- URL: https://www.lepantalon.fr/en/
- Date: 07/03/24 15:06:06
Webpage Performance Test Result
- Settings: Desktop
v126
CableVirginiaMore
- Test runs: 1
- Connectivity: 5000/1000 Kbps, 28ms Latency
- Custom Metrics
View:
Requests Details
Use this page to explore the metric timings and request waterfall for any run of your test.
Page Performance Metrics (Run 1)
View run details: Run 1 (Repeat View)
| TTFB | Start Render | FCP | Speed Index | LCP | CLS | TBT | DC Time | DC Requests | DC Bytes | Total Time | Total Requests | Page Weight |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 3.090S | 6.600S | 6.419S | 76.352S | 29.551S | .025 | .651S | 131.384S | 254 | 64,683KB | 236.785S | 254 | 64,683KB |
Visual Page Loading Process (Explore)
| Custom Metrics | User Timings | Navigation Timings | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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| Colordepth | Dpi | Images | Resolution | a11y | ads | almanac | aurora | avg_dom_depth | cms | cookies | crawl_links | css | css-variables | doctype | document_height | document_width | ecommerce | element_count | event-names | fugu-apis | generated-content | has_shadow_root | img-loading-attr | inline_style_bytes | javascript | lib-detector-version | localstorage_size | markup | media | meta_viewport | num_iframes | num_scripts | num_scripts_async | num_scripts_sync | parsed_css | performance | privacy | privacy-sandbox | quirks_mode | responsive_images | robots_meta | robots_txt | sass | security | sessionstorage_size | structured-data | test_result | third-parties | usertiming | valid-head | well-known | wpt_bodies | nosto.get_dynamic_placements.start | nosto.get_dynamic_placements.end | nosto.load_recommendations.start | nosto.inject_campaigns.start | nosto.inject_dynamic_campaigns.start | nosto.inject_dynamic_campaigns.end | nosto.inject_static_campaigns.start | nosto.inject_static_campaigns.end | nosto.inject_campaigns.end | nosto.load_recommendations.end | fbevents_start_unwantedDataProcessing_1274095699287064 | fbevents_end_unwantedDataProcessing_1274095699287064 | fbevents_start_unwantedParamsProcessing_1274095699287064 | fbevents_start_validateUrlProcessing_1274095699287064 | fbevents_end_validateUrlProcessing_1274095699287064 | snaptr | domContentLoadedEvent | loadEvent |
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(window.prestashop && prestashop._events && prestashop._events.updateCart) { prestashop.on( 'updateCart', function () { Nosto.reloadCartTagging(); } ); } else { jQuery(document).ajaxComplete(function (event, xhr, settings) { if (!settings || settings.crossDomain) { return; } //check controller if ((!settings.data || settings.data.indexOf('controller=cart') < 0) && (settings.url.indexOf('controller=cart') < 0)) { return; } //reload cart tagging Nosto.reloadCartTagging(); }); } } else if (maxTry > 0) { //jQuery is loaded to the page after nosto scripts on prestashop 1.7 //wait for it maxTry--; setTimeout(waitForJQuery, 500); } }; waitForJQuery(); }); </script> <style id="fit-vids-style">.fluid-width-video-wrapper{width:100%;position:relative;padding:0;}.fluid-width-video-wrapper iframe,.fluid-width-video-wrapper object,.fluid-width-video-wrapper embed {position:absolute;top:0;left:0;width:100%;height:100%;}</style><script type="text/javascript" charset="UTF-8" src="https://maps.google.com/maps-api-v3/api/js/57/7/common.js"></script><script type="text/javascript" charset="UTF-8" src="https://maps.google.com/maps-api-v3/api/js/57/7/util.js"></script><script src="https://client.crisp.chat/l.js" async=""></script><link rel="stylesheet" href="https://fonts.googleapis.com/css?family=Overpass:400,800%7CPlayfair+Display:700" media="all"><script async="" src="https://static.hotjar.com/c/hotjar-1328304.js?sv=6"></script><script type="text/javascript" async="" src=" https://static-tracking.klaviyo.com/onsite/js/fender_analytics.f692ee00c71150d7db91.js?cb=1" crossorigin="anonymous"></script><script type="text/javascript" async="" src=" https://static-tracking.klaviyo.com/onsite/js/static.500134348b1f0969ffe3.js?cb=1" crossorigin="anonymous"></script><script type="text/javascript" async="" src="https://static.klaviyo.com/onsite/js/runtime.8dcf0eb0a26844982dcb.js?cb=1" crossorigin="anonymous"></script><script type="text/javascript" async="" 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https://static-tracking.klaviyo.com/onsite/js/vendors~signup_forms~post_identification_sync~onsite-triggering.c14341885543cb645efc.js?cb=1" crossorigin="anonymous"></script><script type="text/javascript" async="" src=" https://static-tracking.klaviyo.com/onsite/js/post_identification_sync.80a9838e5269fa405bb8.js?cb=1" crossorigin="anonymous"></script><script async="" src="https://static.hotjar.com/c/hotjar-1175484.js?sv=6"></script><link href="https://client.relay.crisp.chat" rel="dns-prefetch" crossorigin=""><link href="https://client.crisp.chat" rel="preconnect" crossorigin=""><script src="https://client.crisp.chat/static/javascripts/client.js?4a73d8a" type="text/javascript" async=""></script><link href="https://client.crisp.chat/static/stylesheets/client_default.css?4a73d8a" type="text/css" rel="stylesheet"><style id="wisp_embed_style">/* inner styles set by WPT to match CSSOM */ :root { --wisp-count-background: #ff3b30; } .wisp { position: relative; cursor: pointer; } :where(.wisp:focus-visible) { outline: rgb(174, 143, 241) solid 2px; } .wisepops-bell, .wisepops-floating-bell, .wisepops-bell:empty, .wisepops-floating-bell:empty { display: block; height: 24px; width: 24px; mask-size: 24px 24px; } .wisepops-positioner { display: inline-flex; vertical-align: middle; box-sizing: border-box; margin: auto; } @media (max-width: 672px) { .wisepops-device-mobile { display: inline-flex; } .wisepops-device-desktop { display: none; } } @media (min-width: 673px) { .wisepops-device-mobile { display: none; } .wisepops-device-desktop { display: inline-flex; } } .wisp_floating { position: fixed; height: 56px; width: 56px; border-radius: 100%; display: flex; align-items: center; justify-content: center; box-shadow: rgba(0, 0, 0, 0.25) 0px 4px 4px; z-index: 9999997; } .wisp_floating .wisp_count { height: 19px; width: 19px; line-height: 19px; } .wisp_floating .wisp_icon { display: flex; opacity: 100; transition: opacity 0.3s ease 0s; } .wisp_floating .wisp_icon_image img { height: 32px; width: 32px; object-fit: cover; } .wisp_floating .wisp_close { display: flex; position: absolute; top: 21px; left: 21px; opacity: 0; transform: rotate(0deg); transition: opacity 0.3s ease 0s, transform 0.3s ease 0s; } .wisp--open .wisp_icon { opacity: 0; } .wisp--open .wisp_close { opacity: 100; transform: rotate(90deg); } @keyframes spring { 0% { opacity: 1; transform: scale(0); } 25% { transform: scale(1.3); } 50% { transform: scale(0.85); } 75% { transform: scale(1.1); } 100% { opacity: 1; transform: scale(1); } } .wisp_count, .attention_alert::before { height: 15px; width: 15px; position: absolute; border-radius: 100%; color: rgb(255, 255, 255); font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, "Noto Sans", sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 10px; font-weight: 700; letter-spacing: normal; text-align: center; line-height: 15px; cursor: pointer; user-select: none; } .attention_alert::before { width: inherit; height: inherit; } .attention_alert { background: transparent !important; } .attention_alert::before { content: ""; display: block; animation: 1.5s linear 0s 1 normal forwards running spring; background: var(--wisp-count-background, #ff3b30); } .attention_alert * { animation: 1.5s linear 0.1s 1 normal both running spring; opacity: 0; position: absolute; inset: 0px; } .wisp_screen_reader_only { overflow: hidden; opacity: 0; pointer-events: none; height: 0px; width: 0px; position: absolute !important; } .wisp_extra_count { position: relative; } .wisp_container { position: fixed; width: 400px; border-radius: 8px; background-color: rgb(255, 255, 255); box-shadow: rgba(0, 0, 0, 0.08) 0px 8px 16px; z-index: 9999998; overflow: hidden; opacity: 0; box-sizing: border-box; user-select: none; } .wisp_container_top { transform: translateY(-12px); } .wisp_container_bottom { transform: translateY(12px); } .wisp_container--open { opacity: 100; visibility: visible; transform: translateY(0px); } .wisp_container--close { width: 0px; visibility: hidden; } @media (max-width: 672px) { .wisp_container { top: 0px; left: 0px; height: 100%; width: 100%; border: 0px; border-radius: 0px; } } .wisp_container .wisp_frame { height: 100%; width: 100%; border: 0px; } .wisp_container .wisp_loader { position: absolute; inset: 0px; background-color: rgb(255, 255, 255); display: flex; align-items: center; justify-content: center; pointer-events: none; transition: opacity 0.3s ease 0s; } .wisp_container .wisp_loader--hide { opacity: 0; } .wisp_container .wisp_loader .wisp_loader_container { position: relative; height: 56px; width: 56px; } .wisp_container .wisp_loader .wisp_loader_container .wisp_loader_circle { animation: 2s linear 0s infinite normal none running wisp_loader_rotate; } .wisp_container .wisp_loader .wisp_loader_container .wisp_loader_circle .wisp_loader_path { stroke: rgba(51, 51, 51, 0.4); animation: 1.5s ease-in-out 0s infinite normal none running wisp_loader_dash; } @keyframes wisp_loader_rotate { 100% { transform: rotate(360deg); } } @keyframes wisp_loader_dash { 0% { stroke-dasharray: 1, 200; stroke-dashoffset: 0; } 50% { stroke-dasharray: 89, 200; stroke-dashoffset: -35px; } 100% { stroke-dasharray: 89, 200; stroke-dashoffset: -124px; } } .wisp_block { overflow: hidden; } .wisp_block.wisp_block_scrollbar { padding-right: 15px; } @media (min-width; 673px) { .wisepops-mobile { display: none; } } </style><script async="" src="https://script.hotjar.com/modules.e4b2dc39f985f11fb1e4.js" charset="utf-8"></script><style id="_h8cl0t">/* inner styles set by WPT to match CSSOM */ html.df-fix-layout, html.df-fix-layout body { overflow: hidden; margin: 0px; padding: 0px; width: 100%; height: 100%; position: relative; } [visible] { visibility: visible !important; } .df-m-0 { margin: 0px !important; } .df-mt-0, .df-my-0 { margin-top: 0px !important; } .df-mr-0, .df-mx-0 { margin-right: 0px !important; } .df-mb-0, .df-my-0 { margin-bottom: 0px !important; } .df-ml-0, .df-mx-0 { margin-left: 0px !important; } .df-m-1 { margin: 8px !important; } .df-mt-1, .df-my-1 { margin-top: 8px !important; } .df-mr-1, .df-mx-1 { margin-right: 8px !important; } .df-mb-1, .df-my-1 { margin-bottom: 8px !important; } .df-ml-1, .df-mx-1 { margin-left: 8px !important; } .df-m-2 { margin: 16px !important; } .df-mt-2, .df-my-2 { margin-top: 16px !important; } .df-mr-2, .df-mx-2 { margin-right: 16px !important; } .df-mb-2, .df-my-2 { margin-bottom: 16px !important; } .df-ml-2, .df-mx-2 { margin-left: 16px !important; } .df-m-3 { margin: 24px !important; } .df-mt-3, .df-my-3 { margin-top: 24px !important; } .df-mr-3, .df-mx-3 { margin-right: 24px !important; } .df-mb-3, .df-my-3 { margin-bottom: 24px !important; } .df-ml-3, .df-mx-3 { margin-left: 24px !important; } .df-m-4 { margin: 32px !important; } .df-mt-4, .df-my-4 { margin-top: 32px !important; } .df-mr-4, .df-mx-4 { margin-right: 32px !important; } .df-mb-4, .df-my-4 { margin-bottom: 32px !important; } .df-ml-4, .df-mx-4 { margin-left: 32px !important; } .df-m-5 { margin: 40px !important; } .df-mt-5, .df-my-5 { margin-top: 40px !important; } .df-mr-5, .df-mx-5 { margin-right: 40px !important; } .df-mb-5, .df-my-5 { margin-bottom: 40px !important; } .df-ml-5, .df-mx-5 { margin-left: 40px !important; } .df-m-6 { margin: 48px !important; } .df-mt-6, .df-my-6 { margin-top: 48px !important; } .df-mr-6, .df-mx-6 { margin-right: 48px !important; } .df-mb-6, .df-my-6 { margin-bottom: 48px !important; } .df-ml-6, .df-mx-6 { margin-left: 48px !important; } .df-p-0 { padding: 0px !important; } .df-pt-0, .df-py-0 { padding-top: 0px !important; } .df-pr-0, .df-px-0 { padding-right: 0px !important; } .df-pb-0, .df-py-0 { padding-bottom: 0px !important; } .df-pl-0, .df-px-0 { padding-left: 0px !important; } .df-p-1 { padding: 8px !important; } .df-pt-1, .df-py-1 { padding-top: 8px !important; } .df-pr-1, .df-px-1 { padding-right: 8px !important; } .df-pb-1, .df-py-1 { padding-bottom: 8px !important; } .df-pl-1, .df-px-1 { padding-left: 8px !important; } .df-p-2 { padding: 16px !important; } .df-pt-2, .df-py-2 { padding-top: 16px !important; } .df-pr-2, .df-px-2 { padding-right: 16px !important; } .df-pb-2, .df-py-2 { padding-bottom: 16px !important; } .df-pl-2, .df-px-2 { padding-left: 16px !important; } .df-p-3 { padding: 24px !important; } .df-pt-3, .df-py-3 { padding-top: 24px !important; } .df-pr-3, .df-px-3 { padding-right: 24px !important; } .df-pb-3, .df-py-3 { padding-bottom: 24px !important; } .df-pl-3, .df-px-3 { padding-left: 24px !important; } .df-p-4 { padding: 32px !important; } .df-pt-4, .df-py-4 { padding-top: 32px !important; } .df-pr-4, .df-px-4 { padding-right: 32px !important; } .df-pb-4, .df-py-4 { padding-bottom: 32px !important; } .df-pl-4, .df-px-4 { padding-left: 32px !important; } .df-p-5 { padding: 40px !important; } .df-pt-5, .df-py-5 { padding-top: 40px !important; } .df-pr-5, .df-px-5 { padding-right: 40px !important; } .df-pb-5, .df-py-5 { padding-bottom: 40px !important; } .df-pl-5, .df-px-5 { padding-left: 40px !important; } .df-p-6 { padding: 48px !important; } .df-pt-6, .df-py-6 { padding-top: 48px !important; } .df-pr-6, .df-px-6 { padding-right: 48px !important; } .df-pb-6, .df-py-6 { padding-bottom: 48px !important; } .df-pl-6, .df-px-6 { padding-left: 48px !important; } .df-aside { -webkit-box-flex: 0; flex: 0 0 auto; } [data-facets] .df-aside { display: none; } @media screen and (min-width: 542px) { [data-facets] .df-aside { display: block; width: 250px; } } .df-banner { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; -webkit-box-pack: center; justify-content: center; -webkit-box-align: center; align-items: center; margin: 0px auto; padding: 0px; } .df-banner img { max-width: 100%; margin: auto; border: 0px; } .doofinderLogo { display: inline-flex; line-height: 1.5; padding-right: 5px; -webkit-box-align: center; align-items: center; color: rgb(96, 101, 105) !important; font-size: 12px !important; text-decoration: none !important; } .doofinderLogo svg { width: auto; height: 2em; margin-left: 0.2em; } .df-btn, .df-classic .df-selected-filters [data-role="clear-all-filters"], .df-mobile .df-selected-filters [data-role="clear-all-filters"], [data-role="panel-content"] [data-toggle-extra-content] { background-color: transparent; border: 0px; cursor: pointer; display: inline-block; font: inherit; outline: 0px; padding: 0.5em 1em; text-align: center; text-decoration: none; user-select: none; vertical-align: middle; white-space: nowrap; width: 100%; float: none; } .df-btn:active, .df-btn:focus, .df-btn:hover, .df-classic .df-selected-filters :active[data-role="clear-all-filters"], .df-classic .df-selected-filters :focus[data-role="clear-all-filters"], .df-classic .df-selected-filters :hover[data-role="clear-all-filters"], .df-mobile .df-selected-filters :active[data-role="clear-all-filters"], .df-mobile .df-selected-filters :focus[data-role="clear-all-filters"], .df-mobile .df-selected-filters :hover[data-role="clear-all-filters"], [data-role="panel-content"] :active[data-toggle-extra-content], [data-role="panel-content"] :focus[data-toggle-extra-content], [data-role="panel-content"] :hover[data-toggle-extra-content] { background-color: transparent; border-color: transparent; } .df-card { display: flex; padding: 0px; margin: 0px; } .df-card__main { -webkit-box-flex: 1; flex: 1 1 auto; padding: 16px; display: flex; } .df-card__image { -webkit-box-flex: 0; flex: 0 0 auto; height: 180px; padding: 0px; overflow: hidden; display: flex; -webkit-box-pack: center; justify-content: center; -webkit-box-align: center; align-items: center; } .df-card__image img { display: block; max-height: 100%; max-width: 100%; border: 0px; -webkit-box-flex: 0; flex: 0 0 auto; width: auto; margin: 0px auto; } .df-card__content { -webkit-box-flex: 1; flex: 1 1 auto; display: flex; -webkit-box-orient: vertical; -webkit-box-direction: normal; flex-flow: column; } .df-card__content > * { margin-bottom: 0.75rem; } .df-card__content > :last-child { margin-bottom: 0px; margin-top: auto; } .df-card__title { -webkit-box-flex: 0; flex: 0 0 auto; overflow-wrap: break-word; } .df-card__description { -webkit-box-flex: 1; flex: 1 0 auto; display: none; overflow-wrap: break-word; } .df-card__pricing { -webkit-box-flex: 0; flex: 0 0 auto; margin-top: auto; } .df-card__price { display: inline-block; margin-left: 4px; margin-right: 4px; font-weight: 700; } .df-card__price--old { text-decoration: line-through; } .df-color-list { display: flex; flex-wrap: wrap; -webkit-box-pack: start; justify-content: flex-start; padding: 0px 0px 0px 8px; } .df-color-list .df-color { font-size: 0px; width: 26px; height: 26px; margin: 0px 6px 6px 0px; border: 1px solid transparent; padding: 0px; cursor: pointer; } .df-color-list .df-color:active, .df-color-list .df-color:focus, .df-color-list .df-color:hover { border: 2px solid transparent; outline: transparent solid 2px; } .df-color-list .df-no-color { font-size: inherit; width: auto; padding: 0px 4px; line-height: 25px; -webkit-box-flex: 1; flex-grow: 1; text-align: center; } .df-color-list .df-no-color:active, .df-color-list .df-no-color:focus, .df-color-list .df-no-color:hover { border: 1px solid transparent; outline: 0px; } .df-color-list .df-color[data-selected] { border: 2px solid transparent; outline: transparent solid 2px; } .df-color-list .df-no-color[data-selected] { border: 1px solid transparent; outline: 0px; } .df-classic .df-selected-filters, .df-mobile .df-selected-filters, .df-panel { margin: 0px 0px 8px; padding: 0px; background-color: inherit; } .df-classic .df-selected-filters [class*="grid"], .df-mobile .df-selected-filters [class*="grid"], .df-panel [class*="grid"] { float: none; margin-left: 0px; } .df-classic .df-panel[data-collapse="true"] .df-selected-filters__content .df-slider, .df-classic .df-panel[data-collapse="true"] .df-selected-filters__content .df-term:not([data-selected]), .df-classic .df-panel[data-collapse="true"] .df-selected-filters__content [data-toggle-extra-content], .df-classic .df-selected-filters[data-collapse="true"] .df-panel__content .df-slider, .df-classic .df-selected-filters[data-collapse="true"] .df-panel__content .df-term:not([data-selected]), .df-classic .df-selected-filters[data-collapse="true"] .df-panel__content [data-toggle-extra-content], .df-classic .df-selected-filters[data-collapse="true"] .df-selected-filters__content .df-slider, .df-classic .df-selected-filters[data-collapse="true"] .df-selected-filters__content .df-term:not([data-selected]), .df-classic .df-selected-filters[data-collapse="true"] .df-selected-filters__content [data-toggle-extra-content], .df-mobile .df-panel[data-collapse="true"] .df-selected-filters__content .df-slider, .df-mobile .df-panel[data-collapse="true"] .df-selected-filters__content .df-term:not([data-selected]), .df-mobile .df-panel[data-collapse="true"] .df-selected-filters__content [data-toggle-extra-content], .df-mobile .df-selected-filters[data-collapse="true"] .df-panel__content .df-slider, .df-mobile .df-selected-filters[data-collapse="true"] .df-panel__content .df-term:not([data-selected]), .df-mobile .df-selected-filters[data-collapse="true"] .df-panel__content [data-toggle-extra-content], .df-mobile .df-selected-filters[data-collapse="true"] .df-selected-filters__content .df-slider, .df-mobile .df-selected-filters[data-collapse="true"] .df-selected-filters__content .df-term:not([data-selected]), .df-mobile .df-selected-filters[data-collapse="true"] .df-selected-filters__content [data-toggle-extra-content], .df-panel[data-collapse="true"] .df-classic .df-selected-filters__content .df-slider, .df-panel[data-collapse="true"] .df-classic .df-selected-filters__content .df-term:not([data-selected]), .df-panel[data-collapse="true"] .df-classic .df-selected-filters__content [data-toggle-extra-content], .df-panel[data-collapse="true"] .df-mobile .df-selected-filters__content .df-slider, .df-panel[data-collapse="true"] .df-mobile .df-selected-filters__content .df-term:not([data-selected]), .df-panel[data-collapse="true"] .df-mobile .df-selected-filters__content [data-toggle-extra-content], .df-panel[data-collapse="true"] .df-panel__content .df-slider, .df-panel[data-collapse="true"] .df-panel__content .df-term:not([data-selected]), .df-panel[data-collapse="true"] .df-panel__content [data-toggle-extra-content] { display: none; } .df-classic .df-selected-filters__title, .df-mobile .df-selected-filters__title, .df-panel__title { display: block; padding: 8px 16px; margin: 0px; max-height: 32px; font-weight: 700; text-decoration: none; } .df-classic .df-panel--collapse .df-selected-filters__title, .df-mobile .df-panel--collapse .df-selected-filters__title, .df-panel--collapse .df-classic .df-selected-filters__title, .df-panel--collapse .df-mobile .df-selected-filters__title, .df-panel--collapse .df-panel__title { background-image: url("data:image/svg+xml;charset=US-ASCII,%3Csvg%20width%3D%2212%22%20height%3D%2212%22%20viewBox%3D%220%200%2012%2012%22%20xmlns%3D%22http%3A//www.w3.org/2000/svg%22%3E%0A%20%20%20%20%3Cg%20stroke%3D%22none%22%20stroke-width%3D%221%22%20fill%3D%22none%22%3E%0A%20%20%20%20%20%20%20%20%3Cpath%20d%3D%22M10%207L3%207%203%206%2010%206%2010%207%2010%207Z%22%20fill%3D%22%23000000%22/%3E%0A%20%20%20%20%20%20%20%20%3Cpath%20d%3D%22M0%200L12%200%2012%2012%200%2012%200%200Z%22/%3E%0A%20%20%20%20%3C/g%3E%0A%3C/svg%3E%0A"); background-repeat: no-repeat; background-position: right 16px center; } .df-classic .df-panel--collapse[data-collapse="true"] .df-selected-filters__title, .df-mobile .df-panel--collapse[data-collapse="true"] .df-selected-filters__title, .df-panel--collapse[data-collapse="true"] .df-classic .df-selected-filters__title, .df-panel--collapse[data-collapse="true"] .df-mobile .df-selected-filters__title, .df-panel--collapse[data-collapse="true"] .df-panel__title { background-image: url("data:image/svg+xml;charset=US-ASCII,%3Csvg%20fill%3D%22%23000000%22%20width%3D%2212%22%20height%3D%2212%22%20viewBox%3D%220%200%2012%2012%22%20xmlns%3D%22http%3A//www.w3.org/2000/svg%22%3E%0A%20%20%20%20%3Cg%20stroke%3D%22none%22%20stroke-width%3D%221%22%20fill%3D%22none%22%3E%0A%20%20%20%20%20%20%20%20%3Cpath%20d%3D%22M10%207L7%207%207%2010%206%2010%206%207%203%207%203%206%206%206%206%203%207%203%207%206%2010%206%2010%207%2010%207Z%22%20fill%3D%22%23000000%22/%3E%0A%20%20%20%20%20%20%20%20%3Cpath%20d%3D%22M0%200L12%200%2012%2012%200%2012%200%200Z%22/%3E%0A%20%20%20%20%3C/g%3E%0A%3C/svg%3E%0A"); } .df-classic .df-selected-filters__content, .df-mobile .df-selected-filters__content, .df-panel__content { padding: 8px; } .df-panel__content__extra, [data-role="panel-content"]:not([data-view-extra-content]) [data-extra-content]:not([data-selected]) { display: none; } [data-role="panel-content"] [data-view-extra-content] { display: inherit; } .df-term { display: flex; -webkit-box-pack: justify; justify-content: space-between; padding: 4px 8px; margin-bottom: 4px; border: 1px solid transparent; background-color: inherit; line-height: 1.4; text-decoration: none; cursor: pointer; } .df-term__value { display: block; -webkit-box-flex: 1; flex: 1 1 auto; } .df-term__count { display: block; margin-left: 8px; } .df-term[data-selected] { border-radius: 4px; } .df-slider { padding-top: 40px; padding-bottom: 40px; margin-bottom: 16px; } .df-slider, .df-slider * { box-sizing: border-box; } .df-slider .noUi-target, .df-slider .noUi-target * { -webkit-tap-highlight-color: transparent; touch-action: none; user-select: none; box-sizing: border-box; } .df-slider .noUi-target { position: relative; direction: ltr; background: rgb(250, 250, 250); border-radius: 4px; border: 1px solid rgb(211, 211, 211); box-shadow: rgb(240, 240, 240) 0px 1px 1px inset, rgb(187, 187, 187) 0px 3px 6px -5px; margin: 0px 30px; } .df-slider .noUi-base, .df-slider .noUi-connects { width: 100%; height: 100%; position: relative; z-index: 1; } .df-slider .noUi-connects { overflow: hidden; z-index: 0; } .df-slider .noUi-connect, .df-slider .noUi-origin { will-change: transform; position: absolute; z-index: 1; top: 0px; left: 0px; height: 100%; width: 100%; transform-origin: 0px 0px; } .df-slider .noUi-vertical .noUi-origin { width: 0px; } .df-slider .noUi-horizontal .noUi-origin { height: 0px; } .df-slider .noUi-state-tap .noUi-connect, .df-slider .noUi-state-tap .noUi-origin { transition: transform 0.3s ease 0s, -webkit-transform 0.3s ease 0s, -o-transform 0.3s ease 0s; } .df-slider .noUi-state-drag * { cursor: inherit !important; } .df-slider .noUi-vertical { width: 18px; } .df-slider .noUi-vertical .noUi-handle { width: 28px; height: 34px; left: -6px; top: -17px; } .df-slider .noUi-connects { border-radius: 3px; } .df-slider .noUi-connect { background: rgb(63, 184, 175); } .df-slider .noUi-draggable { cursor: ew-resize; } .df-slider .noUi-vertical .noUi-draggable { cursor: ns-resize; } .df-slider .noUi-handle { position: absolute; border: 1px solid rgb(217, 217, 217); border-radius: 3px; background: rgb(255, 255, 255); cursor: default; box-shadow: rgb(255, 255, 255) 0px 0px 1px inset, rgb(235, 235, 235) 0px 1px 7px inset, rgb(187, 187, 187) 0px 3px 6px -3px; } .df-slider .noUi-active { box-shadow: rgb(255, 255, 255) 0px 0px 1px inset, rgb(221, 221, 221) 0px 1px 7px inset, rgb(187, 187, 187) 0px 3px 6px -3px; } .df-slider .noUi-handle::after, .df-slider .noUi-handle::before { content: ""; display: block; position: absolute; height: 14px; width: 1px; background: rgb(232, 231, 230); left: 14px; top: 6px; } .df-slider .noUi-handle::after { left: 17px; } .df-slider .noUi-vertical .noUi-handle::after, .df-slider .noUi-vertical .noUi-handle::before { width: 14px; height: 1px; left: 6px; top: 14px; } .df-slider .noUi-vertical .noUi-handle::after { top: 17px; } .df-slider [disabled] .noUi-connect { background: rgb(184, 184, 184); } .df-slider [disabled] .noUi-handle, .df-slider [disabled].noUi-handle, .df-slider [disabled].noUi-target { cursor: not-allowed; } .df-slider .noUi-pips, .df-slider .noUi-pips * { box-sizing: border-box; } .df-slider .noUi-pips { position: absolute; color: rgb(153, 153, 153); } .df-slider .noUi-value { position: absolute; white-space: nowrap; text-align: center; } .df-slider .noUi-value-sub { color: rgb(204, 204, 204); font-size: 10px; } .df-slider .noUi-marker { position: absolute; background: rgb(204, 204, 204); } .df-slider .noUi-marker-large, .df-slider .noUi-marker-sub { background: rgb(170, 170, 170); } .df-slider .noUi-pips-horizontal { padding: 10px 0px; height: 80px; top: 100%; left: 0px; width: 100%; } .df-slider .noUi-value-horizontal { transform: translate(-50%, 50%); } .df-slider .noUi-rtl .noUi-value-horizontal { transform: translate(50%, 50%); } .df-slider .noUi-marker-horizontal.noUi-marker { margin-left: -1px; width: 2px; height: 5px; } .df-slider .noUi-marker-horizontal.noUi-marker-sub { height: 10px; } .df-slider .noUi-marker-horizontal.noUi-marker-large { height: 15px; } .df-slider .noUi-pips-vertical { padding: 0px 10px; height: 100%; top: 0px; left: 100%; } .df-slider .noUi-value-vertical { transform: translate(0px, -50%); padding-left: 25px; } .df-slider .noUi-rtl .noUi-value-vertical { transform: translate(0px, 50%); } .df-slider .noUi-marker-vertical.noUi-marker { width: 5px; height: 2px; margin-top: -1px; } .df-slider .noUi-marker-vertical.noUi-marker-sub { width: 10px; } .df-slider .noUi-marker-vertical.noUi-marker-large { width: 15px; } .df-slider .noUi-tooltip { display: block; position: absolute; border: 1px solid rgb(217, 217, 217); border-radius: 3px; background: rgb(255, 255, 255); text-align: center; white-space: nowrap; color: rgb(51, 51, 51); padding: 2px 4px; } .df-slider .noUi-horizontal .noUi-tooltip { transform: translate(-50%, 0px); left: 50%; bottom: 120%; } .df-slider .noUi-vertical .noUi-tooltip { transform: translate(0px, -50%); top: 50%; right: 120%; } .df-slider .noUi-connect { background-color: rgb(210, 214, 218); } .df-slider .noUi-horizontal { height: 10px; } .df-slider .noUi-horizontal .noUi-handle { width: 24px; height: 24px; left: -12px; top: -8px; border-radius: 6px; cursor: pointer; } .df-slider .noUi-horizontal .noUi-handle::after, .df-slider .noUi-horizontal .noUi-handle::before { height: 12px; left: 9px; top: 5px; } .df-slider .noUi-horizontal .noUi-handle::after { left: 12px; } .df-slider .noUi-horizontal .noUi-pips-horizontal { height: 40px; padding: 12px 0px 0px; } .df-slider .noUi-horizontal .noUi-marker-horizontal.noUi-marker-large { height: 8px; } .df-slider .noUi-horizontal .noUi-value-horizontal.noUi-value-large { top: 13px; } html:not([dir="rtl"]) .df-slider .noUi-horizontal .noUi-handle { right: -12px; left: auto; } html:not([dir="rtl"]) .df-slider .noUi-horizontal .noUi-origin { left: auto; right: 0px; } .df-grid { display: flex; flex-wrap: wrap; -webkit-box-pack: start; justify-content: flex-start; padding: 0px 8px; } .df-grid .df-grid-item { min-width: 26px; height: 26px; margin: 0px 6px 6px 0px; border: 1px solid transparent; padding: 0px 4px; cursor: pointer; line-height: 25px; text-align: center; -webkit-box-flex: 1; flex-grow: 1; } .df-grid .df-grid-item:active, .df-grid .df-grid-item:focus, .df-grid .df-grid-item:hover, .df-grid .df-grid-item[data-selected] { border: 1px solid transparent; } .df-grid .df-grid-item[data-selected]:active, .df-grid .df-grid-item[data-selected]:focus, .df-grid .df-grid-item[data-selected]:hover { border-color: rgb(243, 0, 24); } .df-header { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; padding: 0px; margin: 0px; -webkit-box-align: center; align-items: center; } .df-header > * { -webkit-box-flex: 0; flex: 0 0 auto; } .df-icon { display: inline-block; line-height: 24px; width: 24px; height: 24px; } .df-icon svg { fill: rgb(116, 116, 116); } .df-icon:active svg, .df-icon:focus svg, .df-icon:hover svg { fill: rgb(77, 81, 84); } .df-icon > svg { pointer-events: none; } .df-icon--close svg { fill: rgb(116, 116, 116); } .df-icon--close:active svg, .df-icon--close:focus svg, .df-icon--close:hover svg { fill: rgb(218, 0, 21); } .df-icon-list { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; } .df-rating { display: inline-block; padding: 0px; margin: 0px auto; position: relative; unicode-bidi: bidi-override; font-size: 18px; line-height: 1.2; text-shadow: rgb(204, 204, 204) 0px 1px 0px; } .df-rating i { font-style: normal; margin-left: 2px; } .df-rating i:first-child { margin-left: 0px; } .df-rating__placeholder, .df-rating__value { padding: 0px; margin: 0px; color: rgb(221, 221, 221); } .df-rating__value { overflow: hidden; position: absolute; top: 0px; left: 0px; overflow-wrap: normal; z-index: 1; color: gold; } [data-layout="list"] [data-role="placeholder"] { display: none; } [data-layout="list"] .df-card { position: relative; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: wrap; } [data-layout="list"] .df-card__main { -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; } [data-layout="list"] .df-card__image { width: 100px; height: 100px; margin: 0px 16px 0px 0px; } [data-layout="list"] .df-card__content { flex-basis: 0px; text-align: left; } [data-layout="list"] .df-card__title { font-weight: 700; } [data-layout="list"] .df-card__description { display: block; } [data-layout="list"] .df-card__price { margin-left: 0px; margin-right: 16px; } [data-layout="list"] .df-card__extra { -webkit-box-flex: 0; flex: 0 0 auto; width: 100%; height: 8px; } .df-classic .df-selected-filters [data-layout="list"] .df-card__extra [data-role="clear-all-filters"], .df-mobile .df-selected-filters [data-layout="list"] .df-card__extra [data-role="clear-all-filters"], [data-layout="list"] .df-card__extra .df-btn, [data-layout="list"] .df-card__extra .df-classic .df-selected-filters [data-role="clear-all-filters"], [data-layout="list"] .df-card__extra .df-mobile .df-selected-filters [data-role="clear-all-filters"], [data-layout="list"] .df-card__extra [data-role="panel-content"] [data-toggle-extra-content], [data-role="panel-content"] [data-layout="list"] .df-card__extra [data-toggle-extra-content] { position: absolute; bottom: 16px; right: 16px; } [data-layout="grid"] .df-results { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: wrap; -webkit-box-pack: start; justify-content: flex-start; -webkit-box-align: start; align-items: flex-start; } [data-layout="grid"][data-columns="1"] .df-card, [data-layout="grid"][data-columns="1"] [data-role="placeholder"] { width: 100%; } [data-layout="grid"][data-columns="2"] .df-card, [data-layout="grid"][data-columns="2"] [data-role="placeholder"] { width: 50%; } [data-layout="grid"][data-columns="3"] .df-card, [data-layout="grid"][data-columns="3"] [data-role="placeholder"] { width: 33.3333%; } [data-layout="grid"][data-columns="4"] .df-card, [data-layout="grid"][data-columns="4"] [data-role="placeholder"] { width: 25%; } [data-layout="grid"][data-columns="5"] .df-card, [data-layout="grid"][data-columns="5"] [data-role="placeholder"] { width: 20%; } [data-layout="grid"][data-columns="6"] .df-card, [data-layout="grid"][data-columns="6"] [data-role="placeholder"] { width: 16.6667%; } [data-layout="grid"][data-columns="7"] .df-card, [data-layout="grid"][data-columns="7"] [data-role="placeholder"] { width: 14.2857%; } [data-layout="grid"][data-columns="8"] .df-card, [data-layout="grid"][data-columns="8"] [data-role="placeholder"] { width: 12.5%; } [data-layout="grid"][data-columns="9"] .df-card, [data-layout="grid"][data-columns="9"] [data-role="placeholder"] { width: 11.1111%; } [data-layout="grid"][data-columns="10"] .df-card, [data-layout="grid"][data-columns="10"] [data-role="placeholder"] { width: 10%; } [data-layout="grid"][data-columns="11"] .df-card, [data-layout="grid"][data-columns="11"] [data-role="placeholder"] { width: 9.09091%; } [data-layout="grid"][data-columns="12"] .df-card, [data-layout="grid"][data-columns="12"] [data-role="placeholder"] { width: 8.33333%; } [data-layout="grid"] .df-card, [data-layout="grid"] [data-role="placeholder"] { width: 180px; -webkit-box-flex: 1; flex: 1 1 auto; } [data-layout="grid"] .df-card, [data-layout="grid"] .df-card__main { -webkit-box-orient: vertical; -webkit-box-direction: normal; flex-flow: column; } [data-layout="grid"] .df-card__image { margin: 0px 0px 16px; } [data-layout="grid"] .df-card__content { text-align: center; } [data-layout="grid"] .df-card__extra { -webkit-box-flex: 0; flex: 0 0 auto; padding: 0px 16px 16px; } .df-classic .df-selected-filters [data-layout="grid"] .df-card__extra [data-role="clear-all-filters"], .df-mobile .df-selected-filters [data-layout="grid"] .df-card__extra [data-role="clear-all-filters"], [data-layout="grid"] .df-card__extra .df-btn, [data-layout="grid"] .df-card__extra .df-classic .df-selected-filters [data-role="clear-all-filters"], [data-layout="grid"] .df-card__extra .df-mobile .df-selected-filters [data-role="clear-all-filters"], [data-layout="grid"] .df-card__extra [data-role="panel-content"] [data-toggle-extra-content], [data-role="panel-content"] [data-layout="grid"] .df-card__extra [data-toggle-extra-content] { display: block; } .df-error, .df-no-results { width: 100%; padding: 1rem; margin: 0px; text-align: center; } .df-error { padding: 0.5rem 1rem; font-weight: 700; } [data-layout="grid"][data-browser-support~="cssgrid"] .df-results { display: grid; min-width: 180px; grid-template-columns: repeat(auto-fill, minmax(180px, 1fr)); gap: 1px; grid-auto-rows: min-content; } [data-layout="grid"][data-browser-support~="cssgrid"] .df-banner, [data-layout="grid"][data-browser-support~="cssgrid"] .df-error, [data-layout="grid"][data-browser-support~="cssgrid"] .df-no-results { grid-area: 1 / 1 / auto / -1; } [data-layout="grid"][data-browser-support~="cssgrid"] .df-banner + .df-error, [data-layout="grid"][data-browser-support~="cssgrid"] .df-banner + .df-no-results, [data-layout="grid"][data-browser-support~="cssgrid"] .df-error + .df-banner { grid-row: 2; } [data-layout="grid"][data-browser-support~="cssgrid"] .df-card { height: 100%; width: auto !important; margin: 0px !important; border: 0px !important; } [data-layout="grid"][data-browser-support~="cssgrid"] [data-role="placeholder"] { display: none !important; } .df-selected-filter { display: block; padding: 4px 20px 4px 8px; margin-bottom: 4px; border: 1px solid rgb(221, 221, 221); border-radius: 4px; font-size: 13px; line-height: 1.4; cursor: pointer; background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' viewBox='0 0 24 24'%3E%3Cpath fill='%23747474' d='M19 6.41L17.59 5 12 10.59 6.41 5 5 6.41 10.59 12 5 17.59 6.41 19 12 13.41 17.59 19 19 17.59 13.41 12z'/%3E%3Cpath d='M0 0h24v24H0z' fill='none'/%3E%3C/svg%3E") right 4px center no-repeat rgb(250, 250, 250); } .df-selected-filter:active, .df-selected-filter:focus, .df-selected-filter:hover { background-color: rgb(243, 0, 24); background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' viewBox='0 0 24 24'%3E%3Cpath fill='%23FFFFFF' d='M19 6.41L17.59 5 12 10.59 6.41 5 5 6.41 10.59 12 5 17.59 6.41 19 12 13.41 17.59 19 19 17.59 13.41 12z'/%3E%3Cpath d='M0 0h24v24H0z' fill='none'/%3E%3C/svg%3E"); border-color: rgb(243, 0, 24); color: rgb(255, 255, 255); } .df-selected-filter__name { display: inline-block; font-weight: 700; } .df-selected-filter__value { display: inline-block; font-weight: 400; } .df-sort-select { display: inline-flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; -webkit-box-align: center; align-items: center; -webkit-box-pack: end !important; justify-content: flex-end !important; } .df-sort-select label { white-space: nowrap; } .df-sort-select label + select { margin-left: 0.5rem !important; } .df-suggestion { display: block; padding: 4px 8px; margin: 0px; cursor: pointer; } .df-suggestion:focus, .df-suggestion:hover { background-color: rgb(238, 238, 238); outline: 0px; } .df-suggestion-label { padding: 4px; } .df-history { padding: 16px; background-color: rgb(255, 255, 255); box-shadow: rgba(0, 0, 0, 0.3) 0px 2px 5px 0px; border: 1px solid rgb(204, 204, 204); border-radius: 3px; color: rgb(51, 51, 51); z-index: 2147483640; font-family: sans-serif; font-size: 14px; } .df-history[hidden] { display: none !important; } .df-history a[data-role="reset-history"] { display: inline-block; padding: 4px; margin-left: -4px; margin-top: -4px; font-size: 0.9em; color: rgb(116, 116, 116); } .df-history a[data-role="reset-history"]:hover { color: rgb(96, 101, 105); text-decoration: underline; } .df-history-header { font-size: 1.1em; font-weight: 700; line-height: 1.5; text-transform: uppercase; margin: 0px; } .df-history-results { margin: 12px 0px; line-height: 1.8; } .df-history-results ol { list-style: none; padding: 0px; margin: 0px; } .df-history-results ol li { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; -webkit-box-align: start; align-items: flex-start; -webkit-box-pack: justify; justify-content: space-between; cursor: pointer; margin-bottom: 0.3em; } .df-history-results ol li:last-child { margin-bottom: 0px; } .df-history-results ol li::after { display: inline-block; content: "↗"; margin-left: 8px; color: rgb(116, 116, 116); } .df-history-results ol li:hover { color: rgb(116, 116, 116); } .df-classic { pointer-events: all !important; } [data-facets="right"] .df-layer__content { -webkit-box-orient: horizontal !important; -webkit-box-direction: reverse !important; flex-direction: row-reverse !important; } [hidden] { display: none !important; } .df-classic .df-header { font-size: 13px; } .df-classic .df-btn, .df-classic .df-selected-filters [data-role="clear-all-filters"], .df-classic [data-role="panel-content"] [data-toggle-extra-content], .df-mobile .df-selected-filters .df-classic [data-role="clear-all-filters"], [data-role="panel-content"] .df-classic [data-toggle-extra-content] { font-size: 13px; line-height: 1.5; } .df-classic .df-card { background: rgb(255, 255, 255); border: 1px solid rgb(238, 238, 238); font-size: 14px; line-height: 1.28571; } .df-classic .df-card:hover { background-color: rgb(238, 238, 238); } .df-classic .df-card > a, .df-classic .df-card > a:link, .df-classic .df-card > a:visited { color: inherit; text-decoration: none; } .df-classic .df-card__image { background-color: rgb(255, 255, 255); } .df-classic .df-card__description { font-size: 13px; } .df-classic .df-card__price--new { color: rgb(243, 0, 24); } .df-classic .df-term { font-size: 13px; color: rgb(51, 51, 51); } .df-classic .df-term:active, .df-classic .df-term:focus, .df-classic .df-term:hover { border-radius: 4px; background-color: rgb(238, 238, 238); border-color: rgb(238, 238, 238); text-decoration: none; } .df-classic .df-term__count { color: rgb(116, 116, 116); } .df-classic .df-term[data-selected] { background-color: rgb(243, 0, 24); border-color: rgb(243, 0, 24); } .df-classic .df-term[data-selected]:active, .df-classic .df-term[data-selected]:focus, .df-classic .df-term[data-selected]:hover { background-color: rgb(218, 0, 21); border-color: rgb(218, 0, 21); } .df-classic .df-term[data-selected], .df-classic .df-term[data-selected] .df-term__count, .df-classic .df-term[data-selected]:hover { color: rgb(255, 255, 255); } .df-classic .df-panel__title, .df-classic .df-selected-filters__title { background-color: inherit; color: rgb(51, 51, 51); font-size: 13px; } .df-classic .df-panel__count { color: rgb(116, 116, 116); } .df-classic .df-error, .df-classic .df-no-results { width: 100%; padding: 1rem; margin: 0px; text-align: center; } .df-classic .df-error { font-size: 90%; background-color: rgb(255, 255, 255); color: rgb(96, 101, 105); } .df-classic .df-btn, .df-classic .df-selected-filters [data-role="clear-all-filters"], .df-classic [data-role="panel-content"] [data-toggle-extra-content], .df-mobile .df-selected-filters .df-classic [data-role="clear-all-filters"], [data-role="panel-content"] .df-classic [data-toggle-extra-content] { color: rgb(116, 116, 116); } .df-classic .df-btn:hover, .df-classic .df-selected-filters :hover[data-role="clear-all-filters"], .df-classic [data-role="panel-content"] :hover[data-toggle-extra-content], .df-mobile .df-selected-filters .df-classic :hover[data-role="clear-all-filters"], [data-role="panel-content"] .df-classic :hover[data-toggle-extra-content] { color: rgb(51, 51, 51); } .df-classic .df-slider .noUi-pips { color: rgb(154, 164, 172); } .df-classic .df-slider .noUi-tooltip, .df-classic .df-slider .noUi-value-horizontal { font-size: 80%; } .df-classic .df-grid .df-grid-item { border-color: rgb(154, 164, 172); color: rgb(51, 51, 51); } .df-classic .df-grid .df-grid-item:active, .df-classic .df-grid .df-grid-item:focus, .df-classic .df-grid .df-grid-item:hover { background-color: rgb(238, 238, 238); border-color: rgb(154, 164, 172); } .df-classic .df-grid .df-grid-item[data-selected] { border-color: rgb(243, 0, 24); background-color: rgb(243, 0, 24); color: rgb(255, 255, 255); } .df-classic .df-grid .df-grid-item[data-selected]:active, .df-classic .df-grid .df-grid-item[data-selected]:focus, .df-classic .df-grid .df-grid-item[data-selected]:hover { border-color: rgb(218, 0, 21); background-color: rgb(218, 0, 21); } .df-classic .df-color-list .df-color { border-color: rgb(116, 116, 116); } .df-classic .df-color-list .df-color:active, .df-classic .df-color-list .df-color:focus, .df-classic .df-color-list .df-color:hover, .df-classic .df-color-list .df-color[data-selected] { border-color: rgb(255, 255, 255); outline-color: rgb(243, 0, 24); } .df-classic .df-color-list .df-color[data-selected]:active, .df-classic .df-color-list .df-color[data-selected]:focus, .df-classic .df-color-list .df-color[data-selected]:hover { border-color: rgb(243, 0, 24); } .df-classic .df-color-list .df-no-color:active, .df-classic .df-color-list .df-no-color:focus, .df-classic .df-color-list .df-no-color:hover { background-color: rgb(238, 238, 238); border-color: rgb(154, 164, 172); } .df-classic .df-color-list .df-no-color[data-selected] { border-color: rgb(243, 0, 24); background-color: rgb(243, 0, 24); color: rgb(255, 255, 255); } .df-classic .df-color-list .df-no-color[data-selected]:active, .df-classic .df-color-list .df-no-color[data-selected]:focus, .df-classic .df-color-list .df-no-color[data-selected]:hover { border-color: rgb(218, 0, 21); background-color: rgb(218, 0, 21); } .df-classic { font-family: sans-serif; font-size: 14px; text-size-adjust: 100%; box-sizing: border-box; border-radius: 4px; color: rgb(51, 51, 51); background-color: rgb(255, 255, 255); border: 1px solid rgb(204, 204, 204); min-width: 300px; z-index: 2147483640; overflow: hidden; visibility: hidden; display: flex; -webkit-box-orient: vertical; -webkit-box-direction: normal; flex-flow: column; } .df-classic *, .df-classic ::after, .df-classic ::before { box-sizing: inherit; } .df-classic progress { vertical-align: baseline; } .df-classic [hidden] { display: none !important; } .df-classic a:active, .df-classic a:hover { outline: 0px; } .df-classic abbr[title] { border-bottom: 1px dotted; } .df-classic b, .df-classic strong { font-weight: 700; } .df-classic small { font-size: 80%; } .df-classic sub, .df-classic sup { font-size: 75%; line-height: 0; position: relative; vertical-align: baseline; } .df-classic sup { top: -0.5em; } .df-classic sub { bottom: -0.25em; } .df-classic img { border: 0px; } .df-classic svg:not(:root) { overflow: hidden; } .df-classic figure { margin: 1em 40px; } .df-classic hr { box-sizing: content-box; } .df-classic pre { overflow: auto; } .df-classic code, .df-classic kbd, .df-classic pre, .df-classic samp { font-family: monospace, monospace; font-size: 1em; } .df-classic input, .df-classic optgroup, .df-classic select, .df-classic textarea { color: inherit; font: inherit; margin: 0px; } .df-classic button { overflow: visible; } .df-classic button, .df-classic select { text-transform: none; } .df-classic button, .df-classic html input[type="button"], .df-classic input[type="reset"], .df-classic input[type="submit"] { appearance: button; cursor: pointer; } .df-classic button[disabled], .df-classic html input[disabled] { cursor: default; } .df-classic input { line-height: normal; } .df-classic input[type="checkbox"], .df-classic input[type="radio"] { box-sizing: border-box; padding: 0px; } .df-classic input[type="number"]::-webkit-inner-spin-button, .df-classic input[type="number"]::-webkit-outer-spin-button { height: auto; } .df-classic input[type="search"] { appearance: textfield; box-sizing: content-box; } .df-classic input[type="search"]::-webkit-search-cancel-button, .df-classic input[type="search"]::-webkit-search-decoration { appearance: none; } .df-classic fieldset { border: 1px solid silver; margin: 0px 2px; padding: 0.35em 0.625em 0.75em; } .df-classic legend { border: 0px; padding: 0px; } .df-classic textarea { overflow: auto; } .df-classic optgroup { font-weight: 700; } .df-classic table { border-collapse: collapse; border-spacing: 0px; } .df-classic td, .df-classic th { padding: 0px; } .df-classic a, .df-classic a:hover { color: initial; } .df-classic .df-layer__content { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; position: static; width: 100%; height: calc(100% - 30px); padding: 0px; margin: 0px; -webkit-box-flex: 1; flex: 1 1 auto; } .df-classic .df-main { -webkit-box-flex: 1; flex: 1 0 280px; display: flex; -webkit-box-orient: vertical; -webkit-box-direction: normal; flex-flow: column; position: relative; overflow-x: hidden; background-color: inherit; } .df-classic [data-role="close"] { position: absolute; top: 4px; right: 4px; } .df-classic .df-branding { border-top: 1px solid rgb(204, 204, 204); display: block; text-align: right; } @media screen and (-ms-high-contrast:active), screen and (-ms-high-contrast:none) { .df-classic .df-branding svg { width: 80px; } } .df-classic .df-aside { position: relative; padding: 32px 0px 0px; background-color: rgb(250, 250, 250); } .df-classic .df-aside__content { overflow: hidden auto; position: absolute; inset: 32px 0px 0px; padding: 0px 0px 32px; border: 0px solid rgb(238, 238, 238); } .df-classic[data-facets="left"] .df-aside { border-right: 1px solid rgb(238, 238, 238); } .df-classic[data-facets="right"] .df-aside { border-left: 1px solid rgb(238, 238, 238); } .df-classic .df-banner { -webkit-box-flex: 0; flex: 0 0 100%; } .df-classic .df-header { -webkit-box-flex: 0; flex: 0 0 auto; border-bottom: 1px solid rgb(238, 238, 238); display: flex; -webkit-box-align: center; align-items: center; width: 100%; height: 32px; padding: 4px; } .df-classic .df-header > * { -webkit-box-flex: 1; flex: 1 1 0%; } .df-classic .df-header > * :first-child > * { margin-right: auto; } .df-classic .df-header > * :last-child > * { margin-left: auto; } .df-classic .df-header .df-header-title span { text-align: center; } .df-classic .df-header .df-header-title:last-child { text-align: center; padding-right: 25%; -webkit-box-flex: 2; flex: 2 1 0%; } .df-classic .df-header .df-header-sort { display: flex; white-space: nowrap; -webkit-box-align: center; align-items: center; } .df-classic .df-header .df-header-sort select { max-width: 150px; } .df-classic:not([data-facets="right"]) .df-header { padding-right: 32px; } .df-classic .df-results { overflow: hidden auto; -webkit-box-flex: 1; flex: 1 1 0%; padding: 0px; background-color: inherit; } .df-classic .df-results .df-card { margin: -1px 0px 0px -1px; } .df-classic[data-facets="left"] .df-results { margin-left: -2px; padding: 1px 0px 0px; } .df-classic[data-facets="left"] .df-results .df-card { margin: -1px -1px 0px 0px; } .df-classic[data-facets="right"] .df-results { margin-right: -2px; padding: 1px 0px 0px; } .df-classic[data-facets="right"] .df-results .df-card { margin: -1px 0px 0px -1px; } .df-classic .df-suggestions-list { border-bottom: 1px solid rgb(238, 238, 238); } .df-classic .df-suggestion { display: inline-block; padding: 8px; } .df-classic .df-suggestion-label { padding-left: 8px; display: inline-block; font-weight: 600; } .df-classic .df-selected-filters { margin: 0px 8px 16px; border: 1px solid rgb(221, 221, 221); border-radius: 4px; background-color: rgb(255, 255, 255); } .df-classic .df-selected-filters [data-role="clear-all-filters"] { padding-top: 2px; padding-bottom: 2px; margin-top: 4px; } .df-classic .df-selected-filters__title { padding: 8px; border-bottom: 1px solid rgb(221, 221, 221); background-color: rgb(250, 250, 250); color: rgb(116, 116, 116); text-transform: uppercase; font-size: 11px; line-height: 7px; } .df-classic .df-selected-filters__content { padding: 8px; } .df-mobile .df-mobile__action-button { display: block; width: 54px; height: 54px; padding: 0px; margin: 0px; overflow: hidden; line-height: 0.5; border: 2px solid rgb(116, 116, 116); border-radius: 54px; position: fixed; bottom: 24px; z-index: 2147483640; box-shadow: rgba(0, 0, 0, 0.16) 0px 3px 6px, rgba(0, 0, 0, 0.23) 0px 3px 6px; transform: translate(0px, 100px); transition-timing-function: cubic-bezier(0, 0, 0.58, 1); opacity: 0.85; } .df-mobile .df-mobile__action-button.df-in { opacity: 1; transform: translate(0px, 0px); transition-duration: 120ms; } .df-mobile .df-mobile__action-button.df-out { opacity: 0; transform: translate(0px, 100px); } .df-mobile .df-mobile__aside { position: fixed; inset: 0px 0px 0px 56px; z-index: 2147483640; display: none; -webkit-box-orient: vertical; -webkit-box-direction: normal; flex-flow: column; background-color: rgb(255, 255, 255); border-left: 1px solid rgb(221, 221, 221); transform: translate(110%, 0px); transition-duration: 120ms; transition-timing-function: cubic-bezier(0, 0, 0.58, 1); box-shadow: rgba(0, 0, 0, 0.19) 0px 10px 20px, rgba(0, 0, 0, 0.23) 0px 6px 6px; } .df-mobile .df-mobile__aside__actions { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: reverse; flex-flow: row-reverse; -webkit-box-pack: justify; justify-content: space-between; -webkit-box-align: center; align-items: center; padding: 8px; -webkit-box-flex: 0; flex: 0 0 auto; height: 56px; background-color: rgb(238, 238, 238); border-bottom: 1px solid rgb(221, 221, 221); } .df-mobile .df-mobile__aside__content { overflow-y: scroll; -webkit-box-flex: 1; flex: 1 1 auto; padding: 0px; background-color: rgb(255, 255, 255); } .df-mobile .df-mobile__aside__content + .df-mobile__aside__actions { border-bottom-width: 0px; border-top: 1px solid rgb(221, 221, 221); } .df-mobile .df-mobile__overlay { display: none; position: absolute; inset: 0px; z-index: 2147483639; background-color: rgba(0, 0, 0, 0.65); } .df-mobile .df-mobile__button { display: inline-block; padding: 6px 8px; color: rgb(96, 101, 105); background-color: transparent; border: 0px; font-size: 14px; font-weight: 700; line-height: 24px; text-align: center; text-transform: uppercase; text-decoration: none; } .df-mobile .df-mobile__button svg { display: inline-block; margin: 0px 2px 0px -8px; vertical-align: top; fill: rgb(96, 101, 105); } .df-mobile .df-mobile__button:active, .df-mobile .df-mobile__button:focus, .df-mobile .df-mobile__button:hover { outline: 0px; } .df-mobile .df-mobile__button:focus, .df-mobile .df-mobile__button:hover { background-color: rgb(221, 221, 221); } .df-mobile .df-mobile__button:active { background-color: rgb(204, 204, 204); } .df-mobile .df-mobile__button--sm { padding: 2px 4px; } .df-mobile .df-mobile__button--switch-on { color: rgb(245, 89, 57) !important; } .df-mobile .df-mobile__action-button svg { fill: rgb(255, 255, 255); } .df-mobile .df-mobile__action-button[data-role="scrolltop"] { right: 24px; border-color: rgb(96, 101, 105); background-color: rgb(96, 101, 105); } .df-mobile .df-mobile__action-button[data-role="close"] { left: 24px; border-color: rgb(217, 83, 79); background-color: rgb(217, 83, 79); } .df-mobile[data-layout="list"] .df-card { -webkit-box-flex: 1; flex: 1 0 100%; } .df-mobile[data-layout="list"] .df-card__description { display: none; } .df-mobile[data-layout="grid"] .df-card, .df-mobile[data-layout="grid"] [data-role="placeholder"] { width: 49%; } .df-mobile[data-layout="grid"] .df-card { font-size: 14px; } .df-mobile[data-layout="grid"] .df-card__main { padding-left: 8px; padding-right: 8px; } .df-mobile .df-color-list { display: flex; flex-wrap: wrap; -webkit-box-pack: start; justify-content: flex-start; padding: 0px 0px 0px 8px; margin: 1em; } .df-mobile .df-color-list .df-color { font-size: 0px; margin: 0px 6px 6px 0px; border: 1px solid transparent; padding: 0px; cursor: pointer; width: 32px; height: 32px; } .df-mobile .df-color-list .df-color:active, .df-mobile .df-color-list .df-color:focus, .df-mobile .df-color-list .df-color:hover { border: 2px solid transparent; outline: transparent solid 2px; } .df-mobile .df-color-list .df-no-color:active, .df-mobile .df-color-list .df-no-color:focus, .df-mobile .df-color-list .df-no-color:hover { border: 1px solid transparent; outline: 0px; } .df-mobile .df-color-list .df-color[data-selected] { border: 2px solid transparent; outline: transparent solid 2px; } .df-mobile .df-color-list .df-no-color[data-selected] { border: 1px solid transparent; outline: 0px; } .df-classic .df-selected-filters[data-collapse="true"] .df-color:not([data-selected]), .df-mobile .df-selected-filters[data-collapse="true"] .df-color:not([data-selected]), .df-panel[data-collapse="true"] .df-color:not([data-selected]) { display: none; } .df-mobile .df-color-list .df-no-color { font-size: inherit; padding: 0px 4px; -webkit-box-flex: 1; flex-grow: 1; text-align: center; width: auto; line-height: 32px; } .df-mobile .df-mobile__content { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: wrap; padding: 0px; background-color: rgb(238, 238, 238); } .df-mobile[data-layout="grid"][data-browser-support~="cssgrid"] .df-mobile__content { display: grid; min-width: 180px; grid-template-columns: repeat(2, 50%); gap: 1px; grid-auto-rows: min-content; } .df-mobile .df-grid { display: flex; flex-wrap: wrap; -webkit-box-pack: start; justify-content: flex-start; padding: 0px 8px; margin: 1em; } .df-mobile .df-grid .df-grid-item { margin: 0px 6px 6px 0px; border: 1px solid transparent; padding: 0px 4px; cursor: pointer; text-align: center; -webkit-box-flex: 1; flex-grow: 1; min-width: 32px; height: 32px; line-height: 26px; } .df-mobile .df-grid .df-grid-item:active, .df-mobile .df-grid .df-grid-item:focus, .df-mobile .df-grid .df-grid-item:hover, .df-mobile .df-grid .df-grid-item[data-selected] { border: 1px solid transparent; } .df-classic .df-selected-filters[data-collapse="true"] .df-grid-item:not([data-selected]), .df-mobile .df-selected-filters[data-collapse="true"] .df-grid-item:not([data-selected]), .df-panel[data-collapse="true"] .df-grid-item:not([data-selected]) { display: none; } .df-mobile .df-mobile__header { margin: 0px; padding: 8px; background-color: rgb(238, 238, 238); } .df-mobile .df-mobile__header form { padding: 0px; margin: 0px; } .df-mobile .df-mobile__header__image { padding: 0px; margin: 0px 0px 12px; text-align: center; } .df-mobile .df-mobile__header__image img { display: inline-block; } .df-mobile .df-mobile__header__actions { display: none; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; -webkit-box-pack: justify; justify-content: space-between; -webkit-box-align: center; align-items: center; margin-top: 8px; } .df-mobile .df-mobile__header__actions span { display: inline-block; padding: 2px 4px; font-size: 14px; font-weight: 700; line-height: 24px; text-transform: uppercase; color: rgb(96, 101, 105); } .df-mobile .df-mobile__header__actions .df-header-title { margin-left: initial !important; } .df-mobile .df-history { margin: 0px 8px 16px; border-radius: 0px; box-shadow: rgba(0, 0, 0, 0.12) 0px 1px 3px, rgba(0, 0, 0, 0.24) 0px 1px 2px; } .df-mobile .df-mobile__label { display: inline-block; padding: 6px 8px; font-size: 14px; font-weight: 700; line-height: 24px; text-transform: uppercase; color: rgb(96, 101, 105); } .df-mobile .df-mobile__label--sm { padding: 2px 4px; } .df-mobile .df-panel, .df-mobile .df-selected-filters { position: relative; z-index: 1; background-color: rgb(255, 255, 255); border-top: 1px solid rgb(221, 221, 221); border-bottom: 1px solid rgb(221, 221, 221); margin: -1px 0px 0px; } .df-mobile .df-panel .df-expand-less, .df-mobile .df-selected-filters .df-expand-less { opacity: 1; } .df-mobile .df-panel .df-expand-more, .df-mobile .df-selected-filters .df-expand-more { opacity: 0; } .df-mobile .df-panel[data-collapse="true"], .df-mobile .df-selected-filters[data-collapse="true"] { z-index: 0; border-top-color: transparent; border-bottom-color: transparent; } .df-mobile .df-panel[data-collapse="true"] .df-classic .df-selected-filters__content > *, .df-mobile .df-panel[data-collapse="true"] .df-panel__content > *, .df-mobile .df-panel[data-collapse="true"] .df-selected-filters__content > *, .df-mobile .df-selected-filters[data-collapse="true"] .df-classic .df-selected-filters__content > *, .df-mobile .df-selected-filters[data-collapse="true"] .df-panel__content > *, .df-mobile .df-selected-filters[data-collapse="true"] .df-selected-filters__content > * { display: none; } .df-mobile .df-panel[data-collapse="true"] .df-panel__content [data-selected], .df-mobile .df-panel[data-collapse="true"] .df-selected-filters__content [data-selected], .df-mobile .df-selected-filters[data-collapse="true"] .df-panel__content [data-selected], .df-mobile .df-selected-filters[data-collapse="true"] .df-selected-filters__content [data-selected] { display: flex; } .df-mobile .df-panel__title, .df-mobile .df-selected-filters__title { outline: 0px; text-decoration: none; display: block; height: 48px; max-height: none; margin: 0px; padding: 0px 16px; font-weight: 700; line-height: 48px; text-transform: uppercase; } .df-mobile .df-panel__title:active, .df-mobile .df-panel__title:focus, .df-mobile .df-panel__title:hover, .df-mobile .df-selected-filters__title:active, .df-mobile .df-selected-filters__title:focus, .df-mobile .df-selected-filters__title:hover { color: rgb(96, 101, 105); } .df-mobile .df-panel--collapse .df-panel__title, .df-mobile .df-panel--collapse .df-selected-filters__title { background-image: url("data:image/svg+xml;base64,PHN2ZyBmaWxsPSIjNjA2NTY5IiBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4gIDxwYXRoIGQ9Ik0xMiA4bC02IDYgMS40MSAxLjQxTDEyIDEwLjgzbDQuNTkgNC41OEwxOCAxNHoiLz4gIDxwYXRoIGQ9Ik0wIDBoMjR2MjRIMHoiIGZpbGw9Im5vbmUiLz48L3N2Zz4="); } .df-mobile .df-panel--collapse[data-collapse="true"] .df-panel__title, .df-mobile .df-panel--collapse[data-collapse="true"] .df-selected-filters__title { background-image: url("data:image/svg+xml;base64,PHN2ZyBmaWxsPSIjNjA2NTY5IiBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4gIDxwYXRoIGQ9Ik0xNi41OSA4LjU5TDEyIDEzLjE3IDcuNDEgOC41OSA2IDEwbDYgNiA2LTZ6Ii8+ICA8cGF0aCBkPSJNMCAwaDI0djI0SDB6IiBmaWxsPSJub25lIi8+PC9zdmc+"); } .df-mobile .df-panel__content, .df-mobile .df-selected-filters__content { display: block; overflow: hidden; padding: 0px; } .df-classic .df-selected-filters .df-mobile .df-panel__content [data-role="clear-all-filters"], .df-classic .df-selected-filters .df-mobile .df-selected-filters__content [data-role="clear-all-filters"], .df-mobile .df-panel__content .df-btn, .df-mobile .df-panel__content .df-selected-filters [data-role="clear-all-filters"], .df-mobile .df-panel__content [data-role="panel-content"] [data-toggle-extra-content], .df-mobile .df-selected-filters .df-panel__content [data-role="clear-all-filters"], .df-mobile .df-selected-filters .df-selected-filters__content [data-role="clear-all-filters"], .df-mobile .df-selected-filters__content .df-btn, .df-mobile .df-selected-filters__content .df-selected-filters [data-role="clear-all-filters"], .df-mobile .df-selected-filters__content [data-role="panel-content"] [data-toggle-extra-content], [data-role="panel-content"] .df-mobile .df-panel__content [data-toggle-extra-content], [data-role="panel-content"] .df-mobile .df-selected-filters__content [data-toggle-extra-content] { padding: 12px 0px; } .df-classic .df-selected-filters .df-mobile .df-panel__content :active[data-role="clear-all-filters"], .df-classic .df-selected-filters .df-mobile .df-selected-filters__content :active[data-role="clear-all-filters"], .df-mobile .df-panel__content .df-btn:active, .df-mobile .df-panel__content .df-selected-filters :active[data-role="clear-all-filters"], .df-mobile .df-panel__content [data-role="panel-content"] :active[data-toggle-extra-content], .df-mobile .df-selected-filters .df-panel__content :active[data-role="clear-all-filters"], .df-mobile .df-selected-filters .df-selected-filters__content :active[data-role="clear-all-filters"], .df-mobile .df-selected-filters__content .df-btn:active, .df-mobile .df-selected-filters__content .df-selected-filters :active[data-role="clear-all-filters"], .df-mobile .df-selected-filters__content [data-role="panel-content"] :active[data-toggle-extra-content], [data-role="panel-content"] .df-mobile .df-panel__content :active[data-toggle-extra-content], [data-role="panel-content"] .df-mobile .df-selected-filters__content :active[data-toggle-extra-content] { background: rgb(221, 221, 221); } .df-mobile .df-panel__content__switch { display: block; padding: 8px; margin: 8px; font-size: 14px; font-weight: 400; line-height: 24px; text-align: center; text-decoration: none; color: rgb(116, 116, 116); } .df-mobile .df-panel__content__switch:active, .df-mobile .df-panel__content__switch:focus, .df-mobile .df-panel__content__switch:hover { outline: 0px; } .df-mobile .df-panel__content__switch:focus, .df-mobile .df-panel__content__switch:hover { background-color: rgb(221, 221, 221); } .df-mobile .df-panel__content__switch:active { background-color: rgb(204, 204, 204); } .df-mobile .df-term { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; -webkit-box-pack: justify; justify-content: space-between; -webkit-box-align: center; align-items: center; height: 48px; padding: 8px; margin: 8px; line-height: 1.5; background-color: rgb(255, 255, 255); text-decoration: none; border: 0px; } .df-mobile .df-term:active, .df-mobile .df-term:focus, .df-mobile .df-term:hover { outline: 0px; color: rgb(96, 101, 105); } .df-mobile .df-term .df-term__count { color: rgb(154, 164, 172); } .df-mobile .df-mobile__searchbox { display: flex; -webkit-box-orient: horizontal; -webkit-box-direction: normal; flex-flow: row; -webkit-box-pack: center; justify-content: center; margin: 0px; padding: 0px 0px 0px 4px; line-height: 2; background: rgb(255, 255, 255); color: rgb(116, 116, 116); box-shadow: rgba(0, 0, 0, 0.12) 0px 1px 3px, rgba(0, 0, 0, 0.24) 0px 1px 2px; } .df-mobile .df-mobile__searchbox svg { -webkit-box-flex: 0; flex: 0 0 auto; align-self: center; margin: 0px 8px; fill: rgb(116, 116, 116); } .df-mobile .df-mobile__searchbox button, .df-mobile .df-mobile__searchbox input[type="search"] { box-sizing: border-box; display: block; height: 48px; margin: 0px; border-radius: 0px; border: 0px; color: inherit; background: inherit; outline: 0px; } .df-mobile .df-mobile__searchbox input[type="search"] { appearance: none; align-self: stretch; -webkit-box-flex: 1; flex: 1 1 auto; width: 20px; font-size: 18px; padding: 8px 0px 8px 8px; text-align: left; line-height: inherit; } .df-mobile .df-mobile__searchbox input[type="search"]::-webkit-search-cancel-button { display: none; } .df-mobile .df-mobile__searchbox button { -webkit-box-flex: 0; flex: 0 1 auto; font-size: 14px; font-weight: 700; padding: 0px 16px; text-align: center; line-height: 1; width: auto; } .df-mobile .df-mobile__searchbox button[data-role="clear"]:focus, .df-mobile .df-mobile__searchbox button[data-role="close"]:focus { color: rgb(217, 83, 79); } .df-mobile .df-mobile__searchbox button[data-role="clear"] { display: block; } .df-mobile .df-mobile__searchbox button[data-role="close"], .df-mobile .df-mobile__searchbox[data-empty] button[data-role="clear"] { display: none; } .df-mobile .df-mobile__searchbox[data-empty] button[data-role="close"] { display: block; } .df-mobile .df-sort-select { display: block; padding: 0px 8px 16px; margin: 0px; border-bottom: 1px solid rgb(221, 221, 221); background-color: rgb(250, 250, 250); } .df-mobile .df-sort-select label { display: block; padding: 0px 8px; margin: 0px; font-size: 14px; line-height: 48px; font-weight: 700; text-transform: uppercase; } .df-mobile .df-sort-select select { appearance: none; display: block; width: 100%; padding: 8px 40px 8px 12px; border: 1px solid rgb(221, 221, 221); border-radius: 0px; font-size: 14px; line-height: 24px; background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24' viewBox='0 0 24 24'%3E%3Cpath d='M7 10l5 5 5-5z'/%3E%3Cpath d='M0 0h24v24H0z' fill='none'/%3E%3C/svg%3E") right 8px center no-repeat rgb(255, 255, 255); margin: 0px !important; } .df-mobile .df-selected-filters__content { padding-left: 8px; padding-right: 8px; } .df-mobile .df-selected-filter { display: block; padding: 4px 20px 4px 8px; margin-bottom: 4px; border: 1px solid rgb(221, 221, 221); border-radius: 4px; font-size: 14px; line-height: 1.4; cursor: pointer; background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' viewBox='0 0 24 24'%3E%3Cpath fill='%23747474' d='M19 6.41L17.59 5 12 10.59 6.41 5 5 6.41 10.59 12 5 17.59 6.41 19 12 13.41 17.59 19 19 17.59 13.41 12z'/%3E%3Cpath d='M0 0h24v24H0z' fill='none'/%3E%3C/svg%3E") right 4px center no-repeat rgb(250, 250, 250); } .df-mobile .df-selected-filter:active, .df-mobile .df-selected-filter:focus, .df-mobile .df-selected-filter:hover { background-color: rgb(243, 0, 24); background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' viewBox='0 0 24 24'%3E%3Cpath fill='%23FFFFFF' d='M19 6.41L17.59 5 12 10.59 6.41 5 5 6.41 10.59 12 5 17.59 6.41 19 12 13.41 17.59 19 19 17.59 13.41 12z'/%3E%3Cpath d='M0 0h24v24H0z' fill='none'/%3E%3C/svg%3E"); border-color: rgb(243, 0, 24); color: rgb(255, 255, 255); } .df-mobile .df-selected-filter__name { display: inline-block; font-weight: 700; } .df-mobile .df-selected-filter__value { display: inline-block; font-weight: 400; } .df-mobile { text-size-adjust: 100%; box-sizing: border-box; position: fixed; inset: 0px; z-index: 2147483640; overflow-y: scroll; background-color: rgb(238, 238, 238); background-position: center 200px; background-repeat: no-repeat; background-attachment: fixed; font-family: sans-serif; font-size: 16px; pointer-events: all !important; overflow-x: hidden !important; } .df-mobile *, .df-mobile ::after, .df-mobile ::before { box-sizing: inherit; } .df-mobile progress { vertical-align: baseline; } .df-mobile [hidden] { display: none !important; } .df-mobile a:active, .df-mobile a:hover { outline: 0px; } .df-mobile abbr[title] { border-bottom: 1px dotted; } .df-mobile b, .df-mobile strong { font-weight: 700; } .df-mobile small { font-size: 80%; } .df-mobile sub, .df-mobile sup { font-size: 75%; line-height: 0; position: relative; vertical-align: baseline; } .df-mobile sup { top: -0.5em; } .df-mobile sub { bottom: -0.25em; } .df-mobile img { border: 0px; } .df-mobile svg:not(:root) { overflow: hidden; } .df-mobile figure { margin: 1em 40px; } .df-mobile hr { box-sizing: content-box; } .df-mobile pre { overflow: auto; } .df-mobile code, .df-mobile kbd, .df-mobile pre, .df-mobile samp { font-family: monospace, monospace; font-size: 1em; } .df-mobile input, .df-mobile optgroup, .df-mobile select, .df-mobile textarea { color: inherit; font: inherit; margin: 0px; } .df-mobile button { overflow: visible; } .df-mobile button, .df-mobile select { text-transform: none; } .df-mobile button, .df-mobile html input[type="button"], .df-mobile input[type="reset"], .df-mobile input[type="submit"] { appearance: button; cursor: pointer; } .df-mobile button[disabled], .df-mobile html input[disabled] { cursor: default; } .df-mobile input { line-height: normal; } .df-mobile input[type="checkbox"], .df-mobile input[type="radio"] { box-sizing: border-box; padding: 0px; } .df-mobile input[type="number"]::-webkit-inner-spin-button, .df-mobile input[type="number"]::-webkit-outer-spin-button { height: auto; } .df-mobile input[type="search"] { appearance: textfield; box-sizing: content-box; } .df-mobile input[type="search"]::-webkit-search-cancel-button, .df-mobile input[type="search"]::-webkit-search-decoration { appearance: none; } .df-mobile fieldset { border: 1px solid silver; margin: 0px 2px; padding: 0.35em 0.625em 0.75em; } .df-mobile legend { border: 0px; padding: 0px; } .df-mobile textarea { overflow: auto; } .df-mobile optgroup { font-weight: 700; } .df-mobile table { border-collapse: collapse; border-spacing: 0px; } .df-mobile td, .df-mobile th { padding: 0px; } .df-mobile a, .df-mobile a:hover { color: initial; } .df-mobile a, .df-mobile button { touch-action: manipulation; } .df-mobile .df-mobile__wrapper { position: relative; padding-bottom: 100px; } .df-mobile .df-mobile__suggestions { display: inline-flex; overflow-x: scroll; width: 100%; padding-bottom: 4px; } .df-mobile .df-mobile__suggestions .df-suggestion { white-space: nowrap; } .df-mobile[data-facets] .df-mobile__aside, .df-mobile[data-facets] .df-mobile__header__actions { display: flex; } .df-mobile[data-facets][data-is-filtering="true"] { overflow-y: hidden; } .df-mobile[data-facets][data-is-filtering="true"] .df-mobile__overlay { display: block; } .df-mobile[data-facets][data-is-filtering="true"] .df-mobile__aside { transform: translate(0px, 0px); } .df-mobile .df-header { font-size: 14px; } .df-classic .df-selected-filters .df-mobile [data-role="clear-all-filters"], .df-mobile .df-btn, .df-mobile .df-selected-filters [data-role="clear-all-filters"], .df-mobile [data-role="panel-content"] [data-toggle-extra-content], [data-role="panel-content"] .df-mobile [data-toggle-extra-content] { font-size: 14px; line-height: 1.5; } .df-mobile .df-card { background: rgb(255, 255, 255); border: 1px solid rgb(238, 238, 238); font-size: 16px; line-height: 1.28571; } .df-mobile .df-card:hover { background-color: rgb(238, 238, 238); } .df-mobile .df-card > a, .df-mobile .df-card > a:link, .df-mobile .df-card > a:visited { color: inherit; text-decoration: none; } .df-mobile .df-card__image { background-color: rgb(255, 255, 255); } .df-mobile .df-card__description { font-size: 14px; } .df-mobile .df-card__price--new { color: rgb(243, 0, 24); } .df-mobile .df-term { font-size: 14px; color: rgb(51, 51, 51); } .df-mobile .df-term:active, .df-mobile .df-term:focus, .df-mobile .df-term:hover { border-radius: 4px; background-color: rgb(238, 238, 238); border-color: rgb(238, 238, 238); text-decoration: none; } .df-mobile .df-term__count { color: rgb(116, 116, 116); } .df-mobile .df-term[data-selected] { outline: 0px; background-color: rgb(243, 0, 24); border-color: rgb(243, 0, 24); } .df-mobile .df-term[data-selected]:active, .df-mobile .df-term[data-selected]:focus, .df-mobile .df-term[data-selected]:hover { background-color: rgb(218, 0, 21); border-color: rgb(218, 0, 21); } .df-mobile .df-term[data-selected], .df-mobile .df-term[data-selected] .df-term__count, .df-mobile .df-term[data-selected]:hover { color: rgb(255, 255, 255); } .df-mobile .df-panel__title, .df-mobile .df-selected-filters__title { background-color: inherit; color: rgb(51, 51, 51); font-size: 14px; } .df-mobile .df-panel__count { color: rgb(116, 116, 116); } .df-mobile .df-error, .df-mobile .df-no-results { width: 100%; padding: 1rem; margin: 0px; text-align: center; } .df-mobile .df-error { font-size: 90%; background-color: rgb(255, 255, 255); color: rgb(96, 101, 105); } .df-classic .df-selected-filters .df-mobile [data-role="clear-all-filters"], .df-mobile .df-btn, .df-mobile .df-selected-filters [data-role="clear-all-filters"], .df-mobile [data-role="panel-content"] [data-toggle-extra-content], [data-role="panel-content"] .df-mobile [data-toggle-extra-content] { color: rgb(116, 116, 116); } .df-classic .df-selected-filters .df-mobile :hover[data-role="clear-all-filters"], .df-mobile .df-btn:hover, .df-mobile .df-selected-filters :hover[data-role="clear-all-filters"], .df-mobile [data-role="panel-content"] :hover[data-toggle-extra-content], [data-role="panel-content"] .df-mobile :hover[data-toggle-extra-content] { color: rgb(51, 51, 51); } .df-mobile .df-slider .noUi-pips { color: rgb(154, 164, 172); } .df-mobile .df-slider .noUi-tooltip, .df-mobile .df-slider .noUi-value-horizontal { font-size: 80%; } .df-mobile .df-grid .df-grid-item { border-color: rgb(154, 164, 172); color: rgb(51, 51, 51); } .df-mobile .df-grid .df-grid-item:active, .df-mobile .df-grid .df-grid-item:focus, .df-mobile .df-grid .df-grid-item:hover { background-color: rgb(238, 238, 238); border-color: rgb(154, 164, 172); } .df-mobile .df-grid .df-grid-item[data-selected] { border-color: rgb(243, 0, 24); background-color: rgb(243, 0, 24); color: rgb(255, 255, 255); } .df-mobile .df-grid .df-grid-item[data-selected]:active, .df-mobile .df-grid .df-grid-item[data-selected]:focus, .df-mobile .df-grid .df-grid-item[data-selected]:hover { border-color: rgb(218, 0, 21); background-color: rgb(218, 0, 21); } .df-mobile .df-color-list .df-color { border-color: rgb(116, 116, 116); } .df-mobile .df-color-list .df-color:active, .df-mobile .df-color-list .df-color:focus, .df-mobile .df-color-list .df-color:hover, .df-mobile .df-color-list .df-color[data-selected] { border-color: rgb(255, 255, 255); outline-color: rgb(243, 0, 24); } .df-mobile .df-color-list .df-color[data-selected]:active, .df-mobile .df-color-list .df-color[data-selected]:focus, .df-mobile .df-color-list .df-color[data-selected]:hover { border-color: rgb(243, 0, 24); } .df-mobile .df-color-list .df-no-color:active, .df-mobile .df-color-list .df-no-color:focus, .df-mobile .df-color-list .df-no-color:hover { background-color: rgb(238, 238, 238); border-color: rgb(154, 164, 172); } .df-mobile .df-color-list .df-no-color[data-selected] { border-color: rgb(243, 0, 24); background-color: rgb(243, 0, 24); color: rgb(255, 255, 255); } .df-mobile .df-color-list .df-no-color[data-selected]:active, .df-mobile .df-color-list .df-no-color[data-selected]:focus, .df-mobile .df-color-list .df-no-color[data-selected]:hover { border-color: rgb(218, 0, 21); background-color: rgb(218, 0, 21); } .df-mobile button[data-role="voicesearch"] { display: none; } .df-mobile[data-browser-support~="voicesearch"] .df-mobile__searchbox { padding-left: 0px; } .df-mobile[data-browser-support~="voicesearch"] button[data-role="voicesearch"] { display: inline-block; width: 40px; height: 26px; padding-left: 0px; padding-right: 0px; margin: 11px 0px 0px; border-right: 1px solid rgb(204, 204, 204); } .df-mobile[data-browser-support~="voicesearch"] button[data-role="voicesearch"] > svg { margin-top: 1px; } .df-mobile[data-browser-support~="voicesearch"][listening] button[data-role="voicesearch"] svg { fill: rgb(234, 50, 45); } .df-mobile[data-browser-support~="imagesearch"] .df-mobile__searchbox { padding-left: 0px; } .df-mobile[data-browser-support~="imagesearch"] button[data-role="imagesearch"] { display: inline-block; width: 40px; height: 26px; padding-left: 0px; padding-right: 0px; margin: 11px 8px 0px 0px; border-right: 1px solid rgb(204, 204, 204); } .df-mobile[data-browser-support~="imagesearch"] button[data-role="imagesearch"] > svg { margin-top: 1px; } .df-mobile[data-browser-support~="imagesearch"] .fileContainer { overflow: hidden; position: relative; } .df-mobile[data-browser-support~="imagesearch"] .fileContainer [type="file"] { cursor: pointer; display: block; font-size: 999px; width: 40px; height: 26px; opacity: 0; position: absolute; right: 0px; text-align: right; top: 0px; } .df-mobile[data-browser-support~="imagesearch"] .spinner { display: none; animation: 1.4s linear 0s infinite normal none running rotator; position: absolute; top: 0px; left: 0px; } @-webkit-keyframes rotator { 0% { transform: rotate(0deg); } 100% { transform: rotate(270deg); } } @keyframes rotator { 0% { transform: rotate(0deg); } 100% { transform: rotate(270deg); } } .df-mobile[data-browser-support~="imagesearch"] .path { stroke-dasharray: 187; stroke-dashoffset: 0; transform-origin: center center; animation: 1.4s ease-in-out 0s infinite normal none running dash, 5.6s ease-in-out 0s infinite normal none running colors; } @-webkit-keyframes colors { 0%, 100% { stroke: rgb(66, 133, 244); } 25% { stroke: rgb(222, 62, 53); } 50% { stroke: rgb(247, 194, 35); } 75% { stroke: rgb(27, 154, 89); } } @keyframes colors { 0%, 100% { stroke: rgb(66, 133, 244); } 25% { stroke: rgb(222, 62, 53); } 50% { stroke: rgb(247, 194, 35); } 75% { stroke: rgb(27, 154, 89); } } @-webkit-keyframes dash { 0% { stroke-dashoffset: 187; } 50% { stroke-dashoffset: 46.75; transform: rotate(135deg); } 100% { stroke-dashoffset: 187; transform: rotate(450deg); } } @keyframes dash { 0% { stroke-dashoffset: 187; } 50% { stroke-dashoffset: 46.75; transform: rotate(135deg); } 100% { stroke-dashoffset: 187; transform: rotate(450deg); } } .df-mobile .df-auto_complete_input_container { display: flex; font-size: 18px; -webkit-box-flex: 1; flex: 1 1 auto; position: relative; left: 4px; padding: 0px 4px; margin-top: 7px; background-color: rgb(255, 255, 255); width: 100%; white-space: nowrap; overflow: hidden; } .df-mobile .df-auto_complete_input_control:focus { outline: transparent solid 0px; } .df-mobile .df-auto_complete_input_control { display: inline-block; min-width: 1em; } .df-mobile .df-auto_complete_suggest_area { color: rgb(134, 134, 134); text-decoration: underline; } .df-mobile[data-browser-support~="imagesearch"][data-browser-support~="voicesearch"] .df-mobile__searchbox__loupe { display: none; } html.df-fix-layout #NavDrawer, html.df-fix-layout #SearchDrawer, html.df-fix-layout #shopify-section-header, html.df-fix-layout .bc-sf-search-suggestion-mobile-top-panel { display: none !important; } </style><style id="kl-custom-fonts"> @import 'https://fonts.googleapis.com/css2?family=Kanit:ital,wght@0,100;0,200;0,300;0,400;0,500;0,600;0,700;0,800;0,900&family=Nunito+Sans:ital,wght@0,200;0,300;0,400;0,600;0,700;0,800;0,900&family=Overpass:ital,wght@0,100;0,200;0,300;0,400;0,600;0,700;0,800;0,900;1,100;1,200;1,300;1,400;1,600;1,700;1,800;1,900&family=Playfair+Display:ital,wght@0,400;0,500&family=Poppins:ital,wght@0,100;0,200;0,300;0,400;0,500;0,600;0,700;0,800;0,900&display=swap'; @font-face { font-family: 'Cera Compact Pro'; src: url(https://www.lepantalon.fr/themes/axome/assets/font/Cera-Compact-Pro-Black-Italic.woff); font-weight: 900; font-style: italic; font-display: swap; } @font-face { font-family: 'Cera Compact Pro'; src: url(https://www.lepantalon.fr/themes/axome/assets/font/Cera-Compact-Pro-Black.woff); font-weight: 900; font-style: normal; font-display: swap; } @font-face { font-family: 'Cera Compact Pro'; src: 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class="subcategory_page"><a data-text="Blog" href="https://blog.lepantalon.fr/">Blog</a></li> <hr class="line-between-subpage"> <li class="subcategory_page"><a data-text="Touch-up service" href="https://www.lepantalon.fr/fr/content/137-tilli-service-de-retouche">Touch-up service</a></li> </ul> </li> <li class="container-category"> <a class="link-category contact" href="https://www.lepantalon.fr/en/contactus">Contact</a> <hr class="line-bottom-category"> <hr class="line-bottom-grey"> </li> </ul> </div> <div id="menu_mobile"> <ul class="container-categories"> <li class="container-category click" id="container-category-0"> <p>Men</p> </li> <div class="container-subcategories show" id="container-subcategory-0"> <ul class="container-bloc_picts"> <li class="bloc_picts"> <a href="https://www.lepantalon.fr/en/145-classic-bermuda-shorts"> <img class="img_bloc_pict" src="https://www.lepantalon.fr/modules/iccmenu/img/image_ICC_MENU_IMAGE_MOBILE_EN_20240613_155041.jpg"> </a> </li> <li class="bloc_picts"> <a href="https://www.lepantalon.fr/en/149-wedding-selection"> <img class="img_bloc_pict" src="https://www.lepantalon.fr/modules/iccmenu/img/image_ICC_MENU_IMAGE_MOBILE_EN_20240506_170443.jpg"> </a> </li> </ul> <ul class="container-subcategory"> <li class="subcategory"> <a class="link-subcategory-old" href="https://www.lepantalon.fr//en/44-Men">All products</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-14"> <p class="">Bermuda shorts</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-14"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-14"> <div class="container-title-subsubcategories"> <a href="/14-bermuda-shorts">All Bermuda shorts</a> </div> <div class="container-title-subsubcategories"> <a href="/145-classic-bermuda-shorts">Classic bermuda shorts </a> </div> <div class="container-title-subsubcategories"> <a href="/146-light-bermuda-shorts">Light bermuda shorts </a> </div> <div class="container-title-subsubcategories"> <a href="/187-seersucker-bermuda-shorts">Seersucker bermuda shorts </a> <span class="label_category_menu"><label style="color: #ffffff !important;background: #1B3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/151-carpenter-shorts">Carpenter Shorts </a> </div> </ul> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-19"> <p class="">Chinos</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-19"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-19"> <div class="container-title-subsubcategories"> <a href="/19-chinos-men">All Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/8-classic-chinos">Classic Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/40-textured-chinos">Textured Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/108-light-chinos">Light Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/186-seersucker-chinos">Seersucker Chinos</a> <span class="label_category_menu"><label style="color: #ffff !important;background: #1B3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/154-cotton-linen-chinos">Cotton linen Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/160-technical-chinos">Technical Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/133-regular-chinos">Regular Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/45-corduroy-chinos">Corduroy Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/37-sport-chinos">Sport Chinos</a> </div> </ul> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-9"> <p class="">Denim</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-9"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-9"> <div class="container-title-subsubcategories"> <a href="/9-denim-men">All Denim</a> </div> <div class="container-title-subsubcategories"> <a href="/114-selvedge-jeans">Selvedge Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/115-classic-jeans">Classic Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/113-regular-jeans">Regular Jeans</a> </div> </ul> </li> <li class="subcategory"> <a href="/181-five-pocket-trousers">5-pocket trousers</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-131"> <p class="">Pleated Trousers</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-131"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-131"> <div class="container-title-subsubcategories"> <a href="/131-pleated-trousers-men">All Pleated Trousers</a> </div> <div class="container-title-subsubcategories"> <a href="/202-light-pleated-trousers-men">Pantalon à pince léger </a> <span class="label_category_menu"><label style="color: #ffff !important;background: #1b3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/201-warm-pleated-trousers">Warm pleated trousers </a> </div> </ul> </li> <li class="subcategory"> <a href="/152-carpenter-trousers-men">Carpenter Trousers </a> </li> <li class="subcategory"> <a href="/137-cargo-trousers-men">Cargo Trousers</a> </li> <li class="subcategory"> <a href="/7-flannel-trousers-men">Flannel Trousers</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-116"> <p class="">Corduroy Trousers</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-116"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-116"> <div class="container-title-subsubcategories"> <a href="/116-corduroy-trousers-men">All Corduroy Trousers</a> </div> <div class="container-title-subsubcategories"> <a href="/174-five-pocket-corduroy-trousers">5 Pocket Corduroy Trousers</a> </div> <div class="container-title-subsubcategories"> <a href="/176-corduroy-chinos">Corduroy Chinos </a> </div> </ul> </li> <li class="subcategory"> <a href="/34-swim-shorts">Swim shorts</a> </li> <li class="subcategory"> <a class="link-subcategory-171 171" href="/171-sweat-unisexe">Sweats</a> </li> <li class="subcategory"> <a class="link-subcategory-155 155" href="/155-tee-shirts-unisexe">Tee-shirts</a> </li> <li class="subcategory"> <a href="/95-last-chances">Last chances</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-10"> <p class="">Accessories</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-10"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-10"> <div class="container-title-subsubcategories"> <a href="/10-accessories-men">All Accessories</a> </div> <div class="container-title-subsubcategories"> <a href="/13-socks-men">Socks</a> </div> <div class="container-title-subsubcategories"> <a href="/30-belts-men">Belts</a> </div> <div class="container-title-subsubcategories"> <a href="/198-boxer-shorts">Boxer shorts</a> </div> <div class="container-title-subsubcategories"> <a href="/31-underpants">Underpants</a> </div> </ul> </li> <li class="subcategory"> <a href="/76-gift-voucher">Gift Voucher</a> </li> <li class="subcategory"> <a href="/121-unisex-children-s-chinos">Children</a> </li> </ul> <ul class="container-subcategory-empty-bloc-pict"> <li class="container-category-empty-bloc-pict container-category-empty-bloc-pict-130"> <a class="" href="/en/130-Summer selection "><span class="">Summer selection </span></a> </li> <li class="container-category-empty-bloc-pict container-category-empty-bloc-pict-123"> <a class="" href="/en/123-Bestsellers"><span class="">Bestsellers</span></a> </li> <li class="container-category-empty-bloc-pict container-content-empty-bloc-pict-24"> <a href="/en/content/24-Stores">Stores</a> </li> <li class="container-category-empty-bloc-pict container-content-empty-bloc-pict-95"> <p class="dropdown-subpage-click" id="dropdown-subpage-click-5">About us</p> <div class="arrow-dropdown-subpage" id="arrow-dropdown-subpage-5"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <div class="container-subcategories-subpage" id="container-subcategories-subpage-5"> <ul> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/119-our-story">Our history</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/116-sustainable">#GreenerFashion</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/120-sponsorship">Get 10€ !</a></li> <li class="subcategory_page"><a href="https://blog.lepantalon.fr/">Blog</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/fr/content/137-tilli-service-de-retouche">Touch-up service</a></li> </ul> </div> </li> <li class="container-category-empty-bloc-pict"> <a href="https://www.lepantalon.fr/en/contactus">Contact</a> </li> <li class="other-link other-link-first"><a href="https://www.lepantalon.fr/en/content/119-notre-mission">Our history</a></li> <li class="other-link"><a href="http://blog.lepantalon.fr/">Blog</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/113-sommaire-guide-des-tailles">Size guide</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/112-entretien">Maintenance tips</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/1-livraison-retours">Deliveries and returns</a></li> <select class="icc-select-language select2-hidden-accessible" onchange="window.location = $(this).val();" data-select2-id="1" tabindex="-1" aria-hidden="true"> <option value="https://www.lepantalon.fr/fr/"> Français (French) </option> <option value="https://www.lepantalon.fr/en/" selected="" data-select2-id="3"> English (English) </option> </select><span class="select2 select2-container select2-container--default" dir="ltr" data-select2-id="2" style="width: 100%;"><span class="selection"><span class="select2-selection select2-selection--single" role="combobox" aria-haspopup="true" aria-expanded="false" tabindex="0" aria-labelledby="select2-kc72-container"><span class="select2-selection__rendered" id="select2-kc72-container" role="textbox" aria-readonly="true" title=" English (English) "> English (English) </span><span class="select2-selection__arrow" role="presentation"><b role="presentation"></b></span></span></span><span class="dropdown-wrapper" aria-hidden="true"></span></span> </ul> </div> <li class="container-category" id="container-category-1"> <p>Women</p> </li> <div class="container-subcategories" id="container-subcategory-1"> <ul class="container-bloc_picts"> <li class="bloc_picts"> <a href="https://www.lepantalon.fr/en/balloon-jeans/2236-ice-blue-balloon-jeans.html"> <img class="img_bloc_pict" src="https://www.lepantalon.fr/modules/iccmenu/img/image_ICC_MENU_IMAGE_MOBILE_EN_20240522_142728.jpg"> </a> </li> <li class="bloc_picts"> <a href="https://www.lepantalon.fr/en/denim-shorts-women/340-the-blue-denim-short.html"> <img class="img_bloc_pict" src="https://www.lepantalon.fr/modules/iccmenu/img/image_ICC_MENU_IMAGE_MOBILE_EN_20240603_113506.jpg"> </a> </li> </ul> <ul class="container-subcategory"> <li class="subcategory"> <a class="link-subcategory-old" href="https://www.lepantalon.fr//en/51-Women">All products</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-53"> <p class="">Denim</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-53"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-53"> <div class="container-title-subsubcategories"> <a href="/53-denim-women">All Denim</a> </div> <div class="container-title-subsubcategories"> <a href="/141-flare-jeans">Flare Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/138-regular-jeans">Regular Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/140-girlfriend-jeans">Girlfriend Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/170-regular-jeans-woman">Regular Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/144-bootcut-jeans">Bootcut Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/188-wide-jeans-women">Wide Jeans </a> <span class="label_category_menu"><label style="color: #FFFF !important;background: #1B3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/196-balloon-jeans"> Balloon Jeans </a> <span class="label_category_menu"><label style="color: #FFFF !important;background: #1B3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/142-slim-jeans">Slim Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/139-carrot-jeans">Carrot Jeans </a> </div> <div class="container-title-subsubcategories"> <a href="/143-dungarees">Dungarees</a> </div> </ul> </li> <li class="subcategory"> <a href="/184-pleated-trousers">Pleated trousers </a> </li> <li class="subcategory"> <a href="/153-bridge-pants-women">Bridge pants</a> </li> <li class="subcategory"> <a href="/61-chinos-women">Chinos</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-109"> <p class="">Corduory Trousers</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-109"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend 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href="/129-wide-leg-trousers-women">Wide leg Trousers</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-126"> <p class="">Shorts</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-126"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-126"> <div class="container-title-subsubcategories"> <a href="/126-shorts-women">All Shorts</a> </div> <div class="container-title-subsubcategories"> <a href="/128-denim-shorts-women">Denim shorts</a> </div> <div class="container-title-subsubcategories"> <a href="/127-light-shorts-women">Light Shorts</a> <span class="label_category_menu"><label style="color: #FFFF !important;background: #1B3146 !important;">New</label></span> </div> </ul> </li> <li class="subcategory"> <a href="/96-last-chances">Last Chances</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-71"> <p 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class="axslider-title">LIGHTWEIGHT MATERIAL, TIMELESS ELEGANCE</div> <div class="axslider-description"><p>(RE)DISCOVER THE LIGHT RANGE</p></div> <div class="axslider-btn"> <a class="btn btn-primary" href="https://www.lepantalon.fr/en/108-light-chinos" tabindex="0">Chinos </a> <a class="btn btn-primary" href="https://www.lepantalon.fr/en/146-light-bermuda-shorts" tabindex="0">Bermuda