKZpYxOF3L8AmBAAjOMVYhzw7W99Ax//+jeRpgnDOCIOu6Zfy9nCYIxDxPXVrnyfJ7HSCGTuFOUhaGAwACztChQwDDs8/87H+IWf/XsIMeBr3/8DYOZwns6YU/rCPx0dHR3vKroC3NHR0XEPiAiH13d8dXWNn/iTfwZ/67/6z/BTf/Ov4XA44r//o78fMUaIqaamRMqaDilzJT1sHomyiI1B8qBuCJ4NmCVn8PUHN7h79Qrf+Pov4tXLF/jq176Gcb9HZkaa5kIKKsOAqkWEOc84Hk/Y70bMaUbKKhcbKWLJvbrbjdhdm9ln26BpmjTWlJp/+sBLxRQ4iwK46syFDjrTV7tKxtsrfJsPBEbES91kUqQfhMfhPvPnLTBn3BdityGCDIC8Sr0sa3lX27LLaq2/5tJ99TyrEk3efh3LaNKinDOnRoVszaQr2zXfc4tRJRNJ75LAcesAX4vuyPMPYJ5r6eweqVNE4QzXfa9Jy6EQwHnCdLrbHClTU2uwOAnCRiEgpRmnk0Q6P59OANI65ZGNnbYtDgPG/RVO5yO+/su/gk+/8xGubm41vZG6D7ixYW0/ad1giQkwau5vzmIebQGf618PbTfkfc5gUIwYdjt865d+Ft/55GN87/f9Fnzle7+Gw/E1OCd+0znd0dHR8d2GToA7OjreWTwmUu+DZWTGMAx0Pp5wPhzwu37vP4OvfOX78N/+9N/CMAb8c3/wX8STp+9B1rG5+ACXoEB+IU/AnBLee/Yerq9vkKbzvXWLWiYr4ifPnmI37vDy5We4+7mXeP+DD/H02TMMux2mdF7fCGkDzwmH4x1ubp9gd3WF0/mEZ09EQWaImXjOCU+ePMX3ffUr2um2uMPpjHmW1DA5LyPkbtywONcY0pZgSZf9V+9XYxeEugQcM1WR1tc8gJU6C9pog7b5nmI9nzWLYFE0I8BmCivUxtTfEB7qqxa5eRlfOF/Ht3iJk5DgtgMbuiRfOs/NYdI6GZZWSjYvOOhdWQLFleK4bgAZJIgWu+9uI8fuYfMH5uaZMOozZ84IGAAm2RBa9gnAMEZpX84AqwuAFjdNCUOM2O0GHI8n2GaA77BFeKZAGMYROSV8+1vfwKff+Rhpzvjgw68ACDgcjotRlY0HM+83CpwhfvYWpyBbIDGrx8Y4k242BMSYMcQ9TmfGt771DRyOB/zQD/8u3N7c4nw+Yk4zAvnwXx0dHR0dW+gEuKOj451F/Jy+oB5ZUqxECkBKCS8+e44vffg9+EN/+I/jr/7F/wDf+OVfwo/+gX8Bv+N3/1788O/4nbi5GpHmCcfTScliNVUGGDln7Hc7jHHEPGnEWrdaNdVHFDuUAFopAcNuwHvvv4fj4YhPPvo2Xr74DE+ePcNuPyIOEXmaG7IpC+qE8+mMGCMiRaRpBhEhEDAjiyLMYlK5G6+b5ljL5/MEZjXNVMIT4FMgbeT4xZb/qNm1bh2vbW7J3LKUrESu1lMSLb8hLJ/y2qB7q7AlObxUJqoFMAE5E0IgpGLTGgBkEDFivEBsG4X9ck1ydjuqdi1XTYqXZZlzri+PFwGksNhEcpGZxSTZPfZCrgkWhZhX87r2KcPoIPsLUCTg0ipXDi2ClxEha10hBMzzGYfjQgHWywMNkBzAhBAJTKK4BiKcTydcX13jan+Fw+lYym4KIUIIAUQRr1++xMsXn2GeTri6ucXtl25Bw4DD6wO8XXgdGx1fOPsElvrFgsRtBgVn2k6EMETsxxvEMOM7H/86PvrWN/Erv/QLmNKE3/bDvxMDDTgdD0Akl1iso6Ojo+M+dALc0dHx7mL44lGgKQRkztEW9cSEVy+f4ytf/S34sZ/4V/D3/87fxt/4q38Jf/0//0v4bT/yu/HP/6E/jN/xO38PPvjyh5jVzDGr6SUpc8g5XVQ5zaSzIpSjOYuitttdIYSI03TC808+wn5/g+ubPUIMmpZY7G8tuNLpfMZu3GEYRpynqeEYxVeUGQjNir2Qn/OUMKdcxVulLjVis4X62oaZf14YYXjGw8sPtLjWMyKWf7gEBPPmz49Tgd/E97eVJ9dY6qX2PSVenLH2iipbMwyx+7nf9JlLjuBL11H5teVTvey18LawIsFteaq2u6pr02U7ZJWP+uJjIIh5uJ700bK88l1rhfVkuV0BJZKn8xmvX37WVMvMGGJECAPm81T8f60qIsJ0nrDbySbSbAqyGzIiAlFAmhIOd89xPp0QYsTt0/ewv7oCE4On1AS4RvNM7Ws1iGZmhBAxjFHfa0mhBAYoArv9Ffb7G9wdXuHbv/5N/Oov/gK+88m3QQS8/6UP8T1f/T4wMk7Ho6jVXJrdWXBHR0fHA+gEuKOj451Ffv/9L15GIPCLVxFpBgUxgeQZeP36M9zc3uCP/k/+FIZxh1/9+s/hZ/7uf4P/8//h38Ew7PCj/9z/AL/v9/8Pcf3kCW6fPEUYBiCfMQwDXr16idPphLAVqbVarAJYEjQLECSL5XEYkYkwTUfMLyeMwyhplkh8kkn9T6dpwtX1HuCE0/GoSpr4IVp5Qwy4ubaULPpLiebLVy9xOp8lErQGdGIKhfisO9Au+5uOLcHAKqlvW1Rd0dOCApnP8Qbj8gGa7kM7vpcI5dJk+2H4IFeX6rM2auBkNw4PNdz6bIp6jba8rKNaEbSiL5XrLm8UiFmz+QCv211FXwLyjDbgWb13KzA1aR+qmL/Y8TAHY62vGRVu1XiLun48nXA8nZq6M2fEMWK/HzCnhJTE1LgGgSac5yN2xBjHEWd1Syh9hwXTmzBPMzJnjLsdht2IQFGCVkW6vP2jdZjabZmgGJBI0cOgpuIZu90e+/0txmGHF88/wd/7qb+Jj3/j18DMePrel/Ajv/v34YMPv4JxN+LTTz7Ci88+fdwk7+jo6Oho0AlwR0fHO4sP38LiMBDhMwqUUP34CAEhBBwPB3z6nY/xfb/1B/EHf+zH8RN//F/Gp9/5BH/np/4m/sZf+6v4m3/9r+LmyVM8/VP/Gt5//wN8+MEzfPPrv4B/+Eu/hjknjJFW9ON+K9tcqFj1eY2SQ5YzpvkMmiVFUIwEUv/C6TwhhoiIGdN8qj6JZLlXMygG7HYakMfJSQDw8vlzTKcTKASY4fDSH7bVjv1xLoauRRBbPpaGJy9Nc9vSKuF2OwWOsFef0oxLiQ640LTHzA+RClcq6uME5kWk5EqirZvZW48zhNQTN2OwIpDNGLh77VdhuUEDstmluR1elmPeN9gHvar02MZdxpSCe1ylPrcZoV8ZsJTXG4qzmNFbKc2cc1xY5mdQZXnbB5sAIASczmekeS7my/Y7hohh3KlKLXcElaqJxLVhmo8IREjzXO7NKSGlGZxTSak2xAFhiJoSjJdPoWmUvmK1T0p+SfsfY8BXvud7MAwDfvi3/3b81N/5/+Kjb38Lf++n/ham8wnvf+kr+D0/+gfwla/+Juz3V5jOZ7x+9QKHu9eY5kk2DzKA8Mjdno6Ojo4OAJ0Ad3R0vMMIbyEIVsxA4ByqsabJXyiL6fPxgI++9Ws43D7FV7/6PfhX/9T/An/kJ/5l/Nd/+2/gJ//Dfx//7v/pf4+//df+U/z3ftsP4od+4LdivLrFfoySgghbyhwuMEoXcKgcUwPjkIuUyEyYZoCymLOezkdc7fd47733cDqelTAwkLnySc5AWJqMSy2Hw2ukeUIIhBJx2oL2WJvZpaTZoATlyurgiNajU5G9ortMrbRQCRfqrw+AZW1j105fEiEs1Nj1dXa8PBBTO4mVpG6TjnWKI2u7GsLq865muBcKYcYW4buffTvJl7n4yLZ9Emt3M8Gu88/Gb9uvuBagxZO2RHZkCuHj+hjWpZR5XttJcF0t5Nw2AXSW+LHP/kK7VKwYWH1rPYZxj2HcIedJ+otK8jMkPVkAEIiRZnln5uks5tDExTWAQr2XfR3c/Fodhw2t9juEiBgCTscT/pOf/El841d+Cf/hn/8L+Hs/8w9w9/oO773/Pn7bP/V78Ju//wcw7q7w+uVzvH71AudpRk5JxpVt88z/8QgAUmfCHR0dHQ+gE+COjo53Fl+c/moGVwpk/rusq/Q2M4z4CHJOePXqJc6nE9LM+KHf/iP4sf/xn0ROE967An72Z/4+/uO/+J/go4++DaSEYRiRUsKgZssXgyxtycSMdQeJkHMCBSBQRLa1MAMUA/ZX15jnuaSuoVyV5JwZ+6ubjYqB4+ElpumM/W4PJolYG1yoWU/Yl+R3OwfwwqaVjFTft3ZvIwpflN3cBZfGk5z22LTpIumzzonprAqnj0RLfoGq/GqRi2o2WFOjlObmu79UyGjJv6TknYsprxxTcvvg5pBvmLSfIHl011yZwKTBrxiVYDreCiaJwgw0Y5ch8wkkiYmES+eSPUqsFVjvNaInGzfkTOdt6M7ns9TtdpXiOIICSb5fNX0mCmXDI6cZVzdXCHEoSu88z+3wazLv+hSrVzsDzqTaPZ7QjmOIA8AJd3cvESNwPr7Gv/ln/yyGIeKHfuD78Uf+yL+EX/v2dxAC4dl7X8bx7jVOxyPm6VxzSntH42bHYGP6dHR0dHRs4ouHSO3o6Oh410EMCqbeaUZfU/Zsoc9GJgkxEFKa8Nmnz/HRt7+F25sb/Lk/9+fwkz/5l/Hv/G//LfzpP/OncZyTKE8UxLcwJfhco031y1UttYtv+8C6UOcsRBgwNWsWYsoZWaM5A8EoDQDxc7y9fQIKOy2uRqM9vH6NeToXwkFNtB8qfKau/6t36Tal3CBwRius7MWN7QjcR1SzUzOBLVV3s8St69xGAxFAUczF7w8+5cTLglzI20UL73u6VNTsC21v+2HzZTnGDFN2LVDVWqm3a+rSwFsaSL5dJXvlAiOgoUrCAcUv1+KqkQb7snnF+r+1EwAK0TRGx2y+xQRabZLIM4kh4ng64Xw+Ns+SQBjHPYY4IM1J3wOpHyTty5kRYgQzYzq7lGLlHUdzrJROVC5Bdtx00UQKQUy0j69x9+pTgDJSDojjNf4ff+E/wq9/85v49/69/zv+zX/jX0cIAS9evMD5cCh/T2wzw79PlfbbJ5sjnQF3dHR0PISuAHd0dLyzeAsW0GBZfAaLGEvmxLdUNJHFLLKQH1m0Bwp4/foO//Bnfxbf9+VnmOcJX/nKh2Imi4wxjkIM0gykGVA/W4ucTLbsLaafCmdmWr47XsZKdADgfD7JGj1lUHbkiJSaaZdCGEAxqElrLet8nkT9VltViz1Vq5eAWJmzBsoit0B3Y7TIrcq+8atndYnu6Vgsxp9IzLfve+as8iMt0mMxL48ZkVaaGIQpcU7u/DbM/Nm3zTdpKzBWLc4k9QudaB7MWlkvxJ9I/HrJQob5jQGrcqsPtslTm5Bhpuqme1YrdTMCYM4l9VGtgMq8KmbezrLajsulOl9MsVaWyZzrvc4vWdrITZ9piDgcDkjzjBiDnpMGxCBpv5T+Fx9mZoAz1xy8gOS79sOxQJ3z5tkuY9bMRn1EgWTuzOcz5knewf3+CXZXe7z47DOkNONr3/d9CIHw9a9/HT/3i7+I83RCDLI5Zamiqkl588bozFKfcRLbgC8e976jo6Pj3UcnwB0dHR33gkFEDM1BaiprQAAoiTlmYZ0aIbkEqKKqEqmKM00TptMZRAPMZDkEAsKAnHIlE2LHrNxwpfdqiahqGdZ8uBDYacKcE6b5jNioa56EAAgB236wCfOcRM0L9b5cuPmaKSz4eHuU0TZ2eQ3Va3nZKwbafDN2reSxleZLrt1tFRSuTGcS3NTDhTwRVTLWtOECWvXXWF8dicsE/eHdGh+gaqveCu0/a4StwqDM/Fk2X5b1L8sWq1s/jtoTHSrxLyatbj03s/ef1h0T5uV8aYls247lJPE5oNvNlUAB8/ksLgUL/1yiCAojeDqXZ0ohIEJI+pwZMQTklHA6H3EfjPg347FoTaAAJsY8z0jHAwBg3O0x7q8lnVJK4qscAo7HQxnjlIA0M4r9N6BzPVtH4N0EhBO7jYEHLBM6Ojo6OgSdAHd0dLyzeBs+HgGyHqWyQPe/AXAluPK94W9ClqOqiCCEIDakJbgSaTqiLEvrQBLQijmrWqiLczYymBuiUtS6e/hT0sA5aT4jJdH0gqmouV7z5PYWu90Oh7Ms2q2aeZ5xdzziyxoky7igaHWiNApBNPXaB69yKrbdSBElHO4iFWwZRCY4W91yeBueKGkbOMFTEyOwLcG3fMnOodkaxaoqE6QttdMXsVZ/zfT5HlJiuxiGDYLbEMLywJ0WubiFfZFFzXU0LQCclvWsdyRsG2F1ruwf6ObAvDhHwDKdcNbxC/f5usNv9myhHUe/0RACIU0T8jyDdqO7mkEhiFqtQeIIEgVdlH1oAK0BOWccT2fcC1enN7UHSXArEGFOJ+R5AlHAOI6Iuz0IQevnomjHIWLc7ZBSRs4ZMWiE7RxK+wkAUrtpBejMJf/OVCPoToI7Ojo67kcnwB0dHe8s0sOXPIgs5o2b4ZlqehhWrlvNR4WwMihkoYBcTZJDlDQqdQHvlEcAjCAKFTNynnA6MOI4IkQ1bS1KJpacZRPTNJeI03X9TkXFY5ZrPnj/fdzc3OLw6rOmXSlnzJMo1Zy1g0roK6mo5NJvE9y7HOflBVvphvj+73ZfoxoK+a1RoV36IZjp9SUipnmWKVQbXxu1e4N0LYmoC9q0eb5e93joYJEj5PfCnkfxQNZiTMpP2Ho6raHtRitU5WYCKIuxLhd1HnW4ufau8X1eOELXnrD7Te5SXpxbtziGgOPpDoAoq0bQc04IMSCOEXxAOc7aBM5i/hyHEafzCXevD5t9LvCbNICmHBuRc8bpfMD5eIcAQhgHjMMONMjmVeDs0ohJfwhAjFFmShbXAlKV1/4SAKj5lrne5/eEFvtDnf12dHR0PIBOgDs6Ot5ZfPIWloKZgBCQx6VpcIlqm8FZ1drMNYsPi6pDTMicxT82RMRB/+yGtqzlwj5n8V0cxz1CCDifJ42GKwqypUERM1W+d9mbc8Y0nTHPCTuYvyJX80qtehxHjMO4cT9jTjW/apW4lVwtUu62vaFmkd6OoVGfWO4gsDNz9ViP0aIw9QM2MkzlHjNzNkHZrq/0YVG2qZv+wAM8taQ+Kn6u6/auAmA1SWLxgPr7WMissLqqP7YrM2ExFnIfUdDgaca3vLJLZRgk1VEdE1J/32J5bWYQsitUm6VlMjOy3hzgqbiVGUDESLndDlntl5QjAaABr1+91PbUFFeSb3eHEAaxCtCmBdNLc0YA4erqGtN0xvF0vwm0+eGGEDDEAcyMVy8/w3Q6gcEYhh2GYadBo2VCWNTxMiRFPXbdWPRIrCraCbOeuy068+3o6Oh4HDoB7ujoeGfx5bdQBoFxR1vZNasaV/xoAbdg5UKEODNSTqJMARhiRIwRpHaiF2MesShDwz4ixIh5mpCSRozODCZLcXP/0vfu7qDEI+NwOpU8qbaMzixm0SnnGrbXYU6Ml69fIwZjubKUN9V3tTfgPm0bZioVIAY4bN/szWzhNXinxi6iUS/VXq8GC5bemxb8qEqXJYVOw0vv1bE3IztvmfLmTdH2MsFdkt/mGwUg59XdjDbKlmzIuPHO+uxsbhYS2/ZhlaXZ7QGI+qtX2DMi75+7AAHGjusT4uI6vN6/MV97u7ean69rUAN7Ak5HIa8h1uecc8a4G8HIyJlBIRazZ5D0I+cZ40BIKeN8HwEmQiQxcz6fzzjOd2DOiMOAJ0+fgTngeDqV95YWm0Lr8kKdfwTMKSGlGn29bhq4Z7/47N8N0qHrTLijo6PjfnQC3NHR8c7ibfyBM4WqcBdvf3gJbNRPfX+Zlasx5jnhg/ee4Xp/hdevX2K0Vf0WOdIVbVaiE4eIECLyPGHihJxTjb5biGLbDgB49fo1AOD6+hZ306z8Tvwg52w+xYxxHLHb7ZomxBiRpjNefPocw7Cr5ZbVtmm8YbX2tm9yjXZSozVL22LpuC36L67eyYUQZu+z6wfLRW4mU3+X5FXbVGTrEsu4+GVTaAnwQ2AGkvJsKuGOEyrhbs2tmYFFIOoVg35Q+V34Ade+KXMkAjI5RbpeR45YPa6+GgDMLgtEYubPTizfKoL8+Os97ghI6q5bKut2bqG0V5XSnDLulLz6iN7MjJ3mAZZozxKkCvqIAwWcpwl3h1c4Hk949fpu3QXzdU4J5zxLcK+csdvvcH37DOP+GsjA8XAA59z6mS+mn7c3iIEwDLEEC2O1IgkAJLaAMy1vdob0p1gaaJmPnK8dHR0d3+3oBLijo+OdxdvwAWYAGcRFbPQCZLlKPmU2c1t3IUzBqddcXV1hHMdNlXAFv5bOGSnJijqEqBamSUywVXVarbYBnM9nHI53OLx+ibT/oDnPWU1SOePm+hr7fWsCLXlTZ5yOR4QYCuEhZDCHohxKUK0avEeiYXuV1u8cOBNOWpBZx+EqcVsc3EyDZKSnRnWuEZ6NmPqdBnZExW8eFCaOoiA/wveXxL0TIQCcCZyCtqkqfD5/cqPqPWIeNFc4kwNScs1b5ZDfuiE3afX6DenaIk2TqsRc/IWrCiv7D6ZyequARfUE56rMpXyLAl2flPNS1vqN4Ipqft9uhPaJAjj5NFVchmoY94g0gNUNgez9IQAsubgPd3c4He8waRokmy/MGWme1DRczOzH/R673R5DHEFRcn7T0pJh0eT274WMraQMQ3n/AgWn/tqGzGJcqQ0wV94rLk+1o6Ojo+MBdALc0dHxzuLjt1CGLdK/xwhY4Un6gZUih5oLtyxEVdlKbH6tknNUAlLVxStR3nIDbhe/TujNGWBkuS8bhQiwcNWcxbQ06D3TeUaeMz779BNcf+UZRK11ZpOQxfMwSOAea7ulfgKANJ8QopBuFbUXai9KeQypv+YxNpXYxiVvSaC1jBUv4/XHhheQ23jwrWjVx6oI23eq13AlYE2bHsMpSDNWMZCTlVP9mhvCb0eMYJN7sBcqezSt4QXZhZnI+w0H1Dm8vJ3bCOPtOOo1S2KXMmgIrU/xogyrnyxnbaM825izBGTLbTtrECygHU9FlkKG3YCwnFJ65e76RghvzmI5rhWLiB5wOh/x/OMT9ldXxWIgpRl5nrQRASEMiGNEDEJ6mRkpJY3cHNr9nY020PIAAJBaKugQh6CbJLwYebJNJ2w8H19+J8AdHR0dj8HbyBLS0dHR8f+X4LfwUxbLjkAU6qQLdIAlGjKEimZGiS4LEFJOSFltZJmRckZmSxd0gY3AKlmYOy6uNbWsqp0BIZCkm0kABcKnnz5Hmmd8+OFXcD6eREUiC35lpBSIccDu+rZW78jg4e61KlaMan7rm0o6XnWs1jmF7T85dn8lV5U8ub4vqYOxL9oq2w8a4E2f5dpWaaZSrqi85Xpy5TzSpnTZVPbjuoG0Mk3QG8m3/c1Q+2PjKSa0VS1PpUu56Tua+xpVXMIkF2Jt8568mm3z323WNK33qjcksNWi17CNCau7BrC69AgWcy8IzZ7Ok55tN6B2u72q0ezuJgSSiOzH4wExBkznGZ8+fw4AyPOEECKGveTvteB1dZPA+epuddzNB5sfzWkl/lXBtw0A0r8tNpmy+kPL97C50WBm5QHrRnV0dHR0LNEJcEdHxzsLegs/oXy2BamVTaDA5aqyKC4XtSTD/GOJAoiTKIYgrAIHLaWi1fftBW4h4kkiURNJMKCr66f45JOP8Gf/l/8r/L/+4l/Gl770ZSEauaZsYsjCfhxH3D555rtZ+n13dweQ5g92fM3IRjYhi3Vsll0p45dQ1d9t2WwdIdczidrubSwkStGs0ThZe1kNuaix5utpZTAYD5k/e+S8bJcrxx+9r0iyoE4XNL3Gl5hbsmxmu4CQ1tIXu2GrwO32yAwm1LlsGxxySPZbZLyoXmIlrutANa1um2ONcs94Oe1Xz7RCrCEIOTOO53Mp1/8exsFNuVDfZf311e/9PvwHf/4v4Mf+8I/jcPca17dPMO6vMez2AEQ5tnFeB+xymyZ+D2J5jOooWrtCIAxR0iQBYimSNa2YPENyI2/TVksg1s+r0e4ycEdHR8cD6AS4o6Pj3cVbYMAUJJYQ62K0LmjF7JhNpqJKdUhXuwwAQdRhIQmEnDNiHEVRKuLrPYxomfd2vQJHs+ZVriDug4zj3St8/2/9QfzZf+NfV7XrWMxVCx9S8h7GAbvdflG/VJbnSaJAbzQ1K/FaqrK8+Pagj6LlSjbJzFiDU8Bq/ZfKasmv+QYzp0oWqz3pgkDa7aqo+zof4MGXSXnLOrcjQfvLL29yrOv01y2UdLhIyn5MNtpYzLFrye5XPd6o9CQKKhGVKraJtJdxqRB8+cYIjhKXIGSWT/rCMJRnZlMkSARniwK97Oxu3Avx1HdV9VaAJajX4fVrfPWr34P/2Z/50/jShx9iOk/il7ve0WiHqRXBtzcXFpezG1sLxiVRo6GqempIbS1Wd6qyO8o2ilDL8s59Ozo6Oh6DToA7OjreXXB4Cz8RKWUJdGMyEgOceEHGVKthU+YyiBghBKQ5q4k0YZ4T9vsdhnGn/sXcxHRak6iFgrd1/B52Ziabf/yP/TH8C3/on8d3nn8HPoUQmy8kIOr0liMlgJxml1vWt8f6Xc3APx8uyJD+dCGnG7rXveU6AmZWweSOZ6zU31Wz7uEWRNtmzZLt1uUgXpax3Ny40Po63g9dr/YK9pDYN3s5XktVldwx1iPkxonLFVmfgV1VchkBWJpv02bdtQYpl5ob/JysV1MJkOWPk5LwnDLm03lVCQEYxhFAUHWViukxtC+//s1fw7/6P/2T+N/8r/8tzPOMeTqt2rvRqdWWw/I8UB9ZfY7uiQTJ6V0JrW4kNc9GyDE3d6tHPVu5Nnc7Be7o6Oh4DHoQrI6OjncXH38RQiYgEHhi4Dex4wy6GDUzU120EzuDxSIMB6Q0Y86pkAkKusRNSRb1LjBQQ0u45UjLxe1jXUUZGZ985zlev3qFvN9Jmh/rXSHsjBgiYhzKXR6H84SUkqS/UXdjdgph0fFWwa1qaZUMLclX/VrVLnJEwqnBpYzHwNRfl0JJpDcU9dfqaQg22vofEq5X51VhdG1d+bNudeGeB7oxYtUs19VLFIq6We9TE/AqfG+QNF6R9Jpl2Jna+kYEAieNuBZh6YDXZuBlfC0DcK2XiDQSOYxdy11UTcprICzXU88sWYKgzfO0GjcbIRdircxDI9TXV9c4TxP+4c/+rN5wWRsoPvu6N2DPZWt7YWGMoGOmkZ8zA4hg3Twi0gB5qJYUMm+juFrMDGRX5EJxZmgAsXix6R0dHR0dik6AOzo63l3wJ2+hjAzmxIwBtphnYmTKmq9T1vXEAFMGkKuJMWu+1JyEPAZCjBF8OiMEBqcZ0/EAUECIEW2QqA00hIzdl/X17MhzShmZM66ur/FyFsJRzXtl+Z5yxtV+jw/ef7bZhPN5RkoWqMgTL1Px5HO5zdmvclH5NvrFmi/XK2HN+drvQtAYWKun6/LJqZdA0PvkmJg4yzGfrehNA1AZUVu2dYnsM/SUi98QjqFebqd0iJORysV1Kv7LFPINVnJa5pbbMHAtZnfWlHQmrcv2GXSTyEdvZttQMDWTCUDSWrOrw/rnu7zuc4k6nSuJTqklwJ5o+yBbzTPSvL03t7dSN+HiM2wGoXylzcvLCKpCDYoAZ8ynAzgnpOmASAFjDEqGGfOcUfNTL9qhQ0Zu08nvExEgGzuP3hbr6Ojo+O5FJ8AdHR3vLh5hYvowNA50E72WEBAATsjZFCGqZopOnCIipDwjcwYhSJqcEEBhwDDu8OS9L+N8vMP5fEJOk6jDIcrdapK8Mv1UkuF9JBmXl745J0zTjA8//DLOz0XJrb3TCLwAdrsRT58+LeV5pDSLiXND8oS0kqY1WgpewdpEprst+5DrhXYMwDrwlBvXosxeINTNPW0u4PYuRzKUTS39fo1Y3YfiAk7Cp4XjBT0xl3qarEhbLV8Et2pONd1qZdrN1jHAtDE++ixED2ZU3/OWYEr86GqG7EuhMvd0y4OkQJ6V/0bbYGjuKtYR4uGaZatExz2V3QepuyXBLenNbE/T6pF7UppwPNw1dRqdvrq+0o2KXOqp5RKmacKcsvS7Sae1MbTFVP7y+1ZMkonBCZjmA4iAGEeMuz121zd49foOFAkxVA05Zfl7QsZjcwDbvMlc1fslUTcVvCvAHR0dHY9CJ8AdHR3vLLa1mTdFkGX7wgSz4XIWG4rbcyKEKWFhifpKgTCdJuQkptC3730ZV0+eYTodMJ3ucD6dME8Tcs7IiTEPASEKEQ5EyEjFINUHLzJOeGlRPqUZH3zwJXz04iPMXrLMnqwwYoz6qS1ommckU6ckYo/e4o1LK6kK5YgnzaxMkIA868AVquykRTeOhR8Ycdl6pp7skSNolm851HuNlZuJsDiRgvPclr1swz0wBbk8iZQBpOZGIlRev5hKq/JWvq5vCFUKS6RmtKSumDbrRY2KXZpW1XP75FP02u+cJYo2KeevQZpcYwBk5LLRYrVkC3qlbVn5Dy+Oef/zQtaDXHc+n3GnBLi8cpwRKGC3G8tmCxEhRG/izMg5ISeJmt68xxtoZ5r4dgcKCHEAzTPAWYnsLJtZDOx2V7i6fYr99RPs99cAgG/RN/TPApV3lqyT+o0pAxzlhL0qm9BJyu5zR0dHR8dFdALc0dHRcS+okF8zpQQYTFxJZ1G85CdoOs6ysAcAFsK72+1wuLvDPM+iDk9nMaceBlwPT7C/vhGyeT4jzRPmecbpxRnmPzmMI4giiMSkUxb7D6mhgjHuS1AsU848ncnJBbIyEq8L8sPxjGlKCEH5XVEYc1F3ly3Izu+0IagwM0+r3xiAM//ceA4FRojt+Oaa3/w+Q1t1UQDd7ayKuDHUoEpklRsvghcfcmMLXHMPtz7AS4Joc+fxxGWLJK9MhAuba/2R2xY0uwwg4kI0CxGu0mO9twSqkgBURJeM3IVks9gql3nHpvjapk3ZFOAyVhbgqr53G/1mCTQ3TWdMx1OtExI8ahgHgCPOZ7GuCJHqvCAC54xhiLh9couk/bjvMTDErSFosLicE6bzCfMkFhI5J8Rhh6vrW4y7PYbxCuP+BiGOQM5I6Vw2CcIg/r7ZLCHYcnoTigUCa4Ro3fYq7gR52ShoFOlH/CHo6Ojo+C5HJ8AdHR3vLL6QilYKqTpiqzIKCQacekbcEJ2iq2ZRhUxtpACECORU84siJ6QsBqIxBMTrPYiukeYZ4zBiN+xwnk54/eoFTqczgIw0zbIQJ00mY4zc/QII8ywL++PpgPN5QgiEELiobp7ojfsrNK3X9t29foVpmjRyba6UlwJIlT2m4IRTUfhEJasEq5Rd/DGNBOfKjT0BWZLdjeez9d0IVoua89fKYyMfLniX5EleNNluu2dKCZHLFy/eTpXEq4Pr4FafFwRRomtHGvFZ7dNbYl4tCoR0JW0iNaUyKlGOgZC3hlvLlCBva3sMmxdNoKuW2za/AVGc2/RPEjV5mmdMi1DczIxhHBBiELP/ogwbCbbgbwE3N/KuXRxGI+GcMZ1nnFJGiAGRBuyvr7C7GpFSws1+X9OcEYEoIqWEnDJiCDUAHWfshh1iHJDTETlnpCRzJxBQnJyDtpQl1/HiCboGyuZLZ78dHR0dD6MT4I6OjncWIb4NhzhGyJVUVhNMT6NsUevIhFewNMptpFBStkQKjWbKjggWUgpJnzTs9vjSh9+LcQg43h1wOp9wd3iFuxcvcT4fcT6fpY4snp0hRJfqR30fKWCaTkjzLJGCHddgZXshEq6uFnmAFafDHVI6q3/yDCDBnF5ZbW4dlS3jEraTwzYEXdhFBnJor2ngif2CEC8J8paCR6sP9T4jG/YYE7eXOt6+7EZTBQGSG1puYlRC1hRR/IyNoLbtKrl1txTopZkwNigRWR+sU075bTYA6iSQOeFkRbOhNpK8aIbsfWgU6MXx+rlVwBtrgBLFCu6xUTHPDsGbZdcI1UsFOCcpOHNCZrGqQNlAYAQKiMOIrO0k0jmp16Scsd+NeP/ZU0yTmsE3nVWrCBZ1nAJh3F1hf3WN29tb3Dx5D9c3T/D65Qs8//Qjfa8sbVoExVDyJUOJLTMDOWMYdogxYp40N7FGlWfWDTYwGrt5t7HG+g81c1ReDu5EuKOjo+NedALc0dHxziLGS+a0jweBEZ1S1azvywKeK/k19cZOEYFIF8ExgJlxns6iEFnKF1cbCkHxi/yM8+mIPIsj4G63Qxye4eb6CU6nE07H15jOZ0zTSfKYnjXolipGIRKIGTHugGgymGsmG6En7He7xQDIRefTSUm5N6OVBDtsSrIjKUsht95khM9FvLZI0N4XuNTPdVxWZHBxjJcflmRmo4BFwK3NgGNb3diouo2fxKvrIXsajpMyxHbVEU3lnVvz4NFQ0VcU3AtBnVh8lNv5XMeNjYDp9k4goKS+tolj/r/NzgfrZoj6+MKsAJSUUk29ZYNYjKfJt6V8cpGP2+di401aBqfFM8kZcRyxv7quBFgnewiiHM9pRhwG3FxfI5XOJNiDChRAISIMI3b7EbvdFa5vnuD65gbjsJONgzzjrJtLsum22DkhXjRfSf5AJfi5mEJzDYKlc7fZaNMxLMPho1rr3CIQhl3EA7G8Ojo6Or6r0QlwR0fHO4u3YgINFhdGOKXXnaufhLWQ1uvPgDPm5IMiEShqVBsjXFxWsIuFsrILYoBYAmPNCTlPmFMC5wyigGEcJKrslBHDhMwJzMDxeESggJwzbm6uENUkUwL0sET7NeWTM8bxCi3k5DwdkS2XD9fERgFq/up8NYNT9+6ncAsW46tcqHDtiS3Wu1R/10reOrr0ojVLtXqTXG+cIsfry+W5uZi3TKqNDbsAa+brKV9cpYVB69fl3Oatc94728KS1ZqqErulGNLq6kUHfbymZZwt3+hCxpMGRJPWEPKif63vsd1vvsbL/mrV+piDBjJj1ycAGIYdxmGHNJ3qBpZFsIZFwwbEjSBjiAPCsMdud6U5e+V/YRgwDBEhBHDOOJ/FL3+IOwSKdRyM1Ptn7V5jGwtonWALHUeYZnufUfrs046BSAwvnCrMQGMAEYjyMIxqLt3R0dHRsYUvLo90dHR0vOPIYlXolJllRFtUWWYpHjKQiUu6JAueYwt+1ii8zcLfr2ip/rIba+ArWwIzOCXklJBzAmuQnhgj4niFnDPO0xn7/TUGrd/IKrEpdYR5nnB1c4M4VjNoq3c6H0Xhcp0OaqrLTpmiomxeAsvCvwSI2mBOC04rA0DteV6cX6q/vgkXw+fS6iMvQx0/Bk3x9iTrwcyLa8oY+UrqvBCT2a35dRmFvK+6WplXUQ79eBr5VUsFa7vNCQnixk1rJVCTKqpRNgDIkmLD5pa1C/p4dAOCa1RpSSemFP0Bv2dzJ6jpl2r/QpA81tM0rcYsRvEBZt28kTK4lqF5hOMwIGfJ7R3HK4Q4IJC9KwzkpKbQZpoMcCZYMnCzjrCx8qOPxXjYOzsM0jYwI2Wx8gg6YNKPmlrM7wFw2Tjxf3YkHRkRq8vFF//p6OjoeFfRCXBHR0fHAyARcYvfHQA1lW0JL9cEM3INAFAowa4o2KKVEShK0JpqN40SMXphSktKHpgdGzY1ietV+gGU24jVKTHynBBDBENMLaUMUbg4USE1u6sbDKMzg9ZiD8cjpnlSH+CWqORsS3q7Rf0sidoFfIOMNmBUkceavq9ublTcxXlPiJfYUn+X911a89/HBarYuHlDo9CVunzF7clNrlw+0IPkpPgva+0NjS4bKY8hN+tW1LZQ27HS6LWv8NInXu5pr2KdPyWdWLlPrrV3bavvNpXTPGsQqfY5x2GHEAbknHTo9T0i946oKpvmGXOSNGO+Lk9Jue4ilFkrLdW2arPrdJMGuv0BLTdjF0eEEDQ/sXTG7bSVe6uYa9HnQzuEbP3qvr8dHR0dj0EnwB0dHR0PgbA0OtTPUCUsoy6B9RbOsnAl8fs1k0QLUhVDhHnKLhW2wmUdqWiUVfYLbwipuPDX3PxApQxtpyODWQkJM2uALhZlq5YOADifjhpAq2mimDxrK+2YNbU2aYPS5RlrFdRduklmazk1Xc09hLicfoScWzYM0A7uG3FFVTN9vzYJssE2AZZjsHEDK72idlSbrhL5zEvw9E3I8z1tcX1YRu42c3dpmhRCquJzrgGqrLbaHtTozuQ3exZVBk3nlSzi8bp5Vo7N07pvJG05TRMyzy7Hr7Q6DhEhKsksKmxLXcFZiOic5T3dmJL6Kuro6O1B28FOUQc5dbpubrXPSgl0HEAIyJzFWiNGIeq2cURtU8rzZACU68nyKhDWbhodHR0dHUt0AtzR0dHxAIiQl2a0QmTdYpoDAhM4JyXF1bePiNU8Wcydh2HAMA6FPHjG2xIIXTazUWUXZdqcDAmyAPfr9uUCXhW2GAik5tsoRWdZTBeSlPQ7GsLEiUsgIatCyEqR9prKZVvAotvCLcwdgzaSVUyiPbt2473xnZGxYBWX8dA1W+cfUS7DRyo25OZ8o+Yv1U9mXNomuFSjPJPLJIfC1jnyU6w93tRezZPr+e1WVddUaoR8byVhpZJ/ts1x7+8spFumxaU6lZjr9LUA2nGIOB7ucD6f6zzToa6zkQtPrW0PkmM3SLqkfJ+y7ppf3lLiwnEXXv/1s9vQWbqYj7sdYqRCzjM7CxLzC68O+mgyLa92P0pE6C4Cd3R0dDyAToA7Ojo6HgBbhGdniggmNYuuC9KqgslKNJAsrou/rSprQRUvEZ8Wvp6lGkcqyfHvYnZKugDnRdsudgLDMGij3MUanIlITJmvb64xjuO6NaEqglJca67J7qzp4UWxa4xF7Wr/nx+9a6mGFhNz12dsfbfbCCtT5zelA28qoDXlJ6wtBC6Ue4lsLU18fdNIt1VMDV7dKoyPho3cvv4BNbslHvacXOk6/lzOQKN8C+Eys365m7Hyt2aANP8ygUBMmt3JRYpmlAjSLX+u86ZYUKgPbqWCogDP0xlsubbdgOXEmM/TIsCZ3Zl1/yUKEWWXl3s5MibJstWJ+nCYAUdeybf/wp4OAFztd4hB/gbMOeF4PLftZFeYvQeqpjcN0LnP9cKOjo6OjnvQCXBHR8c7DPriP5IflXPOmqvXla0qLHMGI0kwKGrXxQQIt3O+wyEE1PwniybbQtszFraFNNfFtSlc1sxm3dwugs18NMZRTS5r40TFFAaScsYH772P641cwIkZ05y28/quurAM4LRQEgvJMOUXkDDKvnPLQh/BTL/o2n/Brx+6dqmmNuTXdgI2K1nvWAi/ebhiIsmRW+eJ3u82YgC4/7rrBGG0xDIvqmNTSUWtLQL9oo0E28zBxnjVyV/2LbhaAsglYoKfjfxCFV/iBfEF/ADWPMBaTRtkWy+Vd0vMo+W9jANhGEekhVRv+YKZCJwDOIlpdaCNZZHfiyqvohyk5RjY+1inQjt4/mJLDcUSEyCE6DbKoM+smlxLETbP1n87SP4QdAbc0dHR8QB6GqSOjo53Fmmev3AZBCDnlIvqA+Me2Zm/mk8iF9nPso6WhS/J+UCEYRgxjHsA2VkP15UzFYWvsly28lyKIUGoDbVLyiJZvmczXw5CZJEZCJU0iVorQXT2+x2G6BVgQUoZh8MRQf0eG1NblwhWiE8lvIGqU6puF2ifXB7g0lbnwFoYh1O5GkXsCyq9l/DIctrIzhts1yuujfznle7LpH7VDMdWAxXhXk8trs7LL1zFdLsno/gLE1ByObfbJ7IxQnA+rM7hl9X6QB63zVCde2zXywV+FoQg5DezkPmcLnH/ll2WNyLXsuS9Ez9aFP9dmyMMihEUCHmWd0/mrbxHRAHMsxBha/O9+yzsWgJnlSHnyJVhc92eMq/eWxRLi5QzQiSMY0DOc6uCl3v8jheKFcBGczsB7ujo6HgAXQHu6OjoeAhl3cl1eUkqoRV1lgAOqgbrd6AQzWmekbOkZRmGAUP06p2WfVEyMkVVlDJyslNR48qCeb0kZmZJ4UJoTCwDUPKKloU6J4QYXSu4dDelGdj0MXVNXqii7cmNG5bqsN23PNQMzyPU4M+DR1KHpbrLSOCl7y+Ez5vPaWuC2/6n97HqryErUS0etIvIZJzNUmD1QApk/8EHt7IPudRhQdjaxrISRlNRlwVvf5enrLYBFnmZ3MaRUcbSbqBG9Go3Qbz/sZVzOh0gKcXq2GYAyAGwQF02lwnip+8UWBBhmifJkb2QvmtoKeuvvIdM7PZ6dIK6PweNtYYfG/2934mlRU4JKWWczrPrnHbU6rCCHCFeDjVnvvS4Ozo6OjocOgHu6OjoeBDLFSwAJl3AO2KZTZHStXquwbDmOSFnRowR4xARB1ncc3ICKvLGApZan0I2KqFLYFoshbcsIAkqGwp5KWlVdLFdfEcJmPM6KnEAYUozjucJMQRjyrUM9gv2ItU249dsCizVT85+EOqQ03Lcufn1TwrcKP8MInbEi4vy5y28K0Jlxu76UjYe3z3Pi4o8mpqWrq/1BxqCW5XdrVrqlKESCRpAk7qo3uIJuVRUPWQZeSV+awCsRZsIqajMWyAdyiFGHF690mN18wacMQxB0nQV6wypxE8t5qzv63aKqUrP9R+d80aUl4HJbK4zVeuMpss6f26uruRrzkiJcZ4mWMxtCqFW7N9/I8G+mUbA/bTq6Ojo6LiIbgLd0dHR8QA0xk1Vhpb2iVmJMDIIlQgxJB8uM0oEaJjZZpGOuA0O3KiLG4qOF6Fhyq2PHotCaK04+8Q5IWcLCJQrB7J/WVI0hUFIhPk7ciDMOeN0OiNQaInAphorlC4UgsCNMicIWOcCdsPq1d5NMvxPBoWfZVVRCZpntqFJ7mL92MwZWl1QUt9ssb1FVOXlZ6V04JRL8Ut90PE2d7/zWnbks9Hk3Zd6rW32cBU/N9pHIKckaz800jP7IG4ZCNHeId+6ttHFer8o3fW9nOYzANmsqcPGGEbJtWtFG7Uur5xuYIQQhCQ/sP1Abl6aQl78dS/cw9Z1/W5v636nJtCp+r8TWzRsLdCEamubjZ9/dqXZJCVQT4bU0dHRcR86Ae7o6Oh4AORkF1lwsj/RRPplONNosPoZiupKhBKMJ1q+UiINnuV8L8mvpi3qb7NsF9VRm8XFNNOa4XyAVdkjADknzJMS4I0IR5wZ+3GHq733AZYF/nw+43D32uVZ9eTXHErJnVHlj7c8FQlqe71RlhuDRb+a7w1L+8cDhhKuACBKGwOCqpQzWoX7gZIuhIcuCmu5dNHJLYJMQLGTpdWJi61oiBSvQpe56upEZ1VqM1pS10yFcq/MUQ5QZdo2PYwxaoqsKH3OiUHB9kT8+2AkONcgbFTHIgOYk/r7N/ssQoAlUnVuBW8rhFmjipmSuz1ONofruybbTwHqP7+htldln5spbuftXSq++LluZOVCeklydRdXi1qk7DL5cmUc53lu2tPR0dHR0aIT4I6Ojo4HYQtYW4QGJZm2KGZdfNaFdFVIhQSkOanpsZhBX6v5oxCCARZVdr0ClzoLJ1YCYuvflTZ4SZRVUpwz15RGC56VmTGMETHafxpKR8DphMPdK8Q46mFra73G6gjawJS5kG0q5S3vXYzz1telYPpPgPyaYbhZppb2kKj7FU1Pt9EonbWoUsKSBD9QnswLew6OdC01fvvHHr+d5ixz2Ux74R5RMfeF3KCTu2kfSZuzBaFyQbLslcmljcu+bD1Mm0u5GWy2fNdRNiHMfYA543Q86Z0u3BYDw7BTiwclywyAAopKqu19LGGsfteV/RcPgEUXuPyV8FtANUWV97UHS6A6hphrlzemBH1rx52KeYYNl9yROfE8p05/Ozo6Ou5BJ8AdHR0dD0B4A1eOEWwRGgBVYm0JzYUs+2BVwJwSOIuJ9DgOuLq5kbJzLn+JqS6vtV7ScvzqWomrV/yUgFxa9FqbLIeq8QperNgZGYFCJcClvwASMJ3PCIGK3rvFUB3VaPRQLlcV1rU6035eyl2Xv/6jhqf4HkSk5qv3R3WuZLFQwfvra8glXZQmmyMEUCBwWsqyJMGR/KFC2KpvNsEpwOUaLsebp2VcWbtde+WfH2rU9Kxty7VtrD60tXvZEf+1aXXhe/bbhkTLmy3iu+PTzMC43yMEjRJduL/eyJoCjBPWuarvgSqyzOwylG1MSgbAQdOnLec5cLXXIFjMSMw4z3MhzGIRInmTi9O+a/8WYZdI1tRma+vo6OjoWKEHwero6Oh4GNkW5gKnxjCqOTIk2I+56zG4KGNJzRvHISJnxjxpoqRmtbokL4CZUzcmzXptoYqeKGwJq0BR8ISEcA3mTJXgiz1qQDRlaqG8ztMZRFE7t7XgV+XNggm5rjWt9kGztpu75taPJSdvGetRRzmS8zb5vczPl+P2CLUYWCvoW/foc2UiNzO2LqSyh7JoRlNUDerExoXr7HdB00oVNu8an19XpfdrR00pJuWZWXQ7PDVOmAsuV0XoUm6IoaS/rftE0u5h2Glu4Noon4ALgap/Omc0rNrBP3dj/b6u9aBq+8zPeeNlsP7lnMUqg0g2C2zDwYJaBbm4tGzr9ZMdrYVT9xf96ejo6Hg30QlwR0dHxwMgAiNUYkHud86aAEdFHrJVelm9y0o5pVQW8swZUVXkuqitK2qXnEYqX0g6RY3zalejvl4CI3OuwYuga/5c180xDthd3fi+F0znEyg29KFtFZVBgC2iPcE3k9AyLvbNy4kettpf4h/T2vwy+QWArKTqfvJ7Wf3dJr9bUYgBACFu3rPiXNF/q6l+XJVrt2LVHTc3NTYUXeTWW7j0UC8oxNhbJRTzifqv5J9mbKUdMiJq6Yss0rLG0dKNHrkvhLgKfm5f4zjCSL+5DlSDCgZyFVgvodRpqaP8uw2qT5WWN7lNKj9PtL5gvsdqQi9KPdVnpmXIBhiUY29M/srE9aa+tOvo6Oi4D/2vZEdHR8d9IGgQK64BeABUMiPKD+dlMhtZ9JryOs96fQiIkbDfCVPhnFAXvUqKV/6x5kdI5bAF46nxsu5hhUXRE4WrEGwlmFKG/C8OI25un7pu1AX/6XiQ27ZsLEtgo/WpNX33J8OCFG+BNsv9R4n7yK831b23jIZQbqW4esMWbQUvk4pc28on2GbEqg/FRMGXVTckljU4Clw2T2yPY0nGjYIt75ObasTvSwq0kNSMQvUKWW1zFmta60Jqp9TkfwIg0aL3+31Vrx0x9/l2mRMsF/AavBjA1vjYerImplQGRNTdjMrC5Z79btD+SACwaTrDIroT5G9KHVQj4G4Q1oHsdM/hH/PL0tHR0fHfMXQC3NHR0XEvxGyY53mx4Ax1Ua0miWxkspgTo/jmmjn0METEISKG0YqXX0XSrYtpL4DWRbzSXWW+7Nby9y17hShQs9AnXdwXdSlnEAUM4w6u6oJ5nkH+PxveP/UCd600w+t/tpoPIGbUPMCLG+2ulUx6T0cff8mDWHdJ2i6mz/Z9W/1tye82pXy0+osiiOpgbt8PApA8vQzNL3/dtltxdv+un6mnfgz/yDYLKy4CpSzj3XpvobSL3QavCsuctzmj0cwtaxAJuZynhMPdAb4w5owQImIc1cLB3hsl+mau3/Rh1YUKaj9Wt17zhnc3s1N8laE3gb01WbOZXkuKNELQiPHFTsLL2jaW9joQt6elYQ/vynR0dHR0dALc0dHxDoPe0k/AQi0zmO+vfLY6CzFWk0bmJEF4AFCQvCXDEJrbmKup80rFs2scSbbFNZWFvVujr4iLLtBZgv4wc/XJLMV7c9VtNjunSVPKtErWisFoGRb9dpnftSJv33sJj7hkWcPnwSW+Xfl+uhileZvEtgzoTVkKlx0KR4S3HnL21fix9Z90Ul9oAC2+cSMh16jexu0WhTdNk82fStzseLCo0oUV13KYa8xkySFc76+5kl19RMgp4XQ6WhNrcRq4joKa/dvAs/rAk2xukb6w906vsgFFdW8m+AFoB4FdWDD2pTfdpdJmUjIv96tpeLBB47JpQTYAmbB43cBgJNsV6+jo6Oi4iE6AOzo63mG8LQZMzMtFLuqi0y/u61VUjmdmnM+pBs0CsHPmj7aiJiOKpk65Ltiie5mttXCjyr/bZhLAOSPNqTazqGtFclN1TQn4BSqwInel0sVK3LUuaZAoywssMPK/VFLzohOOqC24Uq1hG4+hAI8U/Or1zErmG1vUWg7X69pJsXggm+U+QIk3+k9WNkPyEq/q4uYXAGdpwBtN0QONqzKt1WKuZLx93GvCXU5rCiW5lZCzG6dAktbI7TSYxQSR+dguqLm8lvrCyfxe9oVzRhyC+Npy3SiqjZRxYCXD25OGms/NY2gigy3vqvfRBXP50aUby5lxnmSDiRCMGkP8uGvKprpJ5UuyceDNvZGOjo6OjhadAHd0dHQ8Fpqrt4nIzKT02AgbAzmX1EWksmFOqZghExHGnZgZo4n9FEqxHlR+++i5Kgct0h81ip0iqw+zY9FFmSsRrHWRXojFBlJKm0GLNlfcRhYZhdC4lqORoElztzZ2vtjiDG0VF459EfK7vL9yMtogqjUwWoANIemP3WyKaQ1i5ajxg0pwUX9rles7CYAzC9YnWS5r54c/ULZqFmX7oqkdFFWALWBy4X8LAk/lGC3urQJlSe+lZXkL3nqLU1ytNgJKul8CmDOY53XbdfMpZyrf7Tfrpo+cz+7JbMBvLjXl+4Fp+1//Qth7V9tgeaODBpRLWfL2Zs6oIbVk3BOovI8XXstqHS0D+tCU6ujo6PiuR88D3NHR0fEI1KW5BqSiuujnkj5Fg0wRJB8rO+KUE8wsGHDWk4HWhITWipupVE1CHIbkCQUcY1ivf01JA1jJQq5KsBMpmTPiEHF1fVMP1mZhmpIu3pcNvA9thtXNYEEARA0O6+OlT2tysjzypiv/x98vKY8kV+36bCDH51e4IBE+uv76DKr5s9tOIAISy3zz7tk26s7qQERCLufbcE5cjoYgQabKJotVq3OZiCTjjirAeUOd9sYBlcTL05cma55bCPHjzK06rciFRGcTexcDJ3M4bQTBkrzICcypZb+l51QCUFlO57USb2bfq9KlN4HBaf06EOozYJAP8u76p+9yVnN19sweRfk1Bb79G1T2lspGgKjonHNKq8jxHR0dHR0VnQB3dHR0PAhWYusXruRWn0CNRoVyjfxPzC/nNIMzIw4RRIRoKVCW9aCSKSEHVIgC2HK0ogaN5koq2BTHC13IyfKpWpsZnCqBTpmx313h/WdPm1utW+fzhJyyrNE3c78sekQb0ZeaOxz7LhU5GdNf/Eh2+3nV32V1y+sqZYpgJ9ub8rtKpVNky4dk7MvnW39WK2/RQ3v4YU3cCmn2cAKju1J++72NElktgxfGYqwhmG3fh7R+P28XPBY2gsvDFgNNPttzr/MTEKWVIUTfBGXfr5wZaV7uQDBSZgz7nURvL37rOoq68SQ+wtK/EIIGpkqulPK267RUamubMlwjYzc3lSHTgc7sdr0E4ziUkck5I2UNBsd1y4gzxAo6oPj/Nu4OqO8nZ+a4G7AfxodN6js6Ojq+i9EJcEdHR8cDELGKmpW7pcGx4FVEVMgFlyA09bZ5nsHMGIYRIUYMu71ckSwCsv3YQr0u/ttoQxtm0Ki3Fc7l1toxRMQYwQwEU5FVVvL+nQxCjAHXV/vNcUgpYZVv2AgYAFHAbSNAfX9NxTLlvPQDTkjOoGIizGvO+IigPo9d7m8RXTt+ySco5xmyoTGgBpeqPclL7lXIrxVuhLmt9V6SwqgabdPopdQqDScK4JTbsyEAKa/vKYW5fND6IbN2sVjjEwI5gq9SZAhQt15tAAsptPnk5wgRlUBTTNUE2Ei0XVOOKaFMmREsEBTbfOIy/MxAYEJOGWk+r4eQCcMwihLMLESX0MxDAmCprSlQDUS1GKnGIKH5t5FmtRwpmVxqs2ptQaLWAxgGJcBZrs8pubmi5vaB5DE2KjM1z80U6szgGCNf7febinhHR0dHh6AT4I6Ojo570FpbOhLjFuJluW/pVgjIqmIGVZqMnMRhQJ7nolgJp1myVi9voax8jWiztSVUH1QLLtRGMJITQdMvaahZyTrkFvqN6JazBA1CJWjWmpzFZ7JE990cqUYzk/vYBfJprpf2Lu9s2788sMYlUnsJm5q1q5zdlcySp5kQsdxdEH/Ox9S4ptaXokgvjxTlkS9ca1+CXjhz7Ue2ElyPiFzd9Zw801zVW9gGyYK0l/a3R0009ser2T0js5hXk+sQLcZB9pDq/AkhaV28qsf2IUIMyCnhqFGgS4syYwiE3TgIsVw0Ouc6g4NaKlCRl5uikAFEffSFeto+D6MlurABrG0u9xhxX6nwi7EItTxiFquP8ndAvpBzwGbtm6V4Simp6XhHR0dHxxY6Ae7o6HhnMY7jFy4jhKDqqVPSWtm0qGKVqLSLemZGSjMyi6J1Op8xnf2C3Uh1rqTF7JwdUSWuVQnhpsojqRblOYstpSXHrxJyPSG+nFWRI6g5Kfu7Ufo6pakGDPLm3j7KrTdjBtT3OSCiPa4nS6N5yTw2iMibYkmot4qzlm+rv5qKJgfhHfBRq9tp4A67mvNmpQ+T3zcEAcgM0rnDPmhSyHXO2KPfIkd+vEuAqeD83CtRzo1K7zZStpyB7d6yyyH3sg6Pqcay2cD1/WEWc2RnXmyqqhNJASLMecI8nUv7zDojxIiMoJYLUkJ5Pa1NBDCH2uoLQ1Mnk20OaTM3bmGIpYXcIGnPyPdfJ5spwACQ54Q5pRoTwFmRWCNKGq7aKi2XjbwXmv4WZlVHR0fHO4seBbqjo6PjARCDOYkSqMwRgCynLaiUmfwyC4ksV6hq5KPvElE1f6RUffhKjbJI9kKdLbSLCSgDynicZqZ5T1drX6mfiBBC0OsrKSnpnCBkxRSxqvbJpzkxcsoQv+ZyshZSGIXdLWPVRo221toynsu9jdb4yPW7kPuW6NrnwvV5fa7ca8OweAZCbpWpMYMXzrOX1V8rIbcVA3hUuqNFg1nvMxWxuduzNgbYpqgh5NVl2/Wh0KYloyPlcBTM8gBNyiIfDG5Lgnc8U8bRrlFreQTSwNJcTPQtYpSZQhMAzjqx9YDtnYh5cMJ0nlZdohDEXT3bnKVyP4VQVGSbn2WaLvpB7T96bd18sr8D9YWyd6nm6fb5u1ntycdxV8rKOSOlXFXoYB3Vd2Tx7Er6tfK8nGzf0dHR0XEvOgHu6OjoeABiwmmErZVX2QLWNOvPSlaETFafvQCCRBN2KqJeXdx9m0Utl7oMUqSSRuaG8PJWxFplMUqDa/uM4BVCnxECcHV11dRpxZ+PR8zzLKoowa21fQOs8UYAV41ZrOUZXCTHVYjfe2E827ttMlcj8KVQv2jGKpiQv4ZI/bezmXu37HLlYlnYo6v8sX1oDtx/XyMy+88MsN+XAGQgvAvwvUPLde65Qm2MS8ynVFVtqlOnlL80dGe2TRAxdrcg4qTHbJ6bL7hRXvNtNQpp+yusj6IGdQ6Y5jOm2QhwfeC20STB33Kpt32tGBRp1e52ZNz4+ajY9qkZM/OxzyDKNZ6Vn2z6OYQaBKtsEpWNCLc7hXYuV+ZddxfKXg8RL9+wjo6Ojo4WnQB3dHR0PAQiDWisOmBJy6PKUfm8QZJNdFK5kQJhmi3dCqnZKDXlAYAEFSpFaAydRVAkAOXP+Fok8h3QC2hhVkogyuK7nEVVi3HAbjdakfV2AIe7l5jTWSMgMbYlMz825Fqo/V1caflxqbFrfRxo9aFtUiENi/TK3ld1I+ZR7Vvx5axRoVYpqtreuD60z/NNld/lsYac+/Oqii7TMJGa7Hvr46L0XgwqRjVwt+fyGoCJXPuCTbvlA/WvgpsiYlkgKZZI213Mqr21g7K5UBRg1/+6twQQS2TkQEiT9FXmttWXEWNEiLs6RvoihsUmVgyEYAp3Q2jbsfGPuOzzqC/z8hVgBNls2th8sH6Pe3nPssYHMFNxZg0qVrfGXAR6V17Z7RCzdCLk8Fi39I6Ojo7vYnQC3NHR0XEvCJqHxb6hKlYEk9lM2GFHkJgkXxCRBIKasyx0hxgwjFGuQcJCt1MVtxRSaq0ymF6rqiPbZWjX4aueEDTNi+8MF1NTo+7D0P6nwQj96XhEmp38ZkSxla1rO4Hik8ll5OyMZ0uz/g7b3OOBPhkyOw3ZmrPBqbOSfdtY8LyqEK4EVffrzRfJbzPofOGiN0MhROvmt3Xy4oImVVfbNk7c+OM2gcxYxqUEqVIb/ACAA5xvar1n2c1i4s0QP+Ql/+Maq8vng2bNOUxYsO+ifqrFxGJDI2epKzMjZ15YAogP8DhEcJ6rSmp+xjpOeTER1uppnbf1n/JXACBCLqba7qGQy3+9nH+6WxFI/gaEQDifz5jOZwQKQnaD/DHJFpa7eWX1oTcdFuuSWLY+vvhPR0dHx7uKHgSro6Oj4z7I4juBLJUK1BpWlrym5Dag6ovLCM5PkqoVpZIralbIG2yt8RtliQpLer83dlReYwRkRcogJDRGR9514W5xt6Sd2RGRFtP5jDwnRCI0HpfbkaAqgVn0jlAJcQkuRhvNfgNYmh4jHcnS64RSvNRHSriUSC3z9xrR0lLArlXMD6U8knuW2FJ/V0fegDSz/8TaB98OAoAgAchWbbU72/pMgM8WbZi47KrY5g6oSQBdAlaZD2tBACjr+wIqhs2w6OGkOxVMoFDdC4ykMpP4zxoxdUy6fV/q95zSaghDjIjjKHmLyzO0QXAbMuQm34UJ2I6X+mQHn+qovqNCRTMAi7y+fKdXH5Cy+NeDxFWhukNYo9y7VOz828ZmICEQDyG0z6Ojo6Ojo0EnwB0dHe8spmmdG/RNoeQ1Eyx4jV+Mm7pZF8i2PjcOZVlwU0rISVIMhRhUifVkC4UhNkmGghAGWfi6vLrEqDJmVTK3F/FGIoSQcHPcGiy9yJkR4nb07DSf4M2BjczKmt/6s1TvNPhWewfqyPhGO6KwsRdwCSaIURBRLF8iv4AEirJzCxBkSJkJPuKzBbyqCqm7oUFun+fnRCE5l8758wGgomrWi0p+XuSqfjYpkBbwPCvpAaom1CUVtvNJLU+PLvTX2lQaV5+8bLT46SIbM/KO1VzXmblcV/tYSWVWopxSUq5Y52AMI2IckDkXKwRvsMAAEEJRbv2/7bC0JLycKBtZdTOKmGobAc2htBwfKWinucBFvfZvfbAit2eSmXpnLiqwbhbwlFJGzj0UVkdHR8c96AS4o6PjHcYXIyIAdJGbNX5sXekX4ldynYouZGS05ukkQFOxpJwQY8QwjNiNI4CAnCoFbNVIQgmVu+Wz6eqG1n2pt6aShRAQhigEOztzVa5L7zklXN08RRj3yNOptAQAzuczcs4IY9wQsZb6Lddz90aBFlJVqTEtyn0YDedWomTCoSlp2QdlNm7oChCyYWl/TCJekKHVAC+VvXqPEf/Ppf56M+PV3b5BcoEFRy5ThtvzpRxCaQ+12yygoGSzEQ7LjkxtSKhepkZac85tX1VwLfmEmxIl33Ap1D0T73bNbkYXPplt40etGJg0WBmBc1pR12EUApymowbdWqQjAsQCocyfsH7GOlcqcXat0o0XeX9yVazdPtCaxLKaQEfcXN/IcHFG5ow0T61gbBsbVpF/DitVmREpIOfMx3ne3uHp6Ojo6ADQfYA7Ojo67geJXgXW5b0FqtHT7MOzMspnU82MEbP6KxIRhhhAUYI/yQLZL2YXxKtEewZAvKJmZKldrN4lY2JJLUNEoBAkKq5JpG1oWQBATglXNzfY7a5cewTTdMJ5OmuOU9fKpU8ws7NJrkpvK6DJPbkolZ9vs6K4IUepYDbh1rk650U3KzeoLFlURiFnlaDp/euMRovmbsvVjyK/95zfvHbjmW0TezEvbgNMtWi3TKjkmYYjrn5/gzPKswfqxorPEaxF+Qsard+mqhFKG9s6py3qMznTaCW85OZ6mWqEnJMQ0DoiAIBhHCUXcDJTdk0LZa4D6uOckZEyY9yNGOLQPje3qVL2nGyTI7AbKxuDXNqms2s1s8WvN2LcSxqknBKAoMdRby6bEXVjrfQvoFnBSTA9MBEhUEAg+sI/HR0dHe8qOgHu6OjoeAAMIDNzsyY0ZcbWvkpQ7aSpwYD8mtOElBNCEGYWoxoFZ9YFuXrFmgRWIk0zjEqbCFSq15U2ucUx15PynRkUB1CIIAoIMYpPpC3kQzCSr42V4EEh1P88WHHzNGOepmKGLdcXtmMV1uMLH2ChQpXmyJ6A3bdMYvswCs8OYime1ETZmz77oGSluRaJCQzmBEKUZ1D8JluSt01+F1T189qcLtXeC4GvlhsIpVrLp+svItTo3o4Uc96wEyiKouZr9o9TVVb7zurvShTUVNxu3X5udZvE5jLpK0PNtDFlNatVAmFr0HWzhEWpFX/irAGkZnEviKGopkRADAMAc1Mw8qtzQk3DEaL6AHPZKFoGBytWHaVTtslFq3Eqhh+Nut2OuvhBB9xc7fUe6bcF8jLrEu1mKaNRy20M9Zj60id58B0dHR0d96ET4I6Ojo57YJaXDKoEmN3J8sNFGS5mixpMKAbCnEVlAhjTnLDf7YAQHelaFFyYrKxym7qLXBaau5pG+6+6aI/Rr6hbVGExaEAhU4nrNfM0I+fLRLUqZ073cmTZUyGL4SNEO4P8PY8EQfh7gAVvQjF9LvGEXUhcO2djy5zAGciZAM5gWgewavL9bjXR8ke5k5f8bO+jyPeR33pRq0xyYvWZbQuy7LmeNK+uQ9lWKWW3V+iWiOtvUWwzgcIlf2La4K5UBXlV223LJdiJsjFRu1ryAGuBIZC2q5LLcYw4vLrD+TxJm6jOOwQ/ChJYS77afANyTiAKEhzO7muHs9RX9wfcxo5/VWWXQG8M5b0r7dGv85wQxwFPn9yWesRKQU3JYT82erUt0PY0T0v//nACYyZem4F0dHR0dHh0AtzR0dHxMGQFXNLiLEmHLLDV+lGj8pIqSgCFiDwDnLP6GWo+3hCxWiCvV7v1oLumWh1rcKLsbl80ryHPObj7c1GbSjPASsrXZIyInYa7HCFemMAqaWkvan6L0pdRJLt7KeIGSINeJY0HpGahFsC4uPNCVeGi/AI5z6KIhgES7bmek77eV3HdmFi2+Y3Ir7/2HgV56wyvxWr9zgBSa/a9nA8Nq71wjiulZ3eOtI6itC+rL/OyLVX+raPM4NZfWVXUoPm2bS55UloVWGsgIYQB5/NBLBNMkSUj96Lqgk2lrs/LcgZTkdCj3Gpm1otRgTcl924J+qr44NI2Rmykm5ZzJEuKplFNoJklD7H+HSlvHkPVYU+yfTl1PBgEJpvxb7aR1NHR0fHdhk6AOzo6Ou6BUltPjQDAmWvqorpwImOjtogXs8o5zZjmGVHNi8chIsa4TXyKn3FdVXs9j2AEKINscW1/zb0Za+mB+G4eTxOSMzG11jc+yMzin7zBbooatizfr8TJyuZiKm0LeqffwaiW5VLlz7loN+Xa1N2SPhl1aIvZs16XVbElGkBsPr8V3je1HqwjUA/4n3vaeKnRj7i2fF9ev6Horgh8o94ulU1ubinEfaH4MnNLthmQnR6+6CfamOMDMN/1MqONYzbD5+v3Srq+gQElYJxt+tjjEOW3RqwuJXAGJ93tWT8EMTEOsRBmWr071rzaYPY29b7tzve/Yer6HrObN8yEYYjY78bSiXmaMCdRsck2H7Q5QqIzEFzALh8Yj2WCx8A5hBmrTnR0dHR0NOgEuKOjo+NBVOLDlr+XuaTUMYXGK2USuKf6As8pYc4ZMYiJ8f76BuO4R+JZC3CBoJpfIupUCr4kCqqOFaa5UJsgvpDDOOB4PqkJs+OshWOwtjPj6ZNb7FWd8phTwuF4RvDkmN0Hk6K5BiSyNDaAiGW5YT1N8qg3RiG/ofJ1FRLl2Vgfy9howCROII0itAx41QRm8lx3xaBSS/zhSOSb9MHdt7x7c1QIRdVeiaxOaTQCVdA8Mr/hcX/bGk5Y5oxu0Cy8Tc2XFVY3V3Nna5V/JOUfbSyzlEnkygGkwxkS6AwoRJW5hLWSp+n7q42nyBL0jdV3WZ9lyZcNQs5AmmfEYUAMEUtjcD9IfmOhvJHej9u/U6V7dZOIwWDOGIaIcTeAc0YgwumcME0JFCxvuBBn0lzDpMS5qsPs6pDvOTc1d3R0dHRcQE+D1NHR8c4ifw5CsgQJiWU0CWL8Enm5XGb4vDTEQAwROWdZ7IYBRIQ0z5VALciLW1oXYiorfiXW7oqy5GUWM80ZaC5gCWpFFEBYRPF1uqsN1ZwSnt7e4mq/X41FzoTzeUKIzj+xSK+68mfAovewJc41xa6hQjKcGZKHNXzOdbsRYD9qPpZVOUeEnDMyJwREABFABrejuRZnN1moMjXHKh8d8fkN5uRK/Q0AkkYRXrXLGGkl04RFG9yB4iVs32np08tKRsW0PJkiHkjM6LOO3Oq+dR+Ec2rlNlXsWMlTJRPZVNw6rZX8qWurvTKSAluCRqU5iY+zmhGbyh9CxLCLcs6E4Gz5gGXeyvW6DUIAhQ21uOwmmORsHsxK75Xoc3M9a0ToCFZfZr8NEINYgKScwZkRB1V5bUMLovL6v2EBhGRj4NJuV+JPuewJdHR0dHRcRCfAHR0d7yz24/iFywgh4HQ+ZlONhMeZLGaLZVkYN4JqLQGBAs7zhGmaMTy7BsWIYQCGIVj0VhBzk/WkrqZlpVtpto8WrUdULeK6Jm+hpqQhRIRBnWSLvlziT4uKxIzdbsQw+v88cCnWcr6qPtVWtvRptai6SmIsb2whaQxRvIqs+QZKsHHCWARJQNVbK8oL1Tmb/mzOwGml/gIS9Kq17F2yYQt69TkMqBZEkd2xi5qjVxcT3z9MS8brJyPrJsBStm2a5/y47SZHtrys6Ul4ecamXLIRZ7lOAoJTeU7JIqBRrnWQmebLnCx804Xhzlm3m5zDbQgB0/mkAaRiOW59CeWYjzBdv0OjPm9G+27G0RRcu9/U3PZtr8+i1b59YcxCgHfjgJyyKNmca6Ayfa3YOUlXk3UuGwCc7Snpv0S8zO/c0dHR0bFGJ8AdHR3vLHZvgQDHGBFD4JRza8sLDbpkMowzS/SLbAoiUaaUkS3KKzOGOCCOA86ng65xHZnU9SsvCaWBoKGPJY9wYX+XwBlDiDieJ0xTTYVjpJkXtxIYIdT/PDDLRgBTxmk6L5b1JskZkXHnLHhR45Bqw0j6f1VTKbQbByv5cg0jSY2KveIjBGYxe5YnI36XDMm9auWY2XNDfrc2EoixJL+fK9+vq+wx5LfsEWzxLSOnFo2a6tfi/mr3P6ZdTblyH+kmC1iU2BDoXguL6n9t1gJSiG+CBWDLastMEeLTzk79JWrGpwSpCgROjBgjzucDALSm+dCo0eRJM5U+mQl0oICcJML5fmdWD1vPsyqz9QqRlc2OoLmVJb2ZNyEXns8SeToEead0Ts3TjJy4RLrWzkp+L6gaDAnYZcG+iGAR9/yod/bb0dHR8QA6Ae7o6Hhn8VZMoMWMl7lkHqHK94yoOuNGf6R4uAZCTow0S+CgOSXsdiP244jT4YAa9SZXkmPMLqsBtkVyYo0K6xrQpFtZdJnVBHrc7fDq5StM57nkIq4dqMoTgTAnboiQqd7TlDCdJ4QYKwkxok+2IrebZJCEE1Opr5JvK1lI28KI9N5lvHFHv/TP5R+UCMVG2NiCXul/8jz5BTYCXpVOLw/mtokX5tfm0a1r75ufb0R+Ucmva2o5X4VbEEQFXmqThWz65+5EYL/PQbqxQ4txu9SdrM6p0HLMAMGCQ5HOJeRcN4PUZNoH5yoqbTNVxCy/NtjaIopwnkUqLX2wRugLLUGnCCklBAqItFBQScot00Ffy6Dt2d7CQDPmchO1/sMUEKP6G+u1mRkB7hk0f2Oqv3y5R8fNEezEjFytNDo6Ojo6ttAJcEdHR8dDIDOClNV7EXzLKrQFs5gbA4TMpKl6sqY7CWAQduOAOAxIOSlZMQW1fm6zubLnqTDZlpwJ7ZYQzCwqWYwROSWEwIXZVMKin7O0NeV1ZGQASFPGdE7Fn7dQ/yYoFjumgkIeWuVM7gxQwkPBlQXHcrbRZFuyy+2HrDmkBMLIb8RSBt2M9lwKXh50rPsCLp7aMn2+cM+lMth8bh8qX7tY/ETLMS5Kf2MmS2hyBG/59NrjCACSnbfhsD0BCiDkxhTaN6lsdZRzopByckb4lQu6oG6uHdrW4qerBec8l3r8eAWKbbRsV2aJ+ExiITBPFqE9bj4gIhclmvyb78io3wezoGw2J12RmRNiHMQHOCXdIND3qRBm1CjqjuyT1p10bku5A/SvEQcKQOzkt6Ojo+M+dALc0dHR8RCYmIBclpUMMCTIDmeN9swWUkmD9gCieCqrSymruWOQoDcxqBJrIFz23zPmksuin4hBTCW2kMZHWi/Gy0cG4oAQd2DOFk/LKbGCDMYQI0ZvPq6nmWdM5wOIQiUTXmlSU+YySJbzuJRNpbga9CoAdcRQJLZ7iGapDmgJAgk5su85z2AwAgbILoaliNERuTjUl9RarzA+ooEX2vxov19TYGdeX1NYlXN61gt8U8v1QZnn44cXWMxH5X5N+RSgsbe2S2RmCQKlGyy5kDwrlGrqKtewQvdZKuUMne+uHhZ1eZ7nUparGMM4IAyD48Bcni/XipAJOJzPkov3wkgUj3cyP2Brt5W0eOmY2mdg3ckMTlx832UzIbt556LB20ZYGXgASKjGFjZg0oKcpnR9+zTd3twipXShJx0dHR0dnQB3dHR0PASS6KoW8IacCobszYXdbwYoEELQGMc8IaUJcYjq+wdRm7JnFIXJoSxsla9J5FoN3lQIg+ioxhO0re06PDPGccQ4jAAxwiAEHFHUaWI4QsZIKa8JMACiiHmecD7dIcTolvuhtrWy4nLWCJC/shmrS1LfI+H9fimSEoYg6Y7AGvGZoNsDDfJa5N6owMjl/eT3IqFckt0L5Hd5fUN+l8NBrl1sB9qGcDMNCovSeUu6+aHbH071XXeNCvkqs5OqGa6KqCXScqnDXSsCdC77JTLlCEQZFDJYox1LaLHFfCBTayVAmxOuix/y8byhADMwjBExBgnY1fBTeYfFAiBht7tCDAFEAeM4brhO1GdmbuB14ygg+0bZM3HRxwFqnkdWcj6MUYJggZCS9g/V3JpJVHv/54XVH1uqkjeqbkhQCkQpxvi5N2g6Ojo6vhvQCXBHR8c7i0BL5vDmICKEQEzBrXnlRMtXAZAt341vqOFnCOL3m+aMYRgwjDsc7p5jTjNqFKvcKGBSkKx+PWk04m28x2lZFyA+wDESzue5WijrQhpQkmo+pswYhog4OCW3tIcxnc+oiq2tznlFvItMxey4R+2g95tudLdqp3uvTOk5oPj71usl6FWGmD37iM9Bz18QLIsKZ+xzHXL5c6c7Yv8UNy7fuIfTxpXkfvuIzjKFoPx2PXzZ+V8vVFRAHlVO3OxS+Jy+utdTL2bJoVz4eqjzntk/Z5emZ+lfK42BRVcPDdkWglzmmNvgkO7oMZBTgJtiEcKgT5PLnLf0TUB0vuQBmQNCIAwxNibh9d2Wi0nHjgIqE3ZThoJn2lz6T+6anJMEwaMAc6uYJ0nltIgXp2Nhg+w3Q/w4qpk/UQLAOedOgDs6OjruQSfAHR0d7yzO0/SFyyAAOaUcQLkEn8m6qF1EwjXfRiwi14YYkE8Tck4YhwEhBMzzJFFryflmsiMIXFU2sAbCYl14Z9WJbPG9IRIWZMZ+HBDjoCmMgBLUR00rm6U0Z0DVsDoCbNQR8zTruaJnuevsI/kB8Xqwq4k1h1H51vbhgfV7Ns5N1QC45PrNCUSDqONFn6sRnwFRf9cRn53U9lAD7mvmPWT3IvndglPH22vcxgOokl+Xnam53jYi2HxNl/VAcvtSutCYJZ0mBCKIWUSqAdA8YS5DufBdt5KUwJbLSB0AXDTuktoLrjztK6DvAwWAk56q7w8zEIedRo3OzSiW6ekmn7ybI3a7sd1YWI2B9NWiYjebCdremsJJdmbqpkQl+CEOoDCA80lL5jInWfsi/cl1M4235oNWmBgoyZE6Ojo6Ou5DJ8AdHR3vLE5vgwDnjAzMFGguq/CIsrA19soJojKWxa8oiERCJnPKmOapEMtpmoSUctJ1a2PAWda1HPyCnVRdw4pcrqywXVlkhJZTCSBkOUwL8VyQQZ8/1eoGGIlnRDXhNjK9kCVd1VJ32zCn/LKPAO1Pcx0PJfxbWFpKZ85gzgg0aEEzlqGjNtXfhvya+ru87wsoaveYPbO/xg+fZG1qRehAC45Dza/W7LmtX5ogBMxHVmaWusQ/PcKFIW9Mo6lyNwCsPuQ1t7PMAtsQYgn8ZkNorwWRONw6JZOU1/nRvhhrLNcxE19vCSoXLmz/1BzTlezWsqUzMQ44nU/47NPPMO7GtUK9CUZmwGaZz9FdNiSsDYCoxn63JTN2+xHDEHA+ypydpxlgVrVYo+455+i6nxAX2zNua4mJay7kjo6Ojo5L6AS4o6PjncXbMIFGCAgpzwE8Mdel55JsFIKgP9GZQooymWSBGwJyFlYT4+BY3MKYmVxdygfrghioDGLJfNea4/7qCiESTqcJRLEumanEnrUVtIbgCQjR+wBXZS1Ps5e4UGxmPQsvBMsn2ylG0/pbVO2sGwKOaqI5cImPuPE3pSznVAJeifK7NmE2v1+qN2+AL51YXbU+uE1276VVbmA4sc6XwiprO/mCQtuopvc01KZMoMbM15tNryI4k5Ja1gjELGSZ2Aioy6Hs7vftsOjP0k/SjSEgZ0lBRCGBXGaqJvCWMGfxh9WtEhFW2UWEdnOGa4eHuIPlEQ5G1gGQquFEhBgCzucJr169xG6303fS9b8ZwvWkKX8SNqeMvWNBTaB1YFh6Uh8LqS+w25hAm4rMN8qqqvs2BFAGEXIIgZsH2NHR0dGxQnj4ko6Ojo7/bkKiM3+xH8kvmzJLVKW6kNeFdjFTNhUuASbfmQln0GBYKdelfQgQf0Pz8V3JsO57yUOqv4v/odahzOPSsneIQwlcNAR1ZiZy6+TKXjIzhmHA1c3tcjABAPM0AbCUMMv/hCxa4Agwb1yXSQJUrakm1csudGpBa5GzRXte+vzWKy8HvVrQtaUv7mMJxdZ1jQ/3hVqJNRgaQNGR3+XVWwWxzbkLp5OSVmojH5sJPZFYohelEqhWBtY8Vz3Fqr5CzXKDDnPtKRUSTLpTkZX4gSXXrb0zRmtDtf3VJrabQabyMtdpZ4GsErcBzoyM7/Z7JZIan53tHKk6DI1ozkh5QgxxNYpGfJezNJBt6UiFjYn24vPCmAAAYxxGRN0MY2akNKsvtG0IqbKtQfJsHKVwHzWay+s7E6cz52yz/ov+dHR0dLyr6ApwR0fHO4s2zdDnR46RQUGz9dYVbhGbTN2BqZGVbJiZsCk6WVnYMIzql5vKip3gxRs1rlyoUVXgEtWnNuRi63F1tZNPeUIcdqp+BafUVRUtp4xh3OHm9mkpW4LNKgFOzqzcmAZE1asNpdJeD0vVVFTnzcY/fultwyBZZIy8GBky9V2auUl+aVm3maJ7hW89uNsqK6/P30Ocm2uKdIptJTHQRfbueOh2LYSFn+qiA/o5BOj8tBMtk2Oba+Y7remPTAG1J84sVgRZzafNMiIza0Rorq8LSzmkJN1y3ErhVaUt5ZKkUcpJ20dS7nla7gDI7Br3OwSyJN7u+TBgCYwZUm6aE+Iw4Gq/rzsKgCjU0Aabr7NGtGKYLzAXpdf6tEklicA5A5hxfX2NYRiRU0bKwN3xDgSfRkzzrpXbbaD9A6dShbx+lDRyWEdHR0fHPegEuKOj453Fl7/85S9cRowRz59/Ms9pnlWrKqzKFtWZxRxTlqiMrNGbA5lSKsGZUsrFrzLGiBiNtHnTSluoV0JtPoBFbXYowbFQeOeCRDGu9nvknHC6O2L//peFHqi/oeQONvNLLZwChmFwRVUT6Dkl8WuGVejkLv9Vm+CNkGuzyHYGsKlbP1JwJRixcYQVzpYW96i+tPySV/W+Ubqj1YVuk2R1iiszB0pEL84+pY1r2qW4RnyJ+KKaOC/PFxF4OZFQ1ErvOeCs2WvGrjLfGMykfsq6iWOEUDVTu9+IaDPXuUYikw0iU5aNLNs5+VeygDliTRK5ejpNTZ+YgTAEhBCrcktAjZ4l1yTOkpN73CHEAUOMuLm5qdf55vLykA2MU9YXY00MIHD7mui9u90OcQhILO9ToFAiW5cKy0aXzhl1lq4jlurGAwEDAu9D4LSsrqOjo6OjQSfAHR0d7yzehgIcY0QMMTHCLIt5kb2KbyIygFyIXCWqdaFPSm7maQZB/ICHIWK3G6rpK7HEK7bFcvkt5QNVgIIjGbZGLlimI9I+zFPCeTrjyW5ATVNji2yuarAu6PMF5igkfnnUZGJY7xGdClxEsYYCr1hBLetNVODsGYoLg2xHt6ogu96QsR7IN8BS/X2ToFdZBUdTP7easGlaXYtYkWDiQlibVlwiv3BPZZUiyYgtWRz0Om0AILh5xI6swbVBTeHrnCo6sJJgiEUCAEIqxQXdLLINg5L6yDit+tafz0cdJiPOuqcAS9WUq9UBAdn1kQJA6p4wDFEUYDc+ZWOI7G2z+ene7zImNdWUqbVEdYsnuLF/8vQJIun7BMm/bZHNSyfLHkkdcCIJwNWkatKdByLOyM1WVkdHR0fHBjoB7ujoeGfxNnJh6qKdmTm1q8rCRFHUT7jFP0hNIjXwFWckTmAQhnHAuNth2O8hNqUMRmii7pa6JNyuW2RbdXacXXu2cbXbI8agqVcs92jtA0NFRjGjBGsqoWVvbTykDbQ4gyIfmjJLRMXsuR06o8NVKZTjj39eDM8LCYwZnmpLWzduXJFfK4gWh9Zt2WzdlunzPW3ePEDtnkdtp2noDkaaLz52BicT2B9Bfm3eZhOi3eaIReAugcO8LYCyW+KSmitbXmYK6ndrw62+9MXMO1UFWfvpM2cZGc/r1jaBviQQV0aa19HeLUBW2ZBgydJNtk9ihBIEpIzT4YBx3OH29qatr4xJHS62sS1Ms24SNK9DtXdwkdwFN+pjP88TEjMmjQLdbAwtLQFKwVyDbzm+HYhm2zTogbA6Ojo6LqMT4I6Ojo57oAJWzpxSduln/EKdoKoMs/hbZqUJqsRFzQd6Pk/ImTHEgBiiphpSdRfrNauU4Q0uyS2mZZFri2wzj6blwhjAsBsQQ8DV1U0hRi2BhBO1GCFExHG3OR45LQnZWsklPb6kb0LwraJc+oP13feCCc5Nk1D9fiv5vaz8NiW9ffJ7Qf3lxfWlehcYjZc30Dog17LJl2jORre2oSLs0vfcCqdAJZAWqLojcyJ/mdxZzIHF6kElaCGM2TW8mH+LcimbL6rRGq+GbGtIBGmpiz3pJGhaKC5z0pPMYPtTyTaL5B1hbRDrXBf1N2FKM+IwYBx89PPlWOobr38ULBidz0pFtjmluxolyN0CT2+uAECJL4CQUeax/jGo1g3ukTCt9okIMr4p0JxDwF5St3V0dHR0XEAnwB0dHe8sHrP+fwiBGRwiS3AZr7wYA1ZqqgvuouCwKLoIsmjPnJEm8QFOsyhgew1ORWzMdd1+VqZaaTArYfEKLNcFssuxahiHKGagYRCz8GJr6a+VVX5OGfFmwM3NtTteSc6cJnDOjiYpO3DKtRfCKq+qlIY4S07YVvPERYdW19MMT34Bifhc2R4ZQVtJh01rtL63Q36X3x9FfoGFGatvqz3TRRqnwjS32iTPki1/8JKdXgIvn4J7gMQ6LQmFUrGSYDAysai9OTvfYTcXyPyDqZB5CfSm6YyExQJIav7P5bVabgaY0Mppq+cbdI8ZMRAoks41M6VmJZtlKBFilHzCRNjtFgTYXArsveew3UD/sQTMshrc+6CXRnXPYLFaxnxO1TccBAqqttsUZXJ/c7Y3nWbmdEwJezMX7+jo6OjYRCfAHR0dHfeAAMxCVVIht2WNL6tiW2wWfz8lvmaJaJFsT2mCqchDjLi9FnPLXHRcX6uCc1WU7IeESkLvtut5ca+tgXf7PU7nGS9evsIH3/v9YM5AGIoKbJGtTSEbh4An10qAF+vo0/msfot2KrQXWZRaRTmrmwCFQeFCAKx7YO0tRBp5s89vk/w+tl32e0nhVyUai78YnMuzrWX79PfWPgHXMi8lXrqckElSIXGGi7el6qo2RXx0c3mWFPVRZzH1Z84upXU1lK42w+IKYJsnACSfb7bNoqy91mtheqiWVTm1WABkLhtEaYsUs1g+hBhsksNH2qbSPMkFfDiekDNjf7Vfjau9f2z9QS2nvj8oewfsXBaaV7cMCLDbyeaXbIJkVYKp8mYbTMq1nNLNrVS/hMjMR844+E2Ijo6Ojo4VOgHu6OjoeADE4Gx5YMwkWdOycLBAPUp2OSuRqnaR4hPJmNMZOTPGcRQy4JgTcaVzFVwWzwwLvOWYgJl21o/r+wHs93ucpzOmBOz2V7VT1mYYcRSVbAgBt0qAi+iohZ/PM1JmlOSvxpDqaBXf37Y3GSEQmOW+z0t+yZQwXpNfAEiptnU5Dta+Lfb5RhGfLwS92rqHlmXrHkCJWLxV61bUZ/NbvRDXrXC8S02+1JsN9l4JJ9UJAvFqZyPFhQSyTIVASImxFPbFpFk2cbIpnGWuW+AvLqS0NodBTJpSycYFhcTWehjc+KsrcYcou8R1/Iuiyn7DCNjv9jgejjgcDtjt9mU8Sx1Wspdxm3M1unTJkgSWFE+uWfKPtNWU5pwScmZMSTzlzSlAgpGVBMtl48HPHQ+W55DDMEhs6E6AOzo6Oi6iE+COjo53FpfIwJuWQUSMnNnUVjNLBmwxambJGWBRnMj+x2KGmTPjfEpFGYpDwNXVqGUAJWIscylTGkCoBtBu1c12hKrfbz0hn1TlvLq+wnk6I2chw9nYUjFF5dKunMUHeNyPVkgzHvM0K/kPyMkRD9pedBcCDUAYwZsvzNmID2lYpOJXaWShmj035HdL+TXZrlGNH9mmxXWe/G6V0JSrpNDMnjfJKgGb0rA1OVwgzHY7LcjRY4eahHPnrPmAfRagYMHEtMXGxIoyCknlExgxErJPw1zek41tAUK1FlBfeVP3hb8JWRRjCiPM7toMIdIpYZ5Oi0rlk6i/dXDYbX6Up8CMcRww7G4wp4Td3hTgNqI4uc0oY6I1cNfGHDPiSlqKHVLyPYxRx46hibZRff5tduTt6eA2F3ydgShp6L2Ojo6OjnvQ/052dHS8uzCJ84v+EHFKcypimCNhRoJqpl4CU1W2iMyoM+M8i59fHAYEqioQW9jespB25EzrakwqAWduao3Y6H6WxfX11RWOdwccT3fY73denAYAyVtcyINQjWUKKWvazAk5pzoOQNN2K6kJfgUuZuBvsi3BsMjC0jaLTs1NduH6mB5V4obp86W62wMbFdxHfreqXpjqNt9qfqvtai5Lu5Wwcnu8frw0QdqPpM0IoSVZQRkc6wtAKnNmBhAIgUOJPE1hTQiDMjX7zZrjVzMgaSV1Dpb7G2IojfQB4EIImNOM0+mw6JbMtyEMkCjri7FpVGrJyfv6cIfD8YSbayHA2Y1p3W6xhxAgMaVt7m08HGq2aFDVa1WANdiW+E9rirSyt0X6PHS8yjtODQH3/dX77Kq38tPR0dHxrqIrwB0dHe8u3pIETCLdpJJnVJW2nFnS9JYEvXJDVl9KIkJ2y0lb14cgZtFXV2KOTEVNC5AUMW7JzUasDV4HNsKNmrLGdTqDQXHAzc0tDocTMmfEOGjjyqJZaa8RF0kts+Z7cmA6p6r80uU91Doapl8H1JjVD8PEQwpCp2uk3/Xy/PHpjhZf38TseXndQ+R3qf5aLqiLA8Dre4zcMi6ov+2eyVbgq0eRX+VT1Pit13MUoCmH6k2kaiyCRFIOKdZnFKgJ8FX4puWfVlvnAJh7MHJScudzVLv3wMyO88y1XURgTpjOizRImSWw1TCIub4NOjGYg/oPqxF2Zlxd3+A3vvHzuHv9Sn1z23lN7l8rR94T27fgxZib/UftSSW3qkDru1NyI6srBUHG2t7tlo3WKNstZHwSM2d6/Bzu6Ojo+G5FJ8AdHR3vLEJ8C2UMDJoBymFGsIA8sioNBCQlWryQ6QJRUcoCBXAmzGcjjoQ4RFzvTQG+Z8lqittCrSuyIGlQoaJYcSFanBnjMOL29gavXr1EDAHjIINSstLAqWqKlHxgrUo4ACBNZ6SUHOFGZUymiqt/tJSQARqU+iY8xvDIyG8IJHmHedOxt7Yfi0X/JvldqK+f0+x5o+T1ueU9GUU93byfgJXf7yPIbzl6gVTfF/TKt8OqNiG/EmAlxMW83HLMuuszEGKW/NKpBqyygHA2H7zCTUo/SSXdYvoMiO+rVdF0Twl3pGY8c85IKTl1Vm6LMQBEZbPGJ5ti7bDkCpaAVJwJ83zGOO6BEJ0KXVvADbVVE+mNISb3we6Uzaw674ZhKGVmMOY56d8LC/BmpbD6A1uRDObk/t64DQFmZgI2YoJ1dHR0dDh0AtzR0fHOYk5vQQImQkoBwJxWLFRJYPWRBIAa5baYLhOBc0LOEwAChYAQSBbpgEaRZjDSBpuzZhQtSQ9YHaKx0nrVDeaM3bjDs6dP8eKzTwEGxnFcGHRyKcduzDmD4mBd0N+qAE8n5JQRSDvv5UIl/V6DBg1SLifQPYrxur8WXGyRCgi04pfsx6yQBae/PZbrvuE1y+vZj4U1IQM8c+H9a/JrZOpCRfeR362oz2/YCSPZ5uu7HFvzr7apV4NZKfEiEvUWGRQBuLfEUTjojkwpSHIGmz+9qM+5BNGissEjQbSqakwEsErHgQLO0xnghBDrbhdDzKOHGAvZtalApt6CEHWOUIgYdzukzHhye4Nxt9OI5esdtLIh1LRzY6vBO+aXtFIAq+JrBDgnifKck/3dUGsS8492xRgFX0OuY0LGgEVMgI6Ojo6OJToB7ujoeGfxySev3ko5aTrj6snVzNl8WRVloekkMRLimdnMSQMoRBAypnRuTBhDHGs5IBCikOAGIsk1foZcbmlJLAC/Ps7MuBojrq72eP36lZAEthQqXNQ6U43ZlTWO7X8erNun4wEpTVBnz9VYUfltpUlCm5rK6fLK3IcdImJRmjdgFufMkKBLtVKHy+T38+T65cWxi71olEM0exZrkqRHV6wTm4Gg63kGErDcGngjOD4qlhJcTMm9RYCNdWMxENRHVfP2ciYwR01lZNHK3Rxlt0/C0n5iYbKsPrpy3iKjJ7WG1reFJIgcgLLbQRo0bk4JU0rtOGQGDSPiMEr5jrAXkp8ZHDKII4ZhwPF4wul4xrNnT3G122NKGVikBG5Gm428W3uWV8h8Z6h7sx6zMSyWGFnU3MwWAdr9LcHi+VIG6ftrEbntFtlAIOYXo26M3DeBOjo6Or670QlwR0fHO4uU3g4BzjwhxNu5xFclqL8eQZzuZIHNnqhyVn9hUbtyJqRZrtnt9pjPM84niV5LSgqqjtRImqhqrT9N2+TKm0AzI+4GDIO0e7ffIeeMMIofJDf3cykoEGG/W63+AQDz+YSUUg2S5QNgLQNnUQR4hkR/NpvpbcpWmyI+yLlhtr7jbTfXpFd/X4gc9XnI7/LY1vXNMXt8CYWkPIr8mmLsgpRtttZSw1L73OoV98h//nIlTj6I2NIc3ohriJJiytoV5B+J6RSUvHHUPmVrnKuUYYGjchaTdi5EWFtdk/+62S+Ks5hU6zzLQp4JYq6fUptAjEnmsEQq9xsSIpM2JJXU2iBnTHPCsye32O93OL++2xw70jROAbIBUANULdtdD5jpNICiAJco6yCknJCa8NkVpplL30M533gDE4AYgGkCf/ai1NHR0dHRsY1OgDs6Ot5Z8FsKdJ8RMKXsQkzJwllUqSz1MIp/JBMBkUCJNDKuKF1pmpCZMYwjMjKG4o+bdWHODR8yhbYlei3JWwqO5L5wzrjaX+HZkyf4uZ//VeQcmuBGpcScYUtt8d8FhmG3GAW5cZ5nZNaRbXi6M6mmAGaSnMggNX3eIKROKXTUduPalvgWEb7wad+Zrfvt1D3E8B5wKXdNSJfKsD9xkfxeuscKVK6zTcyVIIcHiO6Fe0sV1R0dKUF9rt1Fromm3Abd62CGqLOlDFIzaQZhAGOGmL8TKMvcJ8pl0yiQ+QCrvBySRoTOSoLJqciLPppFM0nDUk5gTmj2XjiDKGAc92oCrfPByC7qsxSFO+A8T3j58jO89+wpxt2I/NI9b21mmXiBiwn0gv+2Y01u+2rx3o1xXy4kloB6rBHjiYIEv+O6yWR5wuv7XvthFiIhZB52L9WloqOjo6PjEjoB7ujoeGfxuc1DF9Cct1wJlPgHFjKZc1XtskVydSIkARJZOYNY/P/O58kRklwXyKtOOPJH9RDphyYANVBJKQEpZ4zjiJubW5xSBoZBFssZoMGbXOpiXxvMWKdBMswpS7mD+8+HBfwCu+rNufRCJDIXhdpDVPTLC3jra2Zrqe/4Ir/TotwtrI5+HrPnZRHzYldiiWYzwz3fbRHQl1zm1Of2+yU0fr9GcEXIpybgElAJb2m6zVMbbiN5tlGDXHy9S6AmVU2lAFWC2TL7UiWZrOGxyDRPNZwned42XKXNSqaXNhLMhDgMGMbRvYRllqMOsJlYA6ABr17f4avf8xVcXV1B97vgKW59W3Sua3svjjWoRHuubZeTcbQc4IyUJA2SpIkKtYnEbctdALKltYj8fSGOcQ/Kj5kQHR0dHd+96AS4o6PjncXbIsCaxzab4gNAF9Zi2tssgk0lA0CUlRCHojzZlWmeJSWRLaupKlK2SCY1By5gEhPrVhIuJpJlqW4kcU64vbnGzZMb3L2+c5appD+qIhsJUcWNmRHiYI2RtliZaQJZQU7ZasxKS2SjwZHs+8bXfW5MZ9snaAGZhADx4nS+WM3nNnu+h4g3Z7wM7wTHzXos6JU30fb7EI4rXqzbn18Jz9uqcqmi8CauAa70oo1A234K1GOBa+RoaJCqkipJy0JQMptBHDSQVbvJAlOSnSUAQBoATRorBDKpmwDBwkDlLH2NQdIvJZ92iSB+97oJVMaWgfKAfMA2zojDiON5xtV+hye3T5Dn2Q2v+TzLO0mWRYy8lrwYNEhdtAqmpQRYg3YRCPM8Y55TMauWvwUBpKqwDVYgkqjzzYNUxVhyVc3i2tAJcEdHR8d96AS4o6Oj40EsZNYqIAGsQliRfFXFzPWeECKIAnKaJdoriXI1jLIIZs0R+xBVNHGuMV9mO04N9xSWMOP2yS124w6Hu0OR+qgsqjNAFrbXaDwV5ZjCAE6WY1X6cj6fXGRdleJgHoqEUhJFXOyRRbh1Q/kQGvJrffeDsIE3IgJL5Xdx78WSPPllgFNt4Jr86tFlZGt/6KJqrCbHVsZWU+6ZPY7nqvVAG/V5GfhqKyI0AHDg+gz8gzDFUjcwSh5gEnXSonoHzQcdQMgkZDSAkJQBU5CcwDVtlKQEomC8TzVYNYMQMpxX4yYEU/3Og7gjVJLthpEZw7DD3etX+PZv/AaePv392O93bmeg1lPuIygxJ+3f+knY1ba5VCix5kq+vrqRK7WfOc0Axaouy+5A2y3/bpdXyzayMkCU55xrbuGOjo6Ojk28HQe5jo6OjncWqpKqDaYsgHVRGwCz/bTgV2zKpEVrDaGQi2nO4jfMDAqEncsFKjLY8k+yEUwF1ei35h5YTEKxxZ8y3n/2HgDG6XiHp09uywJcig/yo+0lXcnnecYw7DAO60BY83RGSrnmOdZG1KV61oExv1/XTu2DdW2tXsJFw2005YXy66ne40iur25FnJ2J87K0rWP15OKMH9rltZfIr92nxOYitVXF85Lp84r8us4y6/g5FtyS31Y9XZo9l7vsOmuv75yl+gFQg57pOXsnCKq6euYsRLIQS7efUNlevbz4DRODQkDihJTnlXodY0QIEZw8k/dWE7ZhpO9UiJjOCfv9Fa6vr4BVNHYzhtYZYb/y8ip9GxrGXAcr5QTQiA/ef0/aoYp4ZpOVtX3WdUd62Z2vXbG/SQHM1JlvR0dHxyPQCXBHR0fHvVCy61NwKpkwNUpg8pIt8Lkpg4gwTxNSTsVfdtjtUX3+GCsfVpfgloGqroFLrk8xz15Ho7U2vf/eM6Q049XrV7i+vqnpZKiWaWbPcpyRc8Kwu0LcLQNhScAuZiG5ppTW3L/WgMV/WszSt5DfLVtbJRNcI93WXjjy23Rzm6lt+RGvVON68botDyjHvLyG8IiIzxfU8Dpt7ie/9+Q8uqj8uuEufIwYXiDc8vndFBBtSibhtlzIKgPBiLE9d2msBHNqi8mcKpGjoJQ+a4QtwCvUTdRje9RFXSdEIpzPM2aN4mXvFQDEOCIMUc7RcuyVypZ75D2Y84zr62t8+UtfAoo9RNnjKgMhirQ1tJ1rxbUA1hefOk2CXSHscHt7o+ORwUxI8+xUbTEgJ9voYaDxoWZy75DVV67s6Ojo6HgA3QS6o6PjnUUc3tKfOAISZy7RVdkWzRDTZgYYCZYKSYQtUrdU8a0MISAl8fUbhgEhDtjt9gBi6xcpFZR6Tf1RkbYqwkUxJDDCwkaz4ur6CkMcsNtfwzREuZ9BpPmKcy0S6kMYhlgCYXndMc8JnLPkglUCEcrdbLJ42wffpwsOrhZjW7ykW7Yn3b5EVBdk+TH+vhdI80P3le+86FuCpJW6QFDL3RsFboiTFcRlT6Rxjd5q3AVkvVbmqosivDWeuEx+LSI52UaFNsL7FFceBjV7DoD6wZf8wGYZQITAhIy5pjkKDHFy1c0eJetU+l/bHPSdmk5npGmuxJjlnYyDS/UF6C6AtNHeYzM2JgqY5xMOd3e4vr7Gs6e3Tfd5+W1rerfDpR+UqLoE15kz4hBxfaMm0JrCKSXxmw5QP3/3rNwWmMyZzXehjjsvZemOjo6O/x97fxprybKlh2Hfisjce5+pTo237jy+O7yxu9l8bJJNtERJFKmW2WraljXaligBsgwZMmzYsAHbsiH7lwUIIEBLln6Iki2RkmhNhGU3KQ49vu5+/ebxvjvPQ9Wt+Zyz986MWP6x1oqIzJ37VN1X17JVjK+w6+yTGRlTZlbFF98aKgaoBLiiouLBxVRUn5+qGkLX98yav9RcC5MqlaLdAgCLOSMknZCxIu8JXd+j63o0TQPvHZwjgJz47Knp71DNy4te+y2dMZNSVUbTmjxdIqV3dxYIkdD1DmdmGhXXeGMEmE0BLucsBxsaNxxjQMhRvjRybdEwPMaUQVftk3PLGBKqKa1u4J9bOgGP6/ppye+Wfp2KwjyVeQv5TcrjRNCrQtWdnhreuGyqc9uCXqUf0civ5fGdqvDu2PA7L6uwjZmk4pe2u27gH2/PAqVtlZwmyxRQZjMktp7KhI3fDzFbXiKGuCVqeVaFOe8CFGq4pmjyYjLddR0YwM7eXjmNSFbXhXVHcnlI738qOoRJyHomxoC2cdjbWQCQIF1932cF2OD0Mh4+MwNLgXRK5w8cm6apPsAVFRUVd0ElwBUVFQ8uPrNoqAyyJDWFymWMk7StFPy4IJQEgBzBOYe+j2KSCUboe+wu5vBNm9TjjEL6VQbDAJLds3FATl0obVyla1EOHpzZx52jY9w+XuHJnb3B4lhMhSlHqE4RnwmhC6nsBvEuFDRKJUq/T+vL6apvIkzFPHOh/pbkN7VIwNge+H6i3m4Q7HspV/Labcpv6md5IFeWiO22a0uCPGS8xddTyG/JQWk4R+N9oYE1NxW/k5BVU2+5VKNHJuAbSjZbGTHoBcVBXCnLo0RkCqmmPXIMDho8alBpaQ7B4MDwnsAcELiH5xxp2Z4iRw5jv1pmixZOKTK1A2HWLnByssbx8Ql2dnbzBVObaEzG9yU3b3oRy/dWv6t8TcpcY4hw3qOdaRokZsQY1Y9Z33PH+T7bO5/GEJOvfr5nGi2eufe+BdHYf7mioqKiokQlwBUVFQ8sgqYyuV/EGMDeD0IcZQ2LC/NPVoGVEgEgB01T4iXdSejRODHPbNoWvlRsUr7UMeHhgleQ2YNmFCKRHY8hAr7F+QvncXx0G13osbO/JyyGiuvK9DEqaQuB5yGpSfUCMXBSxFK/MTZ95uHvE7BZjKOAQ9tJaSyIxnZ+MrzGDvD0+Xsgz4MSOiQOWbHcQDo24bhLGOT7nWw9+cgip8Eh68uUpcCwoyY8hwiIMFr6/W7ek5TiakM4pEzuBwowj4tJgehADQNBg8aRmTsD4tsdh2QZHoAGsGIPIAAOcMyIGkU9PQv6Xsj+C0FfLHkDY5SozLYBxWqkEWH5klK+4EF/daojM/YPdnHj9m3cvHELh2cOdD4iGu/UenmozppSTXYq3Z8cAcDmVfcRZM+EA1rfoG1bKU2SB7jrezhH2WiASxuM8hkqU7EVp5wDeo4xxvvaEKqoqKj4uwGVAFdUVFTcDbIgFS9VC9ajkW0lZYzk6yT9JMKqJpeOAe8c1p34AC/mDRrvwZHhvZPrzVmziGY1IGkM9ZmUM+M4yMxcckMEjljMF7hw/gI+vvIxOAbMFnNEqzuVN6KbF9aBGfPFDI35UBfr6Rh7dKGHd17HSgC8slEe8b1TyK8RIS4T5xqLGI0/XVQ4U2JCidzW4jZCcC/K7zjYVURKdRRPIxqTtsvYyBM8cWE2rx/zH1N3T91U0GvTPgcnU/1JK2ErP1WlRThPEbjLc9aYfomizMqGhj0HRb5olsjhUU2ZpaxDYAmERSwqaQRLgCkAiJQV6UJFTfc9+cNT+i4E2ZgwUkC0wZTbBhIrSWfG7v4+blz5EDdv3cSlixfg2x2EENGUKXwH8jrEZ5k5WVtI+/KdtP+WAjjdSiI0jcOs8QhBosKHGCQ9mpMNsMEmVxQ3g8CiNhvBH++RScgBDn2/zoHuKioqKiomUaNAV1RUVNwF5AjkKJjCZIST4JL/IhiITIn3cMFgGATvHFahRxcivBMJaT5vMJu1iDFukhrSxbSSDE4RYdlOS83J0lIX3Xo+xoj5Yo5zZw/xyZVPMGtb+KSSkQYpgjGG3CiAddfj8GAPOztzaDNpwR0io+vW8E4vJg+2RMbIPxJ7m7APjkZkOCCbPA/L5dmweoz8ZjZ4T0LXBEHmieOTl25UxXchr4A6fmOQE6mosDR93uiBDTVAAx2NWA4K1X1bZwkDU+UY5XOaO/xgKgrSHdMwOJHOtCEQ8z3jqPcTjNjzyLxbGDQpIc0pgkS9lbBPSogJICWASUflMoqyEEPSSOHkCCEKEXbJKkJMp733aGdO0wuZYm6kUreRio2WtpkDRDhenuDyQw/hYH8PfcxeDzIeQrb2sK+bz1G6FTaE4gxzhPcevvGIIRR9sHzcnHm9bA0g6q6JKP+6CzNwmZA5d6i2zxUVFRX3gkqAKyoqKu4BDOJs0gzVuczk2dTMVFgUYVXzbPEc+wiOEW3bgonQNh6zWStk2tS0sckpZcIgi2PKFqXIinBJgAAhwIvZHPt7uwho4HyrsqApVZSVP4p5kU5y7c5iB/OpNEgxoutCkQYnqNo98d/JBPllAMQRzCGTkklSV05mLI7JZ8xfR3RRD26S3/Hxqeu2kuSQCc8kfSaIjfhY/c1cLv3O4+uY1XQYOcczj35imnAN9h5CWZ5TACzLRT3u+bTyawTchkEb5wEkZbgsZ9sz6QotxNo+Wd5fMx93JL66yjLJcdEkIUV7Q9Efs74AIYZeCa2aQytRd87Bq6tB2h4abTxYCiaCg/MeJ0fHOLp9B2fOnMFiMQeHgOHzqe8OlYPO6rMdk/RFjOQoXGw0xRjhyKPx4vrAMUIiDGgwMFdcYlWP9l3YbdvN+Iyi/lVUVFQ84KgEuKKiouJuUILKKWcvYItyp4KMrINVpYk5SiwcARThHCH0Hfq+h3MeIUYsFnM0TYMYTAEeKn6sythQQ8LATViskDVoEKxfhND12NvfxfkL53HreIVoPpCmWhEVEWwpMxltznsNIjSeCrCMgXyO7uv8UJHawtGEVMbUUzO9NpCqjnkcwNBEekvlG42VbHPi3KmX8rBcUmXz/Gwlv4NdkKnKMa38Fl3jfJOKy/KfqTrtcbDbSQ5wjqHpcQvyO93mVDdN1M/TMXF/R9dGjQBNKDZUwMXmiJnd500Y8XVlJdwEgrczSfnltKEgCYhNiCUi9H2fJwHF00TQNEwOw2BkMd2n0ueWQIBrcOPWHezu72F3bw8h2LPHxeNdkNo0ppHarwp1shiwwyz+ys43cJSDfIXQIcQezjlRt/V1TCo42T0ufKhHOyjMANyGD0JFRUVFxQQqAa6oqKi4B0SOZOaZhsQrNNdp5i0siUl0dU3s4JxH33foug7OO5AjeO/gfVOor0PVUEygZeGfKARzsoBMaWREC7MCABix73Du3CHOHJzB9WvXMiFPalTMShOLaWaMFmRKo0MXTqNirkogJnQhCK8HA6Rpj+7C++zbacvzkNRLxqZvcFHLiIvdAyXeUHSnrsvCaXGGthQuQWWhkfILaJ5gwPZPNtrUfLXsBr3Qrtx9dKl7MXNNM3umsSl10eVJ8mvsqrhsMr3UaKhD33U7kc3bTfk1MpeP298aJKvooKm2RKKOlm+ecwTvPPrVCgByGiR9fpwTkmkWy+WY0t4GCaGGlyBZIQZ8cuM6zuwf4GB/H7HrUHS40LUpvao50nVqXA05bKdjuOMRI8M3YgIdNGBViFFNtTnX6UhM0Nm2tqwd1k2DPBfyNye9vKKioqLidFQCXFFRUXEXMIAYOQcNjAAiq0rldMEqS9IYxagygiWqsvkoeo++CwghwjkPMGG97nTZGpPJo2BIopK6Z2R3oHZxCgg0XPwGXDh/HrHvcOvmDRwcnAEHIRjZjVEVKGZVCjWEDxFC4EFtegKBGX0ftHELh3v63CUWyRGRrT2lPkrExC3TyiXmhXHlU0Lk1gJluVMCXk1SRJvMDhrR+LRyPNmuHWZgy/+2nMjvoGf3wuiLcuara4RXUusY+Z24jJHUYalGFFi2gGhF8OqNIGBM4vM73ZXBBos1oEmJVN3Nc5V0YILmk9aAWIT0AbmBcUIpvzKAtRJgohxtyp5li01VKsnGSbPrgGzseOewXK1x9eMrOHvuHA4PzwDolf+aBJsJbpoW3nz+U++SVJ2PhhjRtA0a7xBCAHNE30eEaER/evPBokvb8WEe5uyKUVFRUVFxd9Qo0BUVFRX3BCJCTMGobCFNjmStDxr4TbKaQ9uq1TmPEE7Qd2vMZjM0TYuT6zcLkqDg8jcjx0aSSiKm9IFKKgtjDQAY5w4PAQjh3NlbwBKrRFVzjYskkTCZo0J9dIvR61+x79F3vfpwOmxbdicVkCNAEvlXRPJNQlsSQDLT7Ika+W761l18fu9KEKZ8fjnP+ZaLMM5LnM4EpADFg+sJQ+I7IDPl1y2tKrGzZ9CE05Lwbov4DExw9WLzZIuh9WT/cn08LFAMTLpqzwkB8IBnUNTctRqgKkV4RjEuYo1u7CBB27LZsASgI3TR4j5FWMhlBov/72ADpVRKpS/MLMoyA+QdAIeT5Qr7+3u4fOkSgBxkzhRv6ycDauURoXGvCzuNU+aLI2azBXwzA8cOAKPvenCMANq0yZW6rO3rI5Mq3QhcRgAz0yBQWUVFRUXFJCoBrqioeGCR0vjcBwhAHwnrbmALmVSlGCOcL1Wb/N0CViVfREQwSxAs5x26rkM7a5OpYzIrLRWvYv1OVJzUg6akpsPFov/gYB+BCSerHhfOz4pFvFSciDTJb0LjHEhVaxqxKCJC6AP6bgXnmmFnN1BESOKSWBWLe57KPbtZ3z0t6O8h4NXkZeMDNqQ+k99JJMbIGBdKLqemYk40mm4TFUT3Xshv2WzRlkV8zj6/09eMz6WNmrLfqfyoD/eiMjJlU97iIqYcw1jGzanfrLswBIcIB0IAc5C0QKq8krJiC0BnL0cM6zwBqQ8R5Dycz4S5vEXSUr63rO+WI8btW7dB5FQBRro2B6IreKmpwmleJR+xPUKDqbaNihDh9f0PUR6E0Aeo1bMq4ARyEk9t+L7QQOlN9duzwHDO+433tqKioqJiiEqAKyoqKu4CAoEciNU8MatUDkSxUKUEPDBJlKUwEUlKmiApWoLKOb5pZKVrF5dukDAuXRIkSgvw9H3EgS0P6IWL53H79hFu3DrBMy8cInLI9Sr5tJ4zCzkHGJGBtmnQlhsIBAAOHHsslydw40i0A+lOzb9T/zcJHZtwOqh/CpsEM01FWdnUubsov5PEmjFQfievTzd6OtVRkgcn286EKU3XRol7IfwYqINEPCLAwzrM1DyEgiva+Di3KqooDeZG/ME3B7M5fwQgDK+Fqq6soc/swXMMcmLe7KAe7KSacVR/YKf5gUn7oOOS74wQIlZmAl2orzGKZYYzs2jO4wLT4Hk0c2mAsL+3j9vHJ7h+4wbOnjsndQWGOT+YiwAg+1kynjyZmddz8Y6OpocZbduI/3IUl4CTVZduUtoQYIlpxXZ/GACJn3DQaPIDoivj8E3jax7gioqKirugbhNWVFRU3A2k2lN2/INzDVYnJ/j4w48Qo5j4pvhBhVplK2HnHDhGrNbrVI33PplqeufgnS9ynhbgHGQnLYhtKW4KGTIp7kOAa3fwyMOP4MaNawghYDafS99iHsaQpkg9ptR638B7P5gE0pDXq5MToFSjBxGgg+b3zVw+R8PNYyu5YyZsMW0s2HXbOGr6NkV+C7vqreR36iABHMyneks5Klnj6KyRWku3PNVuTKKhmtPnm7E10nPZabtWNxCIGHB5ntxEIC1gUx0Wn18kcsglSRyNiQAx557g+8POlXmRrBtUzEVm7CnCscqrjpxaTDDE9NmLrzHl1F/pZbJJBiGoCUHZawbSu1QK9KzPd/KZjbpZI/bDODh7FleufoKrV67gkYcvg6hBiDlYHBctTRsHaD/TX6zHCI3XVGTosbvYQ9u2CCEoKQ+IsU8qLzkdY8xbYIBEZV+v1zi+c1uDflHZNAAmiUD/2XwqKioqHlRUAlxRUfHA4jNbCDIDcM7YAzOBY8SdO3fwMz/7c5i3M4R+rQpRXhlL1GRRo4gcYoyStkVJq288ZrMZOATcvnED3XoFOCdpUpwXtuK4XEsDKNbXKZQPFfySEfuA/f1dPPrwQ/jow48wn7doZyJjDQNNF7IxVPVTqdA5nyPrUq4bAGLfaf9sop3OUZmElhFZPkUFuTqbo4FaaYzMVPVNHa0kIVvJb1HjFPI9HR0PnJqcJLA252z0fsiSS3I70armpP3pYX2y25TuJaMIejUxrvFwyYbAA4sDKTsiPzwc4+kdDBuHcrTy3LckaKYC0oYjgFmkZjKSTLofohsuzF78donRNC6npxpxQdc4/V5uKiiNHjn2sgaqWiwWOD46wu3bR3js0Uexd3CAEIoxEYNcHLQztPSwdiSVkfMe7WwG5xosT45x4+r7ABgXLl5E25BEhHceoe8QgqUWcyCQ+D7TkEvHKPmNn/7cC2jnM8QQ9FlNG0xb7SgqKioqKjIqAa6oqHhg8VmQ36Akzjl2sgCX/KFXr17B57/4BfzL//K/jN29AxwdHQEcxWQzESTo6t3BOzHr7Loepqb6tsVstgDQ4/jObdz45Cru3LiGkzt30K3XspD3Dbxv4LwQTlLpyYJMMWfVydbAfQzY3dnBw5cfwvtXbqALlIlIWjArbTaxSVOygIHIEc7JAn4wn6nNKClmkvI7JBhx8Nv0mjxFLB5rnqpETt7PVCAk8jI4N0WIi+/bSa2S322ybTmMbI+aj4swPji8pfPpmoFZO2M8C1uvZ/3LrADM93eyy1vpEGfydhplYsrBnItyUwphCmg1WR/p7oB2NKWDGiumxupJg6cTiB3Ehd4ilBuBlYp6DYI1Vq4dtQDkWS5DfKWvpioT5Y2eyAiBcfPWbVy6dBF7e3vo+y7PGEMnjIaLp+SH7eCcg28aOPLoVivcvPYRrn70Jj5673XcunEVAHD2YA8A0Pc9GMB6rUGwimjVMW0M5Y2go6PbuPTQw/iV/84/iQsXL6Pv12lTxbTmioqKioq7oxLgioqKBxamQN7Ph02NJJCZInfrNVzb4h/4+/8ULpw/h8uXH8LtO3eGGVE4kxWCmkAzsFzLonXWtpi3LeaLBQDCbD4HOVk0n9y5jaObN3Hr+nUc376N5fEd9H2HtpljvljoAltMIFNoqYK89V2Hc2fP4tz5c7hx42ZOB1OwE1ESlejHiA0pENA2MuzqEHtZrI/T4XCEGWNv8YIctg8MaV+SKofXSrmhajeup1R+J6mkEbYpcm3ktahzgMSftjDNCZI4bLqM0r1Jdu9m9jxQlfWL07RbJlCelvKoDFLN6itsfdnWJlR9PZ2XK2FDnKwq35vhMXsOeXSzCASfCC5BliiSq5cc5+Pqi+vIw6dxD58J74WMQl9dKp4fmW+H5IjNUrfzhHXf440338K58+dw7twhuq4f2i4kQZxA5CWXdyNWGwyJ6Hx86yauX3kf1z5+DzevfYTj49vwsxa7B+cBALv7uwCA9bpDCBF96LQPxaaR3gNTq4mA5ckRLj98Gc8++xw+/8WfBZxDiH0en0t7VBUVFRUVp6AGwaqoqHhgEcOmSeZPBwY16qNIDjdv3sCXvvyzeOH553Hj5g08/dST+P4Pvj9NwpwopeREjVqtO8ABoQtoGo+Dg30A4o/pvAecB0h8gsFAt1zh2vFHuHXzE+zvn8X+wQFm8wUAoG1nIHZYRlGpjHpyWOKJJx6DJ4c7d+7g4PAMYgzwXv7JN56Z0hIVtrQSCMvDVGqkEeUAQH3XDQICSREhv0kMPYU4RT6F8lGhVgPFin6TZWZSyMPfy25BCdWU2TNBAl5FLojNZKcwZd4LqLAJbN9OJh5I4oOR30X0tU2U1P0A5X9cDGfCbxejoWq7ZbnxVAwUXQt4NZHdKZczdiwBz9jIG5en7GCuSA2Zp4dPgGMHJgJI7reQd3myJeWYBZgTq4ptqid5yx9MiBxk/DZuNiIsKcacplTyXnIBf/jhR7h04RIuX7yEH//w5fQMkiM416CdzTGbtYgx4mR5gtXJCdarFUK/FvU2RJBr0M5maP1CTbYb2EMya+cAgBB6hBixMqsQyubfZbJhAkTpJo+nnnoWcb3CY088iUuXH8WH770jViRkuZQrKioqKu6GSoArKioeWPiRCe9PC+aYvFtjCOj6gF/4o38Us9kMN2/dxueeew77u3tY9z2aFjCTVsldCoAcnHeIkXF0fAIOUZQj5zGfiammBNHKdq6OPBZ7CzDvYL1ao1uvcP2Tj3Htk4/QtDO0TYvZYhetn8FrRiJyLilGD128gOVqhU+u38SZR56UzYAyqvPAlJcg0XGVTqiTqfez1J/yS9/3m+l0hjrZdm6n5HdQZsN0uaSJZWCliQX+aUzb2tlmUt3zoNpNQqZ0flu0Z2v+FOV3kvwOOPDd+x9VoSaXbk0R1Gp6tsd8fyrV0VTEZzlBSJmGxuMpei67B+V5Uy554nko0i3xBG1lJH930h0FJtl0cCCwcwgh6mYSgQOpmj2+N9KhppnDOSqIP8PyBOdyNOi/I8k3fLJc4uDwAA9fvgSgh/cezjegyAh9h1s3j3F0+zaWyyOsl0J6fePg/Qwx9miauYYMoLTpwJHhvHyft9KPECT9Ud8FAPJvBaddBPsp/QwhYL7YwaWHHsW6W6OZzfD4k8/gg3ff1k0rAExMcHB0arSyioqKir/rUQlwRUXFA4tLDz1033U0TYMb16/h5tGSAMby5ASXLj+ML33lS7h56zYIwIULZ7F3sIfVyRJ7u/vJtNKiy8o3ifbc9QExRrSzFm3XYdYKAe77FYAGzovJZ2TNMdwQ5vMZWj/HYtGj63uE0KHvOyxvfALnCE0zA5GD9z6RlPPnzmHVBdy4fYJHnt0bEIUcXZmTCShzZjzMEc41mO3s6AEUajAQ+g7khhGiZYxRza2nieqYPtlxjI6PleWxSXRZJ8blN4pMnE0yNU4hvxs9HRznU82IeTiQCbNnKXVKzwv1N/uYyokyorP9vBtEDB22N0l+jfPb9/RMDJVfLlNqFURSCJx2iIyFu9NHayeiRnxmABSFUFs6KY66AWAsUex9+74fVqI/ZvO5BGrT9gkald1cG6CEF2xW1WAGdnZ2cOvWHRwdn+DiQxcBAKvlEnxygr4PCGEtvrcMNE2Lxe4u2tkMTeOxXvdYLZcyflNvSTaWYr9G7CVlU6ubXkF3NmLsZTMCEPV7RMxBwHq9wv7BGbSzHTATQtfh4uVHsHuwj9DJRkR0EX3ot274VFRUVFQIKgGuqKh4YDEO4vTTwHvx8wt9aADC0ckRvvyln8HF8xfx9rvv4PBgHy987gV85Utfwm/89u/j/MWLAKKQFp8VOgcx34whgIngndS7uysks23n6Ps1+rWYF3tHcM6DHCP2EZElRZB3XsypycGRR0RAiAHggBA6dH0PwOHyw5dx5/YtEDx2dnbBHJIqx8yI0Yn5LnHyqSTNA8wAmrbFzmJnck5C6EEbNr8EC8g7IR0Wh0QJ5AHLsmJj89pt5NfMYLeDtd1RF3UAML/uye6eqvwmse2UxkdtTpk9n0Z+U9cYCNGiI+f5yfGSeBjVm3Ke38Rd0xhZgnQP2hn3QYgXj+7jWPnlwhw8bUEwDdXLNEH2nOTJHhD2wdRIoDgjjfK3030KfR7U2Z2cQwzAcrUejkl/zlrxqR/OPSvRzEo1JcmZECPj7NnzeOf9D/HxR1fwyCOPAgBu37qRrCucI8zmO2jbuaQKa5yaW0dwFEXXKVGPHNAtV3BwaOcLsUi5BbS66SURpkk3p1iCaLH2h1BEDSeslks88/wXcfbiJXQnd+AcsLd3gAsXHsL777wtPsiB2xDChCpeUVFRUVGiEuCKiooHFvwZLARjVPLJseUYESPw1JNPStTkGPDoow/jlddexx98/fews7sDwAGRzYpUfPOcLJwlCvQaAMF5D+cddnfEH3Bv/yx843BydAd9t0TfdTi6dQt+1sA7L3lS2SHAFB4zKlUyaeQ2RMwXu3jyicfw5ptvgjyhnS104W+BdtTXMAnAlk5JO6ymsW07S8dLYS/045DHjGgOquN7MKlG8QaDHASKMnl2RJDTtXfBJPm1E3clv9a/6XZOE6RRtDtpGs13UX2LLiTqwygImhzbluu3VIXzsZHMfRpxZwwCZm0tNOhlKRPr8USERw2Oiw2l/uIZY4mmru+QAyHCg6OQY4nKToghYr0SVZVj1GdZn2KnfuzJAFstMswkmQjMAUReVGW12tjZ28NH736EG9ev47FHH4WfzRCYMfeNRKMmD0+iLHOM4Ag4bz6+HUK/Rq/pippZg8XeWSx29rG7fwbr5R1c+/h9ONekPgdmrLseIDUbJyX9o/dj1ra4dvUjfPzRR3jkoQs4c7CPazeOcObwHN57+01RyIP34kc8/S5WVFRUVAgqAa6oqHhwsS1q76eqI4BjA2ZyIXRY7Ozi/MXLuHnzJh566BK+9e3v4X//v/vf4PjoNv7+P/Mr4nfIgEXGZVUryYl58mq9lEW6E3V4puaQfYxoXIOd/T1E3kPfdeiWJ+jWAQEdIiJiL6bJrhHfwoGXpZKyPkScObOLxx99FH/7N7+G5TqgMQmxUIABNbckyU8blLTLebGxJT/8L8La6/teCasxmikf2ZLqZUU3k7NTFuiTPr+ZWG6jkIn4jm2Ctfm7+vymiqafm8Kad3sHSqtfKPW6V4tUHm0rMFL0YzNbd1uCbW268aqGmvIDY8hFR1Gyhl67U+XsHo7lYdVRS9Y+GJIGR7OIy8VYJ+eFk1G19J+ElVsAOuYgKbpIfIR7NSseVgzAiXmz0/eszHktam0E0MDSNxFpuiUQQtfj5q3beOThy9jb3cOtm7eBWTGFWo6Z0ceAsOwRQ0S3XmM2a+DbOWbzHcwWB5jNFqpes25+AfN5VoBD36Prg+QAtv5TVvEBGetsZwff/9bv4ea1T/CP/Q/+eVw4dw7efYj9gwM0TSt++Q0579VEvPLfioqKiq2oBLiiouLBxWfhCxd60GIGNLOGQ8Tuzi4WOwusu4Bvffv38Zf//X8Pfd/h0UcfQ7fusXfgIURPFqKiZEkE2xgZ3boDx4jZbAd3bt5MeUYhKnMKjOOcw2J/D/MIzGc7mM8aLJcnOD46wsnxbfSd+g3Kqh3Oi0k0YodLly7i4qULuH10DCYngYNKRcmZ4ipyn1j8CvsSdQ1S70hBt+kMQYgscUzaWqkGD2fdiOt0otyNwEosmt8YKWDToKVR54z4brBB3EOkZ61426aJkdut6i9n9dQVxHcggN7b8xi1rTwcNfvdxjJRDLkQZdnJRss48NXwOtlIIaYNwX1TvZ/I/ztuf/AL5V+50Io3bs/wgG3t6NOJaLYJ1CDqxpLzUvG664d1RWmnmXmACCHEweTIPpArDe8H1zeNw6pnvPrGW/j7fumP4fzZs7h143qajxA6dN0Kjjxm80UWu53HzhmJ0O59C4aoxF23gncETy2imjTPZ2L1EWNEjAF96HV8+vDYjKgE7rxDDBHtbI4PP3gL/+lf+Xfx9/6DfxZEwGK2g8XODm7dugEP37jogbAhr1dUVFRUFKgEuKKi4sHFZ7AGZCYgBhChYWIsFnOEvscHH1/Fr//mb+CxJ5/FuTs38PGH7+JkfYILzicfvJwVFynFiZlULxYLdH0HgplD9gAtinYjOKjPogMODs/jwqUW6/Uax0d3JArt6hgnR0fouw6xD4gkJPPF55+DA/DBe+/j3PnziMxoyaO0nGUAMYoJKCCKIUdTKyUVTeLMPCQ+gWPhB5p0K1hiJDOtzgRoOmIUj+1txwwskWetPXPYDTHR+jmAEcHAm2XH5YBN8itW64nYTvr92jGzOqXhOfM5vVvAK0BN5gtlNGdv4o2hlecH+xSqUDMDNMpvvLV5I9tcHhtfWG5gTCn05eEy5nMWzYea8/ii4niqRwboNPy11NGAEXRDBIWf7LC+xmuaJN0gypbZ+pyrM7cYY9hGEsF7j+PlMd568zU89d//x/HCC8/jzTffQOh7OOcwm8+wu3eA3b09nDk8h+PjE9y6fV0acIQYAmJkONfKhhTlXRBzyWhn4ltPTqLK931ICjdY8ntD7ztIrEe69QqOHM5fvIzV6gTf/fbX8fSzLyIiYmdnBzdvfILI3uPsQxoiHBUVFRUVW1AJcEVFxQOLaaPOT4cIJ8lTuPPMEXu7u7h1dIJX33gLly5dwtPPvoC//Wv/L4QQ0S2P4X1eeZKuZeUXDcjFjBgliM9qvcZsrn62GylmIBdHWbB3fYcYO3AEZrMdtBfm6LoO64MTrFdLnJwcY71eYnVyhCcefwwnqw7vfvQJnv/KcwihR+NdMnkW1pSpZDT/SW0yRbBVe1uLUGtXmO6b1T8e8z49F0+JSLupBm84sGKa+G3M1GlK/7TwnOFIGO428qyq79ZIyxFK+KC8pdhhIIBOewaLfvHgGiP8Nn4ptJF6ije7LfsX6t99Vw8ASvfqbsYSPPDxLpTdYXXWg0T5iUv6uzkXG1Xw6JiZTuuj60AIxtiLyOTpGiuuKZnGwjSZys+U1WUyM2np6+7OAu+99z5ijHjmmacBAIdnz2J37wCL/QPsLvbQtg1AjOPjE8Q+SL5vzSc8ck4oBGj5MlvMU6fXXUC/7kHO6b9XDEdqtm4278QS7ZolTNjDjz0DxIirH7+HEALa+dw2r1zcjwhTz3NFRUVFRUIlwBUVFQ8uPgM/OM3NSXDOExGcb9AFxocffoAzuzNcvHgRi90dRGasT9ZgOI0+LQvYYv0OgLDueslnCqEfbasK8EAlLRavZg3MoiLH2CPEiD50CH0AmOA8YbGzAHkCbs3w8MOXce3aJ4jwODg4K8GDGq3XfJS51OgIxJIexnpLqoaV85jW8cEUK5JULiNhMCZT2e3M09bng2U624THosxINR5/n1roSzBhcMdJ/duq/Jq98Rij9MMbJfRaMa1WX9Ux0hjvov4mFlpQTGKEYN+R/XjHl5eHnRJmixJdEuwpgl9EhTYT883OxcF9GAdnGvbFolIr/WX5Kf7wthukWyOp7LC5iMx5B30dbCgQnNiZTzxeJfmM6b2Sbjmd5qj3DKAoQafUDhyIwPnzl/HOex/hvfffx0OXLwMk6Y6adg4w0K2XiLGFbzxiDOmxpXEfaNifXhXg/d29NF/OOTB3en9zMDoj0qTuCiH0IN/ANR5nz57Har3EzevXsLd/AHIeBIJj+HCy1neyEuCKioqKbagEuKKi4oHFZ8B/4QB0IRJJVB2EwPDeI3RrhA6YtTMsdnfhiLBcnoCZ0baNmjPmlTwRwZHDet2hD0FJDWE+XwBw6ps4TcZsgQ0AnIJfZfPiEBkhBKxXa5w5cwYvvfQCvvnNb6HvO+zt7QLcpRyoiAR4IQHMEQyHUJiRMhiBI7x3mM9mk3MS+ogYjdaZqpz7Wmjgp87t5EjLKMojQ9lBbZM2wVpFp2RuRNynuzWKmKvE0AJZTdEIjmKWLhyPhvVpR+/F5Blm4pzy/HJSKTk9N1uqYAzL5n2DPI1T19rDFIdljPxmoix3Mt+HCal5QLIZg1BaGsyKYT7dwzpoqi4dy/hcslXQLw6S3shBFOEtMwTnnEZ5zsfkvqjZfyw3ncRPnwnY2z/AjSvv4/333sfnX3wBZw7P4GS5QtPMJdWR9+m+FJR1c0AajMrOxBAAmuPs2UP5nUWp77peUiCRbGalcTuCJ0LoA7r1Gt4TnGsw35mj6zt0qzVwIEGydPOqISJEcqDTnr+KioqKv8tRCXBFRUXFXUAEB7CPMaBpPRbzHXhHIGLM5nP4toX3Hl23Qgg95osdUMzkhQgg5+Adoddcvd55kHeYLyR1EpfhjbmQBDVIkaxvOYmWpMzACBixmEmeOzzAU48/jl//ra9h3RN844HQp+A/HAPAjai3Zrqc1u65D44Ic41QPV5LBw5KtjKpmYr5vA3lUItZxtBkespc1hjuKfQyZVCyfp3WkZEPslUPiCvmFhQiNaaCDW03+55ox4Q/JYCJWBW5fjfrzwS5JLHbmt3oj7VtXZm4MKu5ZR9Gc7VxerjjkIKs2eCKsWxuaCCNn8tjxUkiVuLrQHCyvzRpAy5B5GLMqb8Kjg3TpQlAVPXeETRQHKNpHI6Xa7z+5tv4uZ/9Ig4Pz+D28RISLbpQ6SemIZ/b3MwKMcC3c5w5PCO/hx6sgbrSHDEn823SOY1BguNJOrQGTTuDc4QQOnjfopm1kpKJyO0wYz9uBiurqKioqMg45b/4ioqKiv9mgz+LDxE4Rkeu8UQOTetV4W0RImPWNJg1czjnEWJAjLKYHdBBhqZZIfRdj67r0TQNPBHaWQOQ5jjNnBcb8mU6pivjtEjmtFBeLld45OFHsVjMsTw+wZmz5xG7rpAIWS/jRKaNDcWggYVU9nRFiqYx+r5H5DBhMqtdvsvie/rsmCzlslyWSdGkC9hU9ZwCB23SDyurkmvpIGvcLGr8oG2qq6mi9vuY/N4L5yjvsQ3FAc4pYS/I7bhCMoI40c70sQkiZNdzLjO8j6qGbpDLiUkZ9bP8lQcP7mBQ258PHn0fFFNTZnKyAURi9htjwBBykZnv52zZthslyitzFB93m4zEvAm+cVh1Pd559x08/PAjeOTyQ1itVkrA8/PJACzsNDEN90KULJfcP4SI2czj8GAfgKVB0iBYjrRvyrC1awSHiADECOe8pEBzLTgwXOPhvUfTtAABPaJvYsRZMPY/g09FRUXFg4pKgCsqKh5YfBYEOAJwMVLDIHKE+WyBxnvMFnOELsA5Rjtr4bxHCB04mEktK9ER0ukg6Uy6LqDvJa9pt1qLmtzOEUIOI5zVI9pUGJWd5dhCZjZLCKtjPP+5Z7BarfC97/8IFy+cR2RLl6SKHpPk/Q0WozqTOvPbZY7wTZPStYyXwl0ICDHmq+9xrTwVtKm8WbxV2bX5nIgmbaf6fOXW7rgJ9miElNUdeJtFrZXVLgzIbyFu3kuqIx4Nx6npc/mZ2luIEckvOI9Jrx1FQ54kmUzgWFY8LmMqfD9JfifjtGHEVW0OOV+HYl6t3jS+8e3g0bymbQclqJFErXVCFuN4QsxM2jn1r0V+tgckXC0nlPg6ApzPHsa+afD2W2/jzMEBHn/8MZwcHUMSAA+Z+XiaymGlPuvRGAN806BV1wKOEV0I6Po1nBsGzyrrjKEHiOG8g/deiXhA285AzqFtW3uvPRPQO4fwGXwqKioqHlTUf+EqKioq7gICEWk+Fefks5jN0IcOMYoZtPMNQtchBEmXMsyQKyv2pmmwXC2xWi/Rtg184zFTRTnGkCLSGrj8aaqaqoAUWRbjyiTEj9fj8UcfxvHJEndWPc6dO48gppHCGLRCyydr5DUpggz1JZQybTPtJdP3hanyhiI7TQA3eE1ZtmizPMOptHVSIuUOWjDyexpxTXbFZdQn2B7FJK/eNoDJwMpGik8jv8WexmB/ozBfzn6/Q5I16sLABpeZkup9Kkbcv1R+Lc1U7uhE97cMrRwz24NqfTQf+GKQNCg7WeGgj+kdSqq+5gEmB44RfbfO7RWQIG2Wgkr6WW7WEJADoDFyuiQIqT5/7gJ+9PJr+PjKVXzuc8/CNoYGN23Q4Kj7Y8INRuSItvHYWcxS8KyuD1j3HTx5seZwxbvgoCbQQqYdEbxvQCD0fQeCg3MNPDlInD5Hw3jtFRUVFRVTqAS4oqLigYVFKr6fj3MODHbUuIbg0HcdlquV5PENAX3oMVcyGyMrASaV+SS3Jwk3ReMduj6i6yOa1sM5h/nMY76YIUbeWDRTXv7rePSEkQrKJbquw/7ZQ7z04ot47dVX0LZz7O4fIIYggYIKksTM4BjFlxcAOCpByASFSFS03GDqBmJgDSA0ZGTMm2mPtqu+m+MtzhT15kS8XB4ulV/K15TCYz4SMaauiQzxuPx0P5OlLKaJ7r0EvUobDhqAymli5hAwIr+bMPPnVJf6w+bczUVzGyo3gcO2QSqBVnvsoQ82KcHeNp5t9658NopgacVRKn8ZlcwbNcWv6RGU58CBELlHH7pyKKmgoxxYLm9C6c22x87mU58n0uBYkSMOz53FrVs38c7bb+ErX/4Szp89lGBV0CcxqdPS3vBRJjWBLiRhpeFistwghCBuD2DJU60RqmXcmvOaofHK5L0iJwqwI8J6uULf92k+yDE4ouXIyerkfj8VFRUVDyoqAa6oqHhgEWO8708IATEG57x3vpFgVcfHJyDn0K0lh6fzXiKxhiCmzJK7JJEZJoCY4Mij7wNCHzFr5wCLyrqYzRGNUA4WnpZNlbOCV5oJp2BZEkn2/OEZvPTiC/juD17G0WqF+WKWTGMJ0Ci35iebzVqlTExEMq/ji/8iin6Frh/UMZQ3775y5pSndFg2ckGWmJHDMRfkl1n4VYBsGkwo5lJFwRg5DgtMuBFvLPiN4BTkVMpxHi6bSrlVHh0pmtKV7Muboz5vS3VkU2wkOQ3JhlVM45TPL8e8O2DnrUxOVSUfyfW72fbGmDBBfhmgZEJfMih5F6JtthRzkZ8enUOd2jjo12izwvrmHELXI/T9VPfQ+Gy9kOaVSVJXsb0PGq3d0jQV78SsnWHZrfCjl1/BM08/jYMzB+hDn9uw+6+DIPvLNr7SM6sbVRwR+x7ez+C9RwwRHCMiy0dy/5LMl27aRHv2Nd0WkdPgXgGr9Uryd9umExF8DG0TI0VnlhL396moqKh4UFGjQFdUVDyw+OSTTz6TekLfNTuHF1sAyZdwtV7j5PgOQt+BvIeDk3QloYMsWuNANSRA/YSXWPdr+KZBAKNtPZq2ERNmVvWn8Oc0EWm4HCU139TosUQ4PjnGlz//PM6fO8TNO0c4ODiL2EcI/zHpkuU6zUrjOFEP5YhFu8xwNGnwixA01yi5Qj3MZNmI2pCLqXa6xd54SNwyYRnSLJkMDsPl+UYzAIaKrx60/MDF4UnqqgzHODpPyZWfAom7Dcgwp/nZFu05R4IujmE0r6fylKy6GmEVAjW8B5sBr6yPEwMp6hqXsxzA44sobeQMu7Z16yAR+qygJsGW8zj6VcC669MlNse22ROTeu2Keji9DxxZg2iVVh8yDu8JJ8uAn/zkFfzqr/wynnziCXz7+z/B4eEhBr669q5aV8fWBwVxDyGiaVvMWq8+/4zVqkff9WgbjxR6vFT6YQHqNAiY8wghou879Qd2CCECjkDezcDsARruClRUVFRUDFAJcEVFxQOLsBEx6Ketp2+8b9oY1dR4bw9nz55F13dYr5eYNQ3YESIHzfUp1yXi6QDypEGwOvTrNRpNnXRytET2VFQUC2BTkORbobg6AmK+qj9Z4qUXnsdqtcLLP/kJHr78LPq+QzNzsrA3s2xVLWNkRHaijjmpNxbEOzAjlAGTCjbUdSsh/unQpjHRwBxUah+Z15ZlR+RX8xNvVhoTEzKyM8GxscVTNymnJamaLGa+qqnsBDk8TfUdERhTHBkS7TlG3JX8AptEtyTNU30+9Xr9PiS/ptiWHafi2HBMFlF53IZeka4pazLdd5yv1/Zj7DAhG6o3Vi+Nx5sJvQOhD1kBNhXUfJudRniW6MojEs5cBAPTKNHqb2tjYmbs7Ozg6tWrOHN4iM89+zR++/e+mf3Ux7tSXP6u6ZrIAS5L3TEGzOczNE2LPvSIMcoYYsSMmuKe5I0JUvXYiLZzDv16idgH7O3uY2dvByGsARCYMGdw0zRNvy1Ce0VFRUVFJcAVFRUPMNxnEMmUAPRAw8DcOULoA5rW4aGHHkLfRxwdH2FndxcAwXsnptB9rzlKoYqU0AbvPVYnK3Rdh53FLnwzw9HRNXjn1ZyRSw6i4ILJlF662j8WFatdzPHkE4/i5u07OFoGPHvxIkIIaNilSLcMUX8jOLUnwYTMLJYSkaKtUYqAbr1EDP3AQjr1doOwbPoF57IjfZejJkMamV6zqL6Da8fNpEmbIL+m+pbkebpH2Vqa8dOlOSrKsRF0Ta3k3JDQbTN5DiGbRcvBXN9kcxsn9OGL9pWVSOXnKP/M0ccH10+MyUjkgOuNfrOrSWsOgHrWps7mgSZ77uH4Y+bmGvwqUezEnMkBfS9B56BnxVc7FqJrHKYn0msZASAxQSaSTSBil8bnHNDFgPPnz+L9D6/io4+u4tHHHkGrfv7sOQ8ljaecD0hNDGnfxtNHzBa7aNoWoVuCOaLrQr6coDmOi/oKG3kCMF/s4Pj4DkLosX94Do1vsFqdSNRr0OLk5GTW92FZ8wBXVFRUbEclwBUVFQ8sdhaL+67DEaHjMGfmmfce69USV69+gp2dPbSzHXz7W9/A81/4CryTIDbkXWHmW5gCswNRA0DIY9M04mfMAbP5fEhixuzO/E4tlVFZhgjdusfBwT5efPEFfP+730OIwP7BGTCLiTSpqTNRttgUkhDAIFWDKamRRBMmq8hEq+96hBC03JRImsloipw7rGmSzLFO1uBUGeRpTGCp+KL5WEe7B4N0v3CYGFXR/lgc3ez1KVcPEQGoe2nKBxuLvkwJdINHYPQ4jNMcSZnRsYI4cszmw5tqoKm85b3J6ud2DCXe5Etcklgq1Vw2a3uxvFdFM8JIOSbnOcWqYtvyEb/iQXlyCDEiaBCsRPAJIJd9cBMZ5nQZAFXCS9JKLKmQNBp0ZMbBmbO4+vEHeOedt/H5F1/E2cN99H2PeTsf893BzMr05vcpI2Cx2EHbtuhWRwAYq3UnucNdVrfLDQ/WjYeoxL5fr/DhjWtY7O2BY4fbt25jebyE9y2cp8Wq69ujO0fTD1hFRUVFBYAaBKuioqLiVBAROPQNODa+aXF8cgxHwIWzh/hv/cqvYrlc4T/7j/8yXv3Jj3Dt6hW4gqFKahIPkCzjHXnEIIteqArbNg1m7QwcQ9bWeCgDJ9XXUt6U6jAI6/UaFy+cw/PPPYcf/OQ1nCzXaNtGFTOJ5CtwaVVth7JRq1CWvG6W/k4hhD4pbRMzBiNXw/Q6pyOLaUbcJDouFz6WifxumJ+KP2UZKSm5Jpfd2tr4sB0GZ/V3wKLuNgD5mrLrJE4uB0rT53GFdnwcXDsSb6jfW7sQNWqzKb8YB7zSSrcMZtLnN00Do+Tgk0SZbNtDyC+lK2UjSYiw9Mlczq28OSuEYt7kmSB9d4b9IiiZntgYIBgB5mxGnPodU522I2I9JecSeSYQmqZBHxhvvf0+nnzqcZw7exbrdY/kmM9Tj0YZAKucLwYQcObMWczaBqEPIPLoujViDCDnNmqyLFKOHJYnJ7j2ycf40Q+/i8NzF/Dln/kqmqYFEWG5PBbfbuIWjlqn0aLv91NRUVHxoKIqwBUVFQ8sTpbL+66DCOi70DjXNKaYPfrQBZw7u4+9vTn+uX/2z+Nb3/4mXn31VXzw/vvo1j36XkL2Ro1iTAw4T3Ce0Pc9lqs1zF9xPl9gd28HiCERBlF8jTzGQtjLgXrM0JKIcOfoCH/8F34Oh2cOcLI8wbkLFxFCD4IHUaGMqrra25I/mcgaaaXMbIjQzKb3SEPfy6IdHqUVb04Js8UH18ptE7tL6SvmYyUHHhQVaXRUef45VooHbZlpKTgRxgmhuvh6jyTUiFFU12rKJs3ZIn80arNYLtTihCkBHRPqbznIkZXAsGy86/0p6xj7/W4ENyv2CaAqbw/bWJGrPYtJsOXG3lBjOZtMI4oJtN1zZ6Sa8/dcRRSfexmkzjvDEcEpgbP+UnrOgXzDLXibkVpzVnAAExw5HC+XePmVV/HLf+bvw/Ofexq//rVv4tzZw9Em1MZ0pL4SD2/GhQtn4Qjo+k5SrIWIvu9hxNn6TDonLFHo8dyLL+Lyw4/h6c99AZ9/6Yt4583XcebsRQmo1XWiEgeeEdAu5vNtXvAVFRUVFagEuKKi4oHGvZGWu1ZB1ADkiQhRc/+2M4+ulxRIf/of/NP4c3/uV/H662/gL/9H/wmWqxVmjQdYF/K6sBaf5IjVeg1mRtt4NG2Ldj6HEBMMyM5wjS1plTY4WpTAWy889xxu3LqN7//4FTz08NMIfYDzDcQUk5Kym7hlLIMfGUka+hh7P/1fROjFBNp7n8hSTmVz73M+WdIU6uJkuQFQsPbNSwvlsLx4sp0xF8K9k9zBAIobEpGJi5jiSmCxrKpP12/KcCrnoLmCtym1o8mJOVev+ftuwjY5zOfXytMmqU3q5jB4FNHQjHtce4SQ34IuI2eN4szlKQXkTuRXaaeUsXtmzxZj47mXahwA2zgq7rwGfZPNGUqbCsTQtFDmB6y5evXZlWKUrAy8l5RDH33wAXZ29vHE449hvfrdwYaAtbz5m/UlP7UAcPZwHwCwXK4QWaxAECO8zYJ2ltVqpFutQc7hl3/1H8Vjjz0j/2a4iC522N3bA4dOokCDwCE0raNmPt8pgp1VVFRUVIxRCXBFRcUDi9lsft91OEc4WS2bEJm89zg6PsKdoxPMmgZhDqy7gDtHR2DucfvmDfGNBWDSaFJsGXDeIUbGarWWylnMG/d29uRXC0qlbVsgnewUmf0abZm97gMOzhzgc889gw8//BB9aHD27DlR+cROtKQ7SjQoqcCiy0UxAU5RcMV38zQTaEQGNYRSIZxMdzPCwII7QSmCpY4a9Lj8RrnsmLCp6XCZz3cjt28qz8N8Qj+t8ltwHdlUyPU7J2QxRlN+R0phSXgn6mSrdFRmgxSbnaxdXtzDzY5ON1ZYjm+2t3X8wxtpBrw8uCbZNGxUzRg+CynjkZFxyupt+bznWy2MlpVBl5tFYso8cvjm4Vg42vMvz21yXXCqxRIQYsClS5fw2pvv4NXXX8NXvvwlHO7/Gvo+oGk9LFp0qpOhgc1yj2VMeYNiZy5xCbpujfW6x+3jE3tNdezDTjs9dvPGHZw5PMIjD53HrRuf4JNPruH5F17EG6+/iuXJCea7O+h7NOt13zJW4EqAKyoqKraiEuCKiooHFp9FGqTIhBhC4x3BNw3WyxU++OBjPPv0k+ijMK64t4NZ0+LDj69iuergnYctt6lYWDs1ez5ZrRBChHMOs9Zjd0cWxQzGMDCwSXFahy2uCYDm6F2tOzx04Ry+/MXP42/9xtdwfLIUZSgynM9mpklBZcDSqkRmuJj0PVXJomQXJkLTjAiwLs6j5SQlfKocuaeJwzEYG5oiv8VxsopoSHzHLGl7L7Iyj6yW5hQ5GP5+SjWJrNltKVV2NWeeIr+pii2CebTAX3cjv3Y/i/PDaM9aBoxhQDLabHckXE4HQRuOpSwRMHG/TP3VfiUvV1N1bYw6fxFZdU7t0XAaSloXQlRF2hUTySA43UjifH+MXRf9Y2bJnwtVk9VSw/IZcwT2Ds7gw/fewxuvv4nnnn0aZw8P0PUdFjxD8rFODD8PJu1blZs2AGazVsYRxUu673pEDmBXKNU6ucwEeIcYepwcHWFnZwdN4/H2O+8gBIZvWrz/7ltgjvDeAcw+9OwZy1N2fyoqKioqKgGuqKh4YNH33X3XQUIWyLdecnB2a1y/9jHIObgYEcHo+g5N2+Lk5EQD2shC2Ewq7W/nPZhFAY7Muhhm7CgBFhtej+RIqitrIdLFkQgwJH3L8dERvvLSM3jk4cu4cvU6yLcgzaaafQotFZJ4YXIUBSwyS4RoNTn2rIG42AHk4PxoEa3dCiEicERrnUrEbzvROw2inNHIHHnUKAAgDEnyFIEcCqJFIxDFUImXRbqeJHr3SOgtYJUGDtaxjCNcT9dlCjHr9WlIZdTrspYpk28jkYpN8gs1eS7DW29BeR8nyS8Py2Kw/5BrtvtT7FfY82+qL9lmQeFizgFgV5hcq7JdquTMOViWJyByQJ9858vusQaVyteTBpDLfupyn1wxXqdO20RIeYG9I6y6Hq+8/ib+8B/6s3ju2SfxB9/5Mc6cOcj24MVY1dkhk/iiPSAT4BDEQiOq+bIjDfZlc5d3NfTfnRV2FjtYLVe4cuUTnDk4QNs0uHHtGiIHEMk7S07qqPy3oqKiYjtqFOiKiooHFvQZ/BGq6bFY7MM5D3KE69evIcYI1zhEpuQPu1qeSCTeKJFmI4taSoAsTJ0DM2PdCW1omxaN99jf3wVQ+lcOWE1aDzsdU0k41+slvvDSC1h3PV594y08dPkhhK4HOY3+zKS+w9mmlKPFm2YQOSEWMSAG5eDE4OQfOZxRAIihl+BDqgielnP0Xsiv5ApCIq8jCodBnOAs9G3Gv9pGfu28srWYVORxgdP7msqMOarOQ1S/aomntDmSVJw3/X6Z8/Wb5adYPm32Y2uHTYVE8XOzymniPZoqHtZUCsfjOTGFtLhlKRWXfew+GvlNdcVibkYjkfuu75mmM6JBGRr6r4/UX+bimVUTCXLZWkM2EhyIAO8cuq7Dm2++jfMXLuGJxx/F8fFJ3pEqp1D9di2oXGqRbCMCaNsZAPGjZ2Z0YQ2YQm4TWqQXIxDWqzVu3bqBxWKOdbfGcrnE2XNncXJ8hOvXPoHzXiw2ZjNwDX9VUVFRcVdUAlxRUVFxN6gMzMxY7Czw3rvv4t33PkDjJY2JJ59TshBhve4Qg8W8lYA2powxM7puKSbKjYdvW+zu7qRm9MsADA0mZIITAcSMPgScOTjAs888hQ8//gRXrt/AuXOHGliI4LQHRmKyTyUnEhBFDkaMhGhRcFnkSeemfYAz+UX6uak8bie/RpaSfzOpAlhWmBhZX/yeK9iw8t2qeEnhTHjk2FSao22K8KCczaGpv4XZ82lkf2weHYthlvVtNDuulKyv91A2XZC/81gaHDHXgZ/sKVNhAa8GezbFHJj5cQTAmr/ajU3Gi82EQaRpC8xVjCAWbTEAOJdSKg2fDVFMzQ0h1ZBIchGNOk2PEk5yIOcBUOHTzDg8e4g333ofb7z1Fj7/0vM4PNhF34eRP3smvulBoUxiOQoBblpVgGNECBGr5RrkzHQ9R4KOrLmKmRFih3W3ws7eDlYa2f78hYt4/bVXcfPGFTRNi8a3II7EzG77u1BRUVFRAVQT6IqKigcY9yLo3bUOBnzjHKux56yd4ZOrV/D1r/8BnnjiMYB7NLMZVusO127cQuMJfQggAmZtC9c4XU6Tqq0R65VEgfa+RYwneh7io0lDwpLZAjRMrqmEhHXX4fy5M/jCSy/gu9/7Pvp1wO7ufqJxEoDLJEnxLXUeYDIz07yCl4BbQoKhCibR9H8RQjyizvEwTY7N2db5HP6VbWiZExnJFAsY2skqtSiZEbbcZ2NNRX8GpLcw971r8K6SIPKoq0b0NNjV2E+2vC4WGxhDzjbd9laf3wEZ30Z608QWxwCiuEGCxfd8cw5oS/2p1iTJFu1SHNxeIsDL/lHeJCjlWgDmDMw6sU4JKRgpupaJ9rGoN/Rixl9WBQDkHZxvUt/JjB9S5zkpx2l8+k6R3lMRhgkcGQcHB/jo4w/xwQcf4nPPPoMz+3voQy8+8iPTcHKcHllpSt6noDd/MZfAfDEGxBDR9Wq+XJgvyGYXI4YIQhTrkpMVPDl03QpnDs+i6wO+/+1vIPQRzdyDvAdHJte6ZtbOk59+RUVFRcUmqgJcUVFRcTfE6HcWc8zmu+i7gL29fXz7m7+H737vh5jNFmAOuHN0Gx9f+RizxiOoOhRJSJfTRbX3DhwZ6+UaIUQsdnaxXq5gAa2mF62s5rRQ8kO60CbcuX0bjz/2CJ599hm89d6HOFn1aEz5IoeIIrotsgJmTNKoA6sqFtUvGKpmt7NpAix+qhZA6t7JbxqEtRz0kxhlmnBkNqDdjZn4MXAXc2eNDgy9Lg9+oxtj8j7ZXb0+MhDNCVXlyyCpnlOwK6LNXjFLLuCJXiYCt3nNxHGdB+vPdkhIqlxHZpwD8jvgblP9Hh3jwY9crTOyx3kzx6Kg69/lBkBZXSw2IuzgoNWYy5oVPxhqcRHUh3aYHsw5lyKu56jYRadZx5bItLwn5Mz/VxpyahHhG4fbd47xox+/iiefeBxPPvkYbt28BUflEoqVuWoiJatfOxbVkGFnL0d8j2rFIcVoeE+VqMcY0M4WuHPnBrrVHazWaxwcHuL73/4DvPaK/PsDErcE7bOTcdz/p6KiouJBRSXAFRUVFadBImChCwHdeg3vPWbzBWJc42/9rb+BW3eOceHcebz77vu49sk1NG1TpCDhImKyLCqZGJF7RGb4xmO5WqFtxCySY8wKn1yeSS90ma+ck5nRrdf4yhdeAhj46KOPcO7iWcQQoKF0su+vwQJNhZLAKvFOBIElEnSIaJoZJv+bsGBaY9K0lZEWAaeM7CYVsxys+foWxLqcjwnw6DcGisjQ2hYVfR2RvlPHURy2gFfOybyamim/bx98aX5eTIfkeZ0wex74pxbljUSeWs5GxTGdKwnvFPklbOj32ueRssn5lg24pN026JjGXWIgcEAcz0Ea1+i+UPGz+JQm5kzWobFpu1TjfQvfeLFSMLNiJc1GPMXsPCj5zZItEYHQiCoLAI7QNjPcObqD115/DY89/jiee/pJnBwf64bMsP8MQILICYlOQ9ZyraZm846wWi2xWq3QeKf24dK++jik+WrbFp98cgVXrnyIvf0zuPLxFXz9a7+Bxnt479C0Ddq2FT9+ZurXa8nVfZ+fioqKigcVlQBXVFRU3AW+8QhdACOgnbWIIeDg4Aw+eu9t/M3/6tcQyeHb3/kuTk6WaJomE66kMJIutD0cPNbrHn0fJSBQDFgsdiAEJyKbYQ7BMEIrv/Sa//eFzz2Ddz/4EG++8yEuXLiEiB7kxEzZeTf0QywUQVF9kX4HjKDIAjwyw8/mIL/pB2wEglLaFwyUu5IDCWHizGDISRTrCGBCLR3aBmMj0JUV2ZiipBQP/TunouGe6utbdty+mlpMQ/Kbzm2py3yux/1MJP1eEWnUn9P6XqY6ys8ST90cABFx0JXsx5q6m2ot/XDTQZbnwTYz2EygUxEjqHeZ7xI0vEdpvos8yxGkvuiM8jEEMxrv0XgHy4VNjtSk2TZfLDiX3NjIMUV9BqiIym3zyDhzcIA33nwfb779Hr7w0vM42NtF3/UjAp4zYhcTKvMQewCE/d0z0J4gBtnEcuRl+hwXz2ve8PCNR+w7/PZvfw1Xrl7Ht3737+Dqxx9iZ/dAXSkaON9qX5j6vsdn8amoqKh4UFF9gCsqKh5YNP7+/4ljF8EEz4jY3d3DLd+IaaV3ODw8g5e//338n/6P/yqWqyUuP3QJzGL+TAVLEvIKkJM0JcvVCuuul2QpjrC3dwDAqflx0biaVAJZNAVkwb9crXH5wnm88Pzn8KMfv4KjoxM8/sx+MjN1FslWU7Iks0wblxIK9kiEIEaCd9ZaROtbeNegD8N0UlFVtKxuTcxb+mIyp8vEoyCNnMZGmSRZV0/hxxtCY+TEb4xAlSaomaffGxGzLpp6WxLfkn9OmTwbNsyeSQnhlrFN+vxi2N7pEbfLBsvBF4eKn0Oz42wRMC4/1d3krj4w26Wi2/mJJbWRHtyOct7GOybAsF7znfZGts3GIQAbfvMAE0E8j20TQlse5Hy2Yy4NUKw0pPEUEZrl+sPDs3jr7bfwxhtv4tlnnsTh4QFO1n3RdmlpMXhAAABd6AA3x0MPXQAAhF7SpXVdBxDUVUHt7NNzl035zxyew7f/4Gv4zjd+Fx+//y72Dg5Su7EP6Ls1HDVgRCJao+obFRUVFdtRCXBFRcUDixhW910HxwC4tnW+xXJ5ko9zhPMN9g928IPvfReXH34YZx57aqC0sZqjOvOHdA7eOayWS6zXa3jfgIgw390BqEXsx1lVS+rBiSg653Dz5g189WdexIsvPI//4tf+Do7XHbwnWMAtaAAsVvvVIYmKmYha8CONBO2dqFgxRsARXOOBUTpluV7MS8c8yygPCjLGUL9kZd0Sn3pjpqGC3VaT5wG/yp0Zllfz4oJZW+3TlQ67UP7Y6Adv8JrtdY7THMEhq9l3I78EuS98r8IpK/kdkjEh7TTd3uigmAdPlRtO5dSTSUynzjnrPc/XctoTmVLCEzk2BX2Cl1vNYsfg8xkieOfyc2TEUhVfZk45sG0Tx/Jkmx+wA+BYibsGhWsbh49u3sb3fvAj/FP/6K/g2acfx2/+3ncwn5W7AMMJSH1gsdho53NcvHAegOQoD5HR9+vUPojgfVFXsdnTtjMsT05w/dpVzOY74qfMjBgjFru7QvRpDYR9x+ECmCaczisqKioqAFQCXFFR8QBjhf37riMiwnH03gGr5Qm8KxKkhAiaEy48dAntbI4+dGhiA3AEWzGRd0Dk4EgI8LJbY9Wt0XiH2PdYzOZo2jkC90l5zApVNqWVNCkRQYNQPf3UEzherfHOex/h7NlDxBjRNKpkseQVJSKwJURSH8hEQCBkliDCkzPlFKKybQsQxUmezYxp8K2I1CR+uMYGgRQxqbiG81C3+/sWXYlQXlPmzU1kgbMV8L1iTKDV1pfU39fILKzdjYuKvhWRp5P5sZJDnujXdLArStPLW8tOMMNBWQzPF2RzOuAVlQXEPB+5fU29u2n+PY6srVYLWWWVDZnJaNsbQbGMONLmeZJ30QwFHBFCDKmvuRjBQXxq7TkhfQ8QTdmNunFi+aetkJJeR/pBCoTlGo91t8Qrr76G3f0zePrJx/C3fuPrmLfzYSfLPQjz4yXJ+7uYz7C3JynPQojouh7r1RqNuhnI/XVy+7mokxkh9JjNFtg/OMTx0RHMqTqyuGWsVx3QBfhzO97vXgbH9cY9rqioqKgQVAJcUVHxwOLsxcP7roPIYXl0u+3Wa7SzGTw1+OTqFfiZ+u0Rg9h8HS1wjaZ9kRpgfsAMRtN6rFY9lusOB7MWzjksZsB8MUPoV5kopgWw1pJy9AJd3+P8uUN85Qsv4bXX3sQ7776Hiw8/kswlQSSL6EiqvOWIzZx8caFra0aIgG9UU7PAQmoOWlKsROgia87jMQ00lqekx8yfi8X8IN5WMUJiY2gThHDUDiX1Wq+nglwlVm0/7iKhjvhbqpfunfza8dLkubSMLetMNUwR33TPTiO+KCqS+RLymn1+J3nyKeR3vJkBJEvcYSnli7I/kp/unOfaqinJr/qL38OOxFQ6KiZN0ZR2FMRPlkAaATpfndIeeXEn8HrcfuTbx8Nnk4yvyjtGBN20yvMVI+P8+Yt47fW38ZNXX8eXv/h5HBz8GlZdV/QAeaxpQ0DuXwSjaRss5i1i6MGsBLgLcM7liOqF28RgbKnrw4eRIBYlMTKIPeJObPjSEdBVH96KioqKbagEuKKi4oHFGdy/CuIB3CDyPXusVisgMHzTgiCRkJOpa2RN1cMQhUkr0FWx+Vg2bYP1usNqtcbF/T00TYM5A/PFHHdun0zyPyNQDJFpj4+P8eQjD+HFF5/Hb/zO7+PO0R08oelVyNRm50C+UL8AMAc4ckKbGMJoxOlXqIeR16SqlfJaZnDMcSJ9j6qcyfdwTGZJUh5N8qAiL/HwcGo5NVH6MaMg5WO51I6dhuI0IUd6JrV8vVfld5zeJ1VISL7Jg2aZU0TiQXlVfu/SawAFgSv6NAhKVtabr5rsx6jq9MNqG+zFlBa/GJFztvtbsP0yCvWWkd0tF/Mgf3PRq7gxf3KfvPcwc+dB35ADX4kptPTfaevio+/k/dGjgJhFo2fsHxzggw8/wOuvv4nnnnoCly+dx09efwuLmS9myeXvKQI1AzGgaWZo2xZ9HxA56uE+bW7p3pn0ReewVMWN8iaKHIH5fI7ZbIbbt24Djce852Z+ay0BwioqKioqJlEJcEVFxQOLVbw7lbgbCIwAbhdNg5M7RwAHNG2Dvl/Jwp3F55AdJ3U1qV2FvSiR+O5659H3K3SrNdr2HJgZs9kc81mLW6UL8JA7Zj5NhDu37+CJr34FTzz+ON5+9z/HchVTvl/z4QUkH2qqkAExTbVuSdAr5wliooykVqVo0IVuV8bnkmuH5DgNNUmEhb2v+rOORcBMLuPg901lGXkDoJgTa3c8X5/G39e+Wp5h53hAfrOiur3OKYGWt5DfSRTK78ZYJtXfTaVc1N/pNERy1ZBgDsyYR2XtkN1BBkDFXPCEY7KR2Onhna7+bpy/25xZX8Yd1toAe/b1GSYAcABFIZ4RKbiVuAjodZYDF6LISvRoJ2bQ5OBdxJ2jE/zohz/GP/gn/wSeeeoJ/ME3v42dhx9C8XZsDITB6EOPtpmhaVqEEIAQsep79LHHzPx+Nf9wvidC1s1COwVQMzNuR4gcsV53CCEigjBjbs8x0N3/P30VFRUVDywqAa6oqHhg4dxmCp9PDwa4W5AGjiIz7VU2YFGAOYovLbmsZuYgO6bdELxvsFqvsVqtMV/sgMmh79do2lZIJbjgQJwlOFVyQx/RNh5f/sIL+PjqNbz62hu49NBFad832Z/WyeLflUpuQSyF0HJqY4OgbgTOKmdEcgVnFdMILmemrD6XiWilepHbQ9GH4Yxv3oWx2rflgk+V3iiZdMtPp+K1iWdyb2lrpOdJf2Xba9ii/A6+p02HTeV3O/GNE+2aMj/uYPl1TH55WKgoO0iLpAcS7xrzPFNek40xQ22UB1VPUeCSNG9EpAZNBzJO5JdKl2VYYLfIjABWw38Umzk54FVETEGwjPganPMgApyjAYmWYg6Nd3jtzXewXAd87ukn4ZykDEtRnClPi2z8yNZDDBHzxRyztkHf9+AY0fcdYgRo5rNJc3k7OG9csO5cMVvkaweODPKErlsni40I8j0R+qlcahUVFRUVACoBrqioeICxYd7509QBIDK3tpqPDDTeYXm8RDufy1FT+5I5LhUET/4Wv0LAeY9+uUTfrbG7twffzPHJtY/hmwYDZS+xhjwGArBarXHp4ll84aXn8dY77+DDq9fx0COPCwFujaFoRFtiiTBrzC6a4mUm2cPmNHZuIrX5ey4DADFEdCETYCIHQsx+mgUpnhDnCjWblTRPEPDiGt6m5Odu6q+fgvwiE18y8o6xOfNYih9VV54yzsdT5HX6WBrvXXMCi2l6Mq8f7lTclfiW6u92hbhIs4sUY2mQh3kytthgkyRvtAxOqx/vNkzeN+tQYVFsx7ML+yZ5FwsMNe22saX0RpmjhxglZ7RuajndNDLlFySm0NmBWyJOX7h4Ca+9+TZeeeUn+JkvfxEXLpzDar3Gznyh9RNSgjD1I5Y9tIDZ7i6a2RyxXyJwwGrZIRpLt3JACr6WyHc6mf99IBBC7OF8mzYRpK3o+hCqCXRFRUXFKaiJ4ioqKh5Y0H1+XCLQ1LIua/t1B5CD8w4pxyhZ6iBbUGfllk09sj+a8qSPAd45hBhEHWpniCEicT0jv5TXx0SE6zev43PPPo0XXnwRr7z6BparNWazWTFobcPLT8DIl/QzIvtOMqeGYAt8MRUdsw6kMgDQh4iu7+HJ5WuJEwOMcTrY1ebdyeSX85Tl1iJPxsVKgbpgVZhv5xYUFTOg5slIQZ1opPwCSIraRq+VgI39fpN3KW/2ZJoQK4WbIIbjaM8yP+MUWVsI5YTqmxTEiUJjQXfQyoh42iinyOyGObJtfhA+Pfm1c2Vqpcnu2w7GqK8gMBWmz4ki6sWmlsYAjj3s3fAkG1SiAuu754r7xA7z2RyfXLuKn7z6Jl58/jl8/vnP4faNm3DOdndyujIxU7a+Bezv7mM+myH0PYgcuvUaMXRipWF7B47AkeQhtQ0imQwAjD7au8waPEvqEcJPiDG6EHqEEO77U1FRUfGgohLgioqKilNADEQODetKvO/WABy8a7Lqy0V6oUJqkiUwZyVU/YX7PmC5lABdzIzF7g52dveB2Oc6TMAqCFVgIPYBzz39BA72DvCjl3+C9Tpk80tTxpxTVUtJsFSkBA22ftZFvsmvSD/JZdJCpXRG1g8hwElZBsTcWT/S2gRUdiVEgEr71TxtXF6tauppOv49+fuWzQMpRbF0X/yZo1q122c8guSHWaQ5khNIBCxGe0ruBiVkI3I/IPZF2dz70Xi4UH8HJH+4IZBoMBeFRlUG+7XckEjcq6iPMap7YvPBmjEL4nvBRtcm6gTSfCflFJa+K59Pm1jEicha2QixYIiBheSRbHQxC2kGRAV2qgDLJpIR6AjfNjg6PsH3fvBDXLh4EV/54ufBfa/uC+MxWURvBhBw4cJFzFuH9XoN5z2YI0Lfw1sgOt1IS3M/2DgotjMIiMxomgaIkgtYXn8GmBvvPZx39/2pqKioeFBRTaArKioeXNyvCTQRIgGIfeMScwSYJKLr0dEtLHYPUJKL5HNoC1KNFg2OIO/gGo/QBRwfnyAyo/Ue88UCi90FgICUBKdc0euvfd/j3LkDfOXLn8cbb7+Dl195CxcvXkCMEd57VasAU3GNijK5AVESsh6B6ArCY8pYTGpTIg9FVwCAmDUFjdQjAaRoTFkKGLvJlZGp0ChOST4pDT7FqfhID538vrVZ+2EqoR4TP09GCBiQ3ymiWQbFSla+hamAENeJ5icPUhoun1YunZuIpn3KsCfnZCpSWCo/DHZlBPK0Nk5FupcQVj16hHKXePoEhk9K8ru3VFfMmv+Zk3k2F5sQdg85iH+sDCmnECMdHHOPyBExAp6ckGV9+4hlE8iliOooTJIZB3t7eO2Nt/Dm2+/hy1/4PA4vnMOq67Azn6X+O3t+i9t34fxZAMBqtQIzo+t7Ja/qpqA7VM5Tdg+A9hdqg6KKegwBfnemYyJ5dSKDybXee3wG8f8qKioqHljULb6KioqKrRDGFCM51gUmIKlLnG9EJSEGOaiKyEmFZU1zAhaFyQLqSGCuiOPlsWmyaHyD/b0DaZGRzGIpVSZq7s2bt/Dsk0/gxeefx09eeQ3Xb9zEmbPnlCQZSNsbRpOVhT3DFGXjRJZwJUuxDiAJHuYbDyoDieX1eArYJb9vI78FM9EATnmMSPMzEDmLNnKz+U957FQk9VLb0thBYFF+mYX8ZkI7kiDLqgo1dLinQgMidjpoMM67EUy5p1PRnqcKn1rTqYe5+KS9l8IZeJiCaFzF4CblOp18ABlCSle0LZAZT37VYsPo1aU5dfINZ9tQkY/k3UXy53XOaQ15MynGiKB5r5gAp0QXTqM/w4F8kZ+XnCjPMeLs2Qt4+9338PIrr+LF55/DS597Drdv3gLM9LpoR9wOBIcH+wCEAHddj+VqCSCCLG+29jFviBRmF6Q3JsqcyL8jhHXXaeA9m272gP6bc5+fioqKigcVlQBXVFQ8sGgad58fj8a3iHHmY2QJNEUO69UKIPlugaUACLmMFgwKA9WRyVRHDwZwcrJGDBKttvUOO4sdqQKx1EmVocnydnlygs+/+ByeeOIJ/PBHL+P20THapgGYUqAfp76/jiBCcOJdBUktTGFTFGsg+SdD/Qm9F5PtDURGiKJWc3AT3MhGEAGoj6XZw455JilhAjaI5JR57afy9x1ZDxMxnGP11d5GakfV8dA32OqNzBvk14jLtCkzxEx8e1ODzibileay/L5RXL9OKLw8WTD9GJwuiTlN1HeXtuw5T8qn1pPN6GnDf3tbEybGl3lwh+0SpoZmdTqHFNQKJL/nSM0y0BiQzKAl6JVXa2mL3kyqApO+gtKHtvW4fuMmfvCjl/HII4/gCy8+j7BaFROA5MLLQJrU+UIU4hACYgSWqw7QNkY7PgUsqjwAcy9gRtN6OVM4oxMAx7Gu6yoqKirugmoCXVFR8cDi1q3b912HLNbXnsEpOisRgQnwvsVqeYLdPTGDBnSBThHMw3UoMauy4hBjxKoLiMyYz1qECJw53JOCMYL8OH2TKD3nDvfx5S+8hA8+/Ag/ee0N7O+fkQVw6zNNMF9H1t6MWGBEVjQl7Wj2cRyrrgSXiMcYIajh7GixnlVLU31pcLpUF4vG7qJi5j6dcnLjqwVNFqt0HgSwGvL6TZXVytr3cgy53BThHB1TBX9KJd5+/eaE3E35LaM8p0Dc20iqnhnfWQ7I2+JlgdOIb1GOzee3x+j68SRudq0ks+Xoh9VwFkSpUJYntknkQvXhVeKbNij0ESVihNBhjrmoxAwhvsaTtW2J4M6gaObRkg7plVdfxfWbN/GlL7yEg3OH6Loes9al9klJd+QOALBQAtx1HUCE0PVIBvG6UTCcJnkArV+iVAN912G+WGj5wrSbGBFoZDOLNu9VRUVFRQWASoArKioeYNy8ef8EmBDhmoYGi3AQQt9jvpij7/rkA2r5RQEzN4YE1rHv0UyhGd16CY6MdjaDZ8bhgRLgiTWrI+DmrTv40gtP4blnnsKb77yL9z66ggsXLiBGRkOkkYy1l85SHBlBpcKUVAmy9pE5wFErgYDAIJZ0SBGAc66IbltOCgEccuTnUupOxBfYMDIaK7MTmFQxP81CvjTjteE6UWpNLLNbsi3YFWMY5Tnp2SWhG/eROaWFSu0SNlTfQbmJzhM5MA8l50Gk6BFzTTlz7wWc78xY/TWBUx7v0qrhHtqZUGAHRXXCt93FwYbF1jLFSZL3kuO2SMU08NW2gG9EhKg7EZIH2PzYzW2AxZw4mQCTKtpiEi0vByGEiAsXLuLVN97Gq6+9js898zSefuJxvPLGW7hwbm5dTPct6MPUtnKuDwExRnT9Wvsr5tWk7ceQHyA2VVmfJ2bAtw3IOayWy4FhAEcgxOjl1Xe4R9v8ioqKir/rUE1lKioqHlg0jb/Pj0PTtAC13pQYQFTT9XIJcg7O+WTSmEhVMn2Ug8mI1RN8Q+AYsVpKIBzXNAihh7OURaMx2O8nx8f4/AvP4fEnHsOPXn4N16/fwHwxBxDVzNnBOwLgIdFnTZHOfo5ZguWCp5AJTQNjW9Yos079gVOUa+tVZAAutSIRjwIy+yn+e7HF+2QiWZ2vQf2fAgWTY2i3VP2UQEZyMzL55VN9fnl8mI3Sm8nzZsCr0vQ5jZdJI2NvNjNOc5QLhIL8Woqk0YQVew1lmiPru3DNzbFRcWRwhosxq4pY1jksuk221S6NMzVNF92KwlI6P4uTnRbPWUvVY+m+cj2qqLJaMZBZVMhGUGQGxyD3MuYI7ingFed7RCAQ+1JWB5ixmC9w/fp1vPzqG3j44Yfwpc+/gOXRUWLdbKbWIA0YByzmc708oA8BJytRgskRSP0AqLzBOm6imHYuQujlvfRiSZI2JUhuAHPjxKe4L+r5aT8VFRUVDyYqAa6oqHiAcZ8LQGWF1HiSxTIbt4JzHjFEtLM5utVKfG/Bynll8RhVsmFbkBNJ+iRmrNcrhBCws7uP5WqVVvwxhsJcVBjNugu4cPYAX/7iS1h1Aa+/9hq6PqDxqhwltQjF70Ci3so8iSM4MkKMySRbFuu2ttdAP0r2vHPF/xLGlKRw5L6Y41KJmyBtOf7VcFlt3dtCfu/J39e+Gj8ZpTjajPK80YuBaXSMGJppu5zK6l44gRAfnf8R4Z82eYYGvAob50vONWzDYgJvGDFvNZUu3W7H7UtjpxPcqTrtR35+pq87Ncr11DEuDel5shCBkrK6MQ1UKPkcJS0YFSftJeao81hcB42YTuZXL++HGzw/EiF6uV7jtTfeRBcYP/PFz+Pw8BDrvlciq28kcQrWtbMjVh4xRIQQ0PflZoy5Lwwn0rpqkxVjhG9ahC7kqO/2T5UDHFqKGxYZlQBXVFRUlKgEuKKi4sHFZ7AGLBegURVdM1U9Ob6Ng7OH2N0/g9gHtXQmNYOOiYbKglwW4eQIIKeqcUTbzrBaLrGYqToU42Cx7ohw/cYNPPfMk3jh+efw5ltv48evvIbLD13WAD4O5qjonAbUIWgQH6lDwlRn89dkpq2+zACrMsraXSVY3mcT6NHExhgKAiZzMmAi9qvwDJu24bmIHMl3UPspxLcgA4NbZX6djrV/IzPmCXNnw1RuXyNfsSRI1vRUsCslTcK6kDYjxtfkCQBEvXfDtsuJG3d5xEsGUbG3TJcFYgrI9z9VvY38ntLORp8mGy2KajofmjhdGuiWQck26hpNhcwtgRGKQqNLIicSy8w5IJZWICbQkk6IOQDOKeGVn07b2AhGlkw8GIcHZ/Da62/hvfc+wHPPPoOXXngON27cyFGZNfJdVKV6Z29Pq5Bj6/UK3klcgJKFJ/9dfWfMk4E5Yjafo2kbrFcneTzpUgKIKSfaqqioqKiYQiXAFRUVFXcDRxdjLBbRsrju+x4cgcXOAhz7gZpUEhpfkC9S/8Llcol1p2aKlBfHHHlA3GKMCP0Kf+yrP4fLlx/BD37wY7z7/kc4PDwryqY0AUdQskqA05QupAoXESJiVrCtj0CKbssDGc8DjEyoNycE69W6IOqb/5WoqJlV0LKaCHDYjJR8V8W36HhJMC1jUApgzZsmz2PWNgj4ZQoaIfs1U653UoWdDHZV1H3qMMT3WlJl9cVxKvpDee6svimVtqhz+BOWVrkMyJy5bWGuvEF+hz2dbqZscTSXGz3jXHYwHBpek8qkQqpyG/fU/to+Q+hjLp9HDdvCARe5rC06c8HumVmIsL63BBL/eScvFKWNJWvEgsIJqT48exZvvP0OXnntdZw/fxZf+eJL6NbdxmBDlOhih2cP03hjjOhWS93AyuS6JOnMOmbdhQuxx87ertTJcUiALQ4Bx6mw7BUVFRUVBSoBrqioqDgFSjA9kUuLUlaZr53NcfP6FfTdWpWmCEaEUwkx5z81c0oHogYOhJPlCuuu10BTDovdPQBNVmchZPn2nSM8+9Tj+Pmf+wpOVit867vfx2rdo2nEr1HW98bYxITTschGzA5OF+vmAzz2P5U1dFSVaUtqmcF8yKJ7tVrqAnwYLaoMYpxIalrTs87hdOX3mts3IQKsFuPOS6PD3L7bBzMmytb/gaq9RUQbB4hKpGuLv68FTmO1DEjM824q3Smn70Y6UbQ0qE+7YPfmtDn/tOQXKEgtDecvqb5sEcqR3qdxh+0ebmkaQosZ2BIEy+aciMCR0yZR2Q/ZfMhh4VJ3Wd9T/e40fZdFgLfnghmYeYfj4xP84Ic/QdcHfPGlF/DYww/h6OREN1Okn30fAL/AxfPnAWgaJAbW6zW8kzI53zBUMZc2ZR41iF0Uf+LQreHJbz7WDLAPxMRZ8r+fT0VFRcUDikqAKyoqKk6BLKaJQKpOlsGTGAA59H1Iqhoz67+sDPMxFEtIZWRO8guvuzVW6zWapkEMjP3dXZCfIYS+IIzA8vYt/L1/4o/hkUcfxdtvv42XX3kdjz76qJazHKUapdYudNJXOSIKkzPibkonMtkrBSshRbGgaGMzS/kR+qBkJyt05jtbmtZmc2L9XjAbU+O2+7SmgoPFfrSNCIZGv+YUhCx1c0uQK+vfhsltUn1znuAB4VNStZnjV+dwgotNmz1vY7U0bQY86kMqTeWx4UVkY5yoqrTonTJ7