shorts </a> </div> </div> </div> <div class="col-md-12 col-lg-12"> <img class="d-block d-md-none" alt="LIGHTWEIGHT MATERIAL, TIMELESS ELEGANCE" width=""5760"" height=""2130"" style="opacity: 1;" src="https://cdn2.lepantalon.fr/modules/axslider/images/edb7bca08d93739dcba451ce7753ce2e4750e344_MOBILE_SLIDER_Gamme-aérienne_TEST.jpg"> <img class="d-none d-md-block" alt="LIGHTWEIGHT MATERIAL, TIMELESS ELEGANCE" width=""5760"" height=""2130"" style="opacity: 1;" src="https://cdn3.lepantalon.fr/modules/axslider/images/586490f0a5a5c8c87e785d121ffc8682e1e73c2c_DESKTOP_SLIDER_Gamme aérienne.jpg"> </div> </div> </div> </div></div></div><div class="slick-slide" data-slick-index="2" aria-hidden="true" style="width: 1351px; position: relative; left: -2702px; top: 0px; z-index: 998; opacity: 0; transition: opacity 500ms ease 0s;" role="tabpanel" id="slick-slide02" aria-describedby="slick-slide-control02" tabindex="-1"><div><div class="axslider-container" style="width: 100%; display: inline-block;"> <div class="bg-slider"></div> <a href="https://www.lepantalon.fr/en/14-bermuda-shorts" title="BEAUTIFUL DAYS, BEAUTIFUL BERMUDAS" tabindex="-1"> <div class=""> <div class="row"> <div class="col-md-12 col-lg-12 container-slide-txt"> <div class="slide-txt" data-urlslider="https://www.lepantalon.fr/en/14-bermuda-shorts"> <div class="axslider-title">BEAUTIFUL DAYS, BEAUTIFUL BERMUDAS</div> <div class="axslider-btn"> <span class="btn btn-primary">See the range</span> </div> </div> </div> <div class="col-md-12 col-lg-12"> <img class="d-block d-md-none" alt="BEAUTIFUL DAYS, BEAUTIFUL BERMUDAS" width=""11520"" height=""4260"" style="opacity: 1;" src="https://cdn1.lepantalon.fr/modules/axslider/images/69bb7a87a0d4d39ae8170acda5cc1096d66f2502_MOBILE_SLIDER_BERMUDAS_HOMME.jpg"> <img class="d-none d-md-block" alt="BEAUTIFUL DAYS, BEAUTIFUL BERMUDAS" width=""11520"" height=""4260"" style="opacity: 1;" src="https://cdn3.lepantalon.fr/modules/axslider/images/084c09eaa2c566ba297d8676872379b0f299023b_DESKTOP_SLIDER_BERMMUDAS_HOMME.jpg"> </div> </div> </div> </a> </div></div></div><div class="slick-slide" data-slick-index="3" aria-hidden="true" style="width: 1351px; position: relative; left: -4053px; top: 0px; z-index: 998; opacity: 0; transition: opacity 500ms ease 0s;" role="tabpanel" id="slick-slide03" aria-describedby="slick-slide-control03" tabindex="-1"><div><div class="axslider-container" style="width: 100%; display: inline-block;"> <div class="bg-slider"></div> <a href="https://www.lepantalon.fr/en/128-denim-shorts-women" title="A SHORT FOR SUMMER" tabindex="-1"> <div class=""> <div class="row"> <div class="col-md-12 col-lg-12 container-slide-txt"> <div class="slide-txt" data-urlslider="https://www.lepantalon.fr/en/128-denim-shorts-women"> <div class="axslider-title">A SHORT FOR SUMMER</div> <div class="axslider-btn"> <span class="btn btn-primary">See all colors</span> </div> </div> </div> <div class="col-md-12 col-lg-12"> <img class="d-block d-md-none" alt="A SHORT FOR SUMMER" width=""7680"" height=""2840"" style="opacity: 1;" src="https://cdn1.lepantalon.fr/modules/axslider/images/7d0fc2e63853a1235ab5d5bb2c65bf2b08a2fc60_MOBILE_SLIDER_BERMUDAS_FEMME_TEST1.jpg"> <img class="d-none d-md-block" alt="A SHORT FOR SUMMER" width=""7680"" height=""2840"" src="https://cdn2.lepantalon.fr/modules/axslider/images/217c4eb79c38b367956652a36044d12a8838a846_DESKTOP_SLIDER_BERMUDAS_FEMME.jpg" style="opacity: 1;"> </div> </div> </div> </a> </div></div></div><div class="slick-slide" data-slick-index="4" aria-hidden="true" style="width: 1351px; position: relative; left: -5404px; top: 0px; z-index: 998; opacity: 0; transition: opacity 500ms ease 0s;" role="tabpanel" id="slick-slide04" aria-describedby="slick-slide-control04" tabindex="-1"><div><div class="axslider-container" style="width: 100%; display: inline-block;"> <div class="bg-slider"></div> <div class=""> <div class="row"> <div class="col-md-12 col-lg-12 container-slide-txt"> <div class="slide-txt" data-urlslider="/en/content/95-about-us"> <div class="axslider-title">Designed to withstand the test of time</div> <div class="axslider-description"><p>FRENCH BRAND, HIGH-QUALITY FINISHES, FAIR PRICE</p></div> <div class="axslider-btn"> <a class="btn btn-primary" href="/en/44-men" tabindex="-1">Men</a> <a class="btn btn-primary" href="/en/51-women" tabindex="-1">Women</a> </div> </div> </div> <div class="col-md-12 col-lg-12"> <img class="d-block d-md-none" alt="LePantalon : trousers made in Europe at a fair price" width=""3840"" height=""1420"" style="opacity: 1;" src="https://cdn2.lepantalon.fr/modules/axslider/images/3d28871ad1f87fbad532e47e79dddfae63b7d18d_SLIDER-MOBILE---POSITIONNEMENT---New.jpg"> <img class="d-none d-md-block" alt="LePantalon : trousers made in Europe at a fair price" width=""3840"" height=""1420"" style="opacity: 1;" src="https://cdn1.lepantalon.fr/modules/axslider/images/d9414046d59ea8791ec4069dc977d6210cd0a6a4_SLIDER-DESKTOP---POSITIONNEMENT---New.jpg"> </div> </div> </div> </div></div></div></div></div><button class="slick-next slick-arrow" aria-label="Next" type="button" style="display: inline-block;">Next</button><ul class="slick-dots" style="display: block;" role="tablist"><li class="" role="presentation"><button type="button" role="tab" id="slick-slide-control00" aria-controls="slick-slide00" aria-label="1 of 5" tabindex="-1">1</button></li><li role="presentation" class="slick-active"><button type="button" role="tab" id="slick-slide-control01" aria-controls="slick-slide01" aria-label="2 of 5" tabindex="0" 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fashionable. We call them timeless.</p><p></p> </div> <div class="second_positioning"> <img src="https://www.lepantalon.fr/modules/iccbrandpositioning/img/second_positioning2.svg"> <p></p><p>Mastered production, certified workshops, ultra-neat finishes: pants created to last.</p><p></p> </div> </div> </div> <div id="icc_gender_categories"> <div class="container-gender-categories"> <a href="https://www.lepantalon.fr/en/44-men" class="gender_category gender_category_1"> <img class="hidden-mobile" src="https://www.lepantalon.fr/modules/iccgendercategories/img/image_ICC_GENDER_CATEGORIES_PICT_1_DESKTOP_2_20240603_112140.jpg"> <img class="hidden-desktop" src="https://www.lepantalon.fr/modules/iccgendercategories/img/image_ICC_GENDER_CATEGORIES_PICT_1_MOBILE_2_20240603_112140.jpg"> </a> <a href="https://www.lepantalon.fr/en/51-women" class="gender_category gender_category_2"> <img class="hidden-mobile" src="https://www.lepantalon.fr/modules/iccgendercategories/img/image_ICC_GENDER_CATEGORIES_PICT_2_DESKTOP_2_20240603_112141.jpg"> <img class="hidden-desktop" src="https://www.lepantalon.fr/modules/iccgendercategories/img/image_ICC_GENDER_CATEGORIES_PICT_2_MOBILE_2_20240603_112141.jpg"> </a> </div> </div> <div id="icc_bestseller"> <div class="hidden-mobile"> <div class="container-carousel-with-link"> <a class="link-bestseller-products hidden-mobile" href="https://www.lepantalon.fr/en/123-bestsellers"> <img src="https://www.lepantalon.fr/modules/iccbestseller/img/image_ICC_BESTSELLER_IMAGE_2_20240618_144101.jpg"> </a> <section class="carousel-container"> <div class="slider"> <div class="carousel slide multi-item-carousel"> <div class="carousel-inner w-100 mx-auto"> <div class="container-product-miniature container-product-miniature-1"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="25" data-id-product-attribute="212"> <a href="https://www.lepantalon.fr/en/classic-chinos/25-navy-blue-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/9438-home_default/navy-blue-chinos.jpg" srcset="https://cdn1.lepantalon.fr/9438-home_default/navy-blue-chinos.jpg 1x,https://cdn1.lepantalon.fr/9438-home_default2x/navy-blue-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/9438-thickbox_default/navy-blue-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn1.lepantalon.fr/9455-home_default/navy-blue-chinos.jpg" srcset="https://cdn1.lepantalon.fr/9455-home_default/navy-blue-chinos.jpg 1x,https://cdn1.lepantalon.fr/9455-home_default2x/navy-blue-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/9455-thickbox_default/navy-blue-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> <li class="attribute attribute_oos group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFFF !important;background: #1b3146 !important;">Bestseller</div> </div> <div class="listing-bottom"> <div class="product-name">Navy Blue Chinos</div> <div class="product-price-and-shipping"> <span class="price">€95.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-2"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="18" data-id-product-attribute="198"> <a href="https://www.lepantalon.fr/en/classic-chinos/18-beige-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/11256-home_default/beige-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11256-home_default/beige-chinos.jpg 1x,https://cdn3.lepantalon.fr/11256-home_default2x/beige-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11256-thickbox_default/beige-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/11279-home_default/beige-chinos.jpg" srcset="https://cdn2.lepantalon.fr/11279-home_default/beige-chinos.jpg 1x,https://cdn2.lepantalon.fr/11279-home_default2x/beige-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11279-thickbox_default/beige-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFF !important;background: #1b3146 !important;">Bestseller</div> </div> <div class="listing-bottom"> <div class="product-name">Beige Chinos</div> <div class="product-price-and-shipping"> <span class="price">€95.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-3"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="374" data-id-product-attribute="2561"> <a href="https://www.lepantalon.fr/en/light-bermuda-shorts/374-light-bermuda-short-beige.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/13785-home_default/light-bermuda-short-beige.jpg" srcset="https://cdn3.lepantalon.fr/13785-home_default/light-bermuda-short-beige.jpg 1x,https://cdn3.lepantalon.fr/13785-home_default2x/light-bermuda-short-beige.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/13785-thickbox_default/light-bermuda-short-beige.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/13791-home_default/light-bermuda-short-beige.jpg" srcset="https://cdn3.lepantalon.fr/13791-home_default/light-bermuda-short-beige.jpg 1x,https://cdn3.lepantalon.fr/13791-home_default2x/light-bermuda-short-beige.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13791-thickbox_default/light-bermuda-short-beige.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute attribute_oos group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light Beige Bermuda shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-4"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="290" data-id-product-attribute="2014"> <a href="https://www.lepantalon.fr/en/light-chinos/290-beige-light-chino.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/12641-home_default/beige-light-chino.jpg" srcset="https://cdn1.lepantalon.fr/12641-home_default/beige-light-chino.jpg 1x,https://cdn1.lepantalon.fr/12641-home_default2x/beige-light-chino.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/12641-thickbox_default/beige-light-chino.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12654-home_default/beige-light-chino.jpg" srcset="https://cdn3.lepantalon.fr/12654-home_default/beige-light-chino.jpg 1x,https://cdn3.lepantalon.fr/12654-home_default2x/beige-light-chino.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12654-thickbox_default/beige-light-chino.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute attribute_oos group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light Beige Chinos</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-5"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="340" data-id-product-attribute="2360"> <a href="https://www.lepantalon.fr/en/denim-shorts-women/340-the-blue-denim-short.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/5558-home_default/the-blue-denim-short.jpg" srcset="https://cdn2.lepantalon.fr/5558-home_default/the-blue-denim-short.jpg 1x,https://cdn2.lepantalon.fr/5558-home_default2x/the-blue-denim-short.jpg 2x" alt="Zoé: 1m68, size 34" data-full-size-image-url="https://cdn2.lepantalon.fr/5558-thickbox_default/the-blue-denim-short.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/5564-home_default/the-blue-denim-short.jpg" srcset="https://cdn3.lepantalon.fr/5564-home_default/the-blue-denim-short.jpg 1x,https://cdn3.lepantalon.fr/5564-home_default2x/the-blue-denim-short.jpg 2x" alt="Zoé: 1m68, size 34" data-full-size-image-url="https://cdn3.lepantalon.fr/5564-thickbox_default/the-blue-denim-short.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">The Blue Denim Shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-6"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="271" data-id-product-attribute="1883"> <a href="https://www.lepantalon.fr/en/regular-jeans/271-black-straight-jean.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/9080-home_default/black-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9080-home_default/black-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9080-home_default2x/black-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/9080-thickbox_default/black-straight-jean.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn1.lepantalon.fr/9097-home_default/black-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9097-home_default/black-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9097-home_default2x/black-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/9097-thickbox_default/black-straight-jean.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFFF !important;background: #1b3146 !important;">Back in stock</div> </div> <div class="listing-bottom"> <div class="product-name">Black Straight Jeans</div> <div class="product-price-and-shipping"> <span class="price">€99.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-7"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="272" data-id-product-attribute="1891"> <a href="https://www.lepantalon.fr/en/regular-jeans/272-blue-straight-jean.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/9098-home_default/blue-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9098-home_default/blue-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9098-home_default2x/blue-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/9098-thickbox_default/blue-straight-jean.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn1.lepantalon.fr/9118-home_default/blue-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9118-home_default/blue-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9118-home_default2x/blue-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/9118-thickbox_default/blue-straight-jean.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute attribute_oos group_4"> 36 </li> <li class="attribute attribute_oos group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFF !important;background: #1b3146 !important;">Bestseller</div> </div> <div class="listing-bottom"> <div class="product-name">Blue Straight Jeans</div> <div class="product-price-and-shipping"> <span class="price">€99.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-8"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="341" data-id-product-attribute="2367"> <a href="https://www.lepantalon.fr/en/denim-shorts-women/341-the-black-denim-short.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/5579-home_default/the-black-denim-short.jpg" srcset="https://cdn2.lepantalon.fr/5579-home_default/the-black-denim-short.jpg 1x,https://cdn2.lepantalon.fr/5579-home_default2x/the-black-denim-short.jpg 2x" alt="Zoé: 1m68, size 36" data-full-size-image-url="https://cdn2.lepantalon.fr/5579-thickbox_default/the-black-denim-short.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/5571-home_default/the-black-denim-short.jpg" srcset="https://cdn2.lepantalon.fr/5571-home_default/the-black-denim-short.jpg 1x,https://cdn2.lepantalon.fr/5571-home_default2x/the-black-denim-short.jpg 2x" alt="Zoé: 1m68, size 36" data-full-size-image-url="https://cdn1.lepantalon.fr/5571-thickbox_default/the-black-denim-short.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">The black Denim Shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> </div> <a class="icc_bestseller_nav carousel-control-prev"> <svg width="17" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_945)"> <path d="M14.5 25.5L3 14L14.5 2" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_945" x="0.600586" y="0.308105" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_945"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_945" result="shape"></feBlend> </filter> </defs> </svg> </a> <a class="icc_bestseller_nav carousel-control-next"> <svg width="16" height="28" viewBox="0 0 16 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </a> </div> </div> </section> </div> <a href="https://www.lepantalon.fr/en/123-bestsellers" class="btn container-link-bestseller"> See our top sales </a> </div> <div class="container-title hidden-desktop"> <svg xmlns="http://www.w3.org/2000/svg" width="1985" height="1985" viewBox="0 0 1985 1985" fill="none"> <path d="M992.132 1796.59C1436.42 1796.59 1796.59 1436.42 1796.59 992.13C1796.59 547.839 1436.42 187.67 992.132 187.67C547.841 187.67 187.672 547.839 187.672 992.13C187.672 1436.42 547.841 1796.59 992.132 1796.59Z" fill="#FBF8F4"></path> <path d="M992.128 1472.93C1257.67 1472.93 1472.93 1257.67 1472.93 992.13C1472.93 726.592 1257.67 511.33 992.128 511.33C726.59 511.33 511.328 726.592 511.328 992.13C511.328 1257.67 726.59 1472.93 992.128 1472.93Z" stroke="#1B3146" stroke-width="23" stroke-linecap="round" stroke-linejoin="round"></path> <path d="M1234.22 879.521C1218.58 812.761 1148.22 770.521 1077.11 785.221C1039.6 792.961 1009.36 814.981 991.45 843.861C973.54 815.001 943.3 793.001 905.78 785.221C834.65 770.551 764.31 812.761 748.67 879.521C748.67 879.521 673.41 1026.52 994.15 1271.84" fill="#9FBADC"></path> <path d="M991.449 843.86C1009.36 814.98 1039.6 792.96 1077.11 785.22C1148.24 770.55 1218.58 812.76 1234.22 879.52C1234.22 879.52 1314.89 1026.52 994.149 1271.84" fill="#9FBADC"></path> </svg> <p>Our bestseller</p> </div> <div class="hidden-desktop"> <section class="carousel-container"> <div class="inner-carousel"> <div class="slider"> <div class="carousel slide multi-item-carousel" id="theCarousel"> <div class="carousel-inner w-100 mx-auto"> <a class="card-container link-bestseller-products hidden-desktop" href="https://www.lepantalon.fr/en/123-bestsellers"> <img src="https://www.lepantalon.fr/modules/iccbestseller/img/image_ICC_BESTSELLER_IMAGE_2_20240618_144101.jpg"> </a> <div class="container-product-miniature container-product-miniature-0"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="25" data-id-product-attribute="212"> <a href="https://www.lepantalon.fr/en/classic-chinos/25-navy-blue-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/9438-home_default/navy-blue-chinos.jpg" srcset="https://cdn1.lepantalon.fr/9438-home_default/navy-blue-chinos.jpg 1x,https://cdn1.lepantalon.fr/9438-home_default2x/navy-blue-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/9438-thickbox_default/navy-blue-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn1.lepantalon.fr/9455-home_default/navy-blue-chinos.jpg" srcset="https://cdn1.lepantalon.fr/9455-home_default/navy-blue-chinos.jpg 1x,https://cdn1.lepantalon.fr/9455-home_default2x/navy-blue-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/9455-thickbox_default/navy-blue-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> <li class="attribute attribute_oos group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFFF !important;background: #1b3146 !important;">Bestseller</div> </div> <div class="listing-bottom"> <div class="product-name">Navy Blue Chinos</div> <div class="product-price-and-shipping"> <span class="price">€95.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-1"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="18" data-id-product-attribute="198"> <a href="https://www.lepantalon.fr/en/classic-chinos/18-beige-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/11256-home_default/beige-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11256-home_default/beige-chinos.jpg 1x,https://cdn3.lepantalon.fr/11256-home_default2x/beige-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11256-thickbox_default/beige-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/11279-home_default/beige-chinos.jpg" srcset="https://cdn2.lepantalon.fr/11279-home_default/beige-chinos.jpg 1x,https://cdn2.lepantalon.fr/11279-home_default2x/beige-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11279-thickbox_default/beige-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFF !important;background: #1b3146 !important;">Bestseller</div> </div> <div class="listing-bottom"> <div class="product-name">Beige Chinos</div> <div class="product-price-and-shipping"> <span class="price">€95.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-2"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="374" data-id-product-attribute="2561"> <a href="https://www.lepantalon.fr/en/light-bermuda-shorts/374-light-bermuda-short-beige.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/13785-home_default/light-bermuda-short-beige.jpg" srcset="https://cdn3.lepantalon.fr/13785-home_default/light-bermuda-short-beige.jpg 1x,https://cdn3.lepantalon.fr/13785-home_default2x/light-bermuda-short-beige.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/13785-thickbox_default/light-bermuda-short-beige.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/13791-home_default/light-bermuda-short-beige.jpg" srcset="https://cdn3.lepantalon.fr/13791-home_default/light-bermuda-short-beige.jpg 1x,https://cdn3.lepantalon.fr/13791-home_default2x/light-bermuda-short-beige.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13791-thickbox_default/light-bermuda-short-beige.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute attribute_oos group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light Beige Bermuda shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-3"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="290" data-id-product-attribute="2014"> <a href="https://www.lepantalon.fr/en/light-chinos/290-beige-light-chino.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/12641-home_default/beige-light-chino.jpg" srcset="https://cdn1.lepantalon.fr/12641-home_default/beige-light-chino.jpg 1x,https://cdn1.lepantalon.fr/12641-home_default2x/beige-light-chino.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/12641-thickbox_default/beige-light-chino.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12654-home_default/beige-light-chino.jpg" srcset="https://cdn3.lepantalon.fr/12654-home_default/beige-light-chino.jpg 1x,https://cdn3.lepantalon.fr/12654-home_default2x/beige-light-chino.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12654-thickbox_default/beige-light-chino.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute attribute_oos group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light Beige Chinos</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-4"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="340" data-id-product-attribute="2360"> <a href="https://www.lepantalon.fr/en/denim-shorts-women/340-the-blue-denim-short.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/5558-home_default/the-blue-denim-short.jpg" srcset="https://cdn2.lepantalon.fr/5558-home_default/the-blue-denim-short.jpg 1x,https://cdn2.lepantalon.fr/5558-home_default2x/the-blue-denim-short.jpg 2x" alt="Zoé: 1m68, size 34" data-full-size-image-url="https://cdn2.lepantalon.fr/5558-thickbox_default/the-blue-denim-short.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/5564-home_default/the-blue-denim-short.jpg" srcset="https://cdn3.lepantalon.fr/5564-home_default/the-blue-denim-short.jpg 1x,https://cdn3.lepantalon.fr/5564-home_default2x/the-blue-denim-short.jpg 2x" alt="Zoé: 1m68, size 34" data-full-size-image-url="https://cdn3.lepantalon.fr/5564-thickbox_default/the-blue-denim-short.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">The Blue Denim Shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-5"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="271" data-id-product-attribute="1883"> <a href="https://www.lepantalon.fr/en/regular-jeans/271-black-straight-jean.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/9080-home_default/black-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9080-home_default/black-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9080-home_default2x/black-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/9080-thickbox_default/black-straight-jean.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn1.lepantalon.fr/9097-home_default/black-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9097-home_default/black-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9097-home_default2x/black-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/9097-thickbox_default/black-straight-jean.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFFF !important;background: #1b3146 !important;">Back in stock</div> </div> <div class="listing-bottom"> <div class="product-name">Black Straight Jeans</div> <div class="product-price-and-shipping"> <span class="price">€99.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-6"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="272" data-id-product-attribute="1891"> <a href="https://www.lepantalon.fr/en/regular-jeans/272-blue-straight-jean.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/9098-home_default/blue-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9098-home_default/blue-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9098-home_default2x/blue-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/9098-thickbox_default/blue-straight-jean.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn1.lepantalon.fr/9118-home_default/blue-straight-jean.jpg" srcset="https://cdn1.lepantalon.fr/9118-home_default/blue-straight-jean.jpg 1x,https://cdn1.lepantalon.fr/9118-home_default2x/blue-straight-jean.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/9118-thickbox_default/blue-straight-jean.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute attribute_oos group_4"> 36 </li> <li class="attribute attribute_oos group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #FFF !important;background: #1b3146 !important;">Bestseller</div> </div> <div class="listing-bottom"> <div class="product-name">Blue Straight Jeans</div> <div class="product-price-and-shipping"> <span class="price">€99.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-7"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="341" data-id-product-attribute="2367"> <a href="https://www.lepantalon.fr/en/denim-shorts-women/341-the-black-denim-short.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/5579-home_default/the-black-denim-short.jpg" srcset="https://cdn2.lepantalon.fr/5579-home_default/the-black-denim-short.jpg 1x,https://cdn2.lepantalon.fr/5579-home_default2x/the-black-denim-short.jpg 2x" alt="Zoé: 1m68, size 36" data-full-size-image-url="https://cdn2.lepantalon.fr/5579-thickbox_default/the-black-denim-short.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/5571-home_default/the-black-denim-short.jpg" srcset="https://cdn2.lepantalon.fr/5571-home_default/the-black-denim-short.jpg 1x,https://cdn2.lepantalon.fr/5571-home_default2x/the-black-denim-short.jpg 2x" alt="Zoé: 1m68, size 36" data-full-size-image-url="https://cdn1.lepantalon.fr/5571-thickbox_default/the-black-denim-short.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">The black Denim Shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> </div> </div> </div> </div> <div class="prev-cont insta-mover-btn"> <button class="prev btn"> <svg width="17" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_945)"> <path d="M14.5 25.5L3 14L14.5 2" stroke="#1B3146" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_945" x="0.600586" y="0.308105" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_945"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_945" result="shape"></feBlend> </filter> </defs> </svg> </button> </div> <div class="next-cont insta-mover-btn"> <button class="next btn"> <svg width="17" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1B3146" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </button> </div> <a href="https://www.lepantalon.fr/en/123-bestsellers" class="container-link-bestseller btn"> See our top sales </a> </section> </div> </div> <div id="icc_customer_review"> <p class="title_review">You speak the best !</p> <div id="slider" class="slider"> <div class="slider-content"> <div class="slider-content-wrapper" style="transform: translateX(0%);"> <li class="content_slide slider-content__item image-0"> <p class="name_customer">Nicolas B.</p> <img src="https://www.lepantalon.fr/modules/icccustomerreview/img/stars.svg"> <p class="review_customer">As always, we have a service and products to live up to our expectations:) This is my reference brand for pants, I have a lot of colors!</p> <img class="img-avis-verif" src="https://www.lepantalon.fr/modules/icccustomerreview/img/avis-verifies.svg"> </li> <li class="content_slide slider-content__item image-1"> <p class="name_customer">Fanny S.</p> <img src="https://www.lepantalon.fr/modules/icccustomerreview/img/stars.svg"> <p class="review_customer">Practices that respect the environment and human rights, all accompanied by a trendy cut. I could wear these jeans every day!</p> <img class="img-avis-verif" src="https://www.lepantalon.fr/modules/icccustomerreview/img/avis-verifies.svg"> </li> <li class="content_slide slider-content__item image-2"> <p class="name_customer">Clément L.</p> <img src="https://www.lepantalon.fr/modules/icccustomerreview/img/stars.svg"> <p class="review_customer">I have bought a lot of pants for several years and they are still in very good condition. I am convinced by the quality of their products.</p> <img class="img-avis-verif" src="https://www.lepantalon.fr/modules/icccustomerreview/img/avis-verifies.svg"> </li> <li class="content_slide slider-content__item image-3"> <p class="name_customer">Franck K.</p> <img src="https://www.lepantalon.fr/modules/icccustomerreview/img/stars.svg"> <p class="review_customer">You have allowed me to find quality products, resistant and classes... Thank you for your work</p> <img class="img-avis-verif" src="https://www.lepantalon.fr/modules/icccustomerreview/img/avis-verifies.svg"> </li> </div> </div> <div class="slider-content__controls"><div class="prev-arrow"><svg viewBox="0 0 40 40"><polyline points="25 30 15 20 25 10" fill="none" stroke="#1B3146" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" fill-rule="evenodd"></polyline></svg></div><div class="next-arrow"><svg viewBox="0 0 40 40"><polyline points="15 10 25 20 15 30" fill="none" stroke="#000" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" fill-rule="evenodd"></polyline></svg></div></div><div class="slider-content__controls"><div class="prev-arrow"><svg viewBox="0 0 40 40"><polyline points="25 30 15 20 25 10" fill="none" stroke="#1B3146" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" fill-rule="evenodd"></polyline></svg></div><div class="next-arrow"><svg viewBox="0 0 40 40"><polyline points="15 10 25 20 15 30" fill="none" stroke="#000" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" fill-rule="evenodd"></polyline></svg></div></div></div> <a class="link_review" href="https://www.avis-verifies.com/avis-clients/lepantalon.fr">See all our reviews</a> </div> <div id="icc_block_news"> <div class="hidden-mobile"> <div class="container-carousel-with-link"> <a class="link-news-products hidden-mobile" href="https://www.lepantalon.fr/en/seersucker-chinos/2218-striped-seersucker-chinos.html"> <img src="https://www.lepantalon.fr/modules/iccblocknews/img/image_ICC_BLOCK_NEWS_IMAGE_2_20240618_105313.jpeg"> </a> <section class="carousel-container"> <div class="slider"> <div class="carousel slide multi-item-carousel"> <div class="carousel-inner w-100 mx-auto"> <div class="container-product-miniature container-product-miniature-1"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2206" data-id-product-attribute="56512"> <a href="https://www.lepantalon.fr/en/light-pleated-trousers-men/2206-light-blue-light-pleated-trousers.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/13891-home_default/light-blue-light-pleated-trousers.jpg" srcset="https://cdn3.lepantalon.fr/13891-home_default/light-blue-light-pleated-trousers.jpg 1x,https://cdn3.lepantalon.fr/13891-home_default2x/light-blue-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13891-thickbox_default/light-blue-light-pleated-trousers.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/13910-home_default/light-blue-light-pleated-trousers.jpg" srcset="https://cdn3.lepantalon.fr/13910-home_default/light-blue-light-pleated-trousers.jpg 1x,https://cdn3.lepantalon.fr/13910-home_default2x/light-blue-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13910-thickbox_default/light-blue-light-pleated-trousers.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light blue Light Pleated Trousers</div> <div class="product-price-and-shipping"> <span class="price">€129.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-2"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2209" data-id-product-attribute="56533"> <a href="https://www.lepantalon.fr/en/light-pleated-trousers-men/2209-light-grey-light-pleated-trousers.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/13908-home_default/light-grey-light-pleated-trousers.jpg" srcset="https://cdn2.lepantalon.fr/13908-home_default/light-grey-light-pleated-trousers.jpg 1x,https://cdn2.lepantalon.fr/13908-home_default2x/light-grey-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/13908-thickbox_default/light-grey-light-pleated-trousers.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/13926-home_default/light-grey-light-pleated-trousers.jpg" srcset="https://cdn2.lepantalon.fr/13926-home_default/light-grey-light-pleated-trousers.jpg 1x,https://cdn2.lepantalon.fr/13926-home_default2x/light-grey-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13926-thickbox_default/light-grey-light-pleated-trousers.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light grey Light Pleated Trousers</div> <div class="product-price-and-shipping"> <span class="price">€129.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-3"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2218" data-id-product-attribute="56596"> <a href="https://www.lepantalon.fr/en/seersucker-chinos/2218-striped-seersucker-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/11916-home_default/striped-seersucker-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11916-home_default/striped-seersucker-chinos.jpg 1x,https://cdn3.lepantalon.fr/11916-home_default2x/striped-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/11916-thickbox_default/striped-seersucker-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/11935-home_default/striped-seersucker-chinos.jpg" srcset="https://cdn2.lepantalon.fr/11935-home_default/striped-seersucker-chinos.jpg 1x,https://cdn2.lepantalon.fr/11935-home_default2x/striped-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11935-thickbox_default/striped-seersucker-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute attribute_oos group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1b3146 !important;background: #ffff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Striped Seersucker Chinos</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-4"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2204" data-id-product-attribute="56492"> <a href="https://www.lepantalon.fr/en/seersucker-bermuda-shorts/2204-grey-stripes-seersucker-bermuda-shorts.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/11826-home_default/grey-stripes-seersucker-bermuda-shorts.jpg" srcset="https://cdn2.lepantalon.fr/11826-home_default/grey-stripes-seersucker-bermuda-shorts.jpg 1x,https://cdn2.lepantalon.fr/11826-home_default2x/grey-stripes-seersucker-bermuda-shorts.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11826-thickbox_default/grey-stripes-seersucker-bermuda-shorts.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/11844-home_default/grey-stripes-seersucker-bermuda-shorts.jpg" srcset="https://cdn3.lepantalon.fr/11844-home_default/grey-stripes-seersucker-bermuda-shorts.jpg 1x,https://cdn3.lepantalon.fr/11844-home_default2x/grey-stripes-seersucker-bermuda-shorts.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11844-thickbox_default/grey-stripes-seersucker-bermuda-shorts.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #ffff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Grey Striped Seersucker Bermuda Shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-5"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2212" data-id-product-attribute="56554"> <a href="https://www.lepantalon.fr/en/seersucker-chinos/2212-navy-blue-seersucker-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/11847-home_default/navy-blue-seersucker-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11847-home_default/navy-blue-seersucker-chinos.jpg 1x,https://cdn3.lepantalon.fr/11847-home_default2x/navy-blue-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/11847-thickbox_default/navy-blue-seersucker-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/11876-home_default/navy-blue-seersucker-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11876-home_default/navy-blue-seersucker-chinos.jpg 1x,https://cdn3.lepantalon.fr/11876-home_default2x/navy-blue-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11876-thickbox_default/navy-blue-seersucker-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Navy Blue Seersucker Chinos</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-6"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2236" data-id-product-attribute="68735"> <a href="https://www.lepantalon.fr/en/balloon-jeans/2236-ice-blue-balloon-jeans.