vqvp+UZrRbuUqtZymQQzF9YRmJh/2L20zZ+s0qYxFfIxM6nvtJ3NbUazGzZFlZCCaaVnPrJcb/darQSc8yn3byKj5EDshubQjhAj49y5s/jByz/GBx98hMcfewx/5Oe+hJvXb8h7F6XFvu+wszPHQxcvAgD6fo2uD1h3HRrnta3CTFwHKiEIKI3KeYe+69D3YdP8GUjRrisqKioqTkdNg1RRUVFxFxARCfEJurxWv0J26FYrtM0MzXwGlX1lQW1Rc2xxrSt+B4dm1uBktcZytULTeIS+w85ijnaxED/jCIAIt+/cweWHL+NP/j1/As45vPyTV/HhR1fw3AsvIISIptUOOlOYtV1QOsa6sDYTZ1ZluhRHJdKt/JKJE9uKejQbmfyXCmrpy1sKo0NFmZUkm4rGw/IT34hHZ4zv0bB8meKIiFM06FL9k3LD8SQxkiLM2ZIxpFRbQSXxNflbr9ogvxp9m5V4jQjxhipeTiKGpuE5ldJm/4iBnvM0bVSb0jcX9tUbZLmcZDuZN0u4OFVeUZqalz6sYJK0YAQQ+UkLAFPtk1l/GrEQUdutD042QEj96AFoyiKbLSOPQesxMiznUmBtlkjQUd8J8k0iuKQk2JFL75WZQ+fdA0mjdHh4Bu99+AHeePttfOULn8cf+fmfw2/+3jdxvFphb2cBJtlQmc9m2NvbSfdv3QWsVms478EWud3LuMa7KaSbLm3TAhxx584d+T66B7qBUBlwRUVFxV1QCXBFRUXFFjBMzI159R8BkAdxAIMRQsBsMcPRJ7cRdrlYlMpCmRngIKbGjhzIAU3jsFqusVp12DuYoW0btEyYz2bouhNATSKPr32Cf+LP/zN45plnsFwu8Vu//TUEBpx3ReBlMY90jiQStYjVoJy0dsC1gtq/JoUrqbCbxZk3mFH6ff/MIV548emkmEl+Y5PachKm1BYg+U1V7RozWgZyHdrXRKqZEVSZjTEgxCgmrNEiPJedHCqGRhKN+MUgdaQ2GLBIvRwghIUZHCNCZPRdAI+ZBvS6FNk6j4ftZDH9ye/UTKFtE0Wfj9LPdax2lypqOf+lrEnj445AXu6Jgz4TTsgVq680E+t3gtcoyYN0Tkm5pWHDjESdpSlJ4+NcA7t9Tq0OzELAzI0lbY9DVinzs2JNGrmWx1M3Soy0633pY8BTTz2J3z84M5ySNANCgIURJukX5UaCPNuStzvGAKdKrHP2nqqCbITXyDHMUUDSVPlGorR/6zs/wBdeeAGPPfII/sjPfBG/9pvfwMFTT2rU9Q5Ns4fZrEXoe8Qo/t+h70FeybkG3hLri5jnr9iNiX0vpH/sNA2bHwBqrVJRUVFRsR2VAFdUVFScAiUnLhMRWYTrNxAkJRIYOL59CxcvXATHIGmG7BrSuDQOIOfhXYOuX2O97jBvd0HksLe7g92dBa6vjuGbBh9//DEeffxx/Oqv/DKW6w5vvf46vv3tH+Cxxx9HCD08NTB1zGxPyXkADuRYoiGTKYWESDGF8ImDsZkpqRohF7zYCFI5F+br/Ff+vX8L77z5Q9y+dVMiTBuRgJJh5+GIRAh3JelRUsERIO0rgBgZoe8ARDADznshJc6hbRr4psVs1qKZzdC0Lbz38N5nlS9xSFLfS2SCoAGNODLIebRtC+dnCH0PIMKRl/YaDweC9w2aRj/ewzm5fxJgW8mdo0QmRVFlJVyZuGTuImqj9Q0xG39nQVKVTo0ILAYDifkJdeOCiisJiqooM2SDgCB+ol3foQ8RXd9L28zouxNJ6aQqvPceIUT0XaeEMavRRoYdNCa4hvJm6NiZEfogJrldh65boVPz3BgDYmD0IUhwOGb0HDFrW3luU2Aq3XhwQv2Y830KfVSiqN85gMjJPSfC7sE+vvn1r8sdl4TPOsdi+j8k7qWKzcn8OmpKMDMjd87BeX1eoc+WtxRKTu8/pc0V8TGOuHD+HH74w5fx8ZUrWCwW+KVf/KP4/W/9ALdvH+PsmT2AI1zToG0a9H2PGCP6vkcfe9kQsL7pc5vcJXTzxrkWq5Nb8L6RTYQ0f8U/VNlvtyrAFRUVFXdBJcAVFRUVp4KL1XRMdoZgBpH45R3fOcK58xdx8/on6PoOs/l8qGQlVimKWdO0WK6WWJ4s0c4ugZnRNB6zWYtutcadWzexvn0df/5/8i/g0kMPgRzhG9/6Nq7euIknn38JIXSgxswz8yfbdxoJJIiGHQF4DX4k5NP8HIXU+qRSJhUOusAfzIQQo9l8B9//wQ/wnW9+A3CzRJzgCM61IBB84wDXALB8w0YYzLcx1y+/M2Ls1f+WkyQYlQQY2SXn0DQNnHNCVKIotFmil7ZiFIVYyilpUTtb1zTw5BBDDyihE6maQSwE3ntTRgmukGcD94ia69UiDYOUezDAIWYiCySiYn0g79E0MyE+jhBih37dpTFLH02FDplIOwdXmD1bEC/AwTWN3kfItVGU7j5GhNhrrCgCq994UsnJSTRijUYuxBaJcAOA1zbliI5N1c/AERwDuNdoZOkebIMfnefRz08P7xsslyfw3qNplVw7IZU8iHCGbBagNyXGCA4BIfSYzeaqujoQuZQj255TU7rThpNtDETGmTNn8Norr+JHL/8EX/35P4TzFy7gT/3JP4q/+tf+Ng7PnEEIQNu2aFuPPkhodAmCF7Azt3vHgPryy/us7wk5rLslfNNgPl/g+rWraimh/SjNyR0AD4dE/isqKioqplAJcEVFxYOLz2IdKATAiQIGZEXJaBdhtVrCOYf9Mwe4ce0azp2/qBGByaoQFZgjyAG+adAfLbFaL7GzuwfXzHF06zoAgMMSN658iF/5s38Wf+5X/xG8+/4HOHd4gN/+3W/g7Lnz4BATuRKTzfwR31BVqViC9zhYhFnJmkq5QyijUztVvMSyN2JnZ4F11+PmjetpKnYPzuChR57GxYefwGJvN02xc6SqmUWcpmzprOpW8q/Ue2KqMJlZsBFyVULhIN8h+ZcJpCozq/wWMxkszEQNXBwTxRkACcGMGxGYYlI9k8m0KrAcWcmtqaNRlUaL8p3NUcXUV8x8pWF7Voz4Sd5fcjr3MOXckhaT+IBbf8CAWfEywZlvszUIiHU+OYmCnVR7U+4dQBFEkoZnzDM5yBySU8U5RhCiBBRTwquiKsixmIf3WVFlZjHhBYAoPqymtDoNxMbBFHFWc3VJOkRsc0wABbUiAJhiMn0nMiValGdRk9WcOgQ4IoTQ4+j2bRzdvonVcgUAuHnjBkCM2Xwm/u7FBkzKuwxG5F5y9OpYxGDDqeWBEV5O5tDpgc8zqE8XYzaf4xvf+i7+6B/5w/joo+v4e37xj+Pd9z/Cb/7W14G4wpnDF7C7u4dufQKOAeu1KMHOESx+nVgaFDmAHcG7BstbJ2jbGU5O7sjzRR7EDuxY7l1y5yYg0Ma7UFFRUVExRCXAFRUVFafCgSEph0SRZFCvvokQkta2De7cuYWLDz2Ct179MQDgSz/7VVEYWVRfB1WRdBEeI+N4eYKdnV3s7+/jN37rd/DOm68AAH75H/qH8L/8X/zPcOXaNZw/fw6//uu/ge98/4f4w1/9BYSwhmubQWwqZlFyvZeVNCeVSnXdZMrMSrBMVeSkUqdcp8xYzOZY7Ozh7/ytv4XVyRF2D87i0aeexflLj2I230G3WqJbnoAdlMAiqWWiWlGqK53TPiYiovMpHSkIRgkSA1ypQg24J4hIJvXTMJoCGJXK9YOjKOJwgMuKNwNA9KA295P1plPyLTWzeCFBzNCgY0W6qfRTg2yle0CJuaRgVmneskm61M9qNi2bC8wxzXsMEMKoftUh2iZITM9GyfUzyQfgWPMnS/1idRtlKjWKGOX8QOJ3XpJ+MDgwQMJeA0OIfBGumQtCFpnhiujOMlSSAGRBiZ+LQoo5Wg3ynUlcC+x6MAITnG9weOEC9s8c4vjObdy6eR13bt3A66/+BH/8iafQtg26Ts3pKeotNysETmbQYN2cIFXrvYfHMLq6vsWqAqsFA0uao4cvX8YPfvwKfvzyq3j0kYdx89Yd/CP/8J/GnVs38a1vfwevv/YKbty6hXMHu4gMnByfAMzqlqAuAg6wcF8Eh8W8xTtvvorjO7fx8BNPojvu4Ly3B9peYiSnBnnnNnc6KioqKioGqAS4oqLigcW2fLOfogZTDDO9YpU2oWvQaAGcCH23wnMvfgk/+M4fYDZb4Ctf/WPol8eqFssFBMA7B+aA9aoDEeH4+Ah7+/v4p/7JfwKf+9xz+DN/5k/j9tERbt++jfOHZ/DX/8bfxO7+GfjGo193JkBrYKMiUA8okUtRdQcjgXWalJSb2Jp5qkPbejzy6GP4r/7mX8df+jf+NRwcXsQX//AfR9M2WC2XODm6BSFGohmz+hin9ThIzU+VOLlsPlyy1iSmD46edif07223NA2iCHy0tS4jpX26jjU42MBAlwFhdeWxgviyZaRVEjJuVn1zkzKeiAsXdSFNQAqWVQwnKaDmOxw5Kcixj6JQUtQo2JS/y8OZ6+BiDiOS3zAAUXWZQRwRiREikkJrY40h5nvKqhCz1AXHqd7USgRk84iVjMuGiO135Cjd6oNLSPUlD2mbax6VATQSFyNwQOg7OHLYP3MWi919fPLxe/h//tX/Oy4//CQuP/oY3n37dThycORSuixm3TxgCWTHMcDZ+6Rm0EkxttfLaVR1MkJs0yEKMIjwm7/9Nfzz/+w/jY+uXMFiPsM/9t/9b+OJx5/Aa6+/itdffRlf/epX4X0jQdb6DuT2CpVfNqW883CLFm/85Ec4OTnCI489iXW3BqJtKln7ZSoofYI42N5HRUVFRcUW1DzAFRUVDyzGPrI/zQfIi1wO0AU/MmlRFY/IYXlygnMXL+Af+If/HF5/9Qf45u/+Jg7OnkfTiC+srHC9pj6JODlZIcaIo+MTfPXn/xD+lX/lf4tf/od/GR9fuYJrn3yCRx99BN/61rfxne/9CJ/73OewWi8T+QHn9CyiWiF1KiuslAhoUtNsbmCKLME7U7cYlx++jB+9/Cr+1f/VvwTfzvDlr/4igICj2zcR+7WOmYSolNlaONdPzvozjcl8umPymLYcaGuRiZq1UxPj3EBWKaeqGZYru1X8rsGxlEnByJoxLBtftBzSpZLLUSIxU54LNhU5Do9BRVZEUVy5j4hBUnJpnmrtUA7ohBhSlOw0zdE2bDh1FbCoxoxgZsrIz4uIutqv8SQRK/m1NlgUXSPvcnUmvlBLb700Wp327KTczYUfOPOwXa0yEWOdsxACuvUKBMbFhx/Dyckx/sN/9y/i5o3rODx3Ea7xYqJNo20h1mBbUCsDJ6bIjhzgLcK1SxYOORew9V8Icd91eOzxJ/D9H7+M115/AxfOn8PtO3dw8+YtfPXnfw6/9Cf+OFZHR+jWPSIz1qFPZtyUAmyJUt3M5njtlR/iZLXES1/+Q5gtFmqqPXpezc8g/c6Aay3xGSoqKioqplEJcEVFxQOLxWJxn58dLBZzgOAlBQtQyoTCO1xiGM473Lh6FW3j8ad/5b+HV374Hfydv/HXcHDuPFoNjCU+hg4cGUfLY0h+zwY3b97Aa2+8iffeew9932OxWGDWNviP/x//BWY7B2hnrShAlm3IOWkbGgwKEJNh54RUwfo6VF4RKZkok5llQ4qdPTyHW0cr/B/+1/9THB8d4ed/8U8hxDVWy6WaxxLEjzUCToSm2OtcGKlSIkWTC/DTFuXluSnS+ykcG+9Z+R/Wyemve7hONwH0pg7qMHWUjaxlRpgaYFdeYFGWka4jqyOwpG7qs7IbM3uF7UQQYlJTmYf3P282RCXXEUxR7pH+HlnIuEijnDrH0ZRdpP0FHoynnMccYVl+NbNqZDNtighsjJ7TNWnsNn9pyyDm9gZqvJ63BvUhDrEHx4hHHn8KVz/+AH/tP/pLaPwM88W+jJeB0p87ctT0WrHYLJH3wjuXzJNdOlNYWtgGGUs/54s5Ahx+/Td/GzuLOQBCFwKuXruGj69cRWRG3/dYrzscnyzVvFx9kglo2gbtbI4ff//b6NcdvvJzfwTL4yMcH90WH33zRSYqnjnrmc4hGrPr+Aw+FRUVFQ8mKgGuqKh4YPFZKMCWnTOtB4soskYcLRwWB4bzDa5fuwoij3/sf/gv4I1Xfoi/9p/8hzg8/xD29vbEf9M5RGacnHTiF+mA0K/hnQfUXPbpp5/G3/i1v4Gvff2beObZZ9CtVir4WACsbP5svrViDiuBYMu0Q9JvHcOA88kBBmHWehycPYd/+//yr+OdN17Gz/3inwIRsDpZjcoj17dRb6mM6W9mjkvTS+rtZupjwptTT427cm/4lAv7RFa5OKQ5WlP/uPheXmiWA0rj1HIgIop4X26iMOsxjVwNOR9V7RUBlZUIxoE5M2nFEtApFkG5eGBK7JTIptqjsVQNCGYkvZzayFlh1OcqDzWb4Ao2oy2nMUYAZKmU7J0R/93Ul3Ke2foSAQQl4EbUOc2Fuu1qoDXdQCBLqdWDHOHCw4/jJz/6Ln7vN/8GDs+e1VzFsokUOavtUT9iEKFqrPewaNCJ3hvhdWagwDmoFgFd1+GRRx/Ft7/3Y7z22ht49OHLiCHAop/HyAihA4PQrSWPuAWvm893MJs1+P63fw+Ax8/9kV/Ends3sV4txWS6NP9OzxiD4Iem4TkBeEVFRUXFFlQCXFFR8cCC1Wfyvj7gRN6IVP1E4g9IyTdJ08VwRNM0uP7JVYAc/rl/6X+O29c/xv/t3/wL6EPEhUuX4X0DIGK5XKPvI/b39uCVFPd9j8efeAIff/gh/sJf/Ldw4dJlWbQXSClaSHyPjZSkgD2kZaRn41nR/kKJieDS5Yfxtd/9Tfy//7O/gmde+lns7OxgtTzORPoUnjpWewki1nHeIRi0vXGfOG0h6P9KE+UKonyX6sYX3lPBn17vKjcYTGE0O99SyeZEDAcEGENTcDJfZLN4TUGjpDSBIVGds/nvYG6UGAq5pPQMJ4XeglopsaZkLTAaEk3MipJhDB6tzY2FTBiL6VA6LjyTkxprhN/MpTmFg44Y8L1kIm7m2MW4CjNgfboRQsB83mKxu4/f/Nv/Ja589AH2D84MtywsjRNrywwNVAdI3l8PkJlAi9IqLgiA5SxOUyEMFW3jsNjbx1/9z/4alsslLpw/h74P8N5hvphhvV6DIUo1mEHO4WD/DJbLY/z+7/wW5vM9/Pwv/DHcuXUDq9Vagl6BwIjaxuhGEfJKrlLfioqKintCJcAVFRUPLO5fAdaUNQ4wX8TSvy6rkepoSUIwopHga9cQ+oB/+s//j3Hx8iX8lb/0b+DH3/8ODs+dx2y+QOjXCCFib28Pvmmxt7eHl156Cd1yif/Rv/gv4uqN23jyySfRd13260WR9VaJCpV/dEEs5KZwVoaWTT6MlIjr/t4eVuse/86/+a+jWezh0Seexsnx7QGBkwZLomEKX1YZS/UTNksbQvQWqpmsNpM0iu0rep78+l8veDAfBjKb30HHRhsERuDG19seQCKZhfkvWGhj8pMdTVXBAxlqzqx5e8WvV1VVDXBVEuuSAg+7vm3zYPvYhns10k5ZP2l/xnVnYqskWAnlsFkuPvI78bDv+TSjX61x7vwldKslfufv/HUsdvbQeF88anmeQwjKzh3IO82TDZhbQbK4IBtH2iUYzELoAy4/dBnvfHAF//pf+Ivo+x6PPfowDg8P8fhjjyOGgNhHdL3kHp7PF3jv3TfwvW98HY889hS+8vO/gNu3rmO9XsE7i1Mq5JeRg6oN7s+YFFdUVFRUnIoaBbqiouKBRdd3910HwYEDYqaLmcSxpXshS2cTEUOOEuu9w80bN7Fa9/jlP/eP4zt/8HX8xt/8L9H3K8x3DxDJ4fDwAC9+/ov48cs/wfGdW/jON7+B//O/9q/hvY+u4w//wh/Der1Kppe2+rZFsCMHy+ULW6yr2bb590q+XDbWBSKCt8W9EuYLly7jr/wHfwlvvvJj/Owf//uxPDkS01NjM6VsprxUcrSO52oLYSrruhs0uu/978+WJsr3UvY+wEMT4Kzw2kbJqPip/eDia6JqZc0o80uXJNrMZLMgql8scBsKddZidRmPMy4Vs5UzMyTIFZOYcU/2196BLTbuG2OBkOKpTYK0o5PVXylmDB/FvsNQ+Y1p2tRygyQaeeh7nDt/CT/63jfxwhd+Bo8+9iSufPwBzPIbkCBfsktQ5NHWd0mIsEaFto2jZBqe1X9ysjXFfUTfd3jhhRfxysvfx1/4i/8G/uTf80s4f+EC5rv72N/fwSOPPgJyLa5dvYKrH76L2WKBz3/5D+HhR5/EjWufIPQ9yHkAXdLGQWa2zUMricHjQUAMnDeiKhmuqKiomEIlwBUVFQ8suu5+CXAEoQHTLHFIGuhZEGVY/RyjEeOoi2oWEtx3HT547208/dzzOH/xn8Fv/+3/Eu+98xb+i7/6H+Da+6/iykfv49d//TewPFni1u3bOHfpEfzCL/4S1ssTifbrCEQeZkZrSi8RgbyRIQLMZ1EVRGaW/LbGUWB+zVnNOnt4Fm+++Sb+6r//7+DyY89iZ2cHR3fuJLPrDR2WZeEvP1QVj2Wh0RUDZXd6Qc6sQYhKxZmkfNp2oIJsja9PNZfndVNie6soScKnoct3x3RttPn0SE8KEhsLokkjEZTGqnPBgcoxpjTDTCCnuW/H7d7TgPMGCOvmSe6r2lFP92DQBim/tI2TcdNmWzFkc5ZPOFcZmZBy/Cj5TXe5mCwGgKC+1TFgsbsHuv4Jfvc3/iZ+9R//Z9E0DfpOJjpGicYcmDVPMSXi67wErLPI0LIdVs6NPl9EIDXjZwJC6OFcg89/4efwxpuv4K/+p/859vb28Ou/9TU8/ujDWMwX+Mmb76DvV7h48TKee/ELmM3nuHXrGppmps/6cE5YdytocmMozyihZ9ItsoqKioqKaVQCXFFR8cBiQKh+CjBrxGYL4hOHJIyUZICQg/VosCIAYg4dGY0DPBGuX78CMOGP/tI/gPfeeRs/+eG38X/9t/8dxNDj0ceewN65OZ7a38f+3gFOju9IzlciyTRj5svCXkXhsiBdySfYAiqZUiWL5yTAkZINcsl/8dz5C/iP//JfwsnRLXzlF34Jy+OjaS47toaGjNk5ISYuosgw89PQyc3G5IixLz8oHcFwIxPUTGXj5DXTuNdn5P8fCMVYEc4wpVTu9QRJjiZYZkVxTLBzM0am5PkW01sa3BVTuDfIq6mzkTZTYXEmc5ZOO2vbdsDIsxt0zu6vEPG8uREZ8AQhvFue137d4cJDj+KjD97GKz/+Lj734pfwyZWPJMJ2DAhRTKBjZHgiOMdq9uzhCEqCJc42yz4TKDpIELLUM5jUTpDUSsvVCo8//hS6hx9G6CM++OgKXv7xj0DNHE899RS+8JWfxd7uGXR9QORjLOY7eT5Y75RtAiTVG0qEKW2IyY3Uf6No8o5WVFRUVBSoBLiioqLiNFCEs/wrtEntGGpLyQCU8KbgQgwlsWJC6ZzHetXh6PZ1dP0Klx99AhcvPgwQI/Q91n2HvuuwXC3BKANZSUukClDyUVZVTtKUEhz5FCBLyKGDBPrhgQmyxc3a2d3D1U+u4mu/9bdx4fKTADNCiEXQLV2AT3A/SbkjAXp8Q0k5E3LuxCocnI4Nr6Wk8MJ8m12ZF0jMTh2TkFg3ZjZG8UdUMLXzacynpzTiad04K7hjklaqokBKywOkND2J2KiZbUxET/5iS8BbqneRN6rNwyyo45jIktHDQngv1OKSDOdTRSAyO0gEx042VbxV5uWnAwAPzxLdOpk4N0ZUjd1K7GnHANjJpY6LiNWABbjKA9V41T6CIoM9EDmAmBGZECMBUdI4OZDmOjZinuTqdBsiGN63ABFe/fH38cLnvwKnQediCIghIvYM4ggmDx6YPts759IxhoP5V5PE2Ja2Y6nEAoyIEABHLdo54amnn4V//kV4R3DOo1t1OHHHaGcLODRgMDwBIT1nuuVgm2ysm2u6s1Deu3zrHU89uxUVFRUVGZUAV1RUVNwVLKIaxaEpKSspMvNODVKTogAzJX9FThajLIoSAaHvsFweIUQJ+RujEAMjd0Uz8LCgPIX67OR3AiRirRMTaKdLY2YCU6MWlawqsZluEs5eOI/f++3fwJUPP8SXv/pLWJ0sU8uJJBEPesNgUGSQ8/CtBxzBEeDJIUTAaKKRWIOR9hTx2Q1Ns0E+SXym5FoQosSXE/mkpGIP5a4h8aWkhJbHLXCS3ckmHZfOZPJPKE1+S7Iz2gShRsmjKM++9SmoUyKVyW9c2in3BBgR7L1U2gh/4Qiwc8WYZW5YSWRWHHXGNUJ5jASXCKWMPKZhSf+o8CGlWCivSk6N3+Ugb5Z7uPDdVTNdDnrbotavVgiSxxiqVnI5BHleo0VdjspZGZEs+JVT83oHdpKf1+mkeAAuSsqn0PdiM55csFmjTCPdN6OjMfQ4c3gBH773Nq589AF2dnaxWi012vsakXcQOaKlRtwGNF+303zbzjt5xm3Dhux9cgD3SY2lONxWyP2K6HpRmsk5zGYzeO8lsnOxESRzlv8NsP0jcxMYmIWjIMH6+Dki4eeTPtsVFRUVFUCNAl1RUVFxKlSgi0L8hqQg/SAU5tZKPI03OujC1UiDpFVx6bvl8aW06N3shK6CRSotVGCnLBhispm4knkBFjlrlSx6U6Mbj7Zp8fu/8+vw7Q729vYRNSWMNFkEucr8SMZHHs63IiXriZDcQXm49k+Hi6jHyWyzGBv3AEdQMQOJwnBOlCPm6JZhd0q5LT+GWHzsvlh6m9wfU9NF6dv82OxLQCS7D0qSnJJ6+9lIHllyovw75+UKkvQ6njxc8ceTF2UQDk5N78mLHyrUD9U3Wh9Z3z2IvGwGwANoZF/BkTwPzqW+Qi0QiLye8ym6cX7OOLmfJgWX7ZkvHobiPss9jckdQIJwxbTJkH23TabOZtNDj2iZByruB5SI5vYzWXTOoWna4nzaYxg9fkKcOQYsFrtYr1d4561XsXdwAMSYnssYIkKI0oJu6jibP7kFGoyO0rvLzEXfyvGOXwDdEIJE8bZUS7K3o++mEmqOWpNtnIkZiViSOJ+ew3Q3GMmvX9/xibevoqKioqJEJcAVFRUVp4EBco5BpJ6QmwVMaYyBU85TOaWKmymdZGamElCHXAOQBxeXlDCf39ymLrx1teuUQHovhFj4grRnRAhAUl0dqSU0Seqj9959F9/79rfx2JNPow9rlFF1c6ul4s0g8pKexdTakQo7YfG8fWLTBUYQJs4PJwSwoF7bykwS4Il6E3kryQsnNXISlAyLh22wqspGGqMpvkpeEpcsiHz5pwgulY6Z6TRLiinrF4GRNxOGHyGgLo2cOJvjEzgFZksMyzglhLyOHrbh0Id/5YNEavobAW/Rt7KJblmWySWSCiOBo/tim0Gp+uJ9ybdBNyMcoWlbVWnND6Egyialw24Fo23meOeNV7BeruC8B8eIyDH5AgPiry9DzSqwbTrZRpLQWQ95/+2cvejDMZWTYFnV0qaKTp1sXuWNFpsDIdlmPWEWKPldGSjAcl9jpcAVFRUVp6MS4IqKigcXmxzhU3/UjNMcNCeWtEjCDwPgYAQmllxLVDxdkJMDvGs0HZEtZlUSGjEQshU3NBRRSRqcXqJKGal6KZK11sohXetMaWbG2bPn8Y2v/y5uXr+Ciw89gr5bgzDhTyqVyA9S0j4gmGPdmjavn8I9LtIHLranXUiAOh4X1/7XxQQmWONGn/UhITVrLs6nrQYu8swOapc/cRs7HbRjz5DdMz01ODy6Z/L4ZBJ8GsjK6a9FvaS/M5OQudQn5L4k5R+ynTTR3NgWItPpzS2SpASnvMEjBTbLqYixx+7BGXz04fu4euVD7OzuoQ9A7IOowMwIHMWywkkQL3JC6M0H2FFWzYXz0nBOOe8IDcZv3bcAYHpDWHlzcoEfDTPzWgaHAGx7/m0XjeN/XQ99RUVFxX9jUQlwRUVFxSmQ2D4SxagMSlUuxYXgskR9ZslDamqOrnmLsh5gTbHiXVaFjUmbxlO0lRRfoo2yYjkpJq1Oyad4TzqNtqsBpQplrZ3Pse47/P7v/B3snjmPpp1L+lBMq7cpIi35uxLXFJn2vvFpKzm9Yzaf9x4ZfIKJjk/T+NA2+Xu0YTBpJps6ulFHIdSOriqZ0rgEbVww1tgHZ0ZVjYeRPLMTkaPE6WUloeSPAPKqRk+0SBvz5qanbEs/J0mwd2jatjhYqPHFzDEDbdsihoA3XnsZ7XyhNURRglUNBgjON2IyDoLzJGblak4u5udZg01GDEwS7cthcD6Ne7RB4XTyZGPJ5eh0afNNrQI0+BU5S4N0GgmmmgGpoqKi4i6oBLiiouKBxWcgAKuVJxVxfGVtPdIa1dpZfQqjqcAo1qoMEGvEZpeiNZcmvcpzC0UwEw855XIhmMpWmk1CFF4QHDGYxE/U5Dkzntzf38c7b76GN159BY89+SxCv9Ieyuqbyvw0BCBqUJ6NvDZp9JmkbSi2Ws0ky/m0K/X7W9mXvrzbC5WdHw3mnhTlYo7ctramlc+pKsqepGvHdW0puXE4kddRDUoUU9AwoslyAzJX8G37fUjBxwS0qGLjHhS/F1POabPAFR3dlEiZAdeIT7PcIpeU3/RkapTqGCNm8x289/YbODk5hvdOzJ+5R+jVakM3KAgOzrdiWUHir5/PUXpWUpeN+I4miHTDwDavzDdc/h1Q4+00j5znHyh8sbXOAbnOc8YM9SO+V9uKioqKir97UQlwRUVFxV3glBGac52ZS9oHgCg46v/LxGBERA6IzEnzEdNKFAtpwBQkU3sGhqOU18JZ+VXSq+aZEmApHc2EmJR0jiICkyMcHJzB17/221ieLHF49gJC6LYTsmTB6ZOKNaCIU4LvPfPUcnHPo5X7QLocHdtGprc3nIIdxThdgKa+TzL57dfZNVsJ5JY6f0pMc/khObz7vaBEIkvT5inums5N7Qts3K6yH0OCy1tuwd07O33eLCac97kjnK/IG0ly/3d393Hj+hW8987r2NndQwhmXhw1CjvDOwfn9T2CKrVOSfB46ZT4dQRFSGRtZoAcxml5S36cUywVBexanVNKke0swnz5b8GoG44RV5AI0B7JtP2n/lRUVFQ8oKj/xFVUVDywoM/gAwBBk35SsdA3fpNUT72Co/r/RoBjZrCJW0QxDfW+gXeNBrehYTCpwskwEWNikGNbV6uS6SVi8cAkUzpU5t91SbklzGczHB+f4Bu//zs4vHAJzlkbnBRONlNO6Drei5lpGuqAxAhxdUW6JGZRu7f54FqAJ/nFKlKfSGA7RdSgYlldHAx5cB8+BQvf1piOdZPI8bDYtitH+BT/3Y4Iom2NTMPmcWpzoCC0GxM7YojpZJITR1WM5r1UylV9ZCYgupQWbKimQ3Jkx2EPo1pL2OObXWhzcLkU71sjTg+Hn/vuvUVJ5uKT+876fDnfgCPjvTffQNMuZJMoSpCwPvQgSHAtUWgdfBlR28yVpSYh3lBSai8H8cZtSP7PkHc19ZM4590uNyA0n9MgVjaz5oYebXIUU+HnjinJyvf5qaioqHhAUQlwRUVFxRbIEpUQmCNzFLJacKu81NZ8rE6+WyToMuIv6eLWW5odQFPkuCQLiRhqi+Gh2sMQQm0pWIbKkapT3qWFdlqQa3/Nf3n/zBl87zvfwPvvvY/HnngWXZdz/xo084qabrKGlB4SihRRWMuICpfVNyEyE0R10Agrpxot6rfacdrcxIK4nQYqfk5tbWD0O5UMbEh+J2odd5K1bzTZLW2Htf9wIPJyXZkeiqfHJTNkFG6zX5Y5ligmE/YU6Nnqte+IediRwdGeRzXlt2DOm0PUbub+5k0CmztlXmMSqL8S6Tkji8X4ymjZ0v+JNENllZzdDCRNkIPlmmbNbczJecFyJgOMgJ29fbz/3ju4cf0qvG8QOSD0Pbp1hz7Ku56DXpG6LkiUbUfqF1zMPTEkYBY5DWylSq5NtEa9TvOQ5tCBONcl/4YU88KQjYWNCNODGyKzxgw380HSk+H+PxUVFRUPKCoBrqioeHBxP9Jv+pAu7dk0n401qAiToSCckrKE0iLcSLIuZJ3lc1Uqqz/Topk5pTBCeS4pR/Lda3AeLaHkV/MB6wqWSAL5eOfQeIe9vQN891u/D+aIvf0DxBAmp47T30qmdVWco0SX5FZIR0Dc+p/KIA8wyvU1p6rEyFxMUcd9Ga7JR7IX8/0v2Evie2q5TPLH/dsOV5Qqx5bzNEs6JFOdMSFil8R3TAQBUASRRAlOQcuKuZXnRI8RFWKqldOCrmjD6XG9NAnwNpKoAd+S6X8Y9iwJ9hP9HY/ECK/50SdGnCixBNZiCVhVnss3gEHepWktW2VQcldgZsx3dnHn1jV88O6bWOwfoF+vsV6v0K179H0n72Vjyq/YEztyOVrzIGK25Pe1QZO1bqpvGrCmy7J32Ai71mH1cXlftC0LrDfl/5vqdkA84cgBcu/u99++ioqKigcUzf+vO1BRUVHx/y18JllwQkSMfSwD0wxBiAhw0esinVMmEuYsvYmhZK8+hkUOUFeotRCFzMinRIgu8rpqntocY0dTs5iKzAAQhfSmQDuAd6Iczxdz3L5zG2+8+grOnrsAjj3yoCYW1sa1dVyiWpoKRYgWHMtTIm4RQt7t8mS+aot75s1AVKYaapAvTkTBb8x2mgtNdzoIzMXApvz606/kCYX5qXR+S39Sr4RcIgLR/FEjMhN0eg9DsRlQ5rClRDgTZZoijzTuDoN0g2XcxbwXEnMXweAgJ5LIXV6ngr89v3L/KZnlwgEISnwdJEvYViiZtWS3Zu5vexaq1soM2CaLMe7hQAhmxjxqz5RslpzY0UPcD/Is5u0DVUu9PltXr3wM5zz6EODXK3RNi65rMJvN4V0Lcl5ffZJI614sLcQPIZNMx4SQNow0XoBFHrfNKUDdFQCQqMv2fIlpdfmmFMOzmAIog28lmg1EufeRHcArJgpgFP7QFRUVFRUDVAJcUVHxwMK5+zdyURIXjZUkQmTra2EHsqZVE1ALliWSmeqnhKTeElMirokIWyEol43QHL+6qDaz5iQeaXojdplQMgDOdYq6nKPX7u3v471338YH77+Lx59+Hn3o72H8mW2Jr6ZLJrZI/ZR0S0blHJebBZxI2V0jMOt8pSYTw9oUvnLt1s9hr9PZASn+FGT4FO7AW38zk93Rc8eZ5MQYldQakxSSTKBMCidI6d16zuwh0Y+29zjxUBMSC5ExnSchtqIiSsMxILkF26MaQWCKg/tCTq5LwdLYNmxivpdFa7a9kKzpyUj3cPBJzU5qKqd3JQnYar5tkb43QqqxJWWS45EjZosFrnzwHk6O7gCOEPoOfbdC3y8AAF6jtVvwK3kfPYAyIrTuVgzM5Sm9w+Ux6yxB330U5NjZBlGxaaETnlX07Q+lWWU4PwvQzbaKioqKimlUAlxRUfHA4sL58/d1vYishCu3b8cYg6pimyGORMAUZSZGBgdTgTkvufUiR4Sg/oRiUunSAl9IkAalMkXXAu+QlchkOAXkSWmVnMbYIVWOWUVmyTm8f3CI137y13F85w72Ds6IEokpciVjYYjPcjFSRAY8DTS1pEpKt8WMldhlcRM2AfdCQFkFrtIOk1OgsM0bZDqzksxEeKfaGrO9bcc2fgEm7ntuPZeZbNcETc3nOhzXqFZnjMeuLUkfADgxt0+nsso57DoNj40U1ZRepzQAMJ9ss9aHiosA4FgiHOtmAjlOwjWRxmZiPU5CRuM2vla0kfyBtS/ZYri8r3IyzZ+Zqyf+mVkjE8QCoQ8TGwlDUj2fL3Dj+lVc/+Qqzl+6hPXyBK5bI4YOMQY4L+mV4Dwsp7fk4vaJvJaDIr0pGgNO5iE9y0WHyTYhNHwWlTUVY9Hng9Kc6dyXJgIF1LuC7VZWVFRUVEyj+gBXVFQ8sBBzxfv7EDlw8BE0IkATvMPi+8hh+ROVJSSRR1MWOdeoqbAG2oH4EZpKSgMCCETL+esAFEQYGnhHLjLrSmElRA6kJptN04AIePlHP0CzmKFt5wXRFrPNPCBbaJdHKPk0Rx6u6TmKyXKiKgQ1SR0MIdU7GR16TPoGfRmTOevd5n9hbHVxADhmJfC+CMFpyVUH1GXYkySjagTtUf4fTqbfuY40ch7eg6QqDurQMmQRk2nMcwe1FrR7+1aE7dakqc8PtZnnT5KrQqA0F92s5A/LmTtr8kNmI9YbMyg/p3yJy0ck5i6DjaTas6YHadBFIDJ8M0Pfd7j68YfY3T1A3/cIoUcIESEGABqtndQMmrwGroMGvNKuEKCh2WHRz5lYbz0nVVpeS4siwIMNrenlmKnojMAxD98U9nFpJoA1mbEN9n4+FRUVFQ8oKgGuqKh4YJHiI/20H63EhRgIPimOSXhMHJVVMbW8wJwX+ki/ilILXQQ7D0deo8y6gQpEyZ+3qB9qTpqyCkPNKFWZcqREKHfMO9WqGNjZ2cG1a5/g9VdfxsVLj0ogITJus7GUto4AI6ok5qxG6Xl4iSqBaTk/lbEmfZ9QP6d+LyMvjXo4FWBp1Fkk5VC3Ixj2PRVKP7fMwuZAysuK8QyRJE6gGKttcGyUN7I4Oj6IuBzK4XImmgNlc2IAhf1yqfymsnYrIwDitLkxqGug5Bd90j6Yb/jGzFLxGyd3VRmXBpJK0cPLrg+CjVkHnV2cO1gGvIoQldRSg6UqNHp2mmOdArUF/+D9N9H1a93sigghIMYoLgbeoqvrhpLuYpEr/Pjt34QBPydQLLN6c+47ASkdkuUWZntrCANVn7WudJ/HWxda1omVRGTXT9sqVFRUVFQYKgGuqKh4gEH3+XFizuu6AHJpCZ5oSUEwbLHPzIiBk77DgRJZY5ZIrWKpTGlxbYpcaQhJsNyonHyGzTw0E15InCglz0KkNeVRUlHl+/7+Pt57+21c+fgjnDt/CX3f5/W0LeLLtbURj2Jlz8V4eUCI8myXlwKcgwqP78wp/sCZAFiZibC+eiAT4a3VFfWUfS7S47AGqrL60jljgnGjhrKm7SeG83catmRcyuejkEfaVt8G89URpL2M7JM7wd6H3Eof9AGRosEP+RJp2K6SYBpdIy+G/uJQPD8McjE/gtbr8X6DvVxUWipIOSaAzZU69V0IcBpq6vuQ1TNHzBe7+OiD97FcnqBtW8QYEEKH0EvQrsY1cM6nFGPme09qkp/3qsxHX32NNYCYmO5r38muIThVlZ0rIkuT3QsuokozMFbHBwPLM0IU4byLFln6fj8VFRUVDyoqAa6oqHhw8ZmsAglEbQCKkEW2SLU/KTSzqIziA2lldDXvSFKTyC85sA45OGok/2/JvWE/tW5CCpQj1pYOpLlk02I/9dfqygvu3f0zePkH3wGHDvtnDiWAkamCA9aSMbBELiaVqFigDwRBVn6TgxDFyHBuSrnSy091VtTJIFO9eWJ1PqSsg+s2O18UGR1ny7F770v/DepfNluov1Mq9WYkbACRt+QQHtZ9t1hiWzs7IH+j+2vPZtCtAHskYrmhoV9Iyk2aOTNtNX2XqzkHpFaz7bTNYb69+rxkM3AbvLoTUFFl4WeeN4ygkcn1HRyN23oUmTGfz7BaHuPGJ1ewu7eHECJijOjVkpg8wXsPIg9o3m7nyhvtsvk2c3Y/T4/EeIKMDMs7LI+IpTBTsltagECjb4NA/x/2/jTWtiQ7D8S+FbHPcOc35ZyVVZmsKhaLxWJxFMkWLVotNiWhJVtWw1JLbagNt9uAYRgwbP8x4N/+acCAYcCwgW4Y3TDccHuCDcgQ5Ba7RUmcxCrWmJlVOeebhzueYe+I5R9rrYjY+5xz330v30sSl/FV3bzn7hM7ph37Ib741rAmKrqtL3uXCdxFzqbTn+WnoqKi4rKiEuCKiorLi7ShfPof9fcLiWgxeooMcaHAwGnwH1UM2VK/MBzM75J7ipBzBNdYkB0luFY7A5YaiJgkB7EFwHIEcqwEWkw1oQRUiLGpwsBoNELXdvjRD7+H8dYufNMgSckDsp+mjqggaY9jXFzMQcFNlP/FNRbEvZzAayTcPsdlZFnQyMa6boiaKyUoqe6fSc4azItdXLFgTsrsYCZW/H43dMZuXZnqder1gNyfM0Trlz2D9HyGSnI5rboz4LDaPOv1kkDzkOS78r7yOSMH2CqYPpNkVepL+YVjb3oZ9GZrS0+kVg4NmCUFmCveOraI1EaqAY4M50eIIeDOpx9je3cPHCNCaBFDB+Yo51Zegsw5pmRlIWdM5s+rs9qzvJBWTLx2JFYfRn7T9xb9GZZj3PXIc0zm+3mBUHEC0DuEYQJC7GIIeBY/FRUVFZcVlQBXVFRUnAPZ24cgW05VbpK6J78iq7+vBl9iMJhiIl8MIZRc+DxKHR5m12wpi2wjm4Jh2SY6qaiScsgU4FS/7rJJ85OKYCxBtqbTCe7euYn3330HL7z8OmKUzS0XJHko5SU+kibCPmTWvMI7ik+xuMJqGro6twMCtrE+ACsBoy7Aasn6qYoWDyT2x6pcmZD1pqJ3Gw3KF9e4J02eDyWNMu/lTJYt8dr2eSVoWPmrTEO1ptINBwop5+8Q5VnEeegtIOp1jczPWBHtjdoof2ujnImsVTkcS1mv5YjO4+aVsqzlPvnofcxnM7imQbRgWBHZV997UM8X2Ct55aItjepspiLFsDmRX/XitzRKDFhEeOlicajBjJx3m8Expj5nGm/tMJwE3oocqwJcUVFRcR5qGqSKiorLi8+4h2NmiShL1MWohI8YFLOJL0dOAWChKVA4SjAs2aDnFEYOhKjqDZGHd14UZiLxuYwaWoqMMEs/RIx2ydTae0uBREWuY05BelLUWSW2W1tb+NPv/AkOjw/x2ls/jdDL/yvkVPbrpjDh3ONRId+r/FHpOQBK6ZLsi7XiJmyTr6S0ENNEruON923o2erfSa1fNUXlghmm9EkDQpXI5XmklyNAOWexwAh7fj4X6vZgUjOFPCcCc09372Ol237NMG0u0vxzLj9sSYVG6Wqp2G5qWQ+B5OUpSK70OQJDkRw5T7KVs1DRg+Z6zQ/njdQCIY8rRlYVFskynRAxnkxx/95tHB0domlGABghdIhdh2YyUguNJkV/prReUCi6BEKOOi4k2A6xbOymFEvgOz3C0neeVK2OaUIkrbhM+PrnrmtPyXIE4L0PTTO62KFLRUVFxV9QVAW4oqLi0oKfxQ8xEKmDEl3RokwVzJvypM6YgBMhJU1N0Q0zaeRmOIJvCF7TIbkkxVJ/7y9Srqq+SnrV7JmUFpmfrwhFXNwoG+rx1jbe/dH3gRiwvbOPEOLaZuQPVq5REL9COczqECU1qj/nedO/Sl4fQwJN0tuoBK40dg6GnTsnkjMb5869FYLUVy7Xd6AgdGy/y8jVm8mp1KDmrYlzrpddcy3rOlRogmt8i7OpshBpSvWtnmCQLPCkOq4FlX0pLvb6Az08yGVyuqaMGIv+D4merYdzj0DyemEtn2Z+2L6VKazpuWOMpxMsFwvcu3Ubk+lWclFgtlRIXg6dAIj/PgBnLglSM2s/sj+vzreRZtb5UL9fe5fJqXKcBWGUo2CYXzgPpmGwePP62xyxraKioqICQCXAFRUVlxjPwgyQI9A4apO5IgAachoWLSsmv0VRZoT3MhCRyDOYQd5J+l6yDbAHIH6G5HKOVkq0R01EnUShtXBNkkO0geUSNVNKoRMSiMt7hxgiPvrgPYwm22hGY/RZhrZEmXyVOU6tz/15zWTD7oeZpua7hGcQxD78As8p36T3PZY+b6g3RXU2uZJAWBNAiIak4mLoR2KmguMSgCBtGwvSQ5D1FeGx7feLPIYIDq+U7dJqSSovpIMcYGVrUBzs5A71iWU+tGC1VrYKz++jvU/MtkzOOSxIc9y7sKEwQJ7QC0NO0s/ywIEBONcgxoD7929hurVjRwn60so75X0Dp++acw7kZT318nVz//iCPOA80oGSvLnq6mCpz5QEU2q1ePHswAmMGLk/3PL9NH/99A5e8ACpoqKi4i8oqgl0RUXFpUUMF3FWfAyIwA7LZDpa8h6Ndsxg4T1KhENUNSiKqmWbVaNiBA3SQw0cETwRurSRVlU3G05KFU4/GwkvzTETI0+7ZiGpxPB+jIcPHuDD93+CqzdeBHMsyCXnjtnvIn1tqnLAuzIBlC+4V0Um7KUlK6U/HqfoaR/AgFOz4mJDv5a89S7YdQYQipMHbXul6UF/uCSvF4VN3ErI5Ce7/ZzvzzN9thUD4HxSWNyzniTZeoj978t1UN7KKhkXj4ijnTkYo7VDFfSfg/WmeDeY+m0KpzN1t1irm7o/7KQTU2PzeV+ZgsGwHz64i3a5kLRHSlKZA2IMYGg+YMsDHKGHVyrdptdcn4mOK+r0ZH9jTtYbdl86zNJ7uZjMYVf7wzVLA0p5vR1xMNPqioqKior1qAS4oqLi0mLin5CIrIH3hHnr2qWZMILWKHrSjgSdEuIbI3qqGKeASIClfwFJpFry8hsugrqCfapfoHcAcRFkhzRarLVraVmIcuAtFp/H6WSCW7dv4sGDu/jiV74h/r99xrqKxyWlRTb1TGbfDPng0o4eDCEAmRhIkU3uidkfGEpcWcmYjk/9goFzVMyNMEW4uLSxI0a8nxA87NVjyOgFzgJkTkx1LwmetENDslra4Z/TblI57UQlqb95BMZXOeSLEossB5DKAylBWHHsXRmXdbcI0tVv+bFjWFdfupzWN62fZ2Hcem+Eb0a4f/smlouF+uaLj27U4wWnfv4p0LNZbzg5BEiR3TkbmEt/8sGWJQG3sk5/yvcDgB6GxPxcEBE5bpyWHDiLwM4F9qtRyisqKioqMioBrqiouLQ4ehb/xLFDy23X6KZXrimLI04qsG2oY2QAUX0pGZGjBN8pLHAteBVpQCvXePDcqbJLEmSLWdOiFCqrRqB1zlIoSTTanhmkCFQgCAnf2t7GBz9+G8v5Ajs7B5reZB3JoDwu7UPau+ce9MpL8c0szjgGcUluz2d9RvgEDimVVI9U9lXh9S1jTZkha1pzD7nzlbcVhpVVuD4t30AAnd2iFJSpr3yWTVm1ERIgreC22dSVC9/lIQssRqdEUwRuToS3sNQGQGBXqtjcz7HL0Jy0xTCpKGtjShpmMSdDQbk4CEmuAhtgfu6ZuOfmc5TrfDBSri4PsaCI69YC21qSVGGL+Qyz2QxXru3rOy1E1bsGzjXyvsHDeQfvHbCwYyiX+0+lDb/RX0rEN5FnaLRomGG0Krk6JvOHZpusNZNoIeIcEQIAFxkzN+nCaA+RykB3FRUVFRUlKgGuqKi4tDi8f/yZ64iR0fgY9q+MTWSFI1qhNzmuDie/PfE3jGoJ6gBNjaRJiiQHsJpDimWlQyQHoggin2omNIlNmtgr/sJe98QarRpCkBO5IoB8g/d+/A5ADpPpFhbz2WNUx1XFLP1ZXJM+9lXSvvXwZqLLvHpv/3ulAlSSf1xIGFwZy0WwYvY8uG9tu2Wgqyf5bkD2yiYTfyY1Gc/ZX9eBhhGuN/a1vGddhy6iGJa9VnI3ENR703aBZ0XIRH6jcG3zUnJAHnyHDUcOPZa9pmKKaeyj8QTHhw9x69MP8dobv4GzsxlCaNE0Xk2YRfF1GrTKcnhLzu1i0L3H4RK9TWTYiDCQUh+ZS4S4TcR08NEPsofBGrUxsQrZDGoI8eg0dKcRkWse34qKiopNqAS4oqLi0mLqzj5zHeQYXUQbuv3eXjpvuHMKIXYABbkWERGZgWgBphgWrEpu0OynyiyFuMLcAnuqoAXeMcXNQdQoS5fkNA+TmT+TBsIyVeuTjz/E7sGVIm/pKtNIkaqzZfVjkfpLpdfyYP4GbaxEKd5ce/HRbE/VwbTHAXLLJS/qdRLYwPyG5S5i+myKZgqVXLR6Uda3vsrhRSJ1o11JE7TuxjUqYa+t/Ox7ZuuqSIMBduuk44KjE8AO4u9Oucr1Qb4IpRk0Q9Tu5BZAuch5ZvFyZ+z/edGDkLQgTHZf00fTqp1sh05PDkXRjYwYOhmbA5x3cK5JgeiIzG0B6XCL9PDKFNw0z5bqjFx6v5GCX8natnRmuYul3M2glC256Hc5nsgAeXA4DaE7xIVf4oqKioq/gKgEuKKi4tIi8rMIBcNgok720LJrZ92Qmwkm9C8PQsutXI0WmKaIDJ3MH1WxdQ6OvAbXEUU4WuhkVuJrBqWs+3i7z4sKDJfTEQkZlmacI0wnUzx8eB93bn2CK9deUvPnc0bKRdZaWrOF3izqrtSDdfcn0OPJsBHMdOhgxqRPwoCeFE9AGkjD+/IFJ8Ww0vX+BbNmLrnreoJo7SrputCUsNanCnOqUxNqbRgKGZc18sr9HhKVfvFlR8oyw0HGPK5ziGn62w4/Uod4Tbk1PXBOzPk3HTqYDK2dufXpx5jPzuAcECOBOaq7gvoFOxLrDA2A5ZyuR6K8RpWb9nNcUwpax5DUSr35L6NmQdZ7jkYvlijlQ2aO+u9QdpOIIcL5aRj5yebI4xUVFRUVlQBXVFRcXvCziALNEdH5ILbPrIGuCAF9Xz/miAgnPp0spoxqmQiOmu+ULQY0qy9vI7+9KEAhqUGk0WOF3CS7ZxC8c7qRdslMWvKrIm22bfM8nozx6Scf4fTsDC+/cUUJ8GBjLNKc8gmGpWQywpF5y5AZaT8DZHNPRtCRyHuqP91C+usChFFVbUspZGlishno89rgX5TQ9ijqs2saNk25fueVgPaaoQ3EeN3cmL1C4WlqSq4VdUhrF2ktlF3T6OWmAg/6nNuxjyw/69Ivi4lD+uyccTseTL89a8t5HQHPObKaEnH56EBs5sPilRsJQEOgkEnpRnCE92McPnyAxXyBZtwgKsl0kKjQEhhLzZ/1IIrIg4qJlMMAJN94sfqwMXPy3QeKdEjq0i5L2+J5D04HciW9eRaXCz0o6hiOmjAae41FUFFRUVGxDpUAV1RUXFqMxqPPXAeBsQgcYgxw5BBUObMgUWaCG5nhIYpNjAwm0YbFDNrqEjITgm78PcGPGvEDJogaTB0iJDWS3ERw8OIzqyqSIwKxKVKpZmQTV/ED3trexs2PPkC7XGJ7dweBw4A09UMPEUMUZcmhlPfZjpQPqcpFALFT19m+SpvMvKEKtY4hYU2EaSvfI8akJt/wepBgJses5CI/Ifu1WnNiFYXgR8V3Ribsx74akAda80dpWj00sy6lzZKrAWoGnLsQS7LpCRRZeaP0Ofl8OzlE4RD708kASNVEDn0OalSqkHZT0DIGYCbPpP1iBkUN6FQMhcEqeKtPawM1ETbCxz1Cmzvn0tjMioFhgaC07yyRrB2Rvjf2bGzSXCK40k+AEZRgU+43E6KaHasZBcgCqjUeIWhAtQG4eKbj8Rizs1M8fHgXr7z6BkIXgMBAAzhikPPyQ5ISyZFT9wOda2JVfY3IU2+92SEVkUuHYyImO4CdLiOXDgMIsUimXXba1GCbJPk3hhoCI7Rte07u6YqKioqKSoArKiouL8Tn9TPWQQR0IYTAUp8DYihMQYuwvLp/RQysvo2s14VsSfGc75MgG2jvvKhJjoCYg2WJGpSzvJrCS47gGlWPSPrkyILqCBH2roHzDd5//12QcxhPJpjPT1NfM5S8sOUmpj7BTDlLWQgQObgidQ1I59k75VOczLEZUtaEvXRDGosRgkFqqaT42ngikIJmDchq7xEboStDbjPK1sv7s9JKvTnhIjiRQL29C/KeTFtTFGf9SXzH8g8HyUerVgF2L9tBipLA1FdH2dxYm5cZkOfs4ZXfsQYT016yPH870kiKqpIzTuMV8ipprChHdSZGsXyEw0fLaiXqqx6v6FoheKfm+ZaxJ9gcqV82ZdUZkUGOYYWJJZeulbD1nRRqHYmMqFhsAMh7MQEuzbhJLCbSXax1Mmu0dMJ5caEsENbs7Bi3b36Et778NZycniIwi5uv92IG3ZgLglhu2PsojRUO0kW/RF5vkAJg6f3JyqFwymYYeZV1wIAGxrKxUpob+zcEpAcHjsRzuT0vpnZFRUVFRSXAFRUVlxahexaRUCMY1DVe/7kkaH7QcmNugpRRhSjEwngRFYSElbhqpGAxifTw3iOQ0+A6AIKQFN3iwjbV2fzSp77Yxt+ZEAzANw3mZ2e4ffMT7B1ck810tBRDusHO3B1JblRylqmeypRO5kJULt20G7VigCKnfX/enEdYvuA8VVktlHkx1WxAatnaKxluqagB/RvKG60xm+/hPWyPVm8Z0oXB36ZurnwzKNfL/Rz7QuYGRa4kw3kkXPwXBVEup5HTFw7yiDLnzYmIUj9J+wfuj8PWQxIUOZsYF6IpUxI1i3Wj9/XigXGeA00Rxr3nSBp0S8o4rS+vGRu5UWF7z6yDETxQcq3bHC2ilq5J67MeNEWEwU39Z2oHZqcnp5p3V/PvQnzq5cfLD3mYlYJm504KLlFvQvTfBWnUaeArU4Md+aID+YBAGS1ShLI0L0jrQWYligoOmCcDozwYqKioqKhYQSXAFRUVlxZd9wxyYTIjApGYmeCIVOFiKsgVs5g6Q3/rJpx1Ay3+eFQQEN2gagRnC4IFckquSRQjRN1dS85Qp+XBBGI1v0wikvoN6yZ81IxwfPgI927fwv7VFxBjp2xgwHrNPNtB1cBO+ZCpWLp518BFQjZI+yufORJcUALsRBEzXgSomSrM9FXVR2NUip4ZdIip/ZJM9POtmgJbPCpATMVLgpSIn/1dnkrYXSgIA2XCVSi+PCQhOoeJ3BrxilR8x6mJIXE20stcUNUUAInTWgEDHXORf1fvzYxVCKHyVmswDY1jMcwcLIvA4GA9lDXMXTFKggZaUrKl/YlgVVK1r6lCTSlESH2VKcltGGFmQAlmPixIpDqNz+YwpvHB3r1YRoVWbVrfQXkP5G85yMnP41yQzhoR7t+9jfn8TPoc5NDHOSc5u+HhS1eE4lCmb5rPes3SHkWQVxWYpcGUFzs9Akrrh9PYLRBWhKVc4hiyWXuyFGAwc/SuCaNGXS8qKioqKtaiEuCKioqK8yCMj8HMJEgbV2LbqOoW3zkgBnCMiFE14pij3UZVu4g4pU9x3sNpmpQU3MqZ76SaM5vaZH6QDsgmycrDS22UgMl0gk8+eh8nsxPceP0txC5kEa5QC4Vn6mY9kV7KFp0MMFndolZpxhYwWyRcIPs7mhmr/YX033SVir8ob/iTCqw+klSqhrC8s1TUBwzk5cFn2AABxwX31QGkCy7ftpITeIisUZopu82ZTI5NsJEZkxm5X4cN1STVyGAzYVYR0DivA8Q02kzPY9EeCJFtvgC1WJD5YgKTxhFnGaeRtOymnH1+yRfybmQQm3mt/JCNKflOc2EyLWWd9gB2NmTRi+0WPUQxqwUZJ6V1mHxoQWAEEIv/O6cjFbX3tzE5gvmHe5uRkB6m1ktwHqBEHNc8VSIgMrwf48H9u5ifnmEy3UEXrHqC8yM470GeNBhWNmMmR2D2oGhWD+aTrw/G+fyGeqcBsOztsMMcW496mKIEPiKT+aG421P7mWPjXBxPRgjPIgBgRUVFxSVFJcAVFRWXFhfPOXtOHSAEjiGSOqKSqWt582qKIcGJimPEmC3wDQDz12QGw4t3K2XVUgLqEKIjJR5R64EqP5r6yJUBsTiZQJPlGNWN92SyhQd3bqFddJhOp2CEVF+ZzibFZCKAvBpzurQ3VyJjwYV8Ikoc8nVHAHuXfVUhsaS5CPZTzmeixUUArXywgERqhfgUrL0gzMWlTGghimP+Usdq5trGEo10p4S29jyNfCoBS8S2IB1GWlgUw9QfDgCcEEVdB64wXx2aenOh9qYASsaZrIwGqXJah6mvZkFgSrD5MhMCyEmgNgvo7SAhltmEcYoiVKu5tpnup/mKqjg2JHwzmjLKiXuWa4iJk3m9TTu5bMrMXuvTcwUmiZjsLJQ0Awg2hqi8TwJjMZt5cLRZRETUIG2qIiPCRTkYiqo4N5718CCmpefg+2RxA7z3CF2LxXyB8XQLzCEdihBJ+iKvUZzTu2H5fNkONOx5yLJiDXzlXE6FVK7DdJhAQCwOOVLAsMj5wKIYgQUWE7cFAjnqHHFXxd+KioqK81EJcEVFxaXFdDr9zHUQAG7bAHAgUMOgxBWSCAcghIimUT9cMvWXYT61HAFLHxpD1AjOqqiSh28cyHuglVQrKTowm+pLEiyL1BTTZFjK4aJMXWWWiLa3b3+KGALG4wm6dgEzUTVSGo38MKAytJTpiZXFeBGFRMRE20TcK+5LCiP60YQNeSNvF6wZ84UtVMikxgozZIgZ6FADO9e81UxFUYiQ2Q44d0JJi8qWxZeDulcCiBXF1CxeDkFWfVXl9kx8y7/7n9WqgHPPo86zeZ8D0tUYyw7wmu5ZH5Xklu1BnpetU/M3NX91mzrOlSVr73y1rB/JVLpQJTNZLvqW5oFTLaDenPBKPbkfenITsomwzFE2nybSbN1mPh5VleV86NELAqYtjcYjnB0f4u6dT3Hj5RfRLjtxLbCI685JJGh9B50d8gB6OmAKuR5OwFInsZpNy3vrvIM3p33O659Yg9BpIDwbQ+m734Pew8wg50JghLhYPIbmV1RUVPzFRiXAFRUVlxaJJH4GEAG+c4EYQfxSJUgVdcjkgFU1dQwEVfuihv+JIfGkpCWybHDJEZxvQF4VIpKNcexyblOXVCYJwCPqrG7C1bw1RaHVFpz6Qd65fRuuGcE5jZpr0ZXZAlklSiGZVknUNxk3F/zOmH5Wb7NOilQHsLI9vzBWAmFh7Xa/aOVpt/hFT8uURE/dc723R9yfIvga9T/yype8cnUdbM64vNArUJrMov9IN3at8Ck+r+xKW7mG4Up6ehR3R5aDhh7ZljLJhVpF+KT+l0hjz9GnvW/AAI6OHmE0GmM+O0MIDK/pirz3EgyLNCe3BqVzzqlCT32ySvrvguYyBgiezKx7ENKNAWjgOPms/3aUr19RNEUA1/8659qWYxvni9WxVlRUVFQkVAJcUVFxabFsl5+5DiKg7drOc+iISIJUseiQQdWtFKgpAGDJZ2r+fMk8VN1MWd0YTTF03sOTS5GgO+o0+CtlNchZfl2AIOlYCGJSmRxyzaKSHFzToF3M8PD+HWzv7VmWI6Agtb39tJKDGGL60+IMGRXPPpgyRmhgK1G4C+7Rnz2odW8mKU+I3sHB2gKZaDx5zflXn5Y9DXlQBXWDGr1e6UUyy103P+XhQrK0RjHRemiQ8/yailvc2OuDXCOXlkJRhPMfK8Pv09aS65eMm7ksKib6PCjTr4t6fSRNX9Sv2D5b//R6ueAGRDu5KCc1m8R9Pqwd3JqxAl1opVXu5ECDGsnTDQI5+Uzei9uARKjT+gHAJljeTzmwMtNnJ6mUNOBdjvelB2YBenhWzFWyrqDcxZgVeli6N6JZ45tl9F0lwBUVFRXnoBLgioqKS4vZbPaZ6+AYgdFo6Zxf9BRDR8oSVYNRJYo0c0kyTaWYotQKPdENLRnBVRVYg185zREadXdr/xP/QVWgdNPtik01KTlgBkbNCKcnR7h/9y52967IJr4nJWVz05JPAJz8crkITASygEpC4MnJOCWqr0tcRFLfSn/F0DSo4mhEejC3a1TfJNclHsSaZ/cx1OUCEvTmr4y9WalzKllpx2RGu/jZ9M2yiSEe58HKw373CCL1SsXirrV1FUNK6Y42oRSoyy4Q5yjjQLJcTvWGmNYdGAiwiMei4aZ7OEeCZtZUXAFCKtPJkhDfmA6lpF6nftRMJIRVie3qgPt9v3PzJuZnM4AZXccYQ3mul4Mqcq5IhWRvKafDJKvPQd9PCIGVd9b4qR7taL7v3IdsAt9bj8XzTAGk9VyKmRFDN9vZ2lps7e8jxFXz+4qKiooKQSXAFRUVlxZXrlz9zHUQAbPZYhFDnEumIo34GkrSQ1D5F7J11/RHnWzoY5QfUX6MXGoAKYgppfdOTCq9A3VONu7mo6gBeCQPqbSZIlGD4HriHWM8GuHevds4Oj7E69dfFqIBYFWms110Di5V8JM0AQSoCo0UgMvmBix9Yp+NPCVoLmvqYM7Rvi424+f89SR3Pr6GRFc3+hAX15n611bUzCdHDspU1KMRnh0IATGduZivqpi9CuleIbyaNqeQi/V+WZeJp/KgTWvXLBlKMjtQV9cMQg5KnPUrf8XRckBzMhgo5zF1k+XIJAV96jUjhyQED1CUSNlRvPHtwKecBaeDTkq5Hu44iMtBSxKpPTWeF6yOmUGuwaP797BYzOHdSMhk5HxA5RycJ3FZIHlvgyPN4x00TRPlNmDBrzwADWKnvD29x45Tyt8kdHOUiPI6FhqMFI6BKH7xkRmOcDIimpPzT/TeVFRUVPxFQyXAFRUVlxYHe3ufuQ7vPRo8PDuJ8ZARvyBBbNaolrA9K2e1ylKZpCBAtrsliTZMkqYG5OF9VoBtgwwG4DmRboJX1ThHfDb/32SqzIxmPMHx0SFC12E8nSB2j1GDLBpzRBa5bf/OfXGMNZ2QEDeXeANHSmmRMxuXfgNYR53gXGnyag1Yg0K0mVdpXupgYgrW4WFLxZ2quq+0lerJT7FMzdSXUQefJRR2CgK2jkizyZi9gSP5iEttRfAmWExx7YtaE+S1wyZ4al9jjg4cpQxpMCjhc5y7RjEPGzE9q5QzlotnlfihFqI8DC4PA4bxwrgv4KdPujbylBbKppZz2rfoqH+vBv4S39givVCaiCJwV/+R5xlVn3cHlLG/Cz9au0f8gGMMiBzE8iF2YOZMfL1H4xsQeU1n5NLALTUSWb5rl99VC3xFVI49Pek0gRztuEEmjENeEbmfxQEcEZgjmpF/5J2P7bJNa6uioqKiYhWVAFdUVFxaLOJTBCMawHPEcjRusYz3ObBEcS1NQtNvCYgTAdh/EsGJnMhlMvkkI66aKgkORF42yC5v8k11FXNLVYGbnPbIctOY/y8ATCZjPLx3C6ENGI+miBaUKe2Jh/IeiU+hJHoqLaWL4trnFDHYCjjECBCiZM1xBOcYMQVbUvNP40EOSSkMIauaALJJNKspuUV/tnsTRyjsao0kJDPpUsPm9L2p6Lky6Qzbg7FLyEUc+f4ksBEVa8KDucivnPxxiyIlCUvX9LCi6Ck0oJnNtSibQtrMB1xUYAJHwJGRZlsrDnARxFHNaaVNy8cctWwOTM1Fr1jTGxX+6zoRloO2FI2ZNDhTtMjdep1zFGkiLog1WzwncNQZpCg+9PousR6q9MM65UjanMppbiZAmKzOJKtPbHT5sIfsuuQwS/OcbsyPrfd8vPdYLheYnZ3g4OAaYoi67C0VUnZZIH0XnXNwkEBzcFH+PXDyblvALPENllVGbHmBYzHe8redJiAF0ut3Wm/V9FQxBNCoOXXbEzUtrwS4oqKiYhMqAa6oqLi0eHR69tkrIaCLEU2gh/K3EE5T23palxKtyIwYowTASht3y2srG1sx6zR1yMM58e216M5MMVE45wjOu/Qj5FdJmwmfoBQoh5zD7dufgp1DMxqja2dFH6CbZ07cyRWc7nFzUf4xjHZrvF54W0E+s47YJ309VbWsWolV7HqHAUbZsmZnanyERRdjlKSV8q+hQttj1eipn2Wm1T7xKGiSRZRiLqqlfhsAcpqeXjVJqUyHDWrqavye9DsO2hZxnksyU+eybZZDDEBy8wJAZCV+cm9k6AEGIOTSpoARrB1kQgmg8AXOKiuYEQMDkQDH4g5ApApzXu85t3JEjC5bQpTzb703hpqWQznXQIpipQcKSL/s0EAuObOEsALOitncrfNG72M0HuPk6CHu3ryFl15+HbPZHCFGNBDy69SJl7yYQEskaCHEKfy0kldolGg5vNKYdWRkOvv5WiojaDAspEfO6SCD1RdfnpmTPNFqIUEgtF04fXhygm6NYlxRUVFRkVEJcEVFxeXF6ekzqcbHiNBMDgMYTUp5oupcZjBZAYvicyvpkKKojEmNlDolLygn80mnm2nnxEwyRlI+Rcl80jkvZtDw6n8om2LHLrnZEonJ7NnpKUbjEZwrowQr+pwhi4gXBoNZFC3nsomt+Xtmh8/PiI2RbGnw2z5b2ite8/26OkqCe/4ElIbJ6eAjKdClHXB5z5p6EvHjtHRWo0Bra4EzYTX+m9TxfvkVwmhkVj+zHkrIUlgl5HldrnDT1THo2oQbHCIkSCS4XBclclsq7D1DAyo/DDowfFTnFB2eqfTNsa1v50GsLABgNl/AuxE4nIBDB/BIfXkdfNPAkxeXBQc414Cc5EZzNILZhpOqvqQpk8zf3vznrY/yQdVtzivCchyvPLYYE8EG9FyO8YiOT+HCZ7d8qaioqLjMqAS4oqLi8sL7x5e5CJxD4HAcuwiajGDOrsSFVshUkEAhL2Yemi09xR+YoWocSH1+KUV0ToF2VGl2geHUt7BxBNdQ3lA7V6R8kV/eN+jaJY4ODzHd2kEiRjGrv5Yb1dQ0DqRknJLY+HjQyp8bae86UrWOvADZDHptPf1DhMdXaISV0m20ck//LhvD+ikolUdRPCWgmU8Ko43hsbAiRnAHzLOIY9XvQeJv/V4O41pZsCxLd5TLrI7uwtayxL28upzWEuVn09P5rZ95ysrDl1T6Qu3HfMJzbqcH47ODA+2HIwlW1StTVCn9lEnm2AHECCEiFEHIfCM+wD2rDReKVEeA+CqjUHvlgEZyf/vUxmrua0om2apZayA8oNSu7Z3OQbAZTTN6EByJArzx8KiioqKiohLgioqKS4tnYgSoJoYO/FAjV6nZsimOsXAJFsWHKUC8J2MiJkmdLUxviRjeAaBG/X+dqEqNh48BHNXf12uaFedTkCyJxaW+oS4iwsFBAkstFzMcP3qEre098f81TvI4QfW8L4Z8l6KYYRb+szYuI7xCcsyA8xkhqe6rSCbeK5L2eYPvFys5lrQHFXvXJCFKwYpQENjN9HmFGMfNK9RS6nBZH0NMjmOhuOOCBDKR9gFBHfLFAXdNbt9W9IleqsGzH/Jizh/S9G18VJvndV3Z9SmjOBFSjjGrpxsU5ocP76Bt5wCAoFYdTt9Tchq4DgQHh2Bm0OpXbsG1hPCK2bQjdWVIgbEKn3HK60OmQILpZRo8gJMHYybRzBHO+zuT8QSjxoM3vCMVFRUVFZUAV1RUXGJcv3r1M9fhiBBixP3Dw09DaEE0zeaMANIGHgCgxs4MdUu1IDwx+QIDpghJmCwJoKNmzZoD2EyhhdH2VWKQT36/BADeySZYiUrjHY5PjnB8coyd/euy0S8lNwClWkmP0TwzCvVpg8B0QZpZlH3KTXrq7ro+bxjHk3RuY/nyWUMieBtzsv44JSURaynYk4AHf0hwMSBGSvltL1KHmMUjqfTDei/czWHZ3t999ToRu8zvlJTx2rVjpbiY36IyJYub79s4CBqK6xc5CIkg8nhw9z5mZws5NIgRHAN8M9J83I0eYokK7IJEf4b69huV9UR6WYNlEQEsxFn61T/giJ1OaiK2jJ5JBqFI4iyDYxaVent78smNa1fQddUEuqKiouI8VAJcUVFxaUHxMel/LgpHaJ1/v50v4PauguABLBKpJJU8LWWPcF0hvREBzAHQIDekzrqaKSkRFGoILhCodcnnF0RgRFWWPAgShdqR5ImFBfThTBxc43F2eIblcoGr47FE9QWy+en5IuWfC2w0g1bFMHFTkwyLshaB+Bn0Aj2yRFhvGq6qM8uJRi6rgdLWmkOT+v+u4SmrIin3vuOINQRy0EZBkohYPluE7+EC4FxuXVfPnUlbwI93qx1UNqi1N9WbWuTi91op+cnwGB7smgbLxUIPsIIGtWM4OM3bLYqv815MmtnyZOv6ZDvo0uzYTMVhlsvBr4rgYnJJxhJZzdc55oBkpOMvpXgn646YsQjd7Xv3H4KrD3BFRUXFuagEuKKi4tLi3oMHz6QecoRutri5GO1qCiJAKGjQ7XhUAVB1TRLia3v15AsMBgIlJU4NmHVTnHP8Og2C5ZwDR/nOOQKcB5n/YHLoVZNsrdH7Eeanp+iWCzSNzxtlcA5eVGz+xawT5/OICyqnG3nnMAjXBXCuLzByVy9W60VK5RozRxxK3f0BSmReVSjBogirw3fkTYcvvCJe96d+KLEWfyW1UHPMqjnzSuAq7k95/rz6gPrKaA7GRVhN6cQEtfrnvkk1F3+nuS7U8Z71wZqh6XflVKe81r1CqymMHgfukUybs8evB0cOIXYIoRNlNkaEGAHi7KfvSYLROXVTCBrxmVkixUNNoJ0X1VgtOSip0sUkWMR4m3eyiOBGjKmYM5t3IOVWI8foujuzGLObRUVFRUXFWlQCXFFRcWlBzygIlkZcPgyxW3KMYzICyjSIrKu+h2b+TEqCGGKKrFJZ4iIOsnEmloA6tql2DYg0oqz3ML9F78w8mlJK0V7AnMgYNQ08AV0nZpzZsVIb7rHUJyGm68uuDW51UTwDJXptryyh8YUKDzujhVKI5sfNEeV7QLBUQGXwqV4Xzp0fXp2SjcooDT73yVS6XAStApD9TgfD3TSsNZT5As/NiNyay+vG+LiqPgs2jC/F7SpRdMw5h8VsjsVihu3tHcTQoYty4OW9B8PBuQZOI0F77+VQTANeRT3AIQt25fS9RQ5+1YuSrWsmBRTgmP5dSemPyoOGZE5O6LhD09CDxvv7VndFRUVFxWZUAlxRUXFpsb219Uzqcc4B5O/H2N0KXXhDIjQD0DRExgkk3YwDIwgRZoCDBLJhlry+8MjBkyIB7IQSsBB25wLIO1Dnxe/Xy2baO4J3HqaNOZBGnYWaWgMeDO89urBEYFGeNolBmR/yRg6UypbqHW0urK7IK6SFSrKlxD/LoOdv1leU4IuwJyJo5tRBx9fUf87VQguFmJnb3+WdpdcqF6wqE5S+kqoDEHtZyd07mLRk4ZqiM63pJW0wrx6Q1sTfV1IfGaHSsW5YKD3hsXzAYX23+nAgGii2xjyV/fXrOKdCtiexRu5+UhBWTiLKQFgEyb3dLhdYLpfY299DCEHSUnGEI4L3Hr5pUjT2FJyOCHANXJS0aJkEW5R3APAFAY5wziGo0htZ2hA/YT1MC/oOSMw9iAqu/wqQQxs6EOHDK1ev3J80I1GqKyoqKio2ohLgioqKS4ud6fSZ1NM4h+Do+MHh6bvLxfKNpvGamshUP1F8IwfxzQXSxjXqrprNT1fTJcEBpIqOd4QOaupMqjh7rYmccm3SdCtqDp3276QchhG1jdnZGbxD8kN98jy/zwkDDppo6WN4sPhW07llhvWWv6XpkpiuKbwCUiXZIhlbQU19ZE615akAx6TMrQTA4pUPyapXHt/5pK5PjwEys/uVe3N5ekamsL0ZU59i4+erBLY8oVCCXZLNtWqzVLQa1bpcGE9irbA6AjODToQ0dn12X6RyZu0TgxHaVg4pIos/PbMov16CX3lHqgLnAysLTEUaJCtfh/oBl0PP44vJ3zePlTkWqc7s0KKcB0bsOjjnP5wtFnFxevbn4lWvqKio+POMSoArKiouLe7cu/fM6mICuIsfhNhh7EdwnQfQpUiulncVEKUqBtnMmgIYIiMGid5LicA6OBIiRc7lVCnkkkLo1dzaaRlShkzOJz/NpFeSA0fC7Ow0bZgZhRl2QTIyniIWM/ctjB93f7Lc3NDyRRIl2eHB0/gT9+vZfKWkb4nwciz/UvUS2Uy1l79Hayjy+WzMCcz511pRuzBfHn4nfqwbVL7EkUQ9NLFT1qgQ9BQ7bO3t6xIIDcj5BVLslBr6yrhs7GsHvW6+VDU+h9mtKu1rqrZI2BtMosvbLVWSJUGLcQlGRBcZEw947+BoBNdIPmCbTeckwBWXAbDUbcGRA1itOIoDrNyuxRQgRGjbyVab8zhSH+WAgeDQOHw8OzpGWwNgVVRUVDwWlQBXVFRcWrjm2f0T58Bou3Czi102aUwmiQqVxQKxbmAjOESAI8j8UnW3S0w5NY3skUXd9R7korbBalapyhVcVp6Z4dTUV5MvIXKU3KTMkgqFCq62dlRPRyT7KWkeb5PcM4F+eu4qKJS65wE7wrA57TVmw3TIdspxQM449oMZPQ3MHNeCTRVzLeQ3oPeFkfB1IveAOPbIbbKwXncssK7vSmtXq1hT1Bhn79ZNpTe2NRza06F/d079VV4zU3YdEUngK4DhmwZhcYbYRbmmKcmcE8JrvvveATE6IaUkRNdp5GcHO+TSVEim5FuALrZeJO0XZkkg19RUoMgbnMgzAVvT8XsHBwdJpa6oqKio2IxKgCsqKi4tbjyDPMCAEj4C5vcevLucz4C9K3I9kRzOKmbMu3VGRGCJysrEkABJJNazBDhiBIhKbMoveQ/vWjTOI0ZRbMXkWX5sE00aupmSgmRpWAByDrFdgmOE8w4cw0YGkd1MH8cq8/eb8gBvuoNN8XpW+/JEAjZ0Ypg79Tys2vFCJ2RNWb2s/FM4SCi+GFadSXAvunIikvke49OM8plgDdlfo/wOTjjWiPzJcBp6ZJIKlRbGKCmXXR9UHM978CXp3XzsUva7vyzW+QT32LzM3+BQ4GkWFln1vebywrZWQ9dJscCIUQgwQfzxnXeJAFPK0S0my5HEhUGsNuQdpmTF0e83kY3dAoRxigqdPfRJp4Pz1DpCDAGxW8JP9n88nUzBITyz16yioqLisqIS4IqKikuL45OTZ1KPWCs7LJfzd+azU/HPTamIpASxByMAkGBXlgOWASHFYDAHkAamSnSIHZwLylx93lCTE4WpcSBW00qlT2JBTaC0iZYf5zy6ENBMJgAY3bLFaHsqlKTYR4u9JxJJJA+x9O2RivNQEpOCxPUi234eKPuhcnwiMcMxPItOFRIrK1HpMdfPVm8p4Ja9NSJthHklyi/1eVGfUj4eF35mDPTZ57qb1plQlwYA5f2lij0sXzzDxxHvDQOg8j9x0+zmOkhJKIgQggSw8o1HaDtEjggxpEMp8clv4H2TrDPM5JkdQJEz4SUNWOec/pMh6jEzEGPuOof8jJkjoIRbzKCzK4MNg0jfW3JoF4sP7t658/RWBxUVFRV/gVAJcEVFxaXF4fHxM6vLgYG2uxWnMYKjkwjMBE+ErnSqJFF4Y8iKDhxLBNlIEgUaZvFoihmpihRBwSd/QSahvE4DWlmbTEgRoIPJhKoYMjN2d/dBjtC2LbawrapZqeqVSiMjllmDekQYBTHJDM8IWE8JZliGl88PNnRm0Ep+2KFS+iTsdH3ZFbNvRjbJJitTkM8LmBbzgP+R1rvJ1Zl0zaxNP3WO6NqrzgjjwJzc9OF8R//+80XdoiK2gxBd30R5zVlHetbRJO8X+qp52aN+s8X8p+6W+X7X9C5ZEIuSa24EveLFYUYMAaPxBOPxGF23lLKhReSAqNGdvXOavkyPoxzU9DkooRbyawpx8gmGzQ0AxJ5LgYwspn8fOJ1M6cuVUlgJA44c4Rt/1Hh/889LrLuKioqKP++oBLiiouLS4tq1q8+sLu8Ip7P25rzlD5aL5ZvOSKD9RzelnC5ERFOB1ZSxH+jXGJOoYs4TJPWvmEG7JoAjxGfQkwS+ApL6nMgFq1qU6mVMt/ZAcGjbhVzamBVFiUSZN5YoEZgVAvaUHPKphdGnwWoo4aIT5oNN6zuVCNVgwoZ1WXSpVO+aqtaR37Vm2VxUJepijKbs5brOVfaKr84ji3Zg0ddvOf3BBAx9hjMh5dQn44m5eiXUvRRQfed4UUlXOrc6fauMtPjI/b+tPA3Kb8rHNUy7dI703bYtrl67hr2DK1jM5nrGxHqwBXgjtj6bQDtPksIsEiJaIcXq80vOI+cEFpPoWKrSzGqYIe8j6WEWYjFmIM+xznsIAQT+8GB75/7WqEFXUyBVVFRUPBaVAFdUVFxaPKs8wADQOI+A09PD00c/XraLN7emWyB2qsZCCUY2jWVEILJEgy7MGjn6rOKIs2Bh1ShpU5yTNEsB0I01JNUKeU2hqqpwIftZYK75YgFqxhhPJpjNTgB68VxVKHF3NmvRglFsZK6Pl3s/V9L7xOAVbpTkzeH1tQRp3f1WxxoFdW0V58qpCSUBXZvPapMS/Lhyvf5mUrWxR1wU32BFvKb3KFdCMkkecjpwDnb8uIrLKe71wxTk/iNLVYZM+9cH+Cq7TeDYYbq1jclkGydHRxiNGslyVb4ehOQLLO+fB3ntRxByLJYbSGqwdNCeY55/Ib62rsjC2mks6PLUIQ/aERCWLfzYf9DubrdBc45XVFRUVJyPSoArKiouLR48ePiMa2Rwt7zTdUFygTonm1AgK7KAmCZGMbVkNVc1DsMavRlOzVklaKyaOjuAgkZ+FhXWeYIYTkpEWWiGJAcxv6SYTX+JGKHrcLC/h53dHZydHEuPCqIgKl6Zdoi1375Ik1SopLonN7Nny31sJpyPJ7qbS5SBoS4Cy636mEJZBX4imNnu0xAIM1Xd0KV1ZLSnXGotKX9sYSAwMAfOdsv9Olf+Mq6FxKlA68iR9cND0nalw5yVIT4B8e3JrJvvodTV4hpheDjwuCblzEaJ5FqFWZ8AE0LotNE16q9eszXmvUcIEuQsxIgYxfyZIZYZEqDOcgDLW+rgEH0Agpo/E+RQSzOEO0DzAMuEOseIKVCakF5LXWYHavnAxR6AnLoxJdX9ztm9+2i77umWfkVFRcVfMFQCXFFRcWkRn4rMrIdYBxNGTfNJ6DohJg7IZs8CS6ZiZqESDCvIj5GsnoJoG9pMiglO84lGIb3wAHndeBPgJNBQ5JiiSAMSBGvZdnj1lVfwU1/9GfzB7/1XCF2QOpR8xwiQ74/NyBuR75vADn1ESbbwzARHPIiHVBK1cj7+vKvBhjXKbYHe1R556qucK/cN1iAVJI17a2BNd3hIgDPJ7keYXlNFOfExF2CY2p9vSI9xzTDOf4PWMeL1krQdAqUI12WJ85TnlTYKclySciXSYlUce3eD5EoXWjCHjQckqayaEX/xra9iPGkQY9T3kQGO4BhBvpGI7M7BuQbkJA0SmMDRgZzGhdeo7WKyYYGwNI0aibk7WNNusbg0RJOaY+w/GDtk0XRqoQPIO0xGzQcjZvjKfisqKiouhEqAKyoqLi2uHhw8s7qIhHTOuu7Dtp2roqaBqYKZMdpGFQBFRO5EzwlGgnWnTwwwpcA8QnpF6XXOIcLBeS8EngHXiMqkPVFT6VIpI1WMSVIeOYdvfutX8Pv//J/h7OQYB1cO0HWdEJAVy2VVeqGpktiS3KIYCzJ7UfILksBFXFST9TYzkP5sG/ILKb4XxkXky+L7Qnx7fL0X87uUQxSgHxsqN2Bpf6UrQ7/fvvlrv1+DciVB53wJIFARsG1VBNULG+suBnKheVknJV+ginM4L+D1EKGYcz20SUOmPNcgQmglLzZr8KpyVL2m9J2en53BeY83v/w1dG0H8x1mzfEcYwQ7VYEtwBUIrnGIzKBIKfiVWG0o+dU+5bRHlAJgSZyAHOlZlObS5rrocWSQF6uDECK2trd+fO3KFY0Y/ewO/SoqKiouKyoBrqiouLSgZ6kAM4O9BzfNe+18LsTUN2quHHLwq0IR5d6PRKlNRFGZjvnxJoICgJwDood3QT6DlH9SCiYkqq4yKW2b4EFEmJ2c4Is/9VVMtqe48+mHuHLtFwC0wnuMAK9Is5q+RvOcip1mnxAmRph4ksti2kCYu9CcXrDcE+MpzKDXrpS1VZSy6roCGwJWlSKedY9MjS1cVJHXxFP3u2iT46DUpm4/ad3nNfqYO1e/5bVXV2p2DFb/WSKNhK3RrBNvJzsQEtIa2oDYdnrwcIF5JUK7nOHNr3wNL736Km5+9BHIOX1uDHMElrzdJLmAdUKJPBwxyDEQxWXBq3m0c+LHb+pv/3RF6oxR38HkZsAIibQbc7aXzIG5BUVG28WPjo6PilRPFRUVFRXnoRLgioqKS4v7Dx8+0/qICHG5/Lgdi9Lj1IwRMCWPIZtZh0gBHFllPZGnYujAnP17++ockmwlZpOEYGovJChWUnyVCJtiGE0pdRIM6+zkDC+99Cq+9a2/hH/1e/8Mi8VMgniRRJamgcibG4eStyBE2InCxWDlFYWqaKqw0jWrr1QxV7bjdg/3G9+k8n4m9XfQiWdDDeicz9LCqskzLKlNvyNkc0Ww0EU2jyt1nJPeZyiVDsVbR5ytaKO2uXZaude31fZK8qVWuHHw9aDMOmGceVA52V127ypJTRHJbQ0a203O9XkMzhECM0LHCJ28g2SK8DpyPpDBY+gAAD/9jW9hNJogtG1hbQHEyAj6TjtNS0bOwTsPwIE8wUVCgOUKdyDyyGmSLMI6idGFPpwc8RlKsjV4XnlQlYLn6aUIkHchLBc3j+en2QKloqKiouJcVAJcUVFxafE8UoJ4wj0Qn8UubudNf7ErLfbwHBkx2H49J4w131kxh6S0J7f8vxHCUslpvSIfqSWlKE9ak9RLrIF2AIDRxg47uwf46Z/7Fv7V7/0zHD64ixdffgMhzKREjwQxyojOmYRFIUxRxWANwJWjatntLCagntIG3Db1Vvvgjkz6n4NgNazyM1ECvmgnn2wg5n8rhxdIn23dxI4v1nFelyM3X+CyGuOKF6i3V18kXV/nTEdvLa2r5OmguiosZJuZBHNJfEnfpyCkNISIEMT3niw38NCEeEPnnPOYnZwAAN740lvgGMEk5sikJLVnqmx5fdMBlvr4OoYjhm/ERcKIcipoJFjdkaPGCrADIntuMdrBiJlc5DGDGSFGOM+3d3emt0bjafJdrqioqKg4H5UAV1RUXFrs7ew80/ocEWahuz9bdB+33eKrk8lUVR1lFiyJS5xKrOLF10m+T9aNLgMuMRQaiKGyYU+BcohAGmCHpANKQjIlyAGVpA+OCM1ojMOTQ9y5cw8AcO/Op3jhpS+If3EKrIP1ZChdU9PrwCk7iyjeGkWrYPEpP6xGqI404MvoC1nPg/w+cy5tD6YnddphQUk0cpqrTf1aCfJkiuRApU6iuhVLga7Kk5XCdGClrXMmNqmn5d/Iam/BblMLxvOKfmt+ng0NDPtdjiUbMKRoy0W1hYauZJPyl9ooAwCHPAybWI3QHELQ3LpKOAc5jcth9zuVR9m2C/hmjIcPjrC7s4tm5NEugyqyVoe9d5r/l7Tf5AD2cC7ANZonGF4PunLgK+coq7vWts0Zi38zW87qnslGfnfZASEs4ZrRB9sHV4/2fIPunEjkFRUVFRUZlQBXVFRcWuxubz/T+hoCYozzo7MH7y0Xi69Op1sgeN2gdrCNLMBgYnAIGqxHN7Vq1sgsBJHTll/IJVMEHOCiBsOKEv2ZzMwYgG3uh+bBcs0hRuDa9Rfw+//in+Jf/P/+MfYOruH48AGOHt3HlRs3sJzN8SR0MQlXUUg2U4RzDHINhtQlwmizXErJljToV8JzUH7X9FyV1mfJtgeMdV2JMjrzGnPovsHu6rWNImsSAU3V7Fc0JNgshgGJaXNhm75WCO6Jt+vH16PINBxJ/y8eEu6N0ABTyGQ/mzwbY45KiOXARd8wUWiDpicKmjG3fC8e/7hSMec9Tk+OAABf/+Yv4dt/+Htw+FVcuXYdD+/d18OKmDgpineSnE9tiQWHqb4+9SdZblDxENJkWeojWzeaVosBitRPuV0qyXIydfPk+BiLtkWsUaArKioqLoRKgCsqKi4t7t6//4xrZDF77MKtyF1W8iDml8ykAXFYN7WspqcMDrFQ4SSolXMpBJZYmoJATOLL6xzIqXqkxDq77rpUL4iyay4zplvbODs7xX/+n/xH+MYv/jK+9o1fwP/xf/O/wvvvfh+/cOOvwHmH2MW16i+t+ZTg8nfMERxa2eA72eSTJ3AQnpv3+EJqLF/yc4nRsyngFedfF6MFhYnpeXdaFKtk7v34QXHxX/sYaBD1Wb8o/YFz3QzngBCKCs5rljXas5ku97usD2mVtJa46LEBm6JrtZQq8QUmni0RNkwlVRLMUQ6Eyh5pv2OMiJ1EVk+kmBw0hFTxGFcZMK3pFzmH+fwMy/kMv/lX/zp+63f+m/g//0f/W/z+v/hd/K2/+w9B9KBn1p+JeabBpNYXmlBMyK5acjh7eQgpiF2qju1gw8yr9d+OGOSzN5lezSzs9CzK3DmHW2E2w7zrHj/ZFRUVFRUAKgGuqKi4xHgePsCOArzHvRhEzSXvlAA4VeY0IBWT5gCOiJFTTuJk0aoKsPgpiogcg36OmmKFNc2SplmBplFiyuaYedMvpOjqtev4T//j/x3caIz/0f/0f4kQGQ/u38X/7T/5P+CTD97Da198Ewv1Bd5EeUtXww2zICTHB4lUCw8XNH8xkajfLH1bEeQISQ1eTcPztBiaJa/DxalwxrC8EZ9+hOx1qq+lt1lXC2kNwmeKVE+UllK+Jx1uIKuficAOI1EVt9BARF0ztmSBUFSxSf09F8OpzbbO6M9TDsJla8FuMzN7eYwxB/6yiMhRDl04xuRSYBWlJbWBxa98VfSXyGG5nGN2coxf/yt/HX/rv/2PsJjP8Vv/1t/G/+l//7/G97/zr/HmW1/Fwwd3V4adUxo5zQms773mDCZyReArTY2kvv0ci2MR49URsFgBRC4dh2SXAe04ySEUETAZ+ZuuadBU9beioqLiwqgEuKKi4tLiWfsAG5uLi8UHbdsihihpTpwDISQiyuwAJkSWiLFiOiwkuBc0BynGUGKCzjtwDAiQFCupad3J5yBYkn5J1GQGEWO6NcX9e7fx3T/5Q/y7/+h/gG65xHyxxN/9+/8IHAP+8f/z/4q9K1exs72LrmuLussPF9lIS+Ary6nEzOhahvcMJpeiYzuSIFoSKEuJ28BW99ns2y3AWCaf9jeVBKzXdPGXnkrwCiNfQ6oHJqxDf9eUZ5Z50ISSNWKJ7k3qA8uUSA4n5RYgvd/04IgIhzgg1QwmNfVWgtQjsDYeZx/lkCbloS4mRnLr5g6zrbdSSrflGDC0dS8Gir7PczGnBFkyTt8B1rlXa1+ZB6gPcFJHA7gLiFGjqrPO+cC8OpuIrz6yPrIq7JzD2ekJFmen+K2/8Xfwt/+dfw8P7t3CyeERbrz4Mn7+l34N3/mjf4k3vvRleD9SxmvuDLkmOcCSd1LIe3mC0Q+EJYRYyyEryIgaK5wtL7Dk+O1J2sXEMhgxtmim++9du3IVHMJFBl9RUVFRgUqAKyoqLjGetQ8wAYje4agNP24XcxHgQuHnqpFnk9kzSRhljlGIDYu/onN+QKRMIRLKRh6gAIj/rylNsl2O+Rb1ncykb3dvH7/7T/4/eO0LX8Qv/epv4M7tW/CjEaaTKf7eP/wP4ZsR/uk//n9heeUGrly7LqrayqZ5lZHS8HpP8dNtvJqxhjaAlbyzd3mDj4tlty0J5NPAONnQxFeU86LcoP5M0Yrr6/owvM+iEq8Bl/IrZcVPRM4cBMr8wk055ZDvZTUJICO3iRjmXvfiKaULBUOz+q0fJVm2zwxEaA5oO4zRAxEjquuwEuCLZQ1nv287uElcHIh6aEASYA1sPvEa15wDOArpjTEK4YYS38esoP4ZBg0vJDjncPjwPmLX4e/+g/8Af/1v/V3cvPkJTk+OARBmZzP8/K/8Oj58/1188tF7ePHlV4uJTpOpFhoWDToHqyNu4EgsIkzFdk4OWZglj3DU8bCRe5g/tL6XlpPbnon9Y8AMinJw0AX+eDY7BboaAKuioqLioqgEuKKi4tLi2fsAyya8W3QfY7INQM0cNWJzIhdm5xyBGFg39dDANkaEIiRCLGUikvgSwTlRknmgQvYsTdMV2VA34wnef//HeP2NLyF2Qh4aBxwfH+HawQ38vX/w38NLL7+C//f//T/DrU8+xIsvvwbnvKhsTFl5WwflM0kk3lDOKYENkYEY4BszYXVpM2/hqR43z+d8C6ytwXLeasTdoTRZdHr1bl57dU3HeoRqXcTjtfURkm/sOrNwZigL5P4X/ZIrfeTiW6PUlJzCiwJ6KGD8bUUAT8VWCf5aJCI4eBZky8N8e/vzwxpMTXi9+ryTBIsLSnwZYuYsJvQEeCST4c3YtCYofeUAsJofP7x7G1u7e/j3/8P/CX71N34Ltz79CKcnx3DeI8aA5XKBnZ0D7B9cxScfvo8vfPEtzGdnicyWbcm7o+b/TKrwIv3bIBYbqgTb+67zT8Saaon1UCamfpc+4NKknhQYqfYuUru8PTvpcNHMWRUVFRUVlQBXVFRcYjwPH2ARYcIjIixCGybNyGswK/ULpWyGaj7AphJGVkUPACKDvapsMftGirqnhqAUiuA7Sm6YV4LrEgjNaIKH9+/i5PgIf/m//js4Pj7We8Qc8+j4IXZ2d/A3/ubfwRtffAv/2X/6H+P9n7yD6y+8jJ3dXc1XrL6X5VY6fewTyHXb7SQ6JqKcyQcjqL5oAYtKMryZ3KwQYSMCqxc39uti4MfUu+GuiyrVbKrnaq29v9Mw+qbD56KsgNdcvOCUbCbzeZxZ8c3RmKWArtFe4Kq8ZsRHvYxnLu9D5E5/1H9e76G1k7JhzBv7b+17EInJ8ensDLPTI3zpq1/Hf/9/+D/HG1/6KXzwwftYzmficiDR6MS3PXR46eXX8cFP3kG7bNW3n3tVU6Fyp1MFQrLooOSuUHzHZU5h9HOFAWKZEYvDBY554vXfiS4EjLy/N2qaO13pT1xRUVFR8VhUAlxRUXFpcbC398zr9EQ47bq7s5Y/bNvlV5pmGyC3RhjiFNQmcoSEbRWmq1t8UGGammgBidEp6X+Fl5nyg/RDtnlWlW13dw/v/OBPQb7BF9/8CmZnZ/CNSzcQORyfnGIxX+JnvvZN/I//Z/8L/D/+8/8L/tXv/heYHR9h/9oNjEYTITA94qGEoOjj4yElnSv/MurDCBxAon9r/W6V6G6s2pR2Y2JDKvmESFGkTaLNRAXD6p8IA4Z2oXrWE1bmPJc5YNVjiDl0mkpT6HXlTCV+3NQRwIFBvliHABCdWiswOA4roXyYA1GoI0c1vQ8IGimdsna9/oBj41AHJH+DiE/k0C5bHB7eRTOa4nf+G38Pf/cf/PsY+wk+/vB9xNAB7PJS0Dq65QKvvvEG3v7Rd/HwwX1cu35Nc3mvHpRQ8V8wSTozb+4R8tmRS+VTHYkMR0Ql3vITCgsPSvcZurYFGnp//+rVh1tECNX/t6KiouLCqAS4oqLi0uJ5BEYlArx3s3C2eKdrl1+hrV1VNanYfKv5LQX15WMxhY5AYIaPUUyPza647Cw7kGM4RIToQC7284cW+2Gy4E1gbG3v4Cfvvo0b129ge3cPx0dH8M0IMPUZgCePtutw69YtXLt6Bf/eP/oP8I2f+3n87j/9J3j37e8DzuHgyjWMR1Nwyp2TB07FZ+krlIAXSiVR/pzKDOawVAEh82M+zmWO47WkWBXx3AWLiFtEZuYIkFu9dy3OYX/nCcCcdevzlNPHNZebSFL5ubc+ru7BI1mB8Es5RHi8vl3cZ/6qQcgckxDe/iMyMlqsDyN3AWDuhAADILaEQXktrO2PKavR1POBxYCNxQ5pinMRIkIXOjy6fwfOOfzab/6b+Bt/5x/iZ3/uF3H/zm3cuv0p8suk653zA2q7JQ6uXMVkMsHNTz7ES6+8jBi7RGqtIYIcUBFJarMYCY4dwA7wRf7fHl/P42ZoALJErnWu++G5e3MrliXNx2ezGXdd99gY6BUVFRUVGZUAV1RUXFo8fHT4zOtkSGpOYnc7Rg1q5d0Kh2IWtUvKZGXHCJzpwIm2lcKaRvZ1TqIok6nCZoHJsrcms7x0Dst2gYePHuArX/kZtIu5dQIpCWzizxJl9t79h5hOJ/ilX/51fP0bv4jvfueP8Xu/+0/wzts/BDNh/8pVTKZTudcCNp1zoGBuiU+qQ5mnLqv/o/hQkpJKgnOZyKYAWek/JenOPr9P1IcNpyRr0+qU3z9JG+eirxKv59FKsAvS3WOLqlyW1rkXbZPIrA4GJJ6g/ro5wFnqhxOCxxQlUY+Wgx7oMMSElzVVWIxFOp9E/c6f4IJfXhhW1BFh2S5x+PABwBE//0u/hn/73/l7+NYv/yZCR7j58ceYz0/hPKHrYrJMKKO0mypL1GB/7wAP7t9J/sFiwp/bzPeRqr3G2zXtUbHGeumx7JyAY3HgJC4O9m9LUpUHo2QiTBxuLU9OcNy1BaGuqKioqHgcKgGuqKi4tBAC9xzADA7xZkQEUwRJ4p+kBDKgEXdIcgDHAOYAIIoJZWR1zaW0yRcD3ILVEcGVBqJMSS02EkzkAA5wvsH87AwxdDi4dgPLtoXJgSEAzhfKlpKlxnu0yw43P7mN7e0pfuVXfx0/93O/gO9+91/jD/7lf4kf/eAHeHjvLvauXsH2zh4crQbk6u25h+R3oHgNsfK1yXdpioUQx8g2mQAkei+5bHDKSbErSF2q8EnwZ2VCKn3vj3L4rX4uSO7amoYicvIb5TWHE1o4ibVmds8rzzWDNR8vgbyDZrgSwqsEzoijWfwbfysVzwthuHZoeF2U356iSoz52RmOjx5iPN3GL/7yr+K3fuffxq/+G78N7ya4ffMWlu0CHkEMBKK9T/lwqliBiJHRLTpcu/ESwt2b6NouHXZRGkrO40wW7IodyDv9G3JgYLm8nYrNifyyxgqQNRAjcoqnns+0NUgpkNh0a/T+wcEVhC5cbE4rKioqKgBUAlxRUXGJce3atWdep0RKZty5/+iH3XKhVwYqjSY2ZafqjuUIjlElXdvKap1OVSFV2xw7RIqyWVZfV/JWt5CVFDdHgw8tl0uEGNE0E3CQDXSMjIYhSjQHOPKZNKh87Bzh9GyGk9MzbG9v4Zd++dfwrV/8Ffz4nR/ij/7gX+J7f/onuHvzE0y3trF7cADfNOZ2nPpDpAGMi3S8pQWyRP3tb+RNQ0tqmAd4xY6zr2pFTdvkdMx24EDO92/ZyLHW0cySWRVKXcx3PE/wmk/nIQ+vP1AzLkhmwLzmnnMOI8RVmOD02EW+UEbI8nBZC8cQk0KpbGxw/GDmDM9/9ogIMQYcHx/j7OQI1198Bf/mb/4d/Ppv/lV84+d/Fc5PcOfOXSzOFvDOoRkB3CEdTlnYLWY7ACgnRtwQGt+gGTXgyKDGFeM10kzi79tpgDfH6UCMnIPTyM3kctA3U82Zy9zNdoigFt8My0WlsLzbARwj/Gjr7cl4Am4izj0ZqaioqKjooRLgioqKSwvJ6fmsIZvWbjF7F+QRY4R3Tkwd9TtClGjPDHCQSM6yqeWsfEaAnZg5wzHQYZA61anZc0zRZOE4E0wqiZBsgJumwXg6FtJNpAF7IizAj0lcREZKZcvtVFGdz+f49NMZJuMJfuqnvo6f+fq3cOvWh/jOn/wBvv3Hf4wP3vsAcMDu/gG2treUDBW0cej/e84cRgCJtiqhXqdwSj+z+ivX5KYYdW7Y9dRjooLElQ0wn0PKNnRgHZ4F2RimU/rsNfbrsEOWdXzfpsIkYzWn57gajztn9srWCZE7IEIjhq/2Xldk728efibKgdz6Xww6vGac2u/lconjw0OEGPDFt97Cb/zmfwe/+Jf+Ct5488uYzzrcufUQbdfCOUYz1gjPnZlkA+nIQFXylCZKwSZxExCWQSwPCICzsF26ZigTYTPft5RHzhVRz0sRPDlqk35kSxCtr3MAk9FznZf8ool/82L54Z27d1JgvYqKioqKi6ES4IqKikuLR4dHz6VeIiBGvgNyLcc4gheT0CQiKotNPpnBgtuoCTQgCiip6Wky6czkjsk4XbnxdSlKdCKNkFzEXdeCCJhMpkIMpWUYFWEwIrExn2SeSVREoiaCJ0LbLnHn9m3AO+zvX8Vf+53/Fn7jL/81/Oj7f4o/+ZPfx9s//BFuf/opxpMJdvYPMB6N8UQEEihjDQkiROB6AmtOIvERlgBNRd1DOmDy+bl9SxP6+DE4B0ok6hmCqPc8rFf9Mv2LxXLT8oWOaXN8DqckvQfEiSxzXog5ijQZZyOZzxQt/HFkdVCst0YeQ3bLVFCq9rftEqfHx5gtzrC3fwXf+pVfxa//5l/Dz37rV3D9+is4fHiID3/yEWIM8N7DNw3yaYAEo4sxgmPQHgx95KWzFryOGXDeodWTHjnociBilCuASFTgaNYJUMVXg2PJErQ8wazvekxzHDUiNkcCIxQvSPGSEIPgECPDEU4awi3nPeJqCIKKioqKinNQCXBFRcWlxbWrV59LvY4czhZndyLhdgjx9aZpYHk/AacbWNmSRpaULzGK2aOY8YrNcBkUS2DkRX4Hglk95jIM3WQjMQvvPY4OH2C5aLE13ZK2OILZIzInpZVZ0jgZckt9EkJEIE9oI3D//iPcv/8IOztb+Llf/FV88xd+BR9/9AG+/71v4yc/fgcff/QhHt2/h8lkip39A4yascyDRu21BDfCrfpENUIJHyiJsyuK5TmQOXer5Depm8Mb1hMFHha6SAcKcrY+AnQ20T4Pw3MAIhIfceq38Vgmm+4vyG9xZyKhRHCOk/AJqICp0ZQdAaG8N3WBAM9AgOSxtXVeqpqrH88Zda/Xq9c4k96ubXF6fIz5fIa9Kwf42s99E1/7xrfwM9/8Jbz55lfQjKZ4eP8hfvLOu2ot4eC9g/NOAkrBhH+NSK2Dt+jonHJBaRklvuaX65sxurZDu1xiMt1Kk8JGlJnFnCHoWneU1maOam7EWHzppW4HoIUFxINZbECsN7KrgT1TYbptWMB5//7B1St3JyOPEB4/4xUVFRUVGZUAV1RUXFpsTSbPpd6GCJ2n4+OTxbuhW7zO44lsbYkQkLfzlsokhiibXmge4OTsqrKamVFqxGf2DIoOjhnRLgLiQ8yWc1iIa1SCFEJA4xxG45GqzOZXrKqXj2h8fxxD8oXibxP+Gi/m07OzOc5mM4x8g+s3XsVv/803sVzO8ckHH+Ldd76Pd9/5IT756CM8WswxGW9he2cP42Ys/Ywlweh3gDf24HyQmpdKVOIkXYrP9LAODvnaGmI8vHJROnFBqnxhrKfRw+ursu5qGQIV05AU3kZLxc39Fp7Ixd+Ulikn83E9OiEH5g7nPbPVdop0R72O6x8qGbftEicnJ1guZtjb3cdPf+Mb+Jmf+wV87Rvfwutf+DK2tvZxdnqMe7cfYdnO4Z2Db/QwRF1iI0c4ODgiOY/S9zApvID64saiQ5aCSJRiwIE8IbStRIXWftqn9Cy4iASglglO/XdJSSw5L8s0Wgoo1nc4wDyBjXjHkC03JIiZUwsBIHQRzXj0fsuhC6fzmgKpoqKi4glRCXBFRcWlxZ17955TzSJVMjcfhCARcJ13GvjJCAoDLFGMJfKzqT4x+QRbSiIAmdMQkgLl1EATDPHTTPakuvlWQuKdQ+gY8A2cK6JJMYFJgm7FEMVyFdQz3ewZo6pa5ihft+jA0Hs7Drj/4CHwAGhGI7zy2hfx5pd/Gv+1v3qKmx99iHfe+SHeeecH+PTjj/Ho4RLjyRhbO3ugyRjOk04Lp7Z71OkJGKWlk2GOoGiHCE7GbuopUJiSXqhWYEgnLBfVsJweWhDHwp/W0DdjXtdKsUrK2+SiQz4MKb9mArNXlVcKDwlrUvRNSVdWleqKFoAJOVAZAebH2luPajosgcYAbqXHsgS18nOZ9MUfaYwRy8UcZ2dn6JZz7O3t4Wd+9ufwta9/Ez/9s9/E6298BVvbBzg9PcHDB0e4Pb8LIoYfjdB4n8hjTium0ZKdRGkH5F1gI6DMGm1ZCX75/BhC7ImByPDk0HYdop6jkLbTpeFT4cagRNiZH7D5p2uMgII62zRxZCXtMRFiO4FaSW+ka83FeHNxcoq2a9dbO1RUVFRUbEQlwBUVFZcWbih5PiOYVWIMfCdqChjqbXI5+7NGTr6EyTQZAUQ+kwsjG4hAJDEx1Q2wMxNURooIK3Vo6iUttJidoWtNjTOdStoWQuwQEEDFP/tiqSwUN5nzIpvAmjlxVhLlCyOysetw//4DMAPj8Rgvv/YmvvjW1/CXf+u3cfPjD/DOj36Ajz58D3fv3MH9u3cBjphsbWG6vYtmNBLVnLOKfXGiClXnDELqSMk+wfVrGpgS93P8nkfPCCnh8mp0LmQldM19K/SeAfUH5cjwnDl6V3SIQMK5k024CNiZzzsZJ4qQ29xrJX3goEbn+TwmE+xARZ1K2GNBcJNCampkEa1Y54NRKOvD0achDeeX1Ic+YtkuMTs7w3JxhlEzwrXr1/G1r38dX3rzq/jaN34Br33hTUy39nFyfCqk9/Z9EDOc8/BeB1KeJNhjJqT1z8V4mIOovVHGEy3olN1O8lfUZ2sqsfMeMbTougW898i+2nYIIA/TeYAigaNYg0gwLBu1g1k7qNYrZDxwstSwZ0G9eaNiijn9uzAeNR8yAHIO5m5RUVFRUXExVAJcUVFxaXH96rNPgwQgbWMfHM9+EkOQTSu8kGAqfHuJAIqICDCiDJZAN5EZjordu5EUVZIcARES5RhKUAiiWsl+2fxLCUQey+UM7XKu/TNpTzb5ouAxAgd4NBo0ylgupY2/jU3DAiVBNRHhIdkh8YcGgLZtcffeAwDAaNzgpVffwhff+hqWyzke3r+L2zc/wXs/fhs3b97EvXt38ej+CbxvsLW9g+lkC843YuaJMOCaF9EPle6whoDiQuMu1D0iEnXNjFftGfWrSeqn9GOdgamRX6R6mTOp2dhLhkTyLmAxv0p/YYZymmjfJY6lPtOcD0mKtdMbR8o1K3+IWi7EjVT9lCjhsuiimQIDYItEDIaIkUbG+33vpQ06R+p15NDFgK7rsFzMMT87BRywv7ePr3z1q3jzy1/BF954C6998cu4du1FjMfbmJ3OcP/uIZbtAxAxnHdijp/8Xa1BTq8am6BruXTNdQBRxhyD+OSXYy3TOIkcqwdV0EODKKb2kdG2LbyXPNQxFgMWyVcfhbxP5gecThyoX56Tum7tyztGLM4SmSxrQDu9PzIjhA6jvas/vnH1CtCFC70hFRUVFRUZlQBXVFRcWszOzp5LvQSAHaGL7dtoGyGCZqJsuVMjA+xUYY1A0CBYyTxZyIdDk9LQ2CY3qViRJG2wk0233KcbY/VnJBLz6tF4C8yMtmsxGTVpU2yZTqOlrfGsfrI2GDYdWfiWCdG2BV8nzq7suEXFdspC2kXA/cUDOCJ4P8J0+xp+9udexTd/8S/h9PQE9+/ews1PPsSH772HTz79GI8eHWLZLuGcw3R7B9PpFrz3GqnaiOhTbvM5E3gmlnkM+owsr2pRnIBkRZ0TE9MgHyt6ijAbkVyZKKu9IEpFfmG1fE29yMS3PHDISrLMsabVMlvcNAA15WUzcS5URiA1LKmO1CIhxOIgZDg8zorxeVgh37qWuojQtWiXc8znM0SO2NnZwauvvozXv/gmvvTWV/H6F9/E9RuvYnvvCtpFh9OTU9y9/QihuwcCg7yDbwjmX5seRzIPBpKRAqUp0L9zpHOAxAWBIkhPHEJ6M3QQSkZZzaWzRQRbWm845yWXNtBbk/KEZG0lv3TSzhTBsEAumf/DuLHNdfqfHeBkhZ/Z1HpOi6aL4f2joyNQqB7AFRUVFU+KSoArKiouLU6fEwFmSKzntguf0vZUrRY5bXbFgRMp2FAMEbG1yMxCQqDBm5gYFCnVa5v3RIKdqkcmx2pJVkITAXShxf7BFYxHE8zOzrB1bUe+Ywvmw3CRAa80Sx1CS35j+3IjwcSZBKyAUBA+9PKQ6p4fgBPVOXQ4OW5xdHgC3xDG4xFuvPQFvPbGV/DLvxZwdHgfd2/fxu2bH+Pjjz/E/fv38OjhA8xmcxAB4+kOplvbGI1GSW1OxOM8uRVZ+bUZ6w2QATY1Np8WyDxYBDCYUi5KaJ8LCjFJN6YJyKTIakgTw4QYWSx3HZKftw4G6aH0RE5bFSWxtfaRnlEK5BSjrh0SNdNYrCq9bAcCpoxzMTe9ycPjyS+sHXnOoQtYzOdYzmcg8tjZ38Err7+CV9/4Il555Qt4480v48YLr2Bn/xrAHmcnpzg+PMP9ux8DiJoySNIJEfq5fTgKNWUPnSOWdwI5dVR6f/IjUlNsMRk3/9+ocyUqsNwVUbxbHPWHQeTRLheYTMaYbm0hhJCfM3uA20zISdMesZpAq/pLKQ1XNvPgIsiVqfD27wIHVYNp+BDEh9iP/cItFjePz2a4yBlFRUVFRUUflQBXVFRcXgxVu2cE4SWExvOdxtM9Dt0L0Y2V/GoJBoAADg7cMSK1YESNAJsVIi7Ibq7bOGoRWIslmE82XpbNNCm5IdeAHWGxmCclFlY3AKjJLBOSupREJeJsOsp52tbSy1LxS0StIMu2x49IuYyJCJYmuW2XePRwgRgIzjtsbU/xhbd+Gj/1099ACB3Ojg/x4ME93LtzC7dvfoS7Dx7gwd27OLz/SEy4ncdosoXJdBveeyEajpT49XssBOaCa8C6b0SqVJ31oazOR1w11+bSJJdh8bn0K3l6EWIKHRMvTZGBjT6TdiSyRU2Wg4xEzCOjZ56t5ZKmaxUnsrjmPIMBsKWiyuiZyNvfWhYUEWNA6Dq0ywUWiwW60GI8HmNvdw+vvfZlvPjKq/jCl97Ey699EQcHV7F/cAOAx3I+x8nxGY4PbyPGkAij80CR70tfBYvMbAm00pTr0rbFZe4B5Zjs2UNIcoiI3GrwK7HCiJHSIRIXintJfu1dWC4WEtV8PEHkkA5iojj5q9lzA5AGuDI12lExLl0E+k9DOstCAHNIhy8pJ7Ca8wNirk4kPv9t6OCAjw72D25dJM1WRUVFRcUqKgGuqKi4tHjh6vXnVrcn4CR0D09m3bvLtn1hazSGJ59SIWX7YUZUg0vxswyIMSDGBs6sWI0vA2lTn9lKaQbLEO25+AqSFmVrewu+adAul0KqVZVMbqIkgYdijPDk0/dGuDU1bBYdVQVeoX1c/DwGllvWbFOFqAjh8g0hBuDsZIazkxOAJG3MyDd46ZUv4gtf+irIOSznpzh8cA8PHtzF3bu3cOf2bTx88ACPHtzH8XwmvtTwGE+nYjrdjJIfpk3nMJjXSt9LUj806YXN35BsWMGYx0dITr02cwHIlspcELlWLka2KeIk8odA8F7qtsjB5aEDp3bXYF3/n/AcKPmyx4gQxZR5uZyjbVswdxiNxphuTfHKq6/g+ouv4PoLL+LV19/A9esv48rVF7G9t4cYGIvZHKenc9z65A7AISnTYhrvzl9CMWh6qzyGJIantcRgMzUun18eiH6wIF/I5FYtNEQl5jSvUk79cuV1Q4SkGfPeizsCQUzNrdlkLUBFZG2CJAemdAhTLh8ikvdRg2CJGq3m7UnVz3VbPbHtQCP/3nhraz6KEaES4IqKioonRiXAFRUVlxbz2fMxgQYAx4zWO+7a5Ycxxl8HB5AbyH1qohk5arRXpS4a+IbgZbPdFJFcjfwyqRopu3BSk9ZUxFnQJ0bXtTi4chU70ykW87lEqmWHbMUsShVHB4si22Mfxg8TaTcNjgdlOH3ehMRDbBqSjqXfRwBOIhkTCc8R01cxAV2EBeaLBQCGcw5+5LF9cBVXX3wFX/36LyBwxOLkFA8P7+LBvbt4cPcW7t27h6OjIxw+eoiTw4dgkkjBzo/QjEYYNSP133TZrNRzIj7S4dzJiylr5vdbyOVm/13c+zhL4ixQZ4XQ9a6V/Vqj4q7WWNywYSxWv1YYIyOEgBgC2rZF2y7QtS2IHKbTKXZ2d/Dq66/g6gsv4sXrN3DjpddwcO0GDvavYGf/CkbNGMtFh8VigdnZDIePTkAIYBBidHBeAmHFNUtvHRgS2K1YROmAwVzsCfrKUA7FlaeNknk32PLsxjR5RAAia/A3UtU1M+tof6sVxXKxQNMQRpMpJCo45cddBLgS5ZzU6sFB3ttC2U5KuhJcs1pgGbV8DGldZUMOl4g6E8MRf/Lw4UPwclkuoIqKioqKC6IS4IqKikuLuw8ePre6kxY7Hn8KQAPVCMFy5BApqG+s+BR2bZAARCHmIDkwMVWDM7FdgaaqsU16B6BJps2MKCQyyoYbLGQRjrBczJV3W3gl8wGGZo1hRJakLEZEJOI0EKIo2zGLtkWKIhTECSssZp3Amsw4qfgsXyQTVUtbzJr3VoIXSSMMoGs7nLTHOOYjEAiuadC4Ea5eew0vv/oWvAMCR8yPj/Ho0QM8uH8XDx/ewf37D3B2coLF/Aynp6c4PTlWf+gAgoMfjdGMx2h8A9c4ODghV46KAVpU5wuobOmWp1fkyqbK+VxtisDma94/o8gkPHVJDhYiImIIiIHRdkt0XYvQdWBm+JHHeDzB9tYWXnrpRexfvYq9/au4fuMGrr/4Mq5cuYadnSuY7OzAwyOEgOVyifnZHPfvPgBHi9wtz857gFnSfDlNzJusC86dAZFlKZHRALBuU3S9aNreYsCDKWdbOaYMM8ARHDX6tUYIFwVWZOGSlEaj07pGHXnMZ2dw3qNpfO/QIyu34ivMHNTsWgi8WWn3xsf5IMzei5jUZFZFOCAfN8X8b0WMIAdsjZoPRkRoR6MnFfcrKioqKlAJcEVFxSXG1etXn1vdRl/PFt1PYugQOaLxDciZHuVAUHPLYCqUkBGOQUipE9UoZZdJMiz3LFzNzzebe7Jm03GyWSYh4F3HWCxmIOdFQSaJamtRislUSxPHCkXR/GU1XNAw4825MmbZ/T7DsYjWJEq3U7PX2AEkZEKFskSA0zSUDSthhwM4dFh2Hdp2iZMj8yElNL7BtRdexUuvvQEihxg7dG2L5XyG09NjHB4eYnZyhKOjB3j48BHOTs+wWM5wdnyC+dESXewQo/hoExHIe3g/QtM0cM7BOZ8eDfVS3CCRnjRpOhYHTsHF+hO5RpFVe1rnTJWk7P+dVlt+VilXrR6oiJoY0XUy7tC1amrP8M5hNBrDNw0m0zGu713B3sFV7O3uY//gAAfXXsDBlWvY2d3Dzs4eJtu7aHwja6oVZXex6HByfA8xCjkjaMAnAsxXncBgTQ8UermLz18/CY6AACGSALTStYctVjGtU7fZpk1INCNHPo+mtHI2PXaArq2YosGxzjN5OVSKIavHks6KdN3GRM7JIkiT08OwwoS7HESSdpXsGimORtbRfzl1DTADoY0YXd995+rVA8nPXE2gKyoqKp4YlQBXVFRcWuzvbj+3ujUeK07mxz9czGfY2d8DwGpmq+bDptjGqBtbMcUUS2NRo4i87m8L6S/t4tW0kjVPUvIlJCEYTshxVFWr8Q1mp8cSpMesRzmTUGYAIQCeJQgQM5zus6MGQ1Ir3Ath7dZbRDzxK3ZOiFmMqqwmzVlNnpX4KgnuCXc6R3aBo4raZKQrQm3BwaFBG5dYtOYTTCDv4MjD+wb7V1/ACy+9Dtd4gBkhdghth+V8htnZMU7PZjg9O8Xi7BQnR4c4OT3C2WyG5WKBxewMi8Uci+UMIUiboQtiMqxEzdRP57yMkxycd/C9CN56LOI0UriZ2pq/adTUNyRRw7uuA8cOMXTqu63qtdbtSA42Rs0IrnFovMd4NMV4PMbW1i529vYwnk6ws72N3d0DXLn2Aqa725iOptja3sZ0ewej8RQAIXaMLnRYti2WbYuz+4eaZovTQyV1mHVJIbdzDYJZ1VtgtxDyCiqMHXrXrHi64EjWpkWtLonspkXpKJPJNQuTWdXkNIzEjFUoD2oVYIHpZF2xknx7uCEwtnf2hega0Rfx2Aauii+DqVMi7HSMNl+WBzwWvsg52BZz0DUw9Lp3yAm5pWyI4Senp6dAiOvfwYqKioqKc1EJcEVFxaXFnXv3n2v9BEI3X37kdg8kJ06Ua9mIVjbbkTkHuwFSlFdwBDOB4fPeHLqnd0gBldgUN+PE6oOIGGH7a45ifjmbn4k5NHO6L5leytYdkSMcXNEfbeUiu2klo+u/E6VXeAMn1czuE1NRSzWUugVSxZSVcFBJanTTby6dPfNXspypXWrDqc0tx4gQGIE6LHiOU5wIQfWSq5WcgxuNsXf1RVx9wcM1DbxrQGxRjgOW7QLLxQyL+QzzxQzLZQcwYz4/xenRMRaLBUJo0YUOs9kc7bIDM9B1S8xnZ2jbBUK7RNt1sKBS3aJDG1rEEND4Bo0fgYjhxiN4GoMcwzcjjMcTTCYTTKZ7aMYe48aJiukabG9tYXt7C34k/rnNZIrxeIRxM8ZoMsF0uo3RZCom40rCQwxoFx26pbR/dDxDDCeyRm2OuXhYDkUqrDI3U0a0PNUESJTxqGspmwhvIr95UZhqbuGdi3RfxbMf3gVAye2mRcv6f3vPYjI1lm/zmJkADqRj0E5qGHOxUmBMtrYQY4AfjcDOgaDKLeRQI4ao4q8FvjLya4tVTNblfZNexBBTXmZReNVlAjrnSq6t04EZzZjO/HL50eFiUclvRUVFxVOiEuCKiopLi63J1nOt30mwnU+Y8HHswhdo5CWHKan5s6mXAEIMCKETf8xoyo9PZsmUqV32p3SsQaPQZ3+cSXEGYbK1ja5rlQQqBbf0RzFodCWXzHKN/F5I8WVIDlagx1vsOwKp2luy29xn1qBDFjMofUXIZsJGKEoV2ExO2QjyoE9WUg8f7JRA+bF0t/ChZAaYCOQiYhvQkpGhaHo7CIAnD3IefrSF3ckurjoP8k6Is3N6rCB5nIGIGIX4MjNi14mPbejU77ZLQmbbtVgs5wghYDKeYDyaqMk1wZOk0yHv0TQNmmYEP5qoX60DOZ8UYxtgFztwEAXXonzPFkuczubJ9N3yzMJSU9lD0eliptU1wFAiuo5mCVFM5FdvsDlfEWRZTbstBzOg1gYxKZvZYZb7NyUXAU5x4lL/1inAtrDUpz49bxCITdXWPMMand380WOIemiTfb8ZQNd1+q478cMHhBwXi9Ty/zL7Afkt5gyARfGiYh6zCTTURSKTd6lGooF3bQvn/HtXX3jh1sTrWqioqKioeGJUAlxRUXFpsbP1fAlwQwQeNSfHJ8u32zZ8wY85RRpO2VtZ1J8YgyhQqi5F3fSTqrk9cmd7bNsAs/oSkvkaiu1lVLNmU46uv3ANdz69ha6LgCNw0OjKiTBBfI95pam16JljWv+yRWdSo2OMyRczRx3mPnG3NiMnc9keUUqBgIAQGb7kNmWb2pcex0oEOaqZtNBYOYDIUYJtsJEjKBRzn9Q2GzXQIoACAZ10fsGWtqcYUApklk3foRF7nWvgmxGaUQ7qRapQOyc+vtHM4wnp4ECWhxySLBYd4nyh3NUCOUF8T41RQ+aF3eAQBQzHVKj1wroK12W5zziuBV0281wgz1sPBONdzmn9JP0l55ESKad+iPm03GPO3lDZtUM6EQHQSxOVWsvEunzcVAx/LfR0R+Yz6mowUpxvtHey9AlOhwYAutChXSyws7MDci6vbVuEzL1+k0WgttGTmYgXp05sv2LPJ1kOUsxPn3IwMJkIsRpwzXtt13VhPtuUCKuioqKi4jGoBLiiouLS4u69e8+5BVGp2ug+DByEfA1TnwAa9CqCQ0SIEg2aIBKamFPqRpcKxij74YJ4miqUU7DkJMKEGDpsT7dwNjvFYjnTPshmPlqk2lRZB9A4DWF1VGsv9hRoAGljT2reKwNeb6+aUg7p95Et0Fah4FFuIrJ5URpxRsqxmpXHQaeMezFgUbB7wbxc/s0hq2zF7UI8ErkHrIJIMZN7tpQ3KqlCFH65QaI/UejywUOP1pkCuWlquace5nnLink5X4DNS5bNjdRGVU1XhHMjvVYvZUsBlSRXiShlf99Uj1aUrNU1SnHuGAFR54F8OjCRfLcEgu/1LJNIyLyqeQKvjGBww/Camm6XKnOMmn4MdmhhSno2t6YyGh1DoqrPZ1gs5phubcuZhym9RXvOOc3Hmw+BjPzamrEDBY7iGmCHH6z+x8EsQ3rpmvILYVzYwX04Oz5G27VrVOaKioqKiougEuCKiopLC9c8/3/iiBkN8ScECZbTNK6IjitIZs+QqLwS/CgAGEG1uix3qqokZpxQEmzMRjfvVBAjZTih67C1ewXL5Ryzk0M0foxltxT9jYVw+mRimkmVEIxsht0jv+qHbK6ZAJIKm6mCSbOcxlBwK+ly5GIMmROyzl+ay6JeAD3z7DLoUAqi2/uyfCjWsGhsZDdZfqfUTqHKJXAi3MnktlCHIS6emkIHiSAnc+JUoZKfwrmb1Gx2VeXsg9MkFWrlmgOIVKawVGbwSr+5UM/LeUwKPQ8qKftGgAVd618EYmhlzRA0mBuDo8tEN3RCktVkPDWcTylW2iu/YW2HKPYWhx0EMK+JAg2kg6EcgduBEXMEZ5jlRNTxqedtGZgKgHcex6eHaMZT7O4dIMSACU3gQOjUnFpi0xlh9Xmi9YWRdapqv75H5AB0kp6MA6MMvJWfNyMi54S2yN+T6fjt3d1dxBDWH1RVVFRUVDwWlQBXVFRcWly7cuW51m886+7R8Q/b5RJb27uAk/Q1ZD6NaY8q0YM5Qkwz1SSamEwUW2WAiQSLP7GpnhL8xyU7UGZGCB2mWzsIbYfj4yNcu/7SoLMMSQnjECOl/KwlB+ltqAue3B8weima1MkSpQKZlEgU3xkJNnXLhlre02u8/ER9oZg5mYxnY/NNyHldScdIAcn8WeoY1GDq72AeGAxqkS3SlUits8fllTxS+Vppgttr2uZtDamz/LME5PkvSG+vvmIMHJGCqSUV2WlAtMjqF1veqEWV+CaXY5t7J5WyBTvTgw3xo1VFVxxqpV+lrMvdoJ3BnFnR9GA88ilMv9wm7TM9tphTRQGxXHrpwAd6MCSBuj24M/Nny9XtsVyeYTrZwtb2tjac17kEbtOUVVSYutvkE4rDGYJFeoZdVhLNytQj5+cs+ZBdGhHHDtxF+J3p21tbU6ALlf5WVFRUPCUqAa6oqLi0WMznz7V+YgY3Hl0IbxNaGBFw5LLqiKiqW0TodHMN2wTLJt0za6CeYmuvxCwqcZO9tX6vfqZG3AiEtl3iyvVr2L96Dacnp7jxgrNqYKpyaeLKrmA1aweXRcEkHBdEqk/US5WyYM0R/YJFez0Rc40qWqIkhKn6REqzErxJELaGYvEHWV+T6p3k8J5GDChxVRWVbVxkBN860SeiQrDV7PzcwekZQbCG9UJxMJBNqTdrfnYYYwcDqZ9mLu71EMJIlgb96nUEeS4twrNdo9QII4aQO2f/JRLCyq0ov705DfkzbMX253i1J9KWJrxeW4gekwbJOZbUVcjvUtTnTkQIrO9m6mM+oOAI+IawXC7QjBqMxlNIfuI8a+a3nS2R84RR8SwAhoOYSUetO5NwU331s+b2JVA22dfZdJ6AxeKDu3fvrT0kqaioqKi4GCoBrqiouLQ4Pjt77m0QANe1H9PO1inHuMOQFDvkxJdUtR01eZbcsV0XUkoW4iiSohJaBoScRstVikRokuknMaJYlkofCAgxYjqeYDLewsnRMbxvklQpAZcAV+RB7XGP4nK6ZNf087p0NqZIJ9fKWDjqXlCfso18PgBYbaesjyHBgcz0FshRpPtEbdBXoEe6opFgcD5YsBKJFHFmluVDWDkAOGdcfebdL6sm7iaSyxxaW5QOLnrRkdegdyCgz83USHiIqW+wQFS8do6MR5Z+vvmZk8aviuBoKm4+qEnmvnGBJBcXqrgow+fDprY4QkBap+cdIGyCrnViAkfx19ajHwtHnaI6dxp4yqKzC+Tk4PTkDKNRg6bxCKHLPs7FMHlgc26+uaSnM2ZiTWY6rocQrHmIoQHO0sFFmoccuCuEANe4mzvTycfe+ZRKqaKioqLiyVEJcEVFxaXFjatXn3sbnhyOQnv7ZNb+sO3aX5qMfRG8xgEcQOQwGk8AR5q6RFQ0CSLkk3rITlhI35e0+K+plsyAi9nX08gzMxbLBY4O76EZjeS7gjyY1skcIOlaCum0v/Pu8b4hEjl2RSElaqwE64n358kPE4U5aYlCeTPiPWBGUbksFbypiCO0obZUIcr5NiLkXTFeCNkhVm23IHlrUfKiNWST7YAk8cXh4URxAjFA4sb2ua9N6m0RCKoaM/fmVIJQ5XqN+BrfLg89xHSXc/9WeiI5gPvMedjnTHEL+lyOMs/PuqtFleXT2sSNiUkjLIeiNk13ZJGuWdJG2bsqz0T9gCGpp85Oj+HdCOAI7/WdYVtomf+LK4MremDzIocZMj9B+y8PP5ofMAsZb0YemEHeheKACQC6ZQca+x9MdneOtpjQVQJcUVFR8dSoBLiiouLSYrF4vibQgIp4jmLsundjG34JYyNwqgJ5h64NuHnzU3zhzbcwakZqihmU9BE4MKhx6PuGKnEplEEmThahVpKsbBS/2GY0wsnxIbzzSVVlRLCmxEmkNrGbYjAX2FNnX1AhcMQEmM+k0pG4oZ4UAGoNGUx/myko3PD2AhLUKMud4iuZ8sXa76JR1rsuNL6CVYWAfnTgRButnZLOFTcX5q89wdTiOQ3nvZRle6x40DctJrdQ0bdY/OJkvpxqLXJTExiOcv97ZbVNSdUUk7lz8pleA+ZeQuB1JTAczOrxxbrlN2C8ZW0bDjasvFlYyN/Fs1JmSdmJXK7FgBwRmtJBzHw+w/b2SMfnisOS3L889HwyZMHnrEk7I2I9ubCDMIDhvcOibXHv9i1MxlvSPzBI811J0xGO/AcP7j5AXC7U97qioqKi4mlQCXBFRcWlxfHZ7Lm3wQAaAnzkD8200RGB4EDEcM0Ys+P7eO/t76E7OcRLv/O3YYlcJRo0w3nI5js6wPMaJiC7fSIlUIM9OJkCFxkHewc4On6UC4uWBY5GzAr5cZCGZjiu9JlTF1K1xtE2qcQroIITFoShJIJZI4SYhhvpSIpmWbK8MWZFMyW6lfu4vJF6v3qid+rSGl4hSmtZuuhHcva01gYHC71AaEjkqt9qSaYHE1J8dJD/MAAKlqWZM8Eqasj+5AQgJn5NWrA0dTa1Mad5IkTuEvlipj5hXwdeO5s6Kw5CCodlNq89Gl7YVLD0Dx98SRDfeslTjXzAlMhxcViiqmvUwFSAmB13yyUmV0Yg9Tewx53848uWSQNgaTozKnyCI/SgAEhR2WOUgwXfjHDznR/i9oO7eOvLPwvnPUJoC4sN8V3en4x/crC7gy5MN0xIRUVFRcVFUAlwRUXFpcX1z8EE2pTee0cnP+xCK1tWcilADzkPXsxwnQgPP/0Yt997F1/6xi8iLueA+SUyUoRgioMGVNHj9Fn+dhxB5NRVVBTnrm2xd+UK7t27h+VyKSqepl9iOCWJRgT4HA6iJEg/phQ6SW2knErn3MlJVaU/yzZWSJWSwGQCyyyqd+pm2WGToG0oZZ4fKk4JKN0XC5KYeCn3PyfFrjeMTQws35hLDMqWgb84r5dVx2rW/5eqbv6OWKfc0lIh8z/KQ+z1TQggp+qTSFyomAzAqbobVQU1lZLcBYjvWpTMXTpGmly5NNU+Z1b7n4z9D88g0oPMajKTrHlKyZC5mC9dRVqmf+ph9gHimuDIYbGYI4SAK9euI0aG940GuCsOLAonfTlkcHk1kBPLjOJ9y58lP7ff2sK9n7yDkwd3se8IYXkGt73bOwWQdEkRzdbkB9u7OylQVkVFRUXF06ES4IqKikuL5WLx+TTkCIHDD1y7BLEHM8M73eh7D4oRV0cNjgG890f/Eq9/5WcxnU6AyKAYEeHUh1AUuHW8Mkd8lr9kN53zmQJAFzpMp9uYnZ1iOTuDcx5dkV+UOYKgpJkp1VliSNIsd21pdpu6kG7qdXT179Kyt2hnZYTm34xi/8+xiCFVJiMeKK2F9imN5aTBRp7LLpvZb26n3908jn5Hh8O7sDCa/i7JYY7E3FM9zyE3KZsUBo+As+pr5s2S6qiscnAjOUmDpGSRY0j+14wLqr7rojAXHZPm8n9XxroRolwDTkz5+3byvZzOK0vOlob68zpy4sfc6xWLCp61YCWr8pkcYXE6R4yMvYOriF1A04yV7/bXnqU9E6MF84EvSG+U04dMhgHECD9qsJwt8OmPvofpqMGECNwuYVHezRQaiCBPWMwW737y8ccr71JFRUVFxZOhEuCKiopLi88jCjSg2/Bl+wHvTs4iwjZFgMilH6hi88L1G/jk1i28/6//AN/87b+OODsDOyF+HBg0sg14nyCYepU1zV6SGZgPcNcusbO/h2U7w/HJQ+zsHKDrlsp7NLgWRxCb6bNu/ksz0sI8mYpSxGbZyWAe0BfqK8KWJzd1sucMiXPZz0ZyyRB5nG02eA39GX5GatPMo4XsUmK5SW22ZpjTeEG5qwW1Xu3bcAxDcXcNqPdEc983q82JE62vj3LwtGzeTFkuzgVTbRwDhJjZEcPjaancqgNcQ35XyC0Boq7Syvw9tjVxMpc7y/RaZWPF55wTWv3ekVdxsPkoWk75ftOw1OQ4ipI8n59iPNnG1vYu2NIkkUnR5ftjz4bylCRXAwY5h9gVhzssRLgZb+Gj73wbZ7MzvHD9OmaHh4ghwjlCLCwYQojw3t092Jl+4LwT0+nHzV1FRUVFxUZUAlxRUXFp8XmYQAOAdw6ni8Wtk2V4u+sW3xqPpohEYgaNAO5asHMYO4dre7v4yZ/8K7z5zV/CtVdeQmzVPBmMGAMcrQZ/KvfuZu4MjuDoMgkGoYsR2zs7cEQ4OzvB3v41mOon/o0Miiw5YYsNfK+ttEnP7I965s62yTciEYScuIJKJpbDmtanvFi2pTWuERFXChr/IQ12xUqKzPZ0jVq7rp7IGtCJAUp2tW5wrx4xFJxrRWEsSK6JgsQ5ANh5JHj1shFfKq4UdRefy7likErC0gEjYsxFhOriuQmU9CU/8Kz42+ULxVcqiSPWNJO+JFkbbLmuH09+k15MHlkJHtzobH32g56lsZH5gAuBJgsUp763bC9FesCqhLOUIxDa5QLT6RjTrQkYDOc0UJ0qtKwKtXQppDRHljDaCLgQbUuiDXBkNNMtHN66iU/e/SH2drbROAc4gAKriXp+b9p2gWY0/uH23o1HYyLETVHmKioqKiouhEqAKyoqLi0+LxNoAhAIsW3bt2MXv8WNbbodQheA5QzkHNoQcGVvH0fHn+JH/+K/wF/++/9dxOWh1OE8wBDiTBiYfCb2J2ovCWmzGM9E8hO6gIMrV7Gzs4vT0zM416QecqRMbsw9stAgechAiZFy0a5AFDbSiEwpCjADKrX1yq7erU1kkSzNI5ckhxMVyqwslgGMhABeIM1sEqGzeTfACKpLam7bQv3O+nqp1GbFr/xtc7oy8jVzR8Wn7C2aDySGxDdq/cJVKfPWcrJ6BxRFuqPElqUmMcU1M1zqEd9+iqTVfm/CsOgqsY0qnPqksK6/c1hHfk75xEF/lY9Hi9q1pODrQOywxtKEpcOkwteelfTK4UCQNrzDYr5A03iMRuMkpFsQrEh5Vai7fzJPJ0t7pP1OOX4tGjURfDPGh9//E8QYsL+9g2UUn37Hnfgw2yGM5TMGfnzv7jHCsruwUF9RUVFRsR6VAFdUVFxanMyefxRoAID6/DYBPzGi5cjJzjgSPBw6IlEfmfHSjet47wffxltvfw9vfP3nMXv0QFSiIlKubNSVhAJpc59SLLGSViqoU5RcpTECj+7dx/jrjShaiABiYgnm7+geQxwTERpuuAtZUuqCBm7avDMvBOU8vgEHMqpG5R/2t8a8Soqn3ZHIYdG3kjvZb1pPuHut8+Bvi4oMOlcW5aKv58L6xfm8AOj7fUvgMQtgZeWLg4jeb1sba/qoUcG5NzlavCC+vTGchw3+vkN9nwa3QNX2zNqtfD8P8fo2o6itAxmcoQdEDCDmnNEEUiXeCG1x2MFQP13OdTNrHjO7ZG8SwzuPk+MjhBDgnUfgCHJqjt17MYoDBch7EBm9nN6ABeIicAgY7e7i1js/wO0P38f1KweqOkvwscYTvCeEzvot/y5sbY2/t7+7RAjhQkutoqKiomIzKgGuqKi4tDjY2/tc2hGCRrh/OvvjdrnA9vZ2Uoz8yGE82cL85BDMjMCM/a0dPHQP8f3/8v+L13/6GyAaSaoWBw1K5ABTmFxBzCgHNZJgO0IqssmkqEgA4dGju3CNh5nyRu5JXsj0a41yueE6oDwmEe84UEN5hawA/Xo2c0UjCeZjTDnAbjJ75j7DGgzASPY6MsfFdVrp0XpkVVx7baQzsdV8OLHSn9SvsoOmJpcRsDnNSeklmw5AgprEO5sMY2ws5NDmhFkjexVRh9lI/Ln8/Xyc4+9boifa9+4vVPc15dc2CX1G5HXNs6V6Lg5epBYqHnhyNbdgU/qd5TDmqIqqFmSCPEOSqYucg2A5ByyWc4yn2wAA5xyyqUGW+839Pb8I2XzefolvckQIDPgG3C7x7h/9HsaOsDWZou269NS9b3rvCMeA2HVw27vf29ndA3WVAFdUVFR8VlQCXFFRcWlx/8GDz60tZkbL8Qejg0mS9zw5RPJw4xGibdI1Mu2rr7yM9z/8AB98+w/x1q/8Gzi7dxeIPvs2mlOpkihGBEWne3AW82OCMVLV00RNnG6PsZjPEusxs00JpgMNpiwXue/gm8djH4z4JBvTID6I7skZVV83K6+a0WssPisNcDoNQ5W3IJllTK4V/mVlI0CeC5Z8fh9XEOV55DzMBYktbiKbl4LgKgtEkr2HCqyNoyTXICG7BGFnrAHALBgTZFJEfFSyW4ieUgWVv/ptPgnOYdDDJjdjWOrxZLqnAANAyAXI6mBKCj8D8pwpggjoQiweg35mAhAk32/BNBmiCMcYRTyPEcSEvf0DdF2LZjwRIk3iy2yPUn7lgxm2TiBbD+ixBLouYLSzjw//9A/x8P49vHrjhhyKmN89JGMzpXdOIqD7xgdaLH589+6iCFhWUVFRUfG0qAS4oqLi0mJnd/dza4sAtMvlhwzcirF72QEg7wECuigKT2CGJ0IbI3bGY+yPR3j7j/4FvvDzvwx4CW7jjNCACtNXVhWNwZEkppCSY/E5dIgcwAyE2OHGCy/i1ic3ETpNAQNkgqSEOqrZ7SZDVPsW0dLk2HVsJr+Dyyv1nsuWSBXN2C+S5dF+hZSGsr4PSnrT3wRwpKRIJk5Hhd8tDe4p62TAol/z2oaFhHLUeUvsSpV8JXKZkHHv1jTGCH3+UIWZxC+1syZL1lzcnwaw4Zjhs6jAw/4WuFiV5QGAXbmACXSZ78l+tDqJ6K1j7AnxakGQrAFIfd0JjgiBc9CsnkxrptG61LsuIMSI3Z1d6S05iYSerC0S+1Wz6Bx4jNhIsZlcR0Ql491yjg+//23sjBpMRyPM2xaROR2QdZExgr2XhG4Z0EzG7+7vTN5zy4BYd20VFRUVnxn1n9KKiopLi/2dnc+tLU+Ek7Y9enS6/G7supepGWlwKjLLVAC21xal6cUXXsT777+LT37wHbzxs9/C2cMHcN7BuwaMoKqj5QfWStj8HKnHalij3C4XC1y/8TI+fO8DzM5O4XyD0LUAEyIiIkvMaUCCaYlfpEYDBsAp2JQpZMoIGTlY8orSmD+WgXXXYoXM2s3nKFtrlN5NZRKBXUeaiz4C5k6ctMQBSSyIZCw7vqHxvpwo/1FCL+piSMQtm8sWtyfTdrnAvUi/A2V4dUQXunZh9ZcZcO7CNzy+FF2k0Pr7LBeurj/ujOdrheZjnA4H7PCof5DCyMS39KHn4nfUtFDOOSxmMyzmJxhPppmDOyHREkyLB8MSM/1YuAXY8uMuoF22GO/u4+YPv4dHt2/ixRduIMYoinMxh13XoQkW6A4IcQmKWz/q9g7ahmMiyhUVFRUVT49KgCsqKi4t7t6//7m1RZAIzqGjn4Qo5s+msHa6FTZTx8iMNgRsjyfYGnm8/Qf/HF/4+rcAInShg7OwsiSsiNmnRmzvTwDgsimmBQBq2xZ7Vw7QhTmODh9gd/cAoVsmFZg04A4cAzGaNymck/yiCCGpzX3ZDf0+rJuAUujLUmeWatfyx4JYDgI2MZAj/hbkdC0FkIw0yT12E1cdfrXCJ6hQcftfrK8pdZIBarQDdmgQ9bbiXo3mDFdcVvE78ec4uGcjhgrvZyC9uRLtZ8RFJOOLU+R+XZT+O6yhXA8sz8OCSQ0ei60zp49BpltkdBPT+6cLWiap/OJawKrAMkXNHuxwdnqIxk+wu7ePGMSk2lk6J+ZkdV6mm2I1qzZXBNGoI7p2KX2JER/88DvwjjBtRliq76+9m8wMdk7N6KOSbIex53fn9+6jDd2FZruioqKi4nxUAlxRUXFpsb219Tm2Jlvv4+X8OyG2cDQFc4QfNaBRk5UeVX+jE3XwlZdexk/e/SE+ffv7eO2rP4Ozh/fRwsE3JKRICWRO38PpOqfrQQUwRug6bO3sYzwe4+zkCPv7VwtKQUmstHypDICcA4eokqilasF69mR8Yh0fNPT8dQviu7Fek8wchiTYxNeeALqJdZW3PqVQxmETUS8qNcfiknCmXEW8Oo6S/2lMq0SelAH1Dw3O7eHaqyVXJdJ4WE+Dnmn2+raedGo3n0esk+dRTMxAlee+uA9Cmk9ACKr58Mo6N3rpAISkCjNZzt9YRMQWC4rYidI7n8+xvbuL6dZWDoam7xsXwcwcJJmWBZnLHF2ude0MXddhvLOHOz95F/c/fA8v3LieAuJFI77ahxzlnRC5Q+wiprtX/vDl6/vg0D2dD3dFRUVFRQ+VAFdUVFxaeO8eX+gZgQCwc4hL+oN2sQC299J1+69tcqG+iF2M2J5MsdUQ3vnD/wqv/fTXwXAIIcA5gqMGDAeQqEGi8lJBJsS70cyfiYAQOmxvbWMy2cXho0O8/oZPPMM220MTZA5ZIRv6aq4IweuCUXHBlYbi6Tquu5ERCRMsMj9lMTAPebX+QiXeUOu5XerhIsJrGrd+KM2fywatnOt/nbpaduzceTm/50YS+xG5nxCPuans2nlnEOuQfX0vcGdyxEYmuBoQLim+RVXE6iqt5w6INpHyY2bPXNrmmx9wkReLOSgJDvCNx+nJKYgITTNC6DqQc8niQl4hi+3cX36iAjNAHrE7Q9e2iCxa8Ec/+Da8I2yNJ2hDyMS6mGM5YOLUjnNAWMTvPXx0CAmAVlFRUVHxWVEJcEVFxaXFycnp59YWA3DEcC29Gz3uM/i6sTnyDiAH5ogIJ0ayzOiYMWHGKy+9gvfe+R5u/eRtvPCFt7A4PkTXCmvyvqAMtpkHxISZfI8/mZLoGofReIxHD+/BN17uYVG9OEj+X/GJpFVKsoaEmSCX+a6q0lBf1XUk15TedXxnE8kzJSz/mcuXAy3NnXtzM2h+0NRTiWdDOTWlBAJySGg1jbWoy4ViyCiE4oF63uM/T0B+C/fXz0Z67cYLmDqX64QGfz+mAYhpOAZ3bDqtyGzedNYytld5eGAB022eQ7SAY3o2kci0RoA2lZ6RVdfIhS+upBhy3uPs9ATONymCurUTrXvpTchzZ62R8wjdHMv5Al0X0Gxt48FH7+HOBz/GjWvXlGiLP29e68J2yTfgEEHEaNslmunWB/tXmnfiokOEu9D5TEVFRUXF+agEuKKi4tJi93MMggXIhnwBenA2b/+4XS5/ezwegShiuruHY+cRYsTIO5CaPoYYEWLE3tY2xjHivW//IV568ytgsKRp6Vp4P4Ftrc1EMifIZU0LS4kVMBgxBozHY5wcH8I3DuQZUTf6lu5F1Ke4qvgqeuQTyjt5WGaoJiOT3nMiVq2jPsP2etUOBFYA58bMWtfGxcha7zhB2ymiU8WQ2dA6H1kdBA+qMGXP+rxCfDcgPe/hPf3mngzlTYVZ/UoxK4LPepBg/rDozZfUuYZGExXE1+sZA/f6kj5T0TciOEt1BNZ0vxpMKh30GGnVUmwqsb43XRRLCoibwd7BFYSuhSMPIono7siyMXE+HOGo3r7W54D57AztMoCJMRk1+OiH3wWFgO3JFG0I6gpOyf84Rgm+5cdjRO7AYIQQQC7+68l0e7a9N0YIVQGuqKioeBaoBLiiouLS4vj05PNtkIHoCB3773PEb0va1ojJzh5o1Ihpoze/ViHAXYyYAHj5hRdx8+3v4cHNj7C9f4B2NgeY0LYeo9EITGIKnXb+Wgc5B0tTxFZvG7G7t4t7t+8iBlK1llU8ZYgmrEF2hva56r6amuHMNdeqfsn8d4UJr58j2iwOl0QrBfqS0LpgplXVd839w35enKwl/W5NDdRTJiU5cZ88rmt7becuiD75fVp597GN5M+lnIzVo4DP3IMVlZkKBb3fHxPV5YDGpVVarkOL5Azq99EOZThEFM7shd8u8gGQEd8Ye5YMXQgAAdPpRPx3J40QbG0zRFGRibPiLGKz+ASfLc6wnC8BZrjpFh588jHuvv8Orl+/BlgMAP2dhg5GBwI1YxCi+BSTw/Zo/L3Z4RFOwc/gIVRUVFRUAJUAV1RUXGJcv3H9c21PcvIC9x6c/XEbWkxphC5GUNOAvEcMAbFpEJkxck7MoHUzfHX/ALfu3MF73/5j/Py/9TewPD1BiB6MJcgRmsYDZnKskXGd5hnN3EzUrhA67Ozu4qP3P8JyuQCiF/KMmIgnweow4tA3NU17bSUjpLLmSvbWRJweszsv1DrVnje6Afd0wiSfYoX89gjz4PpTQUmR2IhH+Y3CBJqcHgoMU+w8Wxj5fSbE1+pwbtWU+5yAV6Xyu+5440lAVD4pvWbkdPUr7Q/SYQk4C+/5K8aKlQEj2ZsnzdhMnqHRzzXYVTI+VuLLMYA5AM5hMZ/j7OgI49ffhHMezjWa+tqlYyMj1dJHSTHmnMNiOcPs9ERINBgTN8InP/ouwnyOvRdeQNt1QqABTZEmn0MIaJoG3o8QY4cYAzgwJnu7v7+1PUFs2w0TVVFRUVHxpKgEuKKi4tLi6Ojw82+UCYuWv+2XYjrpKKIjAjsPtJKOKMSIZjTCVtOgY8a867A/meDG1av4+E//GF/6hV/GdOzRLlugYyxBIJqgcS4H7zETTGOnLG1HiO/g/pUb6LoFjg8fYDLeQtstAXYIHNFEVRedpVpRn0vlsWxym5kjm+MjsEKUzpmGtSSx1IuHoFRiqML263k25HNQf5EqJ5mGq3mrXDdC2ld8h7U9TX9KwvtcVN8h2ZUGNvdn8Hv4+cnatvGt6ROAYUjx1A5bnGVK1gta3YAID+rUZ2QfCaS+tnaYwkhuAPrEIgOBA0KI8M7hdHaKwMDO7p6+by65fhOZ6ba0x0H66rzHcrnA6dEjtMsOEQzXjHDy8DbuvvcOrhzswwHo1O932jQIMWKxWEj/QgCNt+RwC5KezHkKHLrvLhYAx/gZ1npFRUVFRYlKgCsqKi4v+POLAg2YxSVjZ8I/AfBpG+KrzBHjyRTj3X0cHR9iPN0CqfrriHAwHmMZAhYh4Ma167jz7rv48LvfwU//2l9GnN0FfEBsg5hgTidKkFKeF0ANOyPE35ADYbnssL9/Bc4DR8eHePnFXSxbQNitmn4yyaZazTp7HKncaZvjr+MsyG4C9fnMprKrfGwdrS3Nc7Pa91mUyB7KNEUmM66JTpWI18A8eNiHp+3TUO19ZsS3DG51gTrLEs9sjtXWnchrjS6t2aTiDvpoj0IsEwoT46KfIsKT5MsdWKsnwlv+qOUDgJT72tJrsQbAMksDIsLZ6TF29/axvbcP5pBzAKM/lZx+PCJHnBw+xOxsBskDHOCnU9x57210J8e48oXX0YYAYsa4yVsvG1cXggTd8g0QlmgXHZrR+PtXD3Y+mHqxJKmoqKioeDaoBLiiouLSYn9393Nv0wM4Ax8fniz/ZGvZverHDs43mGxtA8yIAAIzGu8RADgivLy7izunp5iOx3jh6gE++t4f47WvfxOOPWIb4FzAYtHBO4fJdCreguREHUt+k6aXASG0mF7Zx3g8wenxKdwrXohVDIgsPsMEJ361AFLuX/1MTH0yXJ4jlIQjqaTIO3k6hzwl9rLOeHm9fiqiHT0bQra+Mzm0b/rqfHPgZ92XZ6r2XiCqczkWYFWNf3bkV9XSFGgtB10jY7bMK/1I38GvVY/T6hl2PIZsoKwKL7PqqZxHlkyhoYGyYgdLg0SOMJ/N0TQe3nmELoCK9EfOUdakmUEU4b3H8f2HODo8Uh96ObA6O3yE2+/8CAf7e2jIISDi6tYWHpydwXsPJiHrQZ/ZZDrVvkcl3tPvLdoQ2rN5VX8rKioqniEqAa6oqLi0uHf//ufeJjEjeAd2ox8w+G+Scwhdh/H2DnwzQhc6ON9g7Bx2RiOcti1e2N7GpGnQhoBXXngJ93/8Lt77zh/iq7/8a5g/egTnPOAiZnwI5xuMxh5ATPGrMilTlSoKRSAa4fDRAzTjRgvK95FV0E0bbQuEZUbInDlLSTJMfM4ynFwvCPI6a9vUyV7E6TVbel7zzbOSI5MvLOUIzol5FZG/Bt151r6+z9S/dx3OIfKpCPpje+Y9KbsAVXqdBzignzpqs6qpVDWZHK/0kaC5rykdxDCLSX/UXLzm0l0u3MCx+F4jMLMcgnAE/LjB6dkxGITGuxyMDRIES+7RAyQK8ORxenqChw/vogtLOAZiCKDJDm6//R3E40e4/uprkvN7NEJDhJYZV8djHC0WCCxR253zoNEEMXTSH0fYHuO7YwCd9ytcv6KioqLi6VEJcEVFxaXF9Rc+3yBYAFIgrPuPZr8/m59hun0VXRcw3TuAG40kAqxjtFECKS26Dmdti93RCPdmM+z6Bq9ev46PvvNHeOFLX8bW1gTtsoWLhFm3hHNjNKNr8J6TdbKIa6oGkypcIOzu7+Hk+JGoTcxwjjMhSAQ4gpzbzIJ48LkwF05io5o9D1PmQpvqRbwaRtsqCvIatmvuzU8H7bCR75K0s1ZeBrkakLJnZgpsvXnWZs6rDfT/xKpI+iTff7auMFLyoSiHNcl3lnOOX8MKGWcIYXZ+pZO05i8OISm+BCW1pgIjqsqv0Z6T94AeCrGaQUOCwoUuYv/KNYQglhZEXg+JNKswR3CMaJoR2rbDvdu3cHZ2BO88li0D3mP56AHu/+RtXLtyBQDQhoCD6RRdCMn9IRQknHyD0XiKEFowImLLGO3s/9F4a4JRG6oCXFFRUfEMUQlwRUXFpcVsdvpn0i6xw3zefmfsmxTUyI1GmEy3MTs9AjcjLEJAUPPHk7bFzmgEMKMNHV68dh23fvwu3v/et/Ezf+k3EMMMUVXa09NH8E2D3f19gEMvAnTJf9q2xZUrV/Do4QOkNEks5WIMYEdw8HIxpkqk/1aJEeyCCUodfWrI3HPT7Zs5Z0dJqE1sL6hRrsNY8iqJe3pQ7hwICBrZmRgIARrat2js2QcaWkd2n7kC/ARmz+V5xPMw505IfuB6MMNcEO4+3V0xwWY1KiAHHqbp6rWhzzcIeWW2HNcEJk1XpNYHTFqO5W9SBZlVDTY3gK4LaBqPnd1dtO0SzWgCcuJvTGqyDAKcFxeCO7du4tHD+/JekZhRu9EIn777Q2A+w9Xrr2PWthh5jy5GHC2XGDmHRQg4a1sxww4RfjRJBzQcgVEzWnDbfffu3XurCbgrKioqKj4TKgGuqKi4tIjx8w2CZSAwDg6aHy8Cv71cdF/1zsFvbWO8s4vjh/cwnm5h1raYdx3G3mPedbg6nWJnPMbpconr29t465WX8YO3v4cbX/gSDq7so1su4ZxDCB0OH94BOYfdvX31X2RrWHLmEhC6Fls7u7h18yaWyxbOk2SE4aipXEhMOTkAaDIbIrnfOKMJxj21bmAXbBbEyVy0JLwDlKSrzwEH5JdJ7LTLm9ZxvGTKXJD4YYArcplEpLkifVK52o2pmZ4CZuq8LqrzMye/9ntDLt9e8cHvp2520Eaax57vr5XxiXhbWTe8b9hn4pUsR2Xbss5Y/W1jYe4Myesr1FvjKYtrgiyjmEgvA4gxm0qTA5bLBeazGcajMQAhuq7sFzMcOTRNg08+/AA3P34fIUY4kvfJNR6P7tzC6acf4ks3bmDiHGaAkN62xbxtMfYes67DvOukv12HrYOrQOMQFxGhDeCGvn1wdffjbT9Cd46peEVFRUXFk6MS4IqKikuLEMOfTcMMOEbbLmZ/tFwuvrq9vQ1mxmhrB845MDPaEHDattgdjxFixLRpMO86dMxYdh2+eP0F3HrwAB9879v42q/9JrhdIHovUWrbDpFvYjQaY2triq7rYJSE1b91sVzi2o0b+NF3v42jo0eYjMdolwEpmk/2ztQOIweXNuFMJcMyjasji7KLFRkxeWquWjcPp2eVnCXVuCxIOar0JvIbte/MYso8zN2LPincFB35WZoDPzeymyt9ouvPivQOscmEOR8oqFE7mcFz/rZUpMullOpKAdo2tUsAt7D0RpxjO8shD3d5ASvhjUaC05qNenDTgTnC+QYnxw/Qdh0mW9tqTg0gHWQIqR83U9y/cwsfvv8OlosFnGsQEAAOCDTBww/ewzXv8PLBFTyazYSQew+n9XgiHKr/r/nb+9EUMXYw+4gR6NvL2QLsW8SqAFdUVFQ8U1QCXFFRcWnxZxY6hlijNHd/2LXLf5exDY4BO9duoPlghBADGt9grr6/bYy4dXKC/ckEW02DR4sFHBHefOkV/OnND3Drw9fxwsuvopufwfsGzjmcnhzh7q0P8cprb6FpHELsEAMnwtV1HQ72roCZcXj4AK+8/DpaiOJkKhhxA46M4CI8mp7DLZMGayp4JGD+j1jDXIpNurndnsOHV0ygYxHtN1K/yiFDsj/MxDUUpDYdelBWRMnkQb2PjZqt79+TYl0e3+ca6OoJ8Dx7UD6WUiEFDYNWmT8wrb13XT/l+Uc1L0CfCBNJxOeoKjHlu2PktHYiJKK5BcCKsNRIEGU4MmIUX3qODAeP+ewUOzu72NreAWIrKZycgyMHIkIznuLk6BDv/OBPMTs5gR85dF0rB0+jCY5v30Fz9ACvXL+Bs+USixAwbRosQ8AsyNrsmLHUzyFGNM0Yo+kUy24JD0LsGLsHV/7VyHksF4u0pioqKioqng0qAa6oqLi08O7PyASaSPOM8u8uZwvQgcioNB3DNSO0bQv2Tcr/O/IeD+ZzTJsGu+MxDhcLnCyX2NnawhcP9vDeD/4E0719TD1hMZvDNQ28d3j48D58M8HLr31JlaROiBfMr1DSL50cnsC9ppGjGeBYmD+zl1yoxOp3OeCarGRYr64EpSI1Ve4FutI6ztu3rzCzHFSLh4RnWN5sra2jKYhXQauoKGfBmJIO+ewIxZDkPpdAVz2z7Q1FsKrCPg/yu470lm05tQOwuc7EN4L1W9ow/yt91sBTQ6mZ1fTZMmDDlFo9E4nmy82U1kAES6TnLP+KVTxFjSBNIE84PT0FARg1DbplB/Ia/ZkYbtxgOW/x9ve/jUcP76AZT9AtO1FovcPibIazD36ML+5sY3syxYPZGTzJ/csQsAwBI+cw7zq0Uc2wuwAaTRAc2VAADmgm/p+PJiM07nmkAKuoqKj4i40/m91hRUVFxecAS3Xyef+EGEHM2J6Ov9tx91G7WIBDxHi6g8n+VYTFPBlsni6XaIgQYsSnx8fYHY0w8V5yg8aIL7zwEq61C3zy3T/GkiNi7NAu5ljOl+iWEbdvfYy7dz6Gs0i1zkyhA8g32NrewqMHdzEaj3RWTBlNkwSoGWayFtaIVhy4IBdmanoxU+En3bRbNpu15LdnZ62kx5ReLsZUhqBW81Ih1jm41bMgE/acpTurPr7PDaWj6wCfh0ZYzmHPL7b4XGbJyvcwYo8u9+tbV798WDdWUr93KJmWOeEY1c1bA2KlljjPG+XnZms5xgBGB1Y/3pOTY1WdGSAHgoMDoRmPESPjne9/B59++AHgPNq2w7JtEUKHRRdw+N47eIECXr56DVHX59h7RGacdV1aK/OuS+bYoWvBkwnYi8XKom0xmoy+sz8d/8iRA5oG9Gf0U1FRUXFZUf+Fq6iouLSIf4YmqBpkZx6Wy3/eLtu/78cNCAEHr38BR3dvoes6uKbBMkbMQ8DOeIxH8zmOlktsNQ2OFgssY8TBaISfe+MN/OGPf4JPf/xjvPzmm+DZKdg1IOcRWsbH7/0YBML1F17VoD4SHbpbLjEebeH09AREXv0fA2J0CAQQOThvhCCbjiY5DUikmIDkJ/y4Wb3Q92skSmYUSnJRIMmORePO545Z4CtSf89enc8+gFBJep+reWrpr7zua+vPmr+f9crn4hMlewBWCmqHAavivFFRl6I55wRIj5+5NaMI///2/izI8vO87zy/7/tfz557VdZe2EGAOyWaFDdRCyWNJbesaI+jO9pX7YnumLmZiI6eiej7nouemZ6LuZuYJaY97bAtuy2725ZkigRXcQHBBRsBFFCoPSvXs5//9r7vXLz/czKrAJAQxWIBlc8nCFZWZlaek/88CNTv/zzv85jF2VyFPRx8BRhjcXUA1k7hnPKNz/Wgq8XAK/zrwpZ+L7E1/qZVVIflTm/Zr0DSGqUgiiM0Aa++8BNef/UFH6Ir5UOuMZCkjG7fojMe8OiF82ilmZWlX60UBOT1c461Jqsrwc45KlOhwojm8oqfUK001hjCMPhr43CYSs7/CiHEPSABWAjxwLqfJ+ccvvqTR9U38zz7h2krxRQZ7bV1WmsnGG/fIOx06U8muKri/Ooq7ShiZzplo9lcTIp11nKy0+WDZ07xoxtvstvp0ms3cUVGoEN0qCiLgitvvAooVtZOUBgfFMuyoNFpMuzvY4xPltZZlDFYrbHG1+WsqtAqQNfVqqMF14V3uph3p7B3YZ5Z736nwreaLqp2833B8/JwPSTo8DipOgy/vPvq9C/q7aq896Tye7Sa/TMGdb1T0P3bPqO7g/T8Medz0ubmV30RwN1hCF58jfnPtb6z8W5+Pot4rOehud4Rbf2gKeouBVuXcZ1yizPkfgDW/OaNXXQC+C6Auh5tDKYyVNZhjcHW53HLqsKUBc1WA+dAB44wjAmihFdefJ6XX3gOnCHQAVWe+4eII6ajIfHuLZ7Y3GS11ebGYEBmDI0owgGzqiIJQxywNx4xM5YkiqiKgrS3SpiklNkUVIA1lsby0jfSRoqtDIH06QkhxC+dBGAhxAPsPlZPnJ9Cba39SlUWYB2mcujI0jt1mvHOLcqqgjRlr9+nrTUba2sMplOGRcF6s8nudMogz0nCkJXuEk/mBS9dfpXZ408TWjBVga40OtCU1YQ3X3sRpRxLyycpypwiL1heWefKpUtMpyOCMMRUla96OUuFwxlNCFht0IGuK5pv3dM7d9emHRa9pHDn8dufc23e9n3z9mt75JPmCWze8qzrnUtVVZ8RdRz57Hv2E/+VtTj/DHcH0nv5PR8NqosC/JFrPY+TbxdojxatfVfB0Ur5zw7BdzRIO3WkGwDm09ccBusOJ7w7q+ouZ1t3OvtJ5VqZ+v2HN1WMM1TGUBl/nMAYP2VZac10PCbLChqNJuAIgpAoiXn91Zd58cffAyxREPq2aWuxWlNWFfbmNR7pdlnqdBjnOaOiQCtFM4rYzzKstTTimIPRkMpCCUTGoHRA2l3CVCVa+RVnOtBVI46+aYpy3kUihBDil0zuLQohHlhW6fv3Tz2Aqx2nPwX7o7wscQ5MNqOztkFjeY3xeMyZzVP8yT/+LzmYTRmPxyRhSGkMzShitdGgn+dsTSbMipKHNk/xSKQYXXmDKvR/ES+rkiIvsdYwmY659MrzDPrbRFFMmeW0Ol2KsuBgbw8dhoDDOoOtjA/B1mCMwVQlVVXUbb36LUN3fyZVB5AjA5h/lrf9S/1iilEdVo6snVm0N0NdBQR3JKjfy5Bw9LzvPXyQn/177m1789s7DLiHgdv/btHyfOS5LcK4u/PXw09857O/76iu/PtVR/XP3Vp/ZvfIFXGL3vnDTgCc9kfFncVagzGWqqpf99ZhjcNWBaYqMcailGIyHpI2UhqtNs5Bu93jxtXXeeGH38EZi9aasjKUVUVpDVUYYm7f4myoOL9xgqwsuTUaLdabVdYyLQriMGTv4ID1jRP8w//kP2Op22MymxG1OgSNBrYqCXREWZToMPheo5FecWWJKUvsffxHCCEeVFIBFkI8sNIkua+Pr7SmKnNXzKZfLYriI2maYqwhxrF87gLjnS2uXHqN3/mTf8gn/+Dv8Z1//S945MJFZkXBuCg42W5jnCOrKkKtCZXiEw89zPTV17h64yrtk6cJ8wzrDM75IVjj0YhXXvoRjz35IZaWT5AkbdK0QX9/jxObp8jrhtTAWb9uSIFxBio/bTYIHagYFei6g9TdWXZUh0Of7/he58ns6DTod7oub6ki1+aVukWp8/DcqA/Duj7Te2fV95fl7jO9v7I1Ru9wQe667G9b/f1leDdVZfs3eMSj38rRGyp3BGV+3stkPuEZcNavGXLg1Lw1vI7orj73Xa9EcvXHtDJYa30Xhqkw1mJMhTXW7+W1pq4A+9+HOmA2HeOUI200iaKIm9ev8MrzP/YBNQqpKuNbrI3DJCnsbrOajXns7FnCQDOZFEzLklYUkYQhwyzzZ32riigKOf/4ByjDiDifYYF0aQVM5c9H1xejmUZfns2m2KJ8F3eehBBC/CIkAAshHljmflcxnENHIWES/1Uxm/3vm40GlYV8NqO9tsHy+Ye5cuV1Xvz2N/i13/9Dvv+1v2J/b5fl1TWuDgaEWrPearE1GlEaw6QsWWst8VtPPM7XX36Z14ylvXmKuMixVYXSyu8IHg554Yff46HHnuLDn/gsadpg0N8jiGJUfVDTOYuplD/3q3yFTZl6uJPN0VGIVtGRZMu8i9Tn0juCrrujE/pnXBAWu5EWB4HV4Ycch5VfP9ZokZqcsz8vV/9S/Mp39/6Mx3v7NuRfvqPh+jBw60Xo9WOr/Ge9i/sb/s/XmV7PB4b9Is/eGhbD2erWZ4c5csmUHzTFfA+zf10rZzCuojJ2sS7J1SG5MgZTWawtMbbCVPVObKUYjfo0mh063WVeefE5rr7+CtY5gjCkrHzbs7MOmzRgf5fewTZPnD/PiU6Xm6MRw6IgDAJ6ScJBnnOQZQRBQH804sKFi9juKtcuvcbucERreZWwkWKLAh0EGFNinCGK0y+3mi1ouJ/52hBCCPGLkwAshHhgzbLsfj8FXJETwDct1X5lzIrFoizoImft4ccY3LjKGz/6AR///T/kwsc+wav/4S9Y7i3hlOLqYMBFpQiDgMoYZmVJfzqllaZ86emnabzwIj+6YWmfPuOrSgaU9X+Zz2czXv7J94kiv890Mh4TBMGiqmpxKAyuUlg0DsN8Z6uzfq2MCw1BmCzGHGnl/0Ju3N1Fy3cq6XJn765VoOdTku6OdBql/PO4Y5rSkdLkva743lNHr887lsDf2b2c7Hw0+Pr3HwZfd+S9d3/eO7n72/MBE+DwzPbPY+vBZvPascNisXVR2C1eq36Pr389O2ugKqkwGGexlVl8LVNZqnrg1aL6W/p1RMZadBiQ5wXN1hJvvvYil17+CWGYgFaUZeUfw1lslMD+LisH2zx29gzLrTaToqCfZVTWkoYhs6pifzpFac1oPGZ9ZQXVW2VnNOTqj56l1IrVEydRlcGhcc5R5AWE0Y1Ou/39VEGFkgqwEELcIxKAhRAPrEardb+fAkoprCkHB6PZM0Ve/P0oDHE4yiInbrXZfPKDvPL8c9y69FM+9Ouf4forr3Dj6pucf+RRZmXB9mTCSqPBcrPJ3mzGDedo5znnVlb4w49/jOaPf8J3bt7AndwkzjM/5RmN1n6lyvPPfRetQ5JGC2cNaaPBdDqpK3MWi0Fb5Z+nsjhboZXGOkVQtz8rFaJ0iNX+TK5yv1A97/A8L+qu/l5VT/G1bx8M5xXnX2ICPFrpvadV37tXGb2L8Hv01sC9aHk++hhv93tfdHd1Hd4RoOsI+u6nbM+/Tesg0NoPpqLe2/szvopjPmDr8DXmpzjX1WDlDqvCzuLM/LPBmhI7X41k/Nlt6yzOGCpTYW19/tcZrCkxxlFVBUmSEoQhCsWov8P+9nV0EGGwuMotvhEThjA8oHeww2Nnz7DRW2KYZX59WZ6z3mySVRX9LENrTVVVWFPRO7HJIG1SbV3n0v4+p8+eJ0DVa5scTinKypCm4VeMKbLhrLqvK9yEEOJBJ0OwhBAPrEDr+/6P1powigkC/Rd5ni+CqXKKcjKlt3mGTm+F/+VP/ymNOObjv/P7pGtr7F19kySOmZQlB1lGI4ropSnjomBSVeyPx8x0wO9/7CN8xpVMbt+miBNQYDAYZ/wcoMoQBIobV97gL//sn1MWU3q9LmEYYV1dC7amXgdT1ecm579CVVWYKsdWObay9aAr32566K6To3dPRTr6qZZ5b+zhJ1mFUvU5z/ngq6Nf/f0afg8f5O3ffgd3X9l71fZ8t8OQO9/b69/+WROf386iwA+LwHu0mfrtHn++W9ji6ps4/ju38zsf9XosZ8E5jbNgjPGfbw2myjHOYKzB1a9f63x7c2WtP/trqCc4F3UbtCNNm4RBwIvPfY/hcA+Uoqyc3xlcGagszlQYFWAmI1qDPR4/c5pzq2uUZUl/NmOY5yylKc0oYlKWlNY3j48P9vnQk0/RD2KUgssvvUC71Sbt9LBF6a/3fFWTrWi2mv9zHIQQReg4vu//CCHEg0oqwEKIB1ZRFPf7KXjOobD/sjLF/9la23HOYKxv46yyGU989Nf5zjN/zr//03/C7//Jf4L50h/w4r/4p4xv3aJ76hQHkwmX9vd5an2dJAi4OR6TaE0yGnEQBHzskYeZvvkm39vdpb26QlQVWOODp1OOylQkjZQffu/bTCYjHn/qgzz02NOkjSXGkxHGlGinUMZPiXYKnKrqCcgapzSOigCHsxq0QqmgbmfmSJo5WunEfyxQ87LeYa/t0WPF1v9G1UOuFuO15l9XwzsVhn+xH8WdX8ifHb0HEXORAN9du/P9rve9dbKz/SWdO1ZYa9Aq+BkLkHTd4Gx9W/riqPhh37svwvqPzYOtMX4oFaoOvs6BtZTW+GHi1v97ZkzdvmwdylWYqsI6hcUw2N9l59Z13rz8Bp3uCtlkBvW5YZz1VyFOcHlGZzrgkY11Nro9tHPsZxkHec5Ko0EvSXhzMKCfZcRRxO61a3ziwx+mWF3DzCpGt66xPxlz4bEPYIoSi8Fh0SqgzAt0EO3pIPn3tqoIFjcMhBBC3AsSgIUQD6zZZHK/nwIAzlrSVnNvVlT/U57n/ygMA0xVoQKNKzN02uTjn/4i3/v2V1he/TKf/q0/oPqjnB/96T8j3N6me+IEt8djzPY253o9ltOUvSxjWpY0o4huo8GHTm0yu3adV7dv41bXCQODqypQUBQlrXaX2WzC9q0bDA/2uPL6JZ76yCc4dfYC1iqy2cRXpgEdhDi0bxW1Bh2EPvw6h9YaDChlUFaD9tOnD4dazb9pH2LUkZ2+ixlX9e+OVpGdO9rnrA67pP+W1d+fF25/qeH37nbnn/Wp3Bku3+ntX/ip8M4tzkcnMh/9HF2vOHJ3/bm/DYXyr4+73jt/dIcPojhbh876mR3pt/aty3ax03cRfjH4qrCv2GItxlX1Ji2HsY6qnE+QVigKyqokyypG4wF7t68zHAwYDQZESUoUBhTZpB4S5yBQVCpADfr0iglPrq+z3u7Qn824NRoxzHMaYUgjDHltf59RUdBOU65fucLFCxd48ku/x3OXrzK5/lNee+lFTl+4iFZQmAKlHCi/dzsvcrrLy/+s0YhG037f77oWQghxz0gAFkI8sJaXlu73UwB8CHAKpuXof8yy2T/qdntUrgRjsC4gn05otjo8/tTH+Oozf8Xm6dM89pFPYKuKF//1v2QdWDpxgv5kwjDP+dCJEyylKdeGQ4o8Jw4CWq0WD62uMrp+jRvXJ9iTZwiDCMrch1ljaTWbjIcT2p0e16++wfbWdR567AM8+uSHWDtxGuUss8kUUxVoHeGUQinqwUGOMGRRnVNYv97GWpwKUEqh5hXh+flNd6QDWt0Z7N45WNUPYg04dceg6L+pX+lE57ddgPs2v/9VPJV38XF75KaEA4L6Iv9Nzvn+zZ7NfI60b7R2zqFVgHPmsPHa+TPCtn7ROOs/zx0Jv8YYrKvqAOnqQdF1G39d5XXOT3u2lUMrjVOOosiZTUcMh30O9nY52NumyDNAM8tmtNptimJatySDCwOMBb23wwqGD546xYXlFW6Nx/SzjMwYzna7TIuCNw4OKK2l22hw7coVllZW+Ogf/T12C8N4e5uXX3iOjVOnSZoNitmsHrzmr4epDKBJg+D/mwaKZHX1vrxmhBDiOJEALIR4YC12ht5nDtCBpt1q/VV/MLlSVdV5rRTWVuAURsF4POLEyZPkxQf4d//2z/gHrTYf+MTfIYhCfvwv/zlYS2dzk+FkwpsHB3xsc5Pz3S43xmNuTyZUzlE5x4UTJ4i2d3jz8muYzXPEzSYuzyiLjGZ7idFoxMHeDr3VNaoi46cv/JCrb1zi/MOP8dBjT7F56hw4xWw6pjIlKI3WvlZXGYdVAVrrejuSQSuLwoLSWKtRgfaVRFWf/HyHDuC3Vjnnw7HmB0jV4Se+m2v8q5zofPig/td3eNx3yu6Ow7leR6uxRz/+t3F35Vff9TGzGHB1d0e6+yWH3/n3ZgnQWDc/ZewZjK83W8BV9cfrVmfwLcjGv8+50leB8d0HzrH4GLby4bd+n3UWbEAYQlXmjIcHHOzt0N/fZdjfYzqdYq0P4MPhHlEcEoaafJajlMaEISbLSfsHXGi32FxZoRnH7M9m7E4mOOe40OuRBAFv9vuU1pImCTevXqPR7fLJ//gfMDCKH33zmzz7g79mfXOTTrdLPs0W4Rd8+32WZSRR9GK30/mue0v9XQghxL2gfuU7D4UQ4lfkk5/82P1+CgtaWYxpcjCa/Z+SJPw/NpoNyryo1976lSdKa1qdLtfffJPB3k3+7h/+fR566sM8/+x3ePF/+hesJAndc+eYzWa0o4jHV1ZAKW6MRgyyjDgI2Ox06KYpr968wUs7u2QrJ0lXVlGFn0ybZzMG/X1ObJ4B6oBiDbYqabQ6nH/kUR594kNsbJ4l0hFZljGbzXyICQICHaJ04J8yav7U0fM1Rkr7SrDyv1dqfr60jlZ3DKDSLKZCz6Oa82tq3k0r8dHQO/9v2T070/v2T+AX+2Pcm7VGR7/23N3tzvPq76/2VoG683VQXzfn5gOgjA+/rn5f/TnO1u3PlHXrgf+4rW+SKAeWw/Zoa/2NGJzGFDPGoz77e1sc7G4z6PfJZ1N/HtgYlHIUZc54OqPb7WGrAoemCkLceEhvPOTJkye4sLHOYJaxN50yKgriIOCRlRVKY3h5d5fKOaIwZPvmTVbXVnjo879JFbd485WX+N53vs3S+gZLK6sUWXbHa1prP3l9PByztLr036x2O/+tcuo9FYC/+73v3e+nIIQQ94QEYCHEA+s3Pv2p+/0UFnxQdAxLd3E2KV7rNNuBdQZnKtBhHUgc6IBWq83161fZvXWDP/zDP+TpX/sUL/34B7z0p/+ctCxYeughRrMZ7TAkCgIu9HoY53h5d5d2HHOu1yO3lq2Dfa7u7rKXtojWN4m0JnRwcLCDApZXNiir0p/71cpPzC1LGq0Wp89d4MLDT3L63MN0e8uURcl4PMRUFToICHSADzbzM54OpTl8P/58o2+jnk+zqgOrqpthrXprCnT1ypu7vc1QqaN/9FcWfP8Gj3Evg+7Rx4C3rkuatxvPB0/Nn4f5VYffxX0P/1yc9Xt7/WqjusXZl3EXn2ytw5ii/l4sqLoFut7FC85X0Odng1VAEAQ468hnUwYH2+zt3OJgZ5fReECRzXzwrQdl+cFZMBqNiOMGSRxSKE1lHWF/j5Ou4szaOiudDjFwfTxmXBQ8trKCBa4OBhRVRQEo5xhu3+bsyU2WPvYJtvKK7atvcunVl+ksr/h/d/LijuuhFAShpshyTGmzE2dOXywnB1umqOpBcO8Nr166dL+fghBC3BMSgIUQD6wvfv7z9/sp3CHQmsFsyk6//981k+5/1UgblGUOcKR91x+WbbXa7B0ccOPK6/zel36XT37ut7n+xuv84P/3/2K2vcP6xQvYMGJ/MmE5Tfk7p04xqype3d9nkOeESrHZ7dKNIl6+do03RmOqlQ2S1TUiZzm4fYs4bdJstTG2qqcw1zHcGoypCIKQ1Y0NHn7sKR569Gk2TpzCOhgN+mRZjtKKMKjP/86r2IDWAUorlFP+7/NO4Zz28SYAVYdkn2rq6c+LBOfPc77FXUnvnv+3az7Q6u7BVn/Dx32ngPrLMg/ZR1ua5+wiAPtf7a+ouni0Ku/qHbqL4FkvNlKLgVb13l/rUMrV1VxTnxO2aKV8JdjVy5icRTmHsRYXaOIowVmYjofsbt3g9s2rHOzvMJuNMaX165CsnxY9D90ozWw8JUkSomaTaVVih0O60zGPLfd4ePMU/aLg5nBIVlWcaLW4uLREGkU8e+MGO7MZnSQhm2XofMqZjU3c2Yts65Drly9x49oVVtbWaTQblEVRv47mbc/+5a6VZjQc0+t1/5s01P9tacq3GRZ2f7366qv3+ykIIcQ9IQFYCPHA+sLn3jsB2AFBoCmyjOFk0prk5mq73V1RCj8RWik/Ydm5OhAq0jRlMp1y49plPviBp/jdv/sfUVY5X/7//D/Zf/0S3U6HlbVVxmVFKwx5an2d/Swj0ZrXDw6YVhUPr6yQG8PBwT47B322dUSweYa42WB2sEscpgRhUIcLdTixqo5UVVlgnaHTW+LiI0/w+FMf4ey5R0nSJrPplNFwQFkWaK3QOvDrbrSqc7xahCGlNL7FkzsC8/zxFitylA9Db716h5ODcfe4UfRo6P0F/ht5ZxX2rW//Mtz9de8OvvXthl9Zxfcw9Ppn52z9c3TWh1nrh1v5n7sfVoWrW7KtrYdf+cnOql4D5PdCU4diH561UoRxgo5CbGkZ7O9y++YVbl27Qv9glzzPccYtAvR8ZZJ/Xv45lkWODiLCdod8PCLY3+EUjhOrqyyvrBArxeWDAxpRxEqa0o5j2nHMd2/coLSWRhgxnIzo6IC1k6eoTp1l3ymuvvYS27dusrK2QRAGGGvA1d0R9UA58PMApuMpSulr58+fflhZU/qtZe+tv499//vP3u+nIIQQ94QEYCHEA+vz77EKsMOfFzRVxa2tvf+t0eH/vddpU5Yl/i/JetHKOw8BcRxjHbz5xiWWl7v83u//XR568ime/cYzvPKtr1Hu7NBppEStNkEQUBrDZ86cYaPd5lvXrnF9NCJQipVWi1OtJq9fvcore/uUS2u0z5wjwDHc26UsKjqdVh1QdB1I5yHVUVUVZVmQpgmnzz/MY088zcWHn2B57QSgmYzHjIdDjCkJwhCtQ/+X/nq1jq7PgaL86huNqgdsHVae/UWatzrfffXqqOfuUWvx3aH3Xe7vfcuX+WU+p3fxWHcH318tdeQyHQbe+SRmRz1ReTEKHHC+ymvBX2NbHU6CrkPqvCXa1sEZB3EcEScp1lmm4xH7O1tsXb/K9tZ1hv0+ZVnUZ8KpA6/F1GeF/Y/T33SpKkOj08PgmFy/Rm824ZHVFc6fPs1OlrE/mVBZy+lul0+dPs3lfp+/vn6dJPQzQ6siZzyd0mh2WD57AXfyNLNiys03XuX21jbLq6toBXbxMp6fk1d+GpnzLd6jwZBTp07+oxPra/9DEOi3uelz//3VV75yv5+CEELcExKAhRAPrM9//nP3+ym8La0Vs2mmdw6GryWN1kNJFPlVQ8wracqveanDY6AC4iRle+c2k9GAj330Y3z2N38LqxU/+NozXH/+R8y2t2ilKWm7QzOO+eiJE7SiiJ9sb1MYw9Z4TC9NSeKY6XjEuD9gSwUMmk0++MQTNBoNvvHNbxPHMd1ui0Br5vODVR1Wwf/lvSxzHI7u0hLnLz7Kw489xfmHHmdpeY2qMgwHfSbjMdY6wiBEhRrtDgchHVaGtR99pXz1mHo3Km5eLZuPb6q9/Zu/mLdrbf4bBuC725t/Kc/r57g79B49DW1xBATMm6HvTSA+fHRX7+z11V67+L3/n/Vdv3Wbez3LGWP8c5oHVev8zR9r66FW87Zp5YiimDhpoDXk2YyD3dts3bjC1vWr9Pf3yPPc/3uj6qB797nixZA0hbWOvMiYFQUr7R6N4T5rOHrLy6TtNpMsI68qltOUXpry2PIyt8ZjXt3fZ1JVZLMp2XQGaUqyusbSuYcJ2i0G27e48vqrFKWh21uqzyjP/x32K33nrc3zG1uDwZBmGj//2MMXP6R1gLHvjWn1d3vma1+7309BCCHuCQnAQogH1hfegwHYOQi0wijF7YP+H+Xj4s96S726UjUPB3cNdKrDWBiGlKbi9tYWvXabT3/603zgox+lKgwvf/87vPK9bzO6eZO02aDXW2Kt2SQrSz6wtobSmh/eukVWVTTTlF6ScHX7Nq9s77D80EP84//iHxOHMf/hy8/wrb/+DkGgaLZSAqXRKmAevdSiOgzGWMqqQGnN6voJLj76JI88/hRnz12g1V7BWMtoOGA8GlEZQ6APVyj5wrKqK8L12xqUCgiUvz7K+XB8lLoj8t2jH9C7/VTu/ZCrt3u8+RWxi/e5I2Fc1TcZfpnP67DR2s3bz+eBVzkwdfDE3+CYP74PwvU533rwFc765zg/50t97rcOgVEc02i20DqgLDL6BztsXb/OrWuX2du5RTadYo0P1845rK180K+nRqP8GXbnFEEQoMOAPMuoTEWezQiznGXleHR9nbWVVfZnM0ZZRi9J+Oy5c/SzjBd2doi0ZmsyJs8LitmUpNuje/I0vTNn0M0O+3vbXLn0Kru7u7Q7XeIoxi3+HVGowL92ldMoAiwVAHleMJ2MOHX+/G+vtJt/FaIw1v6Kp3K/O9/49rfv91MQQoh7QgKwEOKB9YXPvfcCMPiQYpxlPJsyy6s/q0r1R6124/Bsa90y6gto84gzbyVVRFFEfzBgOOhz7swpHnn0UR594mmW2h0u/fg5Xvj219m6/AbtVpvVlRWW0pSHlpYoreXlnR3GZYmxlmYco53j8s4Ot43hj//+H/PxX/8E01nO17/+LZ5/4UUm0ym2qmg2GySNtE5VdRVX+2nPOHyLdFUQhjEnN09z4bEnuPDw45w8fZ5et4dSIePxmMHBkKLI0YHy/yiFUsEirfmCnfYRqm5b1Wp+orWurOGfw9864t29x/cd/nv49lXX+c/y3gXgw6iv7nr8w+h953P5Za7Rqb++82fBXR1m53uafbXWLl6zR3fYKnwYNYubOn7CuMIPN5u3KFeVQSlFmjZptNoEOqDIp+zvb7Fz6yZbN66ws3WT8WiIrQxOg1uEX+NDtZ2/DhTGGIyxNFst4ihilk3Z7+8TWkszDNAOHun2aCYRFsWkKGhGEafabc50OuTG8NO9PXYmE6Z5js0zGmnKqcc/wOYTT3Njf4/r195kdHDA3t4uQRDSarcPr1i9ykzPz78ToJXGOIPTFlMa+gcHbGyc/n8sL7X+N9PxgEDp99jJ30MvvPTS/X4KQghxT0gAFkI8sD7/Hg3Ac85a8rJc3h9MfqB0eLHZbOKs8cOwfL+wX/XiHE4ptPNtrc5VfuBUENDvDxgN+vQ6Hc5duMBTH/oQZzY2GN66yQ+e+SrXXvspSZKwsrTMUppSGMNSmhIoxdZksmj7fOn2bV4fDDjb6fBrv/NbPP3RDxMGMbdubvGTH7/Ia2+8wdaNK6StNt1eXfGaV6wBlPLneZ2iqkqqokQHEasbG5y7+DCPPPYEp89fYGXtFFpHzGYz+v0Bs+nUVwW1JgxCvx+1DrrzELwYlFWfKZ63tdZHKheONOe+wwX/xf97d7Tae68mOv+8x5v//u7WZse8Wf2tk6DfvcPvyofeOry6w0dzzqEW52p94D3c4lyHYxx+09F86jP1+w3WVjin0DoibSQ0mj70ziZD9va2uHXjKlvX32T39i1m02l9LOBoW7Orz9baRTvxPPQ6YHlpmXanxWQ6YXdnh3w6oQGc63YZ5jkb3S6bzSb9PCfWmqU0pRH6s+pboxE3h0MKa+hGEa20wdKJs9jlJQbW8PobbzDY3aY0JVGS0Eqb6KBu19e6nuzsbwj5Gzba38hxFqsqrLXs7+yztNT92sULj/6mcoVzVIvzye9FX//GN+/3UxBCiHtCArAQ4oH1Xg7ASvm/vA8GA4IoODsY598LwvRkq9UAa32rsVb+fCV+h+n8LKPD+uroYtCOZpZn7O/tYMuC5bVVPvSRj/DQ6bPs3d7m1Rd/ws6Vy8RVxWqnzVK7w0qrhbWWG6MR4APLdpbR05qbt29TNZt8+NOf4sMf/xgf+9jHabU6fPd73+cb3/oW3//es0yG+zRaXdqtNlEcHWnf9mcetdYoHJUxfhWMhd7KKmcvPsRDjz/J2XMXWVk/Sbe3QlVaxsMR/cGAIi9QyhEEmkDV55AXu4P1Yi4X4KdN14OT/GPXE3fn1/joBX+bPcI/75zvO1V+70fbs3/bB079NtXfX8zRKu+8Wjs/T1s/5vz6WHvY0rx47Przrf88p3z4dQ6Yrx5yfupxHEc0W13iyJ95HQ32ONi7zc3rV7hx9TL7O1tks5n/fpWqzwcfCb92PswKyqqo1xvB6uoqy70lrHXsH+yRFzP2d7Zp6oBTnS4bjQalc4yN4WSjwbQsCbTmdKdDZS07oxG3BwOsVnR6SzQaLZJWB5em7GQZ17e2GO3tEmhodTtEUVS37vsBbr7q62/GaKJ6AroPv1iDdQaL5WB3nySJX7tw7tzHO5145JxaXPf3qq8+I2eAhRAPJgnAQogH1vsiAI9GxFFIbuxTw4PJt9Nmq9tsN8A4CPxqpMV0XeeHCDlr/VlH5VDOYo2f1Kx0gDMwHB6wu7NFs93m3PkLdLtdsA5lCqr+gNHtW5jZlOVWm1ajgVOKUCluTSYc5DkP93pkec7129tMteLME4/zxd/9bf7eH/99Tp44ycsvvcK3vvMdvvrVZ3juB89hq4xGs0ur3SSKjoThOwKCxlSWssxwFpJGg83TZ7j4yOOce+ghNk+fp7e8ShS3KAt/Y6B/MMBVBrDoICAIDitr9QHhwwCsFjH4cPUS9XVZ3Ci462dQ/3r0v4I/q935Xjoarjnytq+d1lO0me/2/UWfW908vviDdvGzWvx69BPqc7m+urt46zB6G/8+Y+vXpjX1GXdNHMe02m2SNAEMs/GIQX+frZtXuX3rGtu3bnCwu01ZFlBPP6c+D2zngdf6M8LKaYytmE2nTPMZJzdPcWrzJIEOiEJNf9Dn2rXrjAYDunHEqU6X5TQlDgIKa7k1nbLRaNCNIirnv+5oNmOS5zR7PTobGzR6K+wNBvQHffYmM6azKTafEEcprVaLIArA1q9npVF1+75WCu2XW6PD4PD0tXXgDFb58Bsm6fVz509/spqMb7a7XeIj/568Vz3zta/f76cghBD3hARgIcQD6wvvsTVIb2fRyukMA2M/P9za/6skSYNmuwXOgtZ3Bh57WBGr6h2rPpXUg4WsD8JKKYoip7+/z3QyYP3ECdq9JRppi1BZgrKE6YRyOMBlM1baHWy9PxilONloEGiNs4br2zvsliXLJzb4+Cc/yX/8v/4HfPE3v0CeV/zox8/zzNe/zl99+Su88MILYAviZoNWs00cJYuwPg/Dup6Ii3KURUVVFKAUS8trnDp3mvMXH+X8Q4+wduIcy8sr6DClqipGwzHD/ogyL3CuAqUI6yFHi0pu3Rp9Zxj2v8JiC80dg6TmH52//2gL8b1ucT762IfP8vCM73xi9tFf373DvbO+fXj+SO5nh17nFm8vpjzf8bx86741lqryFd4wimi2mjSaDeI4Bgyz2YjhwQG72ze4ef0yW9evsb+3SzbLcNYQBMHiXLutX8fW+AZvjB+IVmQF02xKmc9odpb4xK//GhfOnKXVTPnxT37Myy+/TL/fx1lLIww52emw0Wj44GsMpXPsZxlpGHKy1aIsCkbZjEarQ9zrYtMGhdZM84K9vQP6gwOsKYjDmDRNCXR4uNNaB2jq4KsVAX64Fbrudgh1fWTB+vBrHU4b9vb2iKJ45/xD5z/p8uzydDxhbX2NMAwlAAshxH0iAVgI8cB6PwRgVYc3jSKLQ6Z58cfDm7v/KkwSms0GztYFzyMtwNRtodbUE3TVfCAQoAx+NpHGOYPCn02czWYMRwNmszGd3hLNRotWs0kjjgiKnNnuDi3n0FHEzekU5Ry9KAJgs9Mh1ZpLt25xZTQiabU49+QTfPG3f4t/8Cd/whNPPMHOzh4vvPhTvv6Nb/CVZ77Cj374I2yZo4OYVqtN2kjq7lqHCuqzklrXwdhhjaUoKkxZoMKQ9bUNzl64wKlzFzhz7hwr6ydYXjlBmnYwBoosp98fMh5NMMb4AUtK+SqxriuKWqGcWrTVHrZKH8ZLf372zrqvWsRnWEw05pd7/vcw1N75NX9eyH37ptm7RmTd0eH9DoHXv+Pw1yNvH30eblHZdf68K4okSWh22jQaDcIoxJqC6WTIwf42u7dvcfvmDba3brCztcVsOsYaCxp/tn3xNe0iSM/394Iiz3MmkzHWlCyvneCTv/7rPP3Uk8RxzGg44Kcvv8yzz/2Ag/0DANabLU53O5ztdDjRanF1OOTacIgCxlVFGkWspSmT6ZSw2aK9tsq4MkytZb8/oN/vU+Y5jTQlTRoEYYjSrh7AptE68B0M9Rl3jUapwN9kCuat/roO8PUNKAdO+fCrtT44e+HsZ2LFS2VeUFYVy8tLEoCFEOI+kgAshHhgvR8C8IJzaGupFIyL6j/d2x/+k2baJE3iRWHTt4MGPtipusrk/Doi5/ywLOt8sHDzwrCzdVXK/xmHoSwLZrMp4/GEJE1pdzoU2ZRye5tVrUjSBlNARxEoRSeOubi0xFqjwc3hkMlkws5Bny1j6G6e5EO/9gl+//d+jz/40u9y5vRZdnZ3eemnr/DVrzzDX/zlX/CT53/CbOzPGidJkyRNiaOIOimArgdoodGBD1nWVhR5iTEV6IDl5WVOntzk5NnznD59no3Nkyyvn2SpuwI6wrmQqsgZjsaMxzPKLMdiUHVruK5DzHyf8XyglnX2rUOI1DyawjwOH0Zi7njr7sD6TuOM5p+loV7+A8GRR7EchuJ5m3OAwiwi8tFf5y+Z+mfqDj92dOry0c+/I/Qu9hwvXiR1KPU3VOZjtVQQ0mgktDst4jiuq7YVeZYxHh7Q37/F7Vtb3L55ne3bt+jv7ZFnM+ZPxw9zoz6/a/xwLOtDom9NV5RVxWw2o8inACytnODTn/kUn/nU32Gp12U4GPD8C8/z19/5Dm+8/oZ/DSnFw2trPLy8TDkPuc0m14ZDro1GzKrKj1Azltg5sizjVlHQWFmh3WqztbeHKyvSNCVJ0kU12t8z8dVcXbdlK6X8+q76LLrSvutAB/OmdL/D2FgD1tWD6ir2DvYAPbl47vQXOs3ms0rrO9acvR/IHmAhxINKArAQ4oH1fgvAoVL0+32mAEn6n073B//vJE6jVqtdh1eLQ3O0vXV+dtLVK2GsMRhn/PRo6wOmH0zkhxIxf1v5ybnGVORZQVFVvl05nxGakqSyxFoTKTBKEcYxK+02YRjSiiIeXl5mMJnwoytXCICy12Pp/Dme/vBH+PRnf4Pf+eJvcvrkaUajMW9cvsxXn3mGZ77+Db79rW+xs3Vz8W2naZM0TQjCkPlRU621D8VK10EDrLGUpsIUJcYa4rTBxvoGJ09vsn7iNJunz7CyukGrt8Ly8gpJkmKcr2Bns4zhcMp0OqOqSqx1KOcnDGutCY5U+YAjFePFD6e+2HrxnqMB+WjQvPN3dzsM1of/r97y+8Oqs3pLlXAxqAqYN3U7Z3in6H042KquBht/Q2QRmpVG6YAkiWk2U9JmShjFBNpiTMl0OmE86jPY32Zvd4e9ndvs3t5i9/Y2o+GAqir8+ey6Iuofp67sUj/WfFWR8zc2prOMPJstvo9z5x/h9/7gd/mNT32a1bVV9na2efb73+Nf/y//jmuXLy++04dWVzlXD6860+sRBQGX9vfZnU6ZFTlFUdJUikhB5mBSVeQoKh2gkmRxpRtJeliNpl7HpXVd8T18W6F8BViF6MC/Fud7rP2AbId1BmMMOEWgNEXph9GFcbJ19tyZP+w1G8+GYVjfWDj6M3nvkwAshHhQSQAWQjyw3o8B+GA0ZDqZsrK2xmA0+shoWvyTQAdPddqdesCUn34733vjW4j1opXaWT8x2hqDsdXivPC8uufDCHUbtcXZyleO8S3UVikq48/mqqogzEtCU1IZ3wabakWoNUEUs9Zu0200ONXpsD8Y8NyVK8RpytqpUyydO8ujH/ogv/XF3+Kzn/kNVpdXATg4GPD1b36d7373Wb75jW/ykxeeZ7C/U18ERZKmNNKGXzFDXeWsw6nfsaoXOdRUhrKqsFWFdZYwTlhZXmFjY53ljXU2Tpzm5OYpukurtJdW6LQ7REGMIcSh/RqqLGc8mTGZTDFl5dui6/22vvLu/NllHRwOo+ZoQD4SeZV7m+R7ZwP14a7c+u23/W+wOjKg2i5W5dTroZlPAXd19dZfJ1+JdG4+JG0+JbyeWKwUcZLQbCY0GilhHPsbAMriXMlsljGbTpiMdtnf3WN3e4u93dvs7+xxsLfLdDrGVr7N3K/gUovnNN/Ja+tK72Jis/at7VmWkec5zvo9wCvrJ3jyyaf54//oj/i1X/81Tp3c4Patm3znu9/hn/3zf8H3v/d9ANYbDc6trhIqRQCc6XQwznFlMGCaZRxMJ/WgLkXlIADQikIHFDqAKCIIQwKt0fW1oz5OoHTgX1OBrndRKwIVooLAt3or5f9sEKBCXwXG1eeframP+fpuC4VGORiO+wyHfZqtznOnT278SYB9s9tbWvx83m8kAAshHlQSgIUQD6z3bQCezlhfW2OWzaiCsLW/s//fG2v/cbPRptVsEoRBvQ6JOn8dDphSStXToRXOOIyrfGiuKoyxGDs/L1yHYVeHFuewmMMghcM4h3H4CldlsGUBWY62FVhDaB1BoDDWsdps0oxjAFbimO1+n30HG+fOcvLiBT7+67/G3/n0b/Cxj36UExsnFt/25Tev8ldf+Qo/fO6HfPNb3+LqlTfpH+z5DypNnCQ0Go3Dyc5KgfMt0/Ozvnq+MgqLrWy9G7byZzKVptFss7a6zPLKCp3eEr2lNTY21llaXSNttml2enTbPZI0xTrlw3Hd8uqMo8hzZlnOdOarjNaYRUW1fuOONVAOtwjKRwOwUvOqow9NHKnmzgdCLT5/cZCXw+CrYL5wx389tdifnKQRSRKTxBFRFPqJ4P6nSKD8YKbJbMJkPCKfDBmN+uzt7TPY32M03GPYHzLoDxgNBxR57m8ABNqHx9Dvu513Glhr/Rneebv9ke/dzANvluEbu2FpZYMLFy/w2c98ls994XN88fOfIwg0O9u3+Vf/6l/yla8+w9e/8U1mkwkrrRZnVlfR1nKh1aSqDFcHffKyJCtL+llGWE9Gd0GIU9pXeOMQF4SgfVgNqPfyOvyZc3+QHq3n64v8zRR/Dj1Aq4Ag9Lu19dEbLmicchhncJW/ueQUvrtCKQKlmE0mHBzsYa1hZXnlv187sfFfu7KoqqJgZXW1vlHw/vu7lgRgIcSDSgKwEOKB9X4OwKurqz6IYKksVMZ8YTSZ/VfWqf9VkqS0mq3F2UXr6nObKqgDoUJrUCrwFbr5CVPrMMbUYdiHRGOt/8u8sXVgqgON8+2d1lmc8Y/hq16uHlxksGUFVYkzFZiKSGsCpQhQ9OKIcjZlnBf0gRZw+uIFlk6e4NEnnuTvfPpTfOqzn+Opx59YXAJjLZdeu8RXnnmGl158ka989RmuX7/GsH9Qf4YiCCOiOCJNk3qycR0Z1eFaGo4EY3922mLr8GKswRm/XxYd0Gi0WFnqsby2TKfbI222aXd7dDodut0urVabKGkQpW0ajSbtVoswjLFqPmwqqNvSfSjVKqirof707vwmg7UW43xw9oOC/YAypTU6AOV0HdLqCqWa39uoB4XNf87O+fPfGLRSWGvI84xZlpHPZhT5iCKbMR2P6Q+HTMZjssmI2WTsV0v1h4xHQ8o8R9m6bKo0WgXowF/NxR5ea+sqZ91ij13spcYplHZks5yqKimLinovEssra1x86BF+53d+mw9/9CN87jOfYfPEKvks4+Wfvsi///JX+NpXv8oPvvcs+wcHdBspZ9fXyQYDgqKgKgtcGFFqv8bIAsY5Kgcu8IHV6hBC33odaIVWoJy/blprnJq3Mtcf0wEKX/kNggC9+FUThAFBfZ1R9dT1+qaGpT5XX833EvufGc4xm00YDvpUZUWr0/5X6+ur/9dWEn2rKktK44diraysSAAWQoj3GAnAQogH1vs9AOd5jq3PdyoHWVlSmvgPq2r2X1rU7wc6oNU83L3r6km6i/ZcRT34ab4aSNUFx/ov9fV5UFNVVKbyw3xMVQdEoK4eu/nnO+dDgHF1ID5su7Xzna3WEqmANEnpdjo0m01snjHr75ONRuwO+1RABKwsd/ngRz7KZ373S3z685/nA48/ztLK6uKSVMbw2qVL/Pm//3OuXL3ON772dbZu32Jvf598Nll8ngpCgjCgkTbqcHIYImF+Q+BwqJFSum4h99+nr5QbH+zrncv+xoFD64AkbdJqN+m2W7Q7beIkJYwTkiQmTpskjRatRkqjmdJstIjj1IfwQPuQpQKss4wnY5yxaB1S1YGqKjOCMKTZbJAmib8JsQieYKuKLJ+STXNms4xpNqGYzSiKjCIvqIqCWTZlMpoynkzIsowyL7C28gPA8OepFfjW5Xod1bzHer5+aB5u7fyGiPLV6XqLFdYZZrPct9ZXxeLax0mT9fU1Tm5u8qUvfYkPPPkBvvjFL7B50lf5X3r+h3z5L/+c7z/7HD99/U2uvPJT9odj1sKQOI1ZXdtg76BPK4wImk2izhJpo8lkMmIwHjLLZhSVxeh5m7IPtLoOqv7mwPzM+GG7PMpXb3UdmAOt0fXrJNB+iNW8Y2Lenm7rFufF62I+UX1+bEApnHVMJ2MGgwOsqWi2Gv96Y239/9bptL/mnPP/zpp6IJ0EYCGEeE+SACyEeGA9KAHYOYWzhumsIgzaBNEES/Bbs1nxXxdZ/rtx2qDRaBCFIWEU4dThxFk/0fhIR+1iGa6qz4n6D9i64ueMrw5XVX3W0Vic9QO0Fi2v9ecvdrguBnBZnILKVGgd0FtdZePkaU6eOsvmyTO0u74KON7fYrCzxc61q9za2sI2Uk6cPsFyt8vjjzzMU089ybkzp3j6qSc5eeoMRwc89QdDnnvuh3znO99hOBry7W9/l8tvXGI0GjPo7915TbUmimLiOCEI6uFhKL9WarESqW6JnU+hnt9E8CVFwIceZ+Zt4QZrLaqu5M7PUvtWZVUPtVZ1RdVXGCfjCWEU8YlPfILe8gpRBMvdLo1mmyRtsrW1xSs/fYlLr1+mKjOSOMGYw9Zq6ycu+Z9d3QY9D/PMQ978rHIdAud7f62fgHbH11nctJifc3bzGx6OypTMZkV9Xry843KurG7QbLV45JFH+exnfoOl5SU+/elP8Wuf+AT+yLbitZ++wJf/w1/y/Wef5fkXX6E/muDCDpvnLnL+occJi4z+5VfIrSHu9mh2l0i7PbQOcc5y0N/h+rU3uX39KuNBH4cjQC1+Rmp+plmrRUuzr5TPz2nXLcyBP7+rA00QhPXH9WLQmd8vVv9s7zqP7W8m+WuiVYCxhjLPmU7HDAcDHJZup/tna6sr/12n3fyWcxZj/FnksizrGxgSgIUQ4r1KArAQ4oH1oAXgWWbQOsXaPgEhcadNqaM/GO/t/x9cUX1OJQ1cVRBFAY1mi6TZRutgcU7zcAATi1U1izfqCrFfnwPOVIvK7vzcsKmqesCRWwRiY01dSazfV7fIWmcp84KqKmh3epx76DEefuLDbJw8SxilVKZgONznYH+Xg9s32d+9zSzL0DomDAJWVlY4c+oEaytLnD97ikcunOWRRx7m7NkztLord1y6vb0DLl+5wre/9W2GgwFvXrnC9599luGwz+7uLuPh4K3XWwfEcUwcxfVeYgVO1zuXqa+Try764FlXlOet1UcmOM+rzP548uGQK4D+wYBHHnmEpz/4tG9rL0q+9a2/5tTJFYIgotld5dyZTQbDAZffvMaVNy8x7A+Ik2Sxrcif/633PM/XHPkG68W54Xl79HwA1eENEB/sjD2cN21tRZ6XVGWFtRV3Tu4KWDuxQbvVZm19g49//KOc3txk/cQJvvibX+DsmTM00mTx2c9+91t84+tf4yc/eZ6XfvoqB+MMFTRYXt9kee0k5y8+zNLqCZqNBFOWDEdjZlVGmY3BOqJ60NTezhZvvPI8V994ldlkQhQnRHHEvKNhHuzr+L9oZZ4PDNNBuGhrnv88A+0nOc87Io7+O3DHBG7HIkQ77W8kmMr6oWCTEZPRBFuVuEDbTm/p3672lv8v7Vb0Da20Px9fV5GV0hKAhRDifUACsBDigfWgBmDnhv7MaBKje11sVtBZW/uYHc1+2xT2kyqIvjQe9VuTUZ8wDOl0l0gaTQKtFm3L1CH2cBCTDxfWVcxbrusnVj+9uhXaHG2HxrdRm3nANosA7Cf+OpxTdbtuRqPZ4sLDj3Hx8afpdpYZjwbs7W0zGY8o81ndsh2SNFKSRpsobuN0SFUUxIEj0LDcidk8uc5yr8PTH3iCJx5/jLWVJZLW0h2XczQaM51NuXTpdZ5/4WUODva4fv0az7/wMru7O4xHQ7Z3dsin47f5YfgKYpwkfvovDh3WrbbzyrFT8wHLR/7UnWuUJpMxH//oR+gtL/PjH/6EW7euA9Bu9/jf/Rf/Of/D//hPuXFziyhJMMbQarY4dWqT4WjIdJLVu5Gpq8tuEbcXrcn1+w//Mz5vS/c/k7Is6xU9jvlAqrnO0gpLvSWazTaPPPIIH3jqCZa6XR569DE+8YmPs7G6TLPZIgwOv8Frb17i0quv8pPnf8JzP36eNy6/yWhmKErH8vpJNs89woWHHiJJGuTTjCybUJUFSmuS1HcoTEYjptMRYEnilKKY8eZrL/H6qy8wmYxIkiZRnNRt7EcruwqlAn+WV7nFRHDqM7/z1u4jp8KP/Hr07zmO+a0Nf95aL25sGFMxnU4Y7O9TlSWEKe1uOGq3un/RSFvfiEL97xRcKrMpeV7QaDT9QDM1H0omAVgIId4Pwvv9BIQQQvxilNLYoiA3Jc1u57n2ZPBc3O3SXFo6lcQXPntj6/Zv9fe3v7izfethUKRpSre7RFzvQZ2v4lmsz1kUxw430c7PDNeFYf/n6s+zgAt1na0szsb+zfoMpM/WlihKaDY7FHnOG6++wu7OFpunz7O8tkkcpUwZU5YFOgwI44QgiEiimEY7pdnsEoUxOonQOiTPC67szXj12k1evDyg+7Xn6LUizp87R6cRcHrzBKdOn+bkxjqdzgYnNjb4jU9/anHNysowy3IGgz4vvvQSb7x+mcl4wq3bN3jxxZfZurVFnuUMhgfc3rqNs9W7/GHoRX/5fLiVrUpu7+xw6Y3LxHHK537ztzl/7gIf/fBTaAV7Bwesra7QaHXIi5ITJ9YJA83+3h6D/gE60PWNh/pi10Om3o0obbC2tka31yMMIjY2T/LhDz3NqVNnWFpe4aMf+RBPPvEEjSQhDPUdf3a4v83WtcsMR0Nu3rzB8y+9QpGXvH7lJtv7fdrtZcLWJh/74ic5eeIMUZxQlhllNmEyHTMZHZDPZlhjfZCtOwuUDkg7HZxyjIe7XL18hauXX2N/d5soilhePuE7FhRojrQ4a7242TCPuIHSd6yU8tPF6tetcnXr/2HoPDz/7b8mzr/2i7JgNh3TH/TJZhNCQnobay93e8vPPHJx89+W0+XnTJfbNs4oXr7EpJ6AfWTMtxBCiPcZqQALIR5YD3oFWKcprpFQFCVLFy7SvL3FZDyi0Ug5f/4CLojY3t1rTGazzx4cHPzRaDD67aIoHldodBjQardI0xZJEvtKp/LhYb43GDffG1yfEzZ2cS7WlyUtBnvHICGgPhNcf4qbV4f9pxhjKfMclKPd7rC0ukG3t4wKFdl0SpHnJElCu7NMu7dMs93zZ5vjkDAMCcOYZqNDmrQpjaO0hqqsmE4mmHJKkmhCBWdPrXPixAZJ6NhY69Lrdljp9Wi3UnCORmeJxTLlI2ZZTlGWbN++xY9/+GN2D/YJg7ieoHxAWZYMRmP2D/Y52B8yHvuK5ngwpqwKP1TKOcqioigL+nt+x3F3aYUoSugtLTGbzbh1/U1UmNJbWmI6GlPkUy48/DC3t24zm07oLS+RJA3iKEJpTRxGNJoN0maLRtKk1WnTbMSsra+z1OkQBJrVtXXa7RZJmrC6usLjjz7G5qlTRGFImsRv+V5ffuHHzGYzZtmE/d09Xnr1DZI0wRFw+cotnA7RcZNZbmg0O5w8eY5Gu+0HaqEoypwsn1HMZlRVgTElxhRUpmI2nVHmBQpFq9ult7oGOK6/8SqXf/o821vXGY1HBGFIHKf1+Vz/KvLtznVrsj6squtFhd2h3bwN3S0q7sxb1gGCeVu6vmNfcVGUzGYTptMxs+mUoizRSpMm0V83e92/7LQ6/2bt9KmfnDp/vmpPrvD6pYcYBLfpXjBUL14mCwKqqqSqDI20IRVgIYR4H5IKsBBCPECCMCKIEoyzzMZ9tm9dm62srP5lp5H+ZafZiGZZ9hvTWfalbJZ/bNgffHov326rwO+SbXZbpFGTKI6J4siHYj3/i7vfL7xYjVQfUNUu8IOVgEWrqQZVt0j7gU12UZnTKiCKWhhryLIpN6+8zmhpmRObZ0jTBusbZ+guLRNFAUEQkeWW0lToCoxSBAFUVUWuZgQ6JA0UKozpNBug/CTfqjLcOCi4fOsa1pY0GyFpktBqJkSqoComrKys0IgDlClY6rVZP3GC1aUejTSl0+3w6COP8ugjj/7c620c5HnuA1/dclxZy2QyYTwasrO7w6A/oMxzdBDSaHfIplNmswnLS6u0ux2mkzHj4ZA8z2i22yytrLC+ukqnt0Sr2SIMQ9I4IkkSkjQh1O+++rh3+wZ74zGDQZ/nfvhjLr95FYdimuVcubFFFDVoNDucufAww0lKXDVZWlrj1OMXAYV2EAQaYytsZZgM+4ft84vdzH4NlHOaymiCIOXEyR4AZVUy6u/z+ks/5PbNK9y4coksmxFFKZ1ed9FKPv/n7u9MHVl1Ne9YWPyqQKnQL6E6WimupzkXZUmRF2TFjGwyZTob+3PPzpCmza04ir/e63Web7Xa/yYO1E9cnDCdTdm+epn1zZMUhQFdEoT4CrxUfYUQ4oEgAVgIIR5IvvoVRjHGWIo8R2tVpkHwTLjUfWZ1s0kxGJ8qlf3QeDj6zSybfXR00P/kfrnTDaO43j8b0O60iAN/9jJpNghV4M9e6qPDhQ53xtr5NN1605Az8zOX+H25CsASaE0QpxDDbDrhtZefJ44TltfXWV7b4Mzps6yfPM3m2RWSpIFzCmsrsmlJmTuqCgjq9m0cSpn6DKgi1BAmIe0kBBVgrKWqDPuDCnRIECyxfTVjMupjq4wkCdHBa7h8QhA41leXWN84QRwqokDRSn2ldXl5hUaaEAaKqqpw1qBQxHFMq9UkXe6Bemul9W/LVTMm4wmT/pCd2ZQsm1EZQxRGOKXIs4ytW7e4cu0G+wcD0maTRrONRXHlylX2+2PCKCWr6psSKmJt4xyf//DvEIUJWVYwmYzZ7GmUc5RlSWVmaBTGOQp8Vd84Uw+V0vjV0YYgCGn3urTSFBUqHIbJYJ/RcJ/rVy5z5Y3X2d26ybC/D1qRNlq0u0vMK7fzxgF15Nz5/BVz58ByDcoR6rAO3L6q6qzFYsnynCKbklc5+axkNhlhFbiqwpiKOG304yj8ztr6+veazeTLabz0gtbBQRxlDAdjptOcoG7ZDuL4fVmxFUII8e5IABZCiGNg3iJqnfOtqXFERXmz0e3dTAL957pzBtcfnJqWxaaO4tMU1QddlD6Z5dnndnYPziZJg+pgD4whCFPSZhOtLQqIooQkTQmCkACOzCCaD2Q6XDHjW6s1RyY3EUYxYRiDcuzvbbF18xov//AHdHo9Tm6eYm1jk9WTm6yvn6DTW6Z3apkwTvF5RYH17dl5nlEUJWVpqCqDMRbrKrRyBFoR4HDOoJ0mTmO6rU3fnkrdIqv9ELD+LOf6K3uUeYbWjijUNJu3SBspcRiiXEW/v0+VTbHWEASOViOlt7xM2mjQaTZIGw2iIMTZirIsabWa5EXOoN+nzHMqUxEGAXGSAopur0eSpozHI3/pUEyLktl0ymQ0Zv+gz8FgwCwrKHKDCjTtzhLNVoe00aIwBePRjCxzhFFB2shpNDt0Tn2YlfMxykEY+IFPzjqqoqS/d4AxZnGu1tRBtHLWr43SAWEYEichcRySxDE6COrBU6CVoypzRsMBO9tX2dm+zc7WFtu3rnPz+k2KfEYYhERxQru3dPjCcIcvknoclf/d/JyurluXtY/A873IprK+Tb7wNwCqyjCbzSiLGUEYocIUUxSsntx4bXlj45vNwD1favdcOc0nnXbnpnPVzSSKcc4PCKuKCuVKX1M+shtZCCHEg00CsBBCHDdKzY9PYitDkRdEjYrQuZtBGN1MW80ftFvu32yeOcfW7Z3uoxcfenKUZV+6efX1i72ljTWr1Yf3rl85M80L5XQM5gBTzHD4vbtREpEmMVGUEKUpYRARhn4nblA/BX+2GBx28TYadNggTVrgFKYqePP117j0ysv+jHTcYHl1mY2TGyytrNNotmh1WnTaHZK0SdJokaQNGs0GSdz2w47q9lzri3tUZU6eVRR5RVEV2MphTVXvfNWAJdaa9eVllI7883NgqoqisGQ5KB2Tds8QLkegoTIlZV5yc1Bi9nOwOUr10UphrcGYiiiKsc6R5xnUe5W11iiV4YAkmRGEAXmeo5Qm0LruulWEUY+kt87JtZA4jgh0hHOOqqwoS7+3OdbQW/I7cP0+Z4MxBpsVZLMMh/LnyYEojNA6IE0bRLEmTiLiKKkHRIFSFuUclS3Js4yymJKNZwyzGdPZhNGoz3Q6YzaZMNjbYWtri/39A0xZoLUmimOSJKXRaLIo8bp5pX4+jAoUgV8bVa8hMs747yeryPIZeZZRFAVlkZFlma/kJg0IQoIyp91ZsqfPX3yjnExfqKp8/8xDj73Sa8Z/PshGry2trc2mb15lGGpmTqFMQV5WKIe/Rk5zdK62EEKI40MCsBBCHHf1kB5b/2OMpTCGfDamyCfDpXb63bwYffcDTzxOsrnJ4PKbPXX+zMleu9tKdbwynY2f3N6+/WSeFYlWOjXWnMmL7NHhYHSislaHAVjjw1ySJkRxQhxFRHFMGIToICSIIoJgUQtEowjDiLTROiwcWkc2m3Hp1dcw1U99oHKgAk0YxqSNJs1WSqvZoNlskbbaNFtdms0mjVaDVqtD2miSpG2a7YSlpEmgI99sqwKsU1jjKPIZRenXQVlrUErjXFSfA3WL6nJRTBfvCxQ04wiIsdZh8eekNb7qaq0Pf61mZ37RgcPKuLV+r3LcSv3Poj7jqus9S84YKmsos6z+kSmCwN9USNLAP8f6z7hAoaIIrWPiJCaMEgJFfZ7bgrUYW1IWGXmWMRhPKLIZ4/GI2WTKLJsxHQ2ZTUdMpxMmk4zJdEY+m2LqlVeq3lMURjFxHLG8vOIrt4sC6nxX8fw8uMM4i6kqqqKkqgqKsqAscrIso8hLHGY+zJkwCKokbdwMI305jlu3ekvLeZI08hMnTrzQbcQ/3HeuP5lNy1NR83rz7McnxtxgMtmjFaxybW+POE3I85yKCGsMVr914JkQQojjSQKwEEKIt+Xq3TNlZSmKiqQyTLMp+9evD8zmqUFvqUM8HTCY8uULZ3+dhy9atnfH9IdjprPZcp5nG4GOzo/Hsw/OstGj2Sw7Y4x9fDIantmdZWkYBosJug4Iw4AwiAjCkCiKiJOUJE7rHa9+R7AONHGcQqzQWhEEGq0CqAdD5XlJnhfs7fUBW6948t+NDgLCMKXZatBsNmi3/BTsZqdLu9uk0WzRbLRI0hZRkqC1xjmwtqp3xfq9x2kSEqcdUBDoAKWiejAUWGfxe3orrPHnnh3ujlW08yVTh3Oz1aL71req+68RBH5VldIRKINWGqWVbwm2FdYainxGVZYoXe+zRaGxqEDjrGU2OiDPc6bTIbPpjMloymQ8JJuNmUwmTKYzstmMssix1vg/r6j37AaLwVJxnBDX7cPU18TYeh+0seRldrgfujIUZU5Z5hR5QVlUGJNTmgosvu1a+13GURRPkjh9JUmD11vNpa2V5dUXjS1fUuhbnaWl20msR2mS0G13aDQavHnlTXqJZtJb4ta1MfGNN1gLz6B14VvgS+PbtOs1SkIIIcTdJAALIYT4uearXJSDIIoojW9XVdYxy0rSzE8JLosMU+YUk8mBteZg48TSK9rZv+x2YlaWVxkOJq1JNl4vi6JnjWvoKDyTFbMPjw76p5xTTR2otsU9NBj2LxbZrDFvHXbW+uIltq58BoRRRByFhGHiq8iBRge+chzGCVEYE0URYRQSJ6lvK3a+wptNp+xu7/jAah2ubssNdECcpiRJ6luF6/btMA4JghCtA+I0pJm2iNMmzWaTJG0Q6LA+uwo6CBYnW4MoWlRxgcMzpvM2dOWgnnQ8f9tSURUFfrJy5du3ra3XU1X11OkJ2WxCNsvIiwLrDKas/Iqe0ofjqip9KMwLjKmY76bSdbD2k5MVURwSJzHWGKoipygqyizHmJKinP9ZR1X5Cq4pcrIyX7Rfm6qqK8KaMIxwzmJMRRgnWaPReF0H6gouHMRxPG31Oje7raXnq9JcdyqfxHH7YG1p6XqWj9xwOGF9fZlh/4DdvT3CwBK02pTKkWcBYaiYzabkSYLJC7R1BFEM+D3WSkmVVwghxM8nAVgIIcTfita+aukrgnXGU8qfuTWGyuSYzGA7JXk+nJR5NknilNLltBoxjST6026zhVYarTVpuxVNppNT2XC0bJxL4yRZq5x7fDgYnitmWc9p1VGKdVtVZ7I8X8+Hg7arDK5uPUb5+Kl1iNL+PK3fJ+t35ARBsDhnO68cz/fFBspXPnWgCaKwrnymRElEFKXoMEShccoHZ+scSjm/xxaNc36HrQ5CtMKH5mDenqz9eVc1n2985P8di0qxtQZnrR/iZU19frYOwfU5XqV91Xs+PbmqKqoyoywKirzwFdgixxo/+Ms6v5t28Yh2PkEZnDW+bdsY/NApqExV73D2C64U9U0QNHESV3Ha2Go208vOsY2z06SRjrpLy68GjlfzvDiIwmAWpWl/eWnlpqnycjgYkcQxaSMmjTvs7o6ozAzMFOdS8qxgNptQlgXG1tdKaf99168payXkCiGE+NuTACyEEOIeU/WO3nnTr8JY61fpGEtZFBjr234ViigMysDYK0kcX8mKgqV2Gx2G/3PoHMnqCjaKaC8tEeZ5+2A8Xspns2UHS6rTSZnNTldZtkEQBg4XalRQFGVjNp2uW1t1rXO9IstOu8quz2zRNMZEYENnrLJ1FVErjbMVzvddg5mfZ7V/oynBWvuKqFqcP3WLScOL87Hz5bfzychK4ayhKkustX/jawwarfHX2hrfxr14JIVSOKWwKG3COJ5GYXAziuIbOlBDXDhrtJrbSSPpKxOWSpeFVq7QOjAuSfZtVd0my4Zh2hi1263tTrM56A8GlEVOkqb0ul0GB32cKYmTCOUMmIwyz8nzKQpHFCoKVfi9ws6hnGL+bUq4FUII8asgAVgIIcT9tTirqRaVY+vc4oxpZQxYS5nnKGcxpiQpmkQwVlU1ToLgug0CdK/LcrtNf3cXQ32e1lqaScza8jJKwfLyErNsloyG054KdKOqiqQqyzAIdKC0DqrChka5qNFuNsLStEtrU2Ndq6qqdp5Vq8ZkS7YykXEuRNnIOhc6Y7VzTs+/EaWVcqBUfajXT7meD/hyKF2favajp7HWOXwUpB6J7JQDi3NK4Zz1lWv/QWe1DoxWlEoFRqmgCkLKIGwM4jDaC2M1UqhpEgazKokH+WgyjbWuVKCNrbDWVUYrTBInhjCYNpJkL5vNcp/DNVVVYp1lZXmVQPu29xDFKAwYjUYExleTqSpMVZFnGVVVorX2w62MryYbY+tpyywCeP0NCCGEEPeVBGAhhBDvD0eCsnP1juH5rwBliXNQ1OFMKT8wKgiDuq3YYdotAq1za8vtNEoIwgDKkjCMiOOYUuXkOLqrK7RLS15XUStjGPRHxHGPqrIUZaXDSAdBEASmMtpURtU9wih9GFeDQGt/RtU/b3wrdH3i2L/L+QBMPfzK1fuaHfj/U0dmaCnlbBTG1lhjKmNNHEVWKwjCmHazBcqfyU3DkHGacFCUNJRf3FsqQ1kptNKEYYixFRrI8xnGOMJQY63FVAbnSqyr1y3hMKU//4u1voRcT3Y+SsKtEEKI9wPlZOm7EEIIIYQQQohjQA7cCCGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4FiQACyGEEEIIIYQ4Fv7/zVIzZve044gAAAAASUVORK5CYII=';
-
-var commonjsGlobal = typeof globalThis !== 'undefined' ? globalThis : typeof window !== 'undefined' ? window : typeof global !== 'undefined' ? global : typeof self !== 'undefined' ? self : {};
-
-function createCommonjsModule(fn, module) {
- return module = { exports: {} }, fn(module, module.exports), module.exports;
-}
-
-var leafletSrc = createCommonjsModule(function (module, exports) {
-/* @preserve
- * Leaflet 1.9.4, a JS library for interactive maps. https://leafletjs.com
- * (c) 2010-2023 Vladimir Agafonkin, (c) 2010-2011 CloudMade
- */
-
-(function (global, factory) {
- factory(exports) ;
-})(commonjsGlobal, (function (exports) {
- var version = "1.9.4";
-
- /*
- * @namespace Util
- *
- * Various utility functions, used by Leaflet internally.
- */
-
- // @function extend(dest: Object, src?: Object): Object
- // Merges the properties of the `src` object (or multiple objects) into `dest` object and returns the latter. Has an `L.extend` shortcut.
- function extend(dest) {
- var i, j, len, src;
-
- for (j = 1, len = arguments.length; j < len; j++) {
- src = arguments[j];
- for (i in src) {
- dest[i] = src[i];
- }
- }
- return dest;
- }
-
- // @function create(proto: Object, properties?: Object): Object
- // Compatibility polyfill for [Object.create](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Object/create)
- var create$2 = Object.create || (function () {
- function F() {}
- return function (proto) {
- F.prototype = proto;
- return new F();
- };
- })();
-
- // @function bind(fn: Function, …): Function
- // Returns a new function bound to the arguments passed, like [Function.prototype.bind](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Function/bind).
- // Has a `L.bind()` shortcut.
- function bind(fn, obj) {
- var slice = Array.prototype.slice;
-
- if (fn.bind) {
- return fn.bind.apply(fn, slice.call(arguments, 1));
- }
-
- var args = slice.call(arguments, 2);
-
- return function () {
- return fn.apply(obj, args.length ? args.concat(slice.call(arguments)) : arguments);
- };
- }
-
- // @property lastId: Number
- // Last unique ID used by [`stamp()`](#util-stamp)
- var lastId = 0;
-
- // @function stamp(obj: Object): Number
- // Returns the unique ID of an object, assigning it one if it doesn't have it.
- function stamp(obj) {
- if (!('_leaflet_id' in obj)) {
- obj['_leaflet_id'] = ++lastId;
- }
- return obj._leaflet_id;
- }
-
- // @function throttle(fn: Function, time: Number, context: Object): Function
- // Returns a function which executes function `fn` with the given scope `context`
- // (so that the `this` keyword refers to `context` inside `fn`'s code). The function
- // `fn` will be called no more than one time per given amount of `time`. The arguments
- // received by the bound function will be any arguments passed when binding the
- // function, followed by any arguments passed when invoking the bound function.
- // Has an `L.throttle` shortcut.
- function throttle(fn, time, context) {
- var lock, args, wrapperFn, later;
-
- later = function () {
- // reset lock and call if queued
- lock = false;
- if (args) {
- wrapperFn.apply(context, args);
- args = false;
- }
- };
-
- wrapperFn = function () {
- if (lock) {
- // called too soon, queue to call later
- args = arguments;
-
- } else {
- // call and lock until later
- fn.apply(context, arguments);
- setTimeout(later, time);
- lock = true;
- }
- };
-
- return wrapperFn;
- }
-
- // @function wrapNum(num: Number, range: Number[], includeMax?: Boolean): Number
- // Returns the number `num` modulo `range` in such a way so it lies within
- // `range[0]` and `range[1]`. The returned value will be always smaller than
- // `range[1]` unless `includeMax` is set to `true`.
- function wrapNum(x, range, includeMax) {
- var max = range[1],
- min = range[0],
- d = max - min;
- return x === max && includeMax ? x : ((x - min) % d + d) % d + min;
- }
-
- // @function falseFn(): Function
- // Returns a function which always returns `false`.
- function falseFn() { return false; }
-
- // @function formatNum(num: Number, precision?: Number|false): Number
- // Returns the number `num` rounded with specified `precision`.
- // The default `precision` value is 6 decimal places.
- // `false` can be passed to skip any processing (can be useful to avoid round-off errors).
- function formatNum(num, precision) {
- if (precision === false) { return num; }
- var pow = Math.pow(10, precision === undefined ? 6 : precision);
- return Math.round(num * pow) / pow;
- }
-
- // @function trim(str: String): String
- // Compatibility polyfill for [String.prototype.trim](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/String/Trim)
- function trim(str) {
- return str.trim ? str.trim() : str.replace(/^\s+|\s+$/g, '');
- }
-
- // @function splitWords(str: String): String[]
- // Trims and splits the string on whitespace and returns the array of parts.
- function splitWords(str) {
- return trim(str).split(/\s+/);
- }
-
- // @function setOptions(obj: Object, options: Object): Object
- // Merges the given properties to the `options` of the `obj` object, returning the resulting options. See `Class options`. Has an `L.setOptions` shortcut.
- function setOptions(obj, options) {
- if (!Object.prototype.hasOwnProperty.call(obj, 'options')) {
- obj.options = obj.options ? create$2(obj.options) : {};
- }
- for (var i in options) {
- obj.options[i] = options[i];
- }
- return obj.options;
- }
-
- // @function getParamString(obj: Object, existingUrl?: String, uppercase?: Boolean): String
- // Converts an object into a parameter URL string, e.g. `{a: "foo", b: "bar"}`
- // translates to `'?a=foo&b=bar'`. If `existingUrl` is set, the parameters will
- // be appended at the end. If `uppercase` is `true`, the parameter names will
- // be uppercased (e.g. `'?A=foo&B=bar'`)
- function getParamString(obj, existingUrl, uppercase) {
- var params = [];
- for (var i in obj) {
- params.push(encodeURIComponent(uppercase ? i.toUpperCase() : i) + '=' + encodeURIComponent(obj[i]));
- }
- return ((!existingUrl || existingUrl.indexOf('?') === -1) ? '?' : '&') + params.join('&');
- }
-
- var templateRe = /\{ *([\w_ -]+) *\}/g;
-
- // @function template(str: String, data: Object): String
- // Simple templating facility, accepts a template string of the form `'Hello {a}, {b}'`
- // and a data object like `{a: 'foo', b: 'bar'}`, returns evaluated string
- // `('Hello foo, bar')`. You can also specify functions instead of strings for
- // data values — they will be evaluated passing `data` as an argument.
- function template(str, data) {
- return str.replace(templateRe, function (str, key) {
- var value = data[key];
-
- if (value === undefined) {
- throw new Error('No value provided for variable ' + str);
-
- } else if (typeof value === 'function') {
- value = value(data);
- }
- return value;
- });
- }
-
- // @function isArray(obj): Boolean
- // Compatibility polyfill for [Array.isArray](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Array/isArray)
- var isArray = Array.isArray || function (obj) {
- return (Object.prototype.toString.call(obj) === '[object Array]');
- };
-
- // @function indexOf(array: Array, el: Object): Number
- // Compatibility polyfill for [Array.prototype.indexOf](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Array/indexOf)
- function indexOf(array, el) {
- for (var i = 0; i < array.length; i++) {
- if (array[i] === el) { return i; }
- }
- return -1;
- }
-
- // @property emptyImageUrl: String
- // Data URI string containing a base64-encoded empty GIF image.
- // Used as a hack to free memory from unused images on WebKit-powered
- // mobile devices (by setting image `src` to this string).
- var emptyImageUrl = 'data:image/gif;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs=';
-
- // inspired by https://paulirish.com/2011/requestanimationframe-for-smart-animating/
-
- function getPrefixed(name) {
- return window['webkit' + name] || window['moz' + name] || window['ms' + name];
- }
-
- var lastTime = 0;
-
- // fallback for IE 7-8
- function timeoutDefer(fn) {
- var time = +new Date(),
- timeToCall = Math.max(0, 16 - (time - lastTime));
-
- lastTime = time + timeToCall;
- return window.setTimeout(fn, timeToCall);
- }
-
- var requestFn = window.requestAnimationFrame || getPrefixed('RequestAnimationFrame') || timeoutDefer;
- var cancelFn = window.cancelAnimationFrame || getPrefixed('CancelAnimationFrame') ||
- getPrefixed('CancelRequestAnimationFrame') || function (id) { window.clearTimeout(id); };
-
- // @function requestAnimFrame(fn: Function, context?: Object, immediate?: Boolean): Number
- // Schedules `fn` to be executed when the browser repaints. `fn` is bound to
- // `context` if given. When `immediate` is set, `fn` is called immediately if
- // the browser doesn't have native support for
- // [`window.requestAnimationFrame`](https://developer.mozilla.org/docs/Web/API/window/requestAnimationFrame),
- // otherwise it's delayed. Returns a request ID that can be used to cancel the request.
- function requestAnimFrame(fn, context, immediate) {
- if (immediate && requestFn === timeoutDefer) {
- fn.call(context);
- } else {
- return requestFn.call(window, bind(fn, context));
- }
- }
-
- // @function cancelAnimFrame(id: Number): undefined
- // Cancels a previous `requestAnimFrame`. See also [window.cancelAnimationFrame](https://developer.mozilla.org/docs/Web/API/window/cancelAnimationFrame).
- function cancelAnimFrame(id) {
- if (id) {
- cancelFn.call(window, id);
- }
- }
-
- var Util = {
- __proto__: null,
- extend: extend,
- create: create$2,
- bind: bind,
- get lastId () { return lastId; },
- stamp: stamp,
- throttle: throttle,
- wrapNum: wrapNum,
- falseFn: falseFn,
- formatNum: formatNum,
- trim: trim,
- splitWords: splitWords,
- setOptions: setOptions,
- getParamString: getParamString,
- template: template,
- isArray: isArray,
- indexOf: indexOf,
- emptyImageUrl: emptyImageUrl,
- requestFn: requestFn,
- cancelFn: cancelFn,
- requestAnimFrame: requestAnimFrame,
- cancelAnimFrame: cancelAnimFrame
- };
-
- // @class Class
- // @aka L.Class
-
- // @section
- // @uninheritable
-
- // Thanks to John Resig and Dean Edwards for inspiration!
-
- function Class() {}
-
- Class.extend = function (props) {
-
- // @function extend(props: Object): Function
- // [Extends the current class](#class-inheritance) given the properties to be included.
- // Returns a Javascript function that is a class constructor (to be called with `new`).
- var NewClass = function () {
-
- setOptions(this);
-
- // call the constructor
- if (this.initialize) {
- this.initialize.apply(this, arguments);
- }
-
- // call all constructor hooks
- this.callInitHooks();
- };
-
- var parentProto = NewClass.__super__ = this.prototype;
-
- var proto = create$2(parentProto);
- proto.constructor = NewClass;
-
- NewClass.prototype = proto;
-
- // inherit parent's statics
- for (var i in this) {
- if (Object.prototype.hasOwnProperty.call(this, i) && i !== 'prototype' && i !== '__super__') {
- NewClass[i] = this[i];
- }
- }
-
- // mix static properties into the class
- if (props.statics) {
- extend(NewClass, props.statics);
- }
-
- // mix includes into the prototype
- if (props.includes) {
- checkDeprecatedMixinEvents(props.includes);
- extend.apply(null, [proto].concat(props.includes));
- }
-
- // mix given properties into the prototype
- extend(proto, props);
- delete proto.statics;
- delete proto.includes;
-
- // merge options
- if (proto.options) {
- proto.options = parentProto.options ? create$2(parentProto.options) : {};
- extend(proto.options, props.options);
- }
-
- proto._initHooks = [];
-
- // add method for calling all hooks
- proto.callInitHooks = function () {
-
- if (this._initHooksCalled) { return; }
-
- if (parentProto.callInitHooks) {
- parentProto.callInitHooks.call(this);
- }
-
- this._initHooksCalled = true;
-
- for (var i = 0, len = proto._initHooks.length; i < len; i++) {
- proto._initHooks[i].call(this);
- }
- };
-
- return NewClass;
- };
-
-
- // @function include(properties: Object): this
- // [Includes a mixin](#class-includes) into the current class.
- Class.include = function (props) {
- var parentOptions = this.prototype.options;
- extend(this.prototype, props);
- if (props.options) {
- this.prototype.options = parentOptions;
- this.mergeOptions(props.options);
- }
- return this;
- };
-
- // @function mergeOptions(options: Object): this
- // [Merges `options`](#class-options) into the defaults of the class.
- Class.mergeOptions = function (options) {
- extend(this.prototype.options, options);
- return this;
- };
-
- // @function addInitHook(fn: Function): this
- // Adds a [constructor hook](#class-constructor-hooks) to the class.
- Class.addInitHook = function (fn) { // (Function) || (String, args...)
- var args = Array.prototype.slice.call(arguments, 1);
-
- var init = typeof fn === 'function' ? fn : function () {
- this[fn].apply(this, args);
- };
-
- this.prototype._initHooks = this.prototype._initHooks || [];
- this.prototype._initHooks.push(init);
- return this;
- };
-
- function checkDeprecatedMixinEvents(includes) {
- /* global L: true */
- if (typeof L === 'undefined' || !L || !L.Mixin) { return; }
-
- includes = isArray(includes) ? includes : [includes];
-
- for (var i = 0; i < includes.length; i++) {
- if (includes[i] === L.Mixin.Events) {
- console.warn('Deprecated include of L.Mixin.Events: ' +
- 'this property will be removed in future releases, ' +
- 'please inherit from L.Evented instead.', new Error().stack);
- }
- }
- }
-
- /*
- * @class Evented
- * @aka L.Evented
- * @inherits Class
- *
- * A set of methods shared between event-powered classes (like `Map` and `Marker`). Generally, events allow you to execute some function when something happens with an object (e.g. the user clicks on the map, causing the map to fire `'click'` event).
- *
- * @example
- *
- * ```js
- * map.on('click', function(e) {
- * alert(e.latlng);
- * } );
- * ```
- *
- * Leaflet deals with event listeners by reference, so if you want to add a listener and then remove it, define it as a function:
- *
- * ```js
- * function onClick(e) { ... }
- *
- * map.on('click', onClick);
- * map.off('click', onClick);
- * ```
- */
-
- var Events = {
- /* @method on(type: String, fn: Function, context?: Object): this
- * Adds a listener function (`fn`) to a particular event type of the object. You can optionally specify the context of the listener (object the this keyword will point to). You can also pass several space-separated types (e.g. `'click dblclick'`).
- *
- * @alternative
- * @method on(eventMap: Object): this
- * Adds a set of type/listener pairs, e.g. `{click: onClick, mousemove: onMouseMove}`
- */
- on: function (types, fn, context) {
-
- // types can be a map of types/handlers
- if (typeof types === 'object') {
- for (var type in types) {
- // we don't process space-separated events here for performance;
- // it's a hot path since Layer uses the on(obj) syntax
- this._on(type, types[type], fn);
- }
-
- } else {
- // types can be a string of space-separated words
- types = splitWords(types);
-
- for (var i = 0, len = types.length; i < len; i++) {
- this._on(types[i], fn, context);
- }
- }
-
- return this;
- },
-
- /* @method off(type: String, fn?: Function, context?: Object): this
- * Removes a previously added listener function. If no function is specified, it will remove all the listeners of that particular event from the object. Note that if you passed a custom context to `on`, you must pass the same context to `off` in order to remove the listener.
- *
- * @alternative
- * @method off(eventMap: Object): this
- * Removes a set of type/listener pairs.
- *
- * @alternative
- * @method off: this
- * Removes all listeners to all events on the object. This includes implicitly attached events.
- */
- off: function (types, fn, context) {
-
- if (!arguments.length) {
- // clear all listeners if called without arguments
- delete this._events;
-
- } else if (typeof types === 'object') {
- for (var type in types) {
- this._off(type, types[type], fn);
- }
-
- } else {
- types = splitWords(types);
-
- var removeAll = arguments.length === 1;
- for (var i = 0, len = types.length; i < len; i++) {
- if (removeAll) {
- this._off(types[i]);
- } else {
- this._off(types[i], fn, context);
- }
- }
- }
-
- return this;
- },
-
- // attach listener (without syntactic sugar now)
- _on: function (type, fn, context, _once) {
- if (typeof fn !== 'function') {
- console.warn('wrong listener type: ' + typeof fn);
- return;
- }
-
- // check if fn already there
- if (this._listens(type, fn, context) !== false) {
- return;
- }
-
- if (context === this) {
- // Less memory footprint.
- context = undefined;
- }
-
- var newListener = {fn: fn, ctx: context};
- if (_once) {
- newListener.once = true;
- }
-
- this._events = this._events || {};
- this._events[type] = this._events[type] || [];
- this._events[type].push(newListener);
- },
-
- _off: function (type, fn, context) {
- var listeners,
- i,
- len;
-
- if (!this._events) {
- return;
- }
-
- listeners = this._events[type];
- if (!listeners) {
- return;
- }
-
- if (arguments.length === 1) { // remove all
- if (this._firingCount) {
- // Set all removed listeners to noop
- // so they are not called if remove happens in fire
- for (i = 0, len = listeners.length; i < len; i++) {
- listeners[i].fn = falseFn;
- }
- }
- // clear all listeners for a type if function isn't specified
- delete this._events[type];
- return;
- }
-
- if (typeof fn !== 'function') {
- console.warn('wrong listener type: ' + typeof fn);
- return;
- }
-
- // find fn and remove it
- var index = this._listens(type, fn, context);
- if (index !== false) {
- var listener = listeners[index];
- if (this._firingCount) {
- // set the removed listener to noop so that's not called if remove happens in fire
- listener.fn = falseFn;
-
- /* copy array in case events are being fired */
- this._events[type] = listeners = listeners.slice();
- }
- listeners.splice(index, 1);
- }
- },
-
- // @method fire(type: String, data?: Object, propagate?: Boolean): this
- // Fires an event of the specified type. You can optionally provide a data
- // object — the first argument of the listener function will contain its
- // properties. The event can optionally be propagated to event parents.
- fire: function (type, data, propagate) {
- if (!this.listens(type, propagate)) { return this; }
-
- var event = extend({}, data, {
- type: type,
- target: this,
- sourceTarget: data && data.sourceTarget || this
- });
-
- if (this._events) {
- var listeners = this._events[type];
- if (listeners) {
- this._firingCount = (this._firingCount + 1) || 1;
- for (var i = 0, len = listeners.length; i < len; i++) {
- var l = listeners[i];
- // off overwrites l.fn, so we need to copy fn to a var
- var fn = l.fn;
- if (l.once) {
- this.off(type, fn, l.ctx);
- }
- fn.call(l.ctx || this, event);
- }
-
- this._firingCount--;
- }
- }
-
- if (propagate) {
- // propagate the event to parents (set with addEventParent)
- this._propagateEvent(event);
- }
-
- return this;
- },
-
- // @method listens(type: String, propagate?: Boolean): Boolean
- // @method listens(type: String, fn: Function, context?: Object, propagate?: Boolean): Boolean
- // Returns `true` if a particular event type has any listeners attached to it.
- // The verification can optionally be propagated, it will return `true` if parents have the listener attached to it.
- listens: function (type, fn, context, propagate) {
- if (typeof type !== 'string') {
- console.warn('"string" type argument expected');
- }
-
- // we don't overwrite the input `fn` value, because we need to use it for propagation
- var _fn = fn;
- if (typeof fn !== 'function') {
- propagate = !!fn;
- _fn = undefined;
- context = undefined;
- }
-
- var listeners = this._events && this._events[type];
- if (listeners && listeners.length) {
- if (this._listens(type, _fn, context) !== false) {
- return true;
- }
- }
-
- if (propagate) {
- // also check parents for listeners if event propagates
- for (var id in this._eventParents) {
- if (this._eventParents[id].listens(type, fn, context, propagate)) { return true; }
- }
- }
- return false;
- },
-
- // returns the index (number) or false
- _listens: function (type, fn, context) {
- if (!this._events) {
- return false;
- }
-
- var listeners = this._events[type] || [];
- if (!fn) {
- return !!listeners.length;
- }
-
- if (context === this) {
- // Less memory footprint.
- context = undefined;
- }
-
- for (var i = 0, len = listeners.length; i < len; i++) {
- if (listeners[i].fn === fn && listeners[i].ctx === context) {
- return i;
- }
- }
- return false;
-
- },
-
- // @method once(…): this
- // Behaves as [`on(…)`](#evented-on), except the listener will only get fired once and then removed.
- once: function (types, fn, context) {
-
- // types can be a map of types/handlers
- if (typeof types === 'object') {
- for (var type in types) {
- // we don't process space-separated events here for performance;
- // it's a hot path since Layer uses the on(obj) syntax
- this._on(type, types[type], fn, true);
- }
-
- } else {
- // types can be a string of space-separated words
- types = splitWords(types);
-
- for (var i = 0, len = types.length; i < len; i++) {
- this._on(types[i], fn, context, true);
- }
- }
-
- return this;
- },
-
- // @method addEventParent(obj: Evented): this
- // Adds an event parent - an `Evented` that will receive propagated events
- addEventParent: function (obj) {
- this._eventParents = this._eventParents || {};
- this._eventParents[stamp(obj)] = obj;
- return this;
- },
-
- // @method removeEventParent(obj: Evented): this
- // Removes an event parent, so it will stop receiving propagated events
- removeEventParent: function (obj) {
- if (this._eventParents) {
- delete this._eventParents[stamp(obj)];
- }
- return this;
- },
-
- _propagateEvent: function (e) {
- for (var id in this._eventParents) {
- this._eventParents[id].fire(e.type, extend({
- layer: e.target,
- propagatedFrom: e.target
- }, e), true);
- }
- }
- };
-
- // aliases; we should ditch those eventually
-
- // @method addEventListener(…): this
- // Alias to [`on(…)`](#evented-on)
- Events.addEventListener = Events.on;
-
- // @method removeEventListener(…): this
- // Alias to [`off(…)`](#evented-off)
-
- // @method clearAllEventListeners(…): this
- // Alias to [`off()`](#evented-off)
- Events.removeEventListener = Events.clearAllEventListeners = Events.off;
-
- // @method addOneTimeEventListener(…): this
- // Alias to [`once(…)`](#evented-once)
- Events.addOneTimeEventListener = Events.once;
-
- // @method fireEvent(…): this
- // Alias to [`fire(…)`](#evented-fire)
- Events.fireEvent = Events.fire;
-
- // @method hasEventListeners(…): Boolean
- // Alias to [`listens(…)`](#evented-listens)
- Events.hasEventListeners = Events.listens;
-
- var Evented = Class.extend(Events);
-
- /*
- * @class Point
- * @aka L.Point
- *
- * Represents a point with `x` and `y` coordinates in pixels.
- *
- * @example
- *
- * ```js
- * var point = L.point(200, 300);
- * ```
- *
- * All Leaflet methods and options that accept `Point` objects also accept them in a simple Array form (unless noted otherwise), so these lines are equivalent:
- *
- * ```js
- * map.panBy([200, 300]);
- * map.panBy(L.point(200, 300));
- * ```
- *
- * Note that `Point` does not inherit from Leaflet's `Class` object,
- * which means new classes can't inherit from it, and new methods
- * can't be added to it with the `include` function.
- */
-
- function Point(x, y, round) {
- // @property x: Number; The `x` coordinate of the point
- this.x = (round ? Math.round(x) : x);
- // @property y: Number; The `y` coordinate of the point
- this.y = (round ? Math.round(y) : y);
- }
-
- var trunc = Math.trunc || function (v) {
- return v > 0 ? Math.floor(v) : Math.ceil(v);
- };
-
- Point.prototype = {
-
- // @method clone(): Point
- // Returns a copy of the current point.
- clone: function () {
- return new Point(this.x, this.y);
- },
-
- // @method add(otherPoint: Point): Point
- // Returns the result of addition of the current and the given points.
- add: function (point) {
- // non-destructive, returns a new point
- return this.clone()._add(toPoint(point));
- },
-
- _add: function (point) {
- // destructive, used directly for performance in situations where it's safe to modify existing point
- this.x += point.x;
- this.y += point.y;
- return this;
- },
-
- // @method subtract(otherPoint: Point): Point
- // Returns the result of subtraction of the given point from the current.
- subtract: function (point) {
- return this.clone()._subtract(toPoint(point));
- },
-
- _subtract: function (point) {
- this.x -= point.x;
- this.y -= point.y;
- return this;
- },
-
- // @method divideBy(num: Number): Point
- // Returns the result of division of the current point by the given number.
- divideBy: function (num) {
- return this.clone()._divideBy(num);
- },
-
- _divideBy: function (num) {
- this.x /= num;
- this.y /= num;
- return this;
- },
-
- // @method multiplyBy(num: Number): Point
- // Returns the result of multiplication of the current point by the given number.
- multiplyBy: function (num) {
- return this.clone()._multiplyBy(num);
- },
-
- _multiplyBy: function (num) {
- this.x *= num;
- this.y *= num;
- return this;
- },
-
- // @method scaleBy(scale: Point): Point
- // Multiply each coordinate of the current point by each coordinate of
- // `scale`. In linear algebra terms, multiply the point by the
- // [scaling matrix](https://en.wikipedia.org/wiki/Scaling_%28geometry%29#Matrix_representation)
- // defined by `scale`.
- scaleBy: function (point) {
- return new Point(this.x * point.x, this.y * point.y);
- },
-
- // @method unscaleBy(scale: Point): Point
- // Inverse of `scaleBy`. Divide each coordinate of the current point by
- // each coordinate of `scale`.
- unscaleBy: function (point) {
- return new Point(this.x / point.x, this.y / point.y);
- },
-
- // @method round(): Point
- // Returns a copy of the current point with rounded coordinates.
- round: function () {
- return this.clone()._round();
- },
-
- _round: function () {
- this.x = Math.round(this.x);
- this.y = Math.round(this.y);
- return this;
- },
-
- // @method floor(): Point
- // Returns a copy of the current point with floored coordinates (rounded down).
- floor: function () {
- return this.clone()._floor();
- },
-
- _floor: function () {
- this.x = Math.floor(this.x);
- this.y = Math.floor(this.y);
- return this;
- },
-
- // @method ceil(): Point
- // Returns a copy of the current point with ceiled coordinates (rounded up).
- ceil: function () {
- return this.clone()._ceil();
- },
-
- _ceil: function () {
- this.x = Math.ceil(this.x);
- this.y = Math.ceil(this.y);
- return this;
- },
-
- // @method trunc(): Point
- // Returns a copy of the current point with truncated coordinates (rounded towards zero).
- trunc: function () {
- return this.clone()._trunc();
- },
-
- _trunc: function () {
- this.x = trunc(this.x);
- this.y = trunc(this.y);
- return this;
- },
-
- // @method distanceTo(otherPoint: Point): Number
- // Returns the cartesian distance between the current and the given points.
- distanceTo: function (point) {
- point = toPoint(point);
-
- var x = point.x - this.x,
- y = point.y - this.y;
-
- return Math.sqrt(x * x + y * y);
- },
-
- // @method equals(otherPoint: Point): Boolean
- // Returns `true` if the given point has the same coordinates.
- equals: function (point) {
- point = toPoint(point);
-
- return point.x === this.x &&
- point.y === this.y;
- },
-
- // @method contains(otherPoint: Point): Boolean
- // Returns `true` if both coordinates of the given point are less than the corresponding current point coordinates (in absolute values).
- contains: function (point) {
- point = toPoint(point);
-
- return Math.abs(point.x) <= Math.abs(this.x) &&
- Math.abs(point.y) <= Math.abs(this.y);
- },
-
- // @method toString(): String
- // Returns a string representation of the point for debugging purposes.
- toString: function () {
- return 'Point(' +
- formatNum(this.x) + ', ' +
- formatNum(this.y) + ')';
- }
- };
-
- // @factory L.point(x: Number, y: Number, round?: Boolean)
- // Creates a Point object with the given `x` and `y` coordinates. If optional `round` is set to true, rounds the `x` and `y` values.
-
- // @alternative
- // @factory L.point(coords: Number[])
- // Expects an array of the form `[x, y]` instead.
-
- // @alternative
- // @factory L.point(coords: Object)
- // Expects a plain object of the form `{x: Number, y: Number}` instead.
- function toPoint(x, y, round) {
- if (x instanceof Point) {
- return x;
- }
- if (isArray(x)) {
- return new Point(x[0], x[1]);
- }
- if (x === undefined || x === null) {
- return x;
- }
- if (typeof x === 'object' && 'x' in x && 'y' in x) {
- return new Point(x.x, x.y);
- }
- return new Point(x, y, round);
- }
-
- /*
- * @class Bounds
- * @aka L.Bounds
- *
- * Represents a rectangular area in pixel coordinates.
- *
- * @example
- *
- * ```js
- * var p1 = L.point(10, 10),
- * p2 = L.point(40, 60),
- * bounds = L.bounds(p1, p2);
- * ```
- *
- * All Leaflet methods that accept `Bounds` objects also accept them in a simple Array form (unless noted otherwise), so the bounds example above can be passed like this:
- *
- * ```js
- * otherBounds.intersects([[10, 10], [40, 60]]);
- * ```
- *
- * Note that `Bounds` does not inherit from Leaflet's `Class` object,
- * which means new classes can't inherit from it, and new methods
- * can't be added to it with the `include` function.
- */
-
- function Bounds(a, b) {
- if (!a) { return; }
-
- var points = b ? [a, b] : a;
-
- for (var i = 0, len = points.length; i < len; i++) {
- this.extend(points[i]);
- }
- }
-
- Bounds.prototype = {
- // @method extend(point: Point): this
- // Extends the bounds to contain the given point.
-
- // @alternative
- // @method extend(otherBounds: Bounds): this
- // Extend the bounds to contain the given bounds
- extend: function (obj) {
- var min2, max2;
- if (!obj) { return this; }
-
- if (obj instanceof Point || typeof obj[0] === 'number' || 'x' in obj) {
- min2 = max2 = toPoint(obj);
- } else {
- obj = toBounds(obj);
- min2 = obj.min;
- max2 = obj.max;
-
- if (!min2 || !max2) { return this; }
- }
-
- // @property min: Point
- // The top left corner of the rectangle.
- // @property max: Point
- // The bottom right corner of the rectangle.
- if (!this.min && !this.max) {
- this.min = min2.clone();
- this.max = max2.clone();
- } else {
- this.min.x = Math.min(min2.x, this.min.x);
- this.max.x = Math.max(max2.x, this.max.x);
- this.min.y = Math.min(min2.y, this.min.y);
- this.max.y = Math.max(max2.y, this.max.y);
- }
- return this;
- },
-
- // @method getCenter(round?: Boolean): Point
- // Returns the center point of the bounds.
- getCenter: function (round) {
- return toPoint(
- (this.min.x + this.max.x) / 2,
- (this.min.y + this.max.y) / 2, round);
- },
-
- // @method getBottomLeft(): Point
- // Returns the bottom-left point of the bounds.
- getBottomLeft: function () {
- return toPoint(this.min.x, this.max.y);
- },
-
- // @method getTopRight(): Point
- // Returns the top-right point of the bounds.
- getTopRight: function () { // -> Point
- return toPoint(this.max.x, this.min.y);
- },
-
- // @method getTopLeft(): Point
- // Returns the top-left point of the bounds (i.e. [`this.min`](#bounds-min)).
- getTopLeft: function () {
- return this.min; // left, top
- },
-
- // @method getBottomRight(): Point
- // Returns the bottom-right point of the bounds (i.e. [`this.max`](#bounds-max)).
- getBottomRight: function () {
- return this.max; // right, bottom
- },
-
- // @method getSize(): Point
- // Returns the size of the given bounds
- getSize: function () {
- return this.max.subtract(this.min);
- },
-
- // @method contains(otherBounds: Bounds): Boolean
- // Returns `true` if the rectangle contains the given one.
- // @alternative
- // @method contains(point: Point): Boolean
- // Returns `true` if the rectangle contains the given point.
- contains: function (obj) {
- var min, max;
-
- if (typeof obj[0] === 'number' || obj instanceof Point) {
- obj = toPoint(obj);
- } else {
- obj = toBounds(obj);
- }
-
- if (obj instanceof Bounds) {
- min = obj.min;
- max = obj.max;
- } else {
- min = max = obj;
- }
-
- return (min.x >= this.min.x) &&
- (max.x <= this.max.x) &&
- (min.y >= this.min.y) &&
- (max.y <= this.max.y);
- },
-
- // @method intersects(otherBounds: Bounds): Boolean
- // Returns `true` if the rectangle intersects the given bounds. Two bounds
- // intersect if they have at least one point in common.
- intersects: function (bounds) { // (Bounds) -> Boolean
- bounds = toBounds(bounds);
-
- var min = this.min,
- max = this.max,
- min2 = bounds.min,
- max2 = bounds.max,
- xIntersects = (max2.x >= min.x) && (min2.x <= max.x),
- yIntersects = (max2.y >= min.y) && (min2.y <= max.y);
-
- return xIntersects && yIntersects;
- },
-
- // @method overlaps(otherBounds: Bounds): Boolean
- // Returns `true` if the rectangle overlaps the given bounds. Two bounds
- // overlap if their intersection is an area.
- overlaps: function (bounds) { // (Bounds) -> Boolean
- bounds = toBounds(bounds);
-
- var min = this.min,
- max = this.max,
- min2 = bounds.min,
- max2 = bounds.max,
- xOverlaps = (max2.x > min.x) && (min2.x < max.x),
- yOverlaps = (max2.y > min.y) && (min2.y < max.y);
-
- return xOverlaps && yOverlaps;
- },
-
- // @method isValid(): Boolean
- // Returns `true` if the bounds are properly initialized.
- isValid: function () {
- return !!(this.min && this.max);
- },
-
-
- // @method pad(bufferRatio: Number): Bounds
- // Returns bounds created by extending or retracting the current bounds by a given ratio in each direction.
- // For example, a ratio of 0.5 extends the bounds by 50% in each direction.
- // Negative values will retract the bounds.
- pad: function (bufferRatio) {
- var min = this.min,
- max = this.max,
- heightBuffer = Math.abs(min.x - max.x) * bufferRatio,
- widthBuffer = Math.abs(min.y - max.y) * bufferRatio;
-
-
- return toBounds(
- toPoint(min.x - heightBuffer, min.y - widthBuffer),
- toPoint(max.x + heightBuffer, max.y + widthBuffer));
- },
-
-
- // @method equals(otherBounds: Bounds): Boolean
- // Returns `true` if the rectangle is equivalent to the given bounds.
- equals: function (bounds) {
- if (!bounds) { return false; }
-
- bounds = toBounds(bounds);
-
- return this.min.equals(bounds.getTopLeft()) &&
- this.max.equals(bounds.getBottomRight());
- },
- };
-
-
- // @factory L.bounds(corner1: Point, corner2: Point)
- // Creates a Bounds object from two corners coordinate pairs.
- // @alternative
- // @factory L.bounds(points: Point[])
- // Creates a Bounds object from the given array of points.
- function toBounds(a, b) {
- if (!a || a instanceof Bounds) {
- return a;
- }
- return new Bounds(a, b);
- }
-
- /*
- * @class LatLngBounds
- * @aka L.LatLngBounds
- *
- * Represents a rectangular geographical area on a map.
- *
- * @example
- *
- * ```js
- * var corner1 = L.latLng(40.712, -74.227),
- * corner2 = L.latLng(40.774, -74.125),
- * bounds = L.latLngBounds(corner1, corner2);
- * ```
- *
- * All Leaflet methods that accept LatLngBounds objects also accept them in a simple Array form (unless noted otherwise), so the bounds example above can be passed like this:
- *
- * ```js
- * map.fitBounds([
- * [40.712, -74.227],
- * [40.774, -74.125]
- * ]);
- * ```
- *
- * Caution: if the area crosses the antimeridian (often confused with the International Date Line), you must specify corners _outside_ the [-180, 180] degrees longitude range.
- *
- * Note that `LatLngBounds` does not inherit from Leaflet's `Class` object,
- * which means new classes can't inherit from it, and new methods
- * can't be added to it with the `include` function.
- */
-
- function LatLngBounds(corner1, corner2) { // (LatLng, LatLng) or (LatLng[])
- if (!corner1) { return; }
-
- var latlngs = corner2 ? [corner1, corner2] : corner1;
-
- for (var i = 0, len = latlngs.length; i < len; i++) {
- this.extend(latlngs[i]);
- }
- }
-
- LatLngBounds.prototype = {
-
- // @method extend(latlng: LatLng): this
- // Extend the bounds to contain the given point
-
- // @alternative
- // @method extend(otherBounds: LatLngBounds): this
- // Extend the bounds to contain the given bounds
- extend: function (obj) {
- var sw = this._southWest,
- ne = this._northEast,
- sw2, ne2;
-
- if (obj instanceof LatLng) {
- sw2 = obj;
- ne2 = obj;
-
- } else if (obj instanceof LatLngBounds) {
- sw2 = obj._southWest;
- ne2 = obj._northEast;
-
- if (!sw2 || !ne2) { return this; }
-
- } else {
- return obj ? this.extend(toLatLng(obj) || toLatLngBounds(obj)) : this;
- }
-
- if (!sw && !ne) {
- this._southWest = new LatLng(sw2.lat, sw2.lng);
- this._northEast = new LatLng(ne2.lat, ne2.lng);
- } else {
- sw.lat = Math.min(sw2.lat, sw.lat);
- sw.lng = Math.min(sw2.lng, sw.lng);
- ne.lat = Math.max(ne2.lat, ne.lat);
- ne.lng = Math.max(ne2.lng, ne.lng);
- }
-
- return this;
- },
-
- // @method pad(bufferRatio: Number): LatLngBounds
- // Returns bounds created by extending or retracting the current bounds by a given ratio in each direction.
- // For example, a ratio of 0.5 extends the bounds by 50% in each direction.
- // Negative values will retract the bounds.
- pad: function (bufferRatio) {
- var sw = this._southWest,
- ne = this._northEast,
- heightBuffer = Math.abs(sw.lat - ne.lat) * bufferRatio,
- widthBuffer = Math.abs(sw.lng - ne.lng) * bufferRatio;
-
- return new LatLngBounds(
- new LatLng(sw.lat - heightBuffer, sw.lng - widthBuffer),
- new LatLng(ne.lat + heightBuffer, ne.lng + widthBuffer));
- },
-
- // @method getCenter(): LatLng
- // Returns the center point of the bounds.
- getCenter: function () {
- return new LatLng(
- (this._southWest.lat + this._northEast.lat) / 2,
- (this._southWest.lng + this._northEast.lng) / 2);
- },
-
- // @method getSouthWest(): LatLng
- // Returns the south-west point of the bounds.
- getSouthWest: function () {
- return this._southWest;
- },
-
- // @method getNorthEast(): LatLng
- // Returns the north-east point of the bounds.
- getNorthEast: function () {
- return this._northEast;
- },
-
- // @method getNorthWest(): LatLng
- // Returns the north-west point of the bounds.
- getNorthWest: function () {
- return new LatLng(this.getNorth(), this.getWest());
- },
-
- // @method getSouthEast(): LatLng
- // Returns the south-east point of the bounds.
- getSouthEast: function () {
- return new LatLng(this.getSouth(), this.getEast());
- },
-
- // @method getWest(): Number
- // Returns the west longitude of the bounds
- getWest: function () {
- return this._southWest.lng;
- },
-
- // @method getSouth(): Number
- // Returns the south latitude of the bounds
- getSouth: function () {
- return this._southWest.lat;
- },
-
- // @method getEast(): Number
- // Returns the east longitude of the bounds
- getEast: function () {
- return this._northEast.lng;
- },
-
- // @method getNorth(): Number
- // Returns the north latitude of the bounds
- getNorth: function () {
- return this._northEast.lat;
- },
-
- // @method contains(otherBounds: LatLngBounds): Boolean
- // Returns `true` if the rectangle contains the given one.
-
- // @alternative
- // @method contains (latlng: LatLng): Boolean
- // Returns `true` if the rectangle contains the given point.
- contains: function (obj) { // (LatLngBounds) or (LatLng) -> Boolean
- if (typeof obj[0] === 'number' || obj instanceof LatLng || 'lat' in obj) {
- obj = toLatLng(obj);
- } else {
- obj = toLatLngBounds(obj);
- }
-
- var sw = this._southWest,
- ne = this._northEast,
- sw2, ne2;
-
- if (obj instanceof LatLngBounds) {
- sw2 = obj.getSouthWest();
- ne2 = obj.getNorthEast();
- } else {
- sw2 = ne2 = obj;
- }
-
- return (sw2.lat >= sw.lat) && (ne2.lat <= ne.lat) &&
- (sw2.lng >= sw.lng) && (ne2.lng <= ne.lng);
- },
-
- // @method intersects(otherBounds: LatLngBounds): Boolean
- // Returns `true` if the rectangle intersects the given bounds. Two bounds intersect if they have at least one point in common.
- intersects: function (bounds) {
- bounds = toLatLngBounds(bounds);
-
- var sw = this._southWest,
- ne = this._northEast,
- sw2 = bounds.getSouthWest(),
- ne2 = bounds.getNorthEast(),
-
- latIntersects = (ne2.lat >= sw.lat) && (sw2.lat <= ne.lat),
- lngIntersects = (ne2.lng >= sw.lng) && (sw2.lng <= ne.lng);
-
- return latIntersects && lngIntersects;
- },
-
- // @method overlaps(otherBounds: LatLngBounds): Boolean
- // Returns `true` if the rectangle overlaps the given bounds. Two bounds overlap if their intersection is an area.
- overlaps: function (bounds) {
- bounds = toLatLngBounds(bounds);
-
- var sw = this._southWest,
- ne = this._northEast,
- sw2 = bounds.getSouthWest(),
- ne2 = bounds.getNorthEast(),
-
- latOverlaps = (ne2.lat > sw.lat) && (sw2.lat < ne.lat),
- lngOverlaps = (ne2.lng > sw.lng) && (sw2.lng < ne.lng);
-
- return latOverlaps && lngOverlaps;
- },
-
- // @method toBBoxString(): String
- // Returns a string with bounding box coordinates in a 'southwest_lng,southwest_lat,northeast_lng,northeast_lat' format. Useful for sending requests to web services that return geo data.
- toBBoxString: function () {
- return [this.getWest(), this.getSouth(), this.getEast(), this.getNorth()].join(',');
- },
-
- // @method equals(otherBounds: LatLngBounds, maxMargin?: Number): Boolean
- // Returns `true` if the rectangle is equivalent (within a small margin of error) to the given bounds. The margin of error can be overridden by setting `maxMargin` to a small number.
- equals: function (bounds, maxMargin) {
- if (!bounds) { return false; }
-
- bounds = toLatLngBounds(bounds);
-
- return this._southWest.equals(bounds.getSouthWest(), maxMargin) &&
- this._northEast.equals(bounds.getNorthEast(), maxMargin);
- },
-
- // @method isValid(): Boolean
- // Returns `true` if the bounds are properly initialized.
- isValid: function () {
- return !!(this._southWest && this._northEast);
- }
- };
-
- // TODO International date line?
-
- // @factory L.latLngBounds(corner1: LatLng, corner2: LatLng)
- // Creates a `LatLngBounds` object by defining two diagonally opposite corners of the rectangle.
-
- // @alternative
- // @factory L.latLngBounds(latlngs: LatLng[])
- // Creates a `LatLngBounds` object defined by the geographical points it contains. Very useful for zooming the map to fit a particular set of locations with [`fitBounds`](#map-fitbounds).
- function toLatLngBounds(a, b) {
- if (a instanceof LatLngBounds) {
- return a;
- }
- return new LatLngBounds(a, b);
- }
-
- /* @class LatLng
- * @aka L.LatLng
- *
- * Represents a geographical point with a certain latitude and longitude.
- *
- * @example
- *
- * ```
- * var latlng = L.latLng(50.5, 30.5);
- * ```
- *
- * All Leaflet methods that accept LatLng objects also accept them in a simple Array form and simple object form (unless noted otherwise), so these lines are equivalent:
- *
- * ```
- * map.panTo([50, 30]);
- * map.panTo({lon: 30, lat: 50});
- * map.panTo({lat: 50, lng: 30});
- * map.panTo(L.latLng(50, 30));
- * ```
- *
- * Note that `LatLng` does not inherit from Leaflet's `Class` object,
- * which means new classes can't inherit from it, and new methods
- * can't be added to it with the `include` function.
- */
-
- function LatLng(lat, lng, alt) {
- if (isNaN(lat) || isNaN(lng)) {
- throw new Error('Invalid LatLng object: (' + lat + ', ' + lng + ')');
- }
-
- // @property lat: Number
- // Latitude in degrees
- this.lat = +lat;
-
- // @property lng: Number
- // Longitude in degrees
- this.lng = +lng;
-
- // @property alt: Number
- // Altitude in meters (optional)
- if (alt !== undefined) {
- this.alt = +alt;
- }
- }
-
- LatLng.prototype = {
- // @method equals(otherLatLng: LatLng, maxMargin?: Number): Boolean
- // Returns `true` if the given `LatLng` point is at the same position (within a small margin of error). The margin of error can be overridden by setting `maxMargin` to a small number.
- equals: function (obj, maxMargin) {
- if (!obj) { return false; }
-
- obj = toLatLng(obj);
-
- var margin = Math.max(
- Math.abs(this.lat - obj.lat),
- Math.abs(this.lng - obj.lng));
-
- return margin <= (maxMargin === undefined ? 1.0E-9 : maxMargin);
- },
-
- // @method toString(): String
- // Returns a string representation of the point (for debugging purposes).
- toString: function (precision) {
- return 'LatLng(' +
- formatNum(this.lat, precision) + ', ' +
- formatNum(this.lng, precision) + ')';
- },
-
- // @method distanceTo(otherLatLng: LatLng): Number
- // Returns the distance (in meters) to the given `LatLng` calculated using the [Spherical Law of Cosines](https://en.wikipedia.org/wiki/Spherical_law_of_cosines).
- distanceTo: function (other) {
- return Earth.distance(this, toLatLng(other));
- },
-
- // @method wrap(): LatLng
- // Returns a new `LatLng` object with the longitude wrapped so it's always between -180 and +180 degrees.
- wrap: function () {
- return Earth.wrapLatLng(this);
- },
-
- // @method toBounds(sizeInMeters: Number): LatLngBounds
- // Returns a new `LatLngBounds` object in which each boundary is `sizeInMeters/2` meters apart from the `LatLng`.
- toBounds: function (sizeInMeters) {
- var latAccuracy = 180 * sizeInMeters / 40075017,
- lngAccuracy = latAccuracy / Math.cos((Math.PI / 180) * this.lat);
-
- return toLatLngBounds(
- [this.lat - latAccuracy, this.lng - lngAccuracy],
- [this.lat + latAccuracy, this.lng + lngAccuracy]);
- },
-
- clone: function () {
- return new LatLng(this.lat, this.lng, this.alt);
- }
- };
-
-
-
- // @factory L.latLng(latitude: Number, longitude: Number, altitude?: Number): LatLng
- // Creates an object representing a geographical point with the given latitude and longitude (and optionally altitude).
-
- // @alternative
- // @factory L.latLng(coords: Array): LatLng
- // Expects an array of the form `[Number, Number]` or `[Number, Number, Number]` instead.
-
- // @alternative
- // @factory L.latLng(coords: Object): LatLng
- // Expects an plain object of the form `{lat: Number, lng: Number}` or `{lat: Number, lng: Number, alt: Number}` instead.
-
- function toLatLng(a, b, c) {
- if (a instanceof LatLng) {
- return a;
- }
- if (isArray(a) && typeof a[0] !== 'object') {
- if (a.length === 3) {
- return new LatLng(a[0], a[1], a[2]);
- }
- if (a.length === 2) {
- return new LatLng(a[0], a[1]);
- }
- return null;
- }
- if (a === undefined || a === null) {
- return a;
- }
- if (typeof a === 'object' && 'lat' in a) {
- return new LatLng(a.lat, 'lng' in a ? a.lng : a.lon, a.alt);
- }
- if (b === undefined) {
- return null;
- }
- return new LatLng(a, b, c);
- }
-
- /*
- * @namespace CRS
- * @crs L.CRS.Base
- * Object that defines coordinate reference systems for projecting
- * geographical points into pixel (screen) coordinates and back (and to
- * coordinates in other units for [WMS](https://en.wikipedia.org/wiki/Web_Map_Service) services). See
- * [spatial reference system](https://en.wikipedia.org/wiki/Spatial_reference_system).
- *
- * Leaflet defines the most usual CRSs by default. If you want to use a
- * CRS not defined by default, take a look at the
- * [Proj4Leaflet](https://github.com/kartena/Proj4Leaflet) plugin.
- *
- * Note that the CRS instances do not inherit from Leaflet's `Class` object,
- * and can't be instantiated. Also, new classes can't inherit from them,
- * and methods can't be added to them with the `include` function.
- */
-
- var CRS = {
- // @method latLngToPoint(latlng: LatLng, zoom: Number): Point
- // Projects geographical coordinates into pixel coordinates for a given zoom.
- latLngToPoint: function (latlng, zoom) {
- var projectedPoint = this.projection.project(latlng),
- scale = this.scale(zoom);
-
- return this.transformation._transform(projectedPoint, scale);
- },
-
- // @method pointToLatLng(point: Point, zoom: Number): LatLng
- // The inverse of `latLngToPoint`. Projects pixel coordinates on a given
- // zoom into geographical coordinates.
- pointToLatLng: function (point, zoom) {
- var scale = this.scale(zoom),
- untransformedPoint = this.transformation.untransform(point, scale);
-
- return this.projection.unproject(untransformedPoint);
- },
-
- // @method project(latlng: LatLng): Point
- // Projects geographical coordinates into coordinates in units accepted for
- // this CRS (e.g. meters for EPSG:3857, for passing it to WMS services).
- project: function (latlng) {
- return this.projection.project(latlng);
- },
-
- // @method unproject(point: Point): LatLng
- // Given a projected coordinate returns the corresponding LatLng.
- // The inverse of `project`.
- unproject: function (point) {
- return this.projection.unproject(point);
- },
-
- // @method scale(zoom: Number): Number
- // Returns the scale used when transforming projected coordinates into
- // pixel coordinates for a particular zoom. For example, it returns
- // `256 * 2^zoom` for Mercator-based CRS.
- scale: function (zoom) {
- return 256 * Math.pow(2, zoom);
- },
-
- // @method zoom(scale: Number): Number
- // Inverse of `scale()`, returns the zoom level corresponding to a scale
- // factor of `scale`.
- zoom: function (scale) {
- return Math.log(scale / 256) / Math.LN2;
- },
-
- // @method getProjectedBounds(zoom: Number): Bounds
- // Returns the projection's bounds scaled and transformed for the provided `zoom`.
- getProjectedBounds: function (zoom) {
- if (this.infinite) { return null; }
-
- var b = this.projection.bounds,
- s = this.scale(zoom),
- min = this.transformation.transform(b.min, s),
- max = this.transformation.transform(b.max, s);
-
- return new Bounds(min, max);
- },
-
- // @method distance(latlng1: LatLng, latlng2: LatLng): Number
- // Returns the distance between two geographical coordinates.
-
- // @property code: String
- // Standard code name of the CRS passed into WMS services (e.g. `'EPSG:3857'`)
- //
- // @property wrapLng: Number[]
- // An array of two numbers defining whether the longitude (horizontal) coordinate
- // axis wraps around a given range and how. Defaults to `[-180, 180]` in most
- // geographical CRSs. If `undefined`, the longitude axis does not wrap around.
- //
- // @property wrapLat: Number[]
- // Like `wrapLng`, but for the latitude (vertical) axis.
-
- // wrapLng: [min, max],
- // wrapLat: [min, max],
-
- // @property infinite: Boolean
- // If true, the coordinate space will be unbounded (infinite in both axes)
- infinite: false,
-
- // @method wrapLatLng(latlng: LatLng): LatLng
- // Returns a `LatLng` where lat and lng has been wrapped according to the
- // CRS's `wrapLat` and `wrapLng` properties, if they are outside the CRS's bounds.
- wrapLatLng: function (latlng) {
- var lng = this.wrapLng ? wrapNum(latlng.lng, this.wrapLng, true) : latlng.lng,
- lat = this.wrapLat ? wrapNum(latlng.lat, this.wrapLat, true) : latlng.lat,
- alt = latlng.alt;
-
- return new LatLng(lat, lng, alt);
- },
-
- // @method wrapLatLngBounds(bounds: LatLngBounds): LatLngBounds
- // Returns a `LatLngBounds` with the same size as the given one, ensuring
- // that its center is within the CRS's bounds.
- // Only accepts actual `L.LatLngBounds` instances, not arrays.
- wrapLatLngBounds: function (bounds) {
- var center = bounds.getCenter(),
- newCenter = this.wrapLatLng(center),
- latShift = center.lat - newCenter.lat,
- lngShift = center.lng - newCenter.lng;
-
- if (latShift === 0 && lngShift === 0) {
- return bounds;
- }
-
- var sw = bounds.getSouthWest(),
- ne = bounds.getNorthEast(),
- newSw = new LatLng(sw.lat - latShift, sw.lng - lngShift),
- newNe = new LatLng(ne.lat - latShift, ne.lng - lngShift);
-
- return new LatLngBounds(newSw, newNe);
- }
- };
-
- /*
- * @namespace CRS
- * @crs L.CRS.Earth
- *
- * Serves as the base for CRS that are global such that they cover the earth.
- * Can only be used as the base for other CRS and cannot be used directly,
- * since it does not have a `code`, `projection` or `transformation`. `distance()` returns
- * meters.
- */
-
- var Earth = extend({}, CRS, {
- wrapLng: [-180, 180],
-
- // Mean Earth Radius, as recommended for use by
- // the International Union of Geodesy and Geophysics,
- // see https://rosettacode.org/wiki/Haversine_formula
- R: 6371000,
-
- // distance between two geographical points using spherical law of cosines approximation
- distance: function (latlng1, latlng2) {
- var rad = Math.PI / 180,
- lat1 = latlng1.lat * rad,
- lat2 = latlng2.lat * rad,
- sinDLat = Math.sin((latlng2.lat - latlng1.lat) * rad / 2),
- sinDLon = Math.sin((latlng2.lng - latlng1.lng) * rad / 2),
- a = sinDLat * sinDLat + Math.cos(lat1) * Math.cos(lat2) * sinDLon * sinDLon,
- c = 2 * Math.atan2(Math.sqrt(a), Math.sqrt(1 - a));
- return this.R * c;
- }
- });
-
- /*
- * @namespace Projection
- * @projection L.Projection.SphericalMercator
- *
- * Spherical Mercator projection — the most common projection for online maps,
- * used by almost all free and commercial tile providers. Assumes that Earth is
- * a sphere. Used by the `EPSG:3857` CRS.
- */
-
- var earthRadius = 6378137;
-
- var SphericalMercator = {
-
- R: earthRadius,
- MAX_LATITUDE: 85.0511287798,
-
- project: function (latlng) {
- var d = Math.PI / 180,
- max = this.MAX_LATITUDE,
- lat = Math.max(Math.min(max, latlng.lat), -max),
- sin = Math.sin(lat * d);
-
- return new Point(
- this.R * latlng.lng * d,
- this.R * Math.log((1 + sin) / (1 - sin)) / 2);
- },
-
- unproject: function (point) {
- var d = 180 / Math.PI;
-
- return new LatLng(
- (2 * Math.atan(Math.exp(point.y / this.R)) - (Math.PI / 2)) * d,
- point.x * d / this.R);
- },
-
- bounds: (function () {
- var d = earthRadius * Math.PI;
- return new Bounds([-d, -d], [d, d]);
- })()
- };
-
- /*
- * @class Transformation
- * @aka L.Transformation
- *
- * Represents an affine transformation: a set of coefficients `a`, `b`, `c`, `d`
- * for transforming a point of a form `(x, y)` into `(a*x + b, c*y + d)` and doing
- * the reverse. Used by Leaflet in its projections code.
- *
- * @example
- *
- * ```js
- * var transformation = L.transformation(2, 5, -1, 10),
- * p = L.point(1, 2),
- * p2 = transformation.transform(p), // L.point(7, 8)
- * p3 = transformation.untransform(p2); // L.point(1, 2)
- * ```
- */
-
-
- // factory new L.Transformation(a: Number, b: Number, c: Number, d: Number)
- // Creates a `Transformation` object with the given coefficients.
- function Transformation(a, b, c, d) {
- if (isArray(a)) {
- // use array properties
- this._a = a[0];
- this._b = a[1];
- this._c = a[2];
- this._d = a[3];
- return;
- }
- this._a = a;
- this._b = b;
- this._c = c;
- this._d = d;
- }
-
- Transformation.prototype = {
- // @method transform(point: Point, scale?: Number): Point
- // Returns a transformed point, optionally multiplied by the given scale.
- // Only accepts actual `L.Point` instances, not arrays.
- transform: function (point, scale) { // (Point, Number) -> Point
- return this._transform(point.clone(), scale);
- },
-
- // destructive transform (faster)
- _transform: function (point, scale) {
- scale = scale || 1;
- point.x = scale * (this._a * point.x + this._b);
- point.y = scale * (this._c * point.y + this._d);
- return point;
- },
-
- // @method untransform(point: Point, scale?: Number): Point
- // Returns the reverse transformation of the given point, optionally divided
- // by the given scale. Only accepts actual `L.Point` instances, not arrays.
- untransform: function (point, scale) {
- scale = scale || 1;
- return new Point(
- (point.x / scale - this._b) / this._a,
- (point.y / scale - this._d) / this._c);
- }
- };
-
- // factory L.transformation(a: Number, b: Number, c: Number, d: Number)
-
- // @factory L.transformation(a: Number, b: Number, c: Number, d: Number)
- // Instantiates a Transformation object with the given coefficients.
-
- // @alternative
- // @factory L.transformation(coefficients: Array): Transformation
- // Expects an coefficients array of the form
- // `[a: Number, b: Number, c: Number, d: Number]`.
-
- function toTransformation(a, b, c, d) {
- return new Transformation(a, b, c, d);
- }
-
- /*
- * @namespace CRS
- * @crs L.CRS.EPSG3857
- *
- * The most common CRS for online maps, used by almost all free and commercial
- * tile providers. Uses Spherical Mercator projection. Set in by default in
- * Map's `crs` option.
- */
-
- var EPSG3857 = extend({}, Earth, {
- code: 'EPSG:3857',
- projection: SphericalMercator,
-
- transformation: (function () {
- var scale = 0.5 / (Math.PI * SphericalMercator.R);
- return toTransformation(scale, 0.5, -scale, 0.5);
- }())
- });
-
- var EPSG900913 = extend({}, EPSG3857, {
- code: 'EPSG:900913'
- });
-
- // @namespace SVG; @section
- // There are several static functions which can be called without instantiating L.SVG:
-
- // @function create(name: String): SVGElement
- // Returns a instance of [SVGElement](https://developer.mozilla.org/docs/Web/API/SVGElement),
- // corresponding to the class name passed. For example, using 'line' will return
- // an instance of [SVGLineElement](https://developer.mozilla.org/docs/Web/API/SVGLineElement).
- function svgCreate(name) {
- return document.createElementNS('http://www.w3.org/2000/svg', name);
- }
-
- // @function pointsToPath(rings: Point[], closed: Boolean): String
- // Generates a SVG path string for multiple rings, with each ring turning
- // into "M..L..L.." instructions
- function pointsToPath(rings, closed) {
- var str = '',
- i, j, len, len2, points, p;
-
- for (i = 0, len = rings.length; i < len; i++) {
- points = rings[i];
-
- for (j = 0, len2 = points.length; j < len2; j++) {
- p = points[j];
- str += (j ? 'L' : 'M') + p.x + ' ' + p.y;
- }
-
- // closes the ring for polygons; "x" is VML syntax
- str += closed ? (Browser.svg ? 'z' : 'x') : '';
- }
-
- // SVG complains about empty path strings
- return str || 'M0 0';
- }
-
- /*
- * @namespace Browser
- * @aka L.Browser
- *
- * A namespace with static properties for browser/feature detection used by Leaflet internally.
- *
- * @example
- *
- * ```js
- * if (L.Browser.ielt9) {
- * alert('Upgrade your browser, dude!');
- * }
- * ```
- */
-
- var style = document.documentElement.style;
-
- // @property ie: Boolean; `true` for all Internet Explorer versions (not Edge).
- var ie = 'ActiveXObject' in window;
-
- // @property ielt9: Boolean; `true` for Internet Explorer versions less than 9.
- var ielt9 = ie && !document.addEventListener;
-
- // @property edge: Boolean; `true` for the Edge web browser.
- var edge = 'msLaunchUri' in navigator && !('documentMode' in document);
-
- // @property webkit: Boolean;
- // `true` for webkit-based browsers like Chrome and Safari (including mobile versions).
- var webkit = userAgentContains('webkit');
-
- // @property android: Boolean
- // **Deprecated.** `true` for any browser running on an Android platform.
- var android = userAgentContains('android');
-
- // @property android23: Boolean; **Deprecated.** `true` for browsers running on Android 2 or Android 3.
- var android23 = userAgentContains('android 2') || userAgentContains('android 3');
-
- /* See https://stackoverflow.com/a/17961266 for details on detecting stock Android */
- var webkitVer = parseInt(/WebKit\/([0-9]+)|$/.exec(navigator.userAgent)[1], 10); // also matches AppleWebKit
- // @property androidStock: Boolean; **Deprecated.** `true` for the Android stock browser (i.e. not Chrome)
- var androidStock = android && userAgentContains('Google') && webkitVer < 537 && !('AudioNode' in window);
-
- // @property opera: Boolean; `true` for the Opera browser
- var opera = !!window.opera;
-
- // @property chrome: Boolean; `true` for the Chrome browser.
- var chrome = !edge && userAgentContains('chrome');
-
- // @property gecko: Boolean; `true` for gecko-based browsers like Firefox.
- var gecko = userAgentContains('gecko') && !webkit && !opera && !ie;
-
- // @property safari: Boolean; `true` for the Safari browser.
- var safari = !chrome && userAgentContains('safari');
-
- var phantom = userAgentContains('phantom');
-
- // @property opera12: Boolean
- // `true` for the Opera browser supporting CSS transforms (version 12 or later).
- var opera12 = 'OTransition' in style;
-
- // @property win: Boolean; `true` when the browser is running in a Windows platform
- var win = navigator.platform.indexOf('Win') === 0;
-
- // @property ie3d: Boolean; `true` for all Internet Explorer versions supporting CSS transforms.
- var ie3d = ie && ('transition' in style);
-
- // @property webkit3d: Boolean; `true` for webkit-based browsers supporting CSS transforms.
- var webkit3d = ('WebKitCSSMatrix' in window) && ('m11' in new window.WebKitCSSMatrix()) && !android23;
-
- // @property gecko3d: Boolean; `true` for gecko-based browsers supporting CSS transforms.
- var gecko3d = 'MozPerspective' in style;
-
- // @property any3d: Boolean
- // `true` for all browsers supporting CSS transforms.
- var any3d = !window.L_DISABLE_3D && (ie3d || webkit3d || gecko3d) && !opera12 && !phantom;
-
- // @property mobile: Boolean; `true` for all browsers running in a mobile device.
- var mobile = typeof orientation !== 'undefined' || userAgentContains('mobile');
-
- // @property mobileWebkit: Boolean; `true` for all webkit-based browsers in a mobile device.
- var mobileWebkit = mobile && webkit;
-
- // @property mobileWebkit3d: Boolean
- // `true` for all webkit-based browsers in a mobile device supporting CSS transforms.
- var mobileWebkit3d = mobile && webkit3d;
-
- // @property msPointer: Boolean
- // `true` for browsers implementing the Microsoft touch events model (notably IE10).
- var msPointer = !window.PointerEvent && window.MSPointerEvent;
-
- // @property pointer: Boolean
- // `true` for all browsers supporting [pointer events](https://msdn.microsoft.com/en-us/library/dn433244%28v=vs.85%29.aspx).
- var pointer = !!(window.PointerEvent || msPointer);
-
- // @property touchNative: Boolean
- // `true` for all browsers supporting [touch events](https://developer.mozilla.org/docs/Web/API/Touch_events).
- // **This does not necessarily mean** that the browser is running in a computer with
- // a touchscreen, it only means that the browser is capable of understanding
- // touch events.
- var touchNative = 'ontouchstart' in window || !!window.TouchEvent;
-
- // @property touch: Boolean
- // `true` for all browsers supporting either [touch](#browser-touch) or [pointer](#browser-pointer) events.
- // Note: pointer events will be preferred (if available), and processed for all `touch*` listeners.
- var touch = !window.L_NO_TOUCH && (touchNative || pointer);
-
- // @property mobileOpera: Boolean; `true` for the Opera browser in a mobile device.
- var mobileOpera = mobile && opera;
-
- // @property mobileGecko: Boolean
- // `true` for gecko-based browsers running in a mobile device.
- var mobileGecko = mobile && gecko;
-
- // @property retina: Boolean
- // `true` for browsers on a high-resolution "retina" screen or on any screen when browser's display zoom is more than 100%.
- var retina = (window.devicePixelRatio || (window.screen.deviceXDPI / window.screen.logicalXDPI)) > 1;
-
- // @property passiveEvents: Boolean
- // `true` for browsers that support passive events.
- var passiveEvents = (function () {
- var supportsPassiveOption = false;
- try {
- var opts = Object.defineProperty({}, 'passive', {
- get: function () { // eslint-disable-line getter-return
- supportsPassiveOption = true;
- }
- });
- window.addEventListener('testPassiveEventSupport', falseFn, opts);
- window.removeEventListener('testPassiveEventSupport', falseFn, opts);
- } catch (e) {
- // Errors can safely be ignored since this is only a browser support test.
- }
- return supportsPassiveOption;
- }());
-
- // @property canvas: Boolean
- // `true` when the browser supports [``](https://developer.mozilla.org/docs/Web/API/Canvas_API).
- var canvas$1 = (function () {
- return !!document.createElement('canvas').getContext;
- }());
-
- // @property svg: Boolean
- // `true` when the browser supports [SVG](https://developer.mozilla.org/docs/Web/SVG).
- var svg$1 = !!(document.createElementNS && svgCreate('svg').createSVGRect);
-
- var inlineSvg = !!svg$1 && (function () {
- var div = document.createElement('div');
- div.innerHTML = ' (and vice versa) triggering two clicks in quick succession.
- // This ignores clicks on elements which are a label with a 'for'
- // attribute (or children of such a label), but not children of
- // a