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/12453-home_default/ice-blue-balloon-jeans.jpg" srcset="https://cdn1.lepantalon.fr/12453-home_default/ice-blue-balloon-jeans.jpg 1x,https://cdn1.lepantalon.fr/12453-home_default2x/ice-blue-balloon-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/12453-thickbox_default/ice-blue-balloon-jeans.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12456-home_default/ice-blue-balloon-jeans.jpg" srcset="https://cdn3.lepantalon.fr/12456-home_default/ice-blue-balloon-jeans.jpg 1x,https://cdn3.lepantalon.fr/12456-home_default2x/ice-blue-balloon-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12456-thickbox_default/ice-blue-balloon-jeans.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New </div> </div> <div class="listing-bottom"> <div class="product-name">Ice Blue Balloon Jeans</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-7"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2600" data-id-product-attribute="66209"> <a href="https://www.lepantalon.fr/en/pleated-trousers/2600-dark-beige-pleated-trousers.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/12427-home_default/dark-beige-pleated-trousers.jpg" srcset="https://cdn2.lepantalon.fr/12427-home_default/dark-beige-pleated-trousers.jpg 1x,https://cdn2.lepantalon.fr/12427-home_default2x/dark-beige-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12427-thickbox_default/dark-beige-pleated-trousers.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12434-home_default/dark-beige-pleated-trousers.jpg" srcset="https://cdn3.lepantalon.fr/12434-home_default/dark-beige-pleated-trousers.jpg 1x,https://cdn3.lepantalon.fr/12434-home_default2x/dark-beige-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/12434-thickbox_default/dark-beige-pleated-trousers.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Dark Beige Pleated Trousers</div> <div class="product-price-and-shipping"> <span class="price">€129.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-8"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2601" data-id-product-attribute="66233"> <a href="https://www.lepantalon.fr/en/wide-jeans-women/2601-middle-blue-wide-jeans.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/12438-home_default/middle-blue-wide-jeans.jpg" srcset="https://cdn3.lepantalon.fr/12438-home_default/middle-blue-wide-jeans.jpg 1x,https://cdn3.lepantalon.fr/12438-home_default2x/middle-blue-wide-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12438-thickbox_default/middle-blue-wide-jeans.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12447-home_default/middle-blue-wide-jeans.jpg" srcset="https://cdn3.lepantalon.fr/12447-home_default/middle-blue-wide-jeans.jpg 1x,https://cdn3.lepantalon.fr/12447-home_default2x/middle-blue-wide-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/12447-thickbox_default/middle-blue-wide-jeans.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Middle Blue Wide Jeans</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> </div> <a class="icc_bestseller_nav carousel-control-prev"> <svg width="17" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_945)"> <path d="M14.5 25.5L3 14L14.5 2" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_945" x="0.600586" y="0.308105" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_945"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_945" result="shape"></feBlend> </filter> </defs> </svg> </a> <a class="icc_bestseller_nav carousel-control-next"> <svg width="16" height="28" viewBox="0 0 16 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </a> </div> </div> </section> </div> <a href="https://www.lepantalon.fr/en/52-nouveautes" class="btn container-link-bestseller"> See all news </a> </div> <div class="hidden-desktop"> <section class="carousel-container"> <div class="inner-carousel"> <div class="slider"> <div class="carousel slide multi-item-carousel" id="theCarousel"> <div class="carousel-inner w-100 mx-auto"> <a class="card-container link-news-products hidden-desktop" href="https://www.lepantalon.fr/en/seersucker-chinos/2218-striped-seersucker-chinos.html"> <img src="https://www.lepantalon.fr/modules/iccblocknews/img/image_ICC_BLOCK_NEWS_IMAGE_2_20240618_105313.jpeg"> </a> <div class="container-product-miniature container-product-miniature-0"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2206" data-id-product-attribute="56512"> <a href="https://www.lepantalon.fr/en/light-pleated-trousers-men/2206-light-blue-light-pleated-trousers.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/13891-home_default/light-blue-light-pleated-trousers.jpg" srcset="https://cdn3.lepantalon.fr/13891-home_default/light-blue-light-pleated-trousers.jpg 1x,https://cdn3.lepantalon.fr/13891-home_default2x/light-blue-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13891-thickbox_default/light-blue-light-pleated-trousers.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/13910-home_default/light-blue-light-pleated-trousers.jpg" srcset="https://cdn3.lepantalon.fr/13910-home_default/light-blue-light-pleated-trousers.jpg 1x,https://cdn3.lepantalon.fr/13910-home_default2x/light-blue-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13910-thickbox_default/light-blue-light-pleated-trousers.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light blue Light Pleated Trousers</div> <div class="product-price-and-shipping"> <span class="price">€129.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-1"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2209" data-id-product-attribute="56533"> <a href="https://www.lepantalon.fr/en/light-pleated-trousers-men/2209-light-grey-light-pleated-trousers.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/13908-home_default/light-grey-light-pleated-trousers.jpg" srcset="https://cdn2.lepantalon.fr/13908-home_default/light-grey-light-pleated-trousers.jpg 1x,https://cdn2.lepantalon.fr/13908-home_default2x/light-grey-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/13908-thickbox_default/light-grey-light-pleated-trousers.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/13926-home_default/light-grey-light-pleated-trousers.jpg" srcset="https://cdn2.lepantalon.fr/13926-home_default/light-grey-light-pleated-trousers.jpg 1x,https://cdn2.lepantalon.fr/13926-home_default2x/light-grey-light-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/13926-thickbox_default/light-grey-light-pleated-trousers.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> </div> <div class="listing-bottom"> <div class="product-name">Light grey Light Pleated Trousers</div> <div class="product-price-and-shipping"> <span class="price">€129.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-2"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2218" data-id-product-attribute="56596"> <a href="https://www.lepantalon.fr/en/seersucker-chinos/2218-striped-seersucker-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/11916-home_default/striped-seersucker-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11916-home_default/striped-seersucker-chinos.jpg 1x,https://cdn3.lepantalon.fr/11916-home_default2x/striped-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/11916-thickbox_default/striped-seersucker-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn2.lepantalon.fr/11935-home_default/striped-seersucker-chinos.jpg" srcset="https://cdn2.lepantalon.fr/11935-home_default/striped-seersucker-chinos.jpg 1x,https://cdn2.lepantalon.fr/11935-home_default2x/striped-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11935-thickbox_default/striped-seersucker-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute attribute_oos group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1b3146 !important;background: #ffff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Striped Seersucker Chinos</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-3"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2204" data-id-product-attribute="56492"> <a href="https://www.lepantalon.fr/en/seersucker-bermuda-shorts/2204-grey-stripes-seersucker-bermuda-shorts.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/11826-home_default/grey-stripes-seersucker-bermuda-shorts.jpg" srcset="https://cdn2.lepantalon.fr/11826-home_default/grey-stripes-seersucker-bermuda-shorts.jpg 1x,https://cdn2.lepantalon.fr/11826-home_default2x/grey-stripes-seersucker-bermuda-shorts.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11826-thickbox_default/grey-stripes-seersucker-bermuda-shorts.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/11844-home_default/grey-stripes-seersucker-bermuda-shorts.jpg" srcset="https://cdn3.lepantalon.fr/11844-home_default/grey-stripes-seersucker-bermuda-shorts.jpg 1x,https://cdn3.lepantalon.fr/11844-home_default2x/grey-stripes-seersucker-bermuda-shorts.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11844-thickbox_default/grey-stripes-seersucker-bermuda-shorts.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #ffff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Grey Striped Seersucker Bermuda Shorts</div> <div class="product-price-and-shipping"> <span class="price">€89.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-4"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2212" data-id-product-attribute="56554"> <a href="https://www.lepantalon.fr/en/seersucker-chinos/2212-navy-blue-seersucker-chinos.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/11847-home_default/navy-blue-seersucker-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11847-home_default/navy-blue-seersucker-chinos.jpg 1x,https://cdn3.lepantalon.fr/11847-home_default2x/navy-blue-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/11847-thickbox_default/navy-blue-seersucker-chinos.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/11876-home_default/navy-blue-seersucker-chinos.jpg" srcset="https://cdn3.lepantalon.fr/11876-home_default/navy-blue-seersucker-chinos.jpg 1x,https://cdn3.lepantalon.fr/11876-home_default2x/navy-blue-seersucker-chinos.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/11876-thickbox_default/navy-blue-seersucker-chinos.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute group_4"> 44 </li> <li class="attribute group_4"> 46 </li> <li class="attribute group_4"> 48 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Navy Blue Seersucker Chinos</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-5"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2236" data-id-product-attribute="68735"> <a href="https://www.lepantalon.fr/en/balloon-jeans/2236-ice-blue-balloon-jeans.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn1.lepantalon.fr/12453-home_default/ice-blue-balloon-jeans.jpg" srcset="https://cdn1.lepantalon.fr/12453-home_default/ice-blue-balloon-jeans.jpg 1x,https://cdn1.lepantalon.fr/12453-home_default2x/ice-blue-balloon-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/12453-thickbox_default/ice-blue-balloon-jeans.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12456-home_default/ice-blue-balloon-jeans.jpg" srcset="https://cdn3.lepantalon.fr/12456-home_default/ice-blue-balloon-jeans.jpg 1x,https://cdn3.lepantalon.fr/12456-home_default2x/ice-blue-balloon-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12456-thickbox_default/ice-blue-balloon-jeans.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute attribute_oos group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New </div> </div> <div class="listing-bottom"> <div class="product-name">Ice Blue Balloon Jeans</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-6"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2600" data-id-product-attribute="66209"> <a href="https://www.lepantalon.fr/en/pleated-trousers/2600-dark-beige-pleated-trousers.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn2.lepantalon.fr/12427-home_default/dark-beige-pleated-trousers.jpg" srcset="https://cdn2.lepantalon.fr/12427-home_default/dark-beige-pleated-trousers.jpg 1x,https://cdn2.lepantalon.fr/12427-home_default2x/dark-beige-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12427-thickbox_default/dark-beige-pleated-trousers.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12434-home_default/dark-beige-pleated-trousers.jpg" srcset="https://cdn3.lepantalon.fr/12434-home_default/dark-beige-pleated-trousers.jpg 1x,https://cdn3.lepantalon.fr/12434-home_default2x/dark-beige-pleated-trousers.jpg 2x" alt="" data-full-size-image-url="https://cdn2.lepantalon.fr/12434-thickbox_default/dark-beige-pleated-trousers.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute attribute_oos group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Dark Beige Pleated Trousers</div> <div class="product-price-and-shipping"> <span class="price">€129.00</span> </div> </div> </a> </article> </div> <div class="container-product-miniature container-product-miniature-7"> <article class="product-miniature js-product-miniature col-md-3 col-sm-4 col-6" data-id-product="2601" data-id-product-attribute="66233"> <a href="https://www.lepantalon.fr/en/wide-jeans-women/2601-middle-blue-wide-jeans.html"> <div class="thumbnail product-thumbnail"> <img class="product-thumbnail-1" src="https://cdn3.lepantalon.fr/12438-home_default/middle-blue-wide-jeans.jpg" srcset="https://cdn3.lepantalon.fr/12438-home_default/middle-blue-wide-jeans.jpg 1x,https://cdn3.lepantalon.fr/12438-home_default2x/middle-blue-wide-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn3.lepantalon.fr/12438-thickbox_default/middle-blue-wide-jeans.jpg" loading="lazy"> <img class="product-thumbnail-2" src="https://cdn3.lepantalon.fr/12447-home_default/middle-blue-wide-jeans.jpg" srcset="https://cdn3.lepantalon.fr/12447-home_default/middle-blue-wide-jeans.jpg 1x,https://cdn3.lepantalon.fr/12447-home_default2x/middle-blue-wide-jeans.jpg 2x" alt="" data-full-size-image-url="https://cdn1.lepantalon.fr/12447-thickbox_default/middle-blue-wide-jeans.jpg" loading="lazy"> <div class=""> <div class="attributes_block"> <span>Available sizes</span> <ul> <li class="attribute group_4"> 32 </li> <li class="attribute group_4"> 34 </li> <li class="attribute group_4"> 36 </li> <li class="attribute group_4"> 38 </li> <li class="attribute group_4"> 40 </li> <li class="attribute group_4"> 42 </li> <li class="attribute attribute_oos group_4"> 44 </li> <li class="attribute group_4"> 46 </li> </ul> </div> </div> <div class="label_product_miniature" style="color: #1B3146 !important;background: #fff !important;">New</div> </div> <div class="listing-bottom"> <div class="product-name">Middle Blue Wide Jeans</div> <div class="product-price-and-shipping"> <span class="price">€119.00</span> </div> </div> </a> </article> </div> </div> </div> </div> </div> <div class="prev-cont insta-mover-btn"> <button class="prev btn"> <svg width="17" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_945)"> <path d="M14.5 25.5L3 14L14.5 2" stroke="#1B3146" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_945" x="0.600586" y="0.308105" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 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CC/dbNSPqVnH9cGUl1lmEAAAAq4fLgABeyXba28VTDIzesYwAA8Iruo+3WEcxQrocXFSfUd7S2qKW5kc/wVS4cqtGxzsMvF+fdmcnqzswsZXsAAALi8uCAjnUeto4Bj5ibX9CHZy5Yx4CLmF6P7WB6PQAA/lIs1He0tjCdvgoVC/ene7pebqBbvKYPYPu6uT6GMqunYA8AAPBczoDxK5KeGWfxDAr2pbsiZ5p9RtIfTZMACBwWWACopN6eLnW0pqxj+F5f+qJ1BAAAXtF9tD3Q5dzRsUnrCMCWHGlrUaqpUR1tv2ZCvcd1tKbU0ZrScOa8JqbusjAPJes/e8I6AjxkYmqaBWZGUs0/TJtLNsRVGw6V/BzZ+QeSpLX1J3wfPYx7PSgFP+v+l6Q8hW1IJuKcB2wDn4UBANWkeI0/1XyAQr2H/HgDXcr2wM50tP3aOgIAoEIerz/RwSbrFADge/+QM1j8kXEOz6Fgvz3P5PyDuy6ncH/INA2AwKgLu19yWVxedf01AFS/WDSi8+dYmOO2ufkFZe8vWMcAAOAVQd4pfmLqLtOjUbV+PKWejbD8q7gwb23jqcZvTbP4H++Uam5U/9nj1jHgIXdmZiXxvuKGWDSi+mhEyYa4YtGIkgmnRF/eRfKv/ryvbTzV2vr3mr2/oLWNJ1pcfshEWw+gOIFSZOe5fux3bLqB7TjY1KiDTY3v/kK8YmJq2jrCGzmfHYO76SlKs7i8ynVswINi0Yg6Wls2r/Nzjd8Pflq2H781rfGpu1ybAbYgmYizgTgABAhrHrC0ssr9McA9D+T0nGeMc3gWBfud+VZSq6QP5BTt95imAarELEVBT+MmHABJujw4EOjJtZXSlx6yjgAAwCti0UigF+cOj9ywjgC8orjgrvtoOzeaAqZ+9y71nz2u/rPHdWcmq9Gxv7M5F14r1XTAOgI8hgW+5VHc+CbZsE/JRFzJRNzkWlr97l2q373rZ5/h5+YXNHt/Qdn5Bxw/qkyqObjnW9ge3rf9L8jXYYBKyuULVb2Ye3DgHO8H2LL6/9FhHQHAFiUTcXV3HlZH268pkvpcOFSj0z1dOt3TpaWVVY2OTWr8VvVu7gNYC/Km/wAABBEdJcAVzyVl5HSasQMU7MvjppxdHj7dfNSZpgEAANiB3p4uFnBUwMTU3apeyAMACKbeni7rCGbm5hc4NqMqUKrHT3W0ptTRmtLc/ILGp+6yKA+vYOIpSjHHFORtSybiSjU1KtV8QC3NjVW/MeUPU22PK5cvaPb+gu7MzOr2vVkWsBhjYxSUioK9v7HpBlA51T4ognuz2CrO64Dqd6St5eWkekr1wbS/YZ+GM+c1OHBO176a1OjYJNdjgJ/oaPu1dQT4UF04ZB0BgBGuqwAIoC/kdJifWQfxAwr25fNMzq4P1+Xs/PA7yzAA/Kk++r51BAA+F4tGdP7cCesYvpfLF5QeumodAwCAn+k+2m4dwczo2KR1BAQYpXpsRbEs2X/2hIZHblC0hyQK9igNJc2tK06oTzU16khbS9UX6t8mHKp5uVnLcOa87sxkNTE1rdv3Zq2jBRLv2ygFBTr/SzbwngBUSjV/FmazDZSimv8tA0GWam5Ud2e7568hoLzCoRr1nz2u/rPHNTF1V8MjN9jsG5BzfYwNSOCG/Q1xrnsDAAC/+0ZOsf5b6yB+QsG+/B5J+kBSq5yy/R7DLAB8hotKANx2eXCAm30VcO0rdqcGAFSf7qPtgf0csLbxlButqLjacOjlJJuO1pR1HHhI/e5dGs6cV//ZE8oMfcb7V4DVhkNcL0RJshQ13yooG94Uy/a5fEHXvprUxNQ0i7sriII9SlHt05axc7wnAJWTnX9gHeGN2GwDpVhcWbWOAGBTMhFXd+dhdbT9mmt0eKdjnYd1rPMwRXtAUnfnYesIAIAKY700AOzYd/phMDjKjIK9e2Yk7ZWzK0RGUp1hFgDYkrWNp9YRABg60taig01MSHBbLl9gQi4AoCoF+Ub26Fd/t46AAEkm4urt6WKSDXasfvcujV5Ka25+QZdGbihLAStwWphyiBIx6fDnYtGIjnW2q/toe+AWwzNFrfLYGAWlWlrhfdvvKNgDlVPN58y8F6AU2fvVu1kEEAS14ZC6Ow/7fnM+uKdYtP98bFKXRr6kbIZA6mj7tXUEAECFLXKtGwB2YlDSFUnPrIP4FQV7912RszvEFUknbaMAwNutrX9vHQGAkdpwSJcHB6xjBMKlqze4QQZgW2LR95VV9S4ChLfFopHAbrSTyxc0PnXXOgZ8rrjorvfj31OqQtkdbGrUxJ8vamLqrtJDVznfCJD9TDlECXL5AuXpTSyG/zmmqFUGG6OgVGyM4m+14RDHIaBClqp84jcFe2wV53WAnSNtLTrW2a6O1pR1FPjE6Z4udR9t17WvJjU8csM6DlAxsWiEe6UAAATQ81zBOgLgRf+QM/j7kXEO36NgXxnPJJ2SU7K/IumQaRrAZSzidUdtOGQdAYCPnT97nOmZFbC28ZTp9QC2rX53xDoCfKy3p8s6gpnb92Y5j4VritPqj3Ueto6CADjWeVhH2lp06eoNzjsCgqImSkFJ01kM39HawnH5LSjau4uNUVCKtY2n/Az6XDJBuR6olGqe+M1mGygF53VAZcWiER3rbFf30XbKoHBFOFSj/rPH1X20XX3pi8reZ7N9+F9Ha4t1BACATyUTcc6bq9ji8kM2LAO27js5PeQZ2xjBQcG+sr6V1CrnH3lG0h7DLIBrFlf4YOoGFlkAcEsyEdfpAJfqKoldpwEA1ar7aLt1BDMcn+GG7qPt6u3pYoE0Ki4cqlFm4JyOtLWoLz1EKcvnmHKIUswGdIFucVp978e/ZzF8CYqbtjBFrbzYGAWlYCGg/6WaDlhHAAJjsYon2LMOBKUI6nkdUGmp5kZ1d7azQR8qpn73Lk38+aLuzGTVlx5iY3D4WpDXJcB9Lc2NGh6xTgHASm2YIXMAPO+5nMHeGeMcgUPB3sZ1STclfSopbRsFAAAE3eDAOesIgbC28VTjt6atYwAA8DPdR9sVDgXzJsOdmSzlU5RNbTik3p4uptmgKhxsatT03z5jmr2PxaKRwB6/sT3Z+eqd2umGWDSi/rMnWAy/A8UpakfaWpQe+owpamXAxigoBQV7/+M9Aaicap5gz2YbKMUSA08AV7FxLqx1tKb0X//8q/rSQ7p9b9Y6DlB2sWiE91gAAADg9b6Q0zN+Zh0kiCjY23kmZ0eJ65uPQ4ZZAECSKJYAAdR9tF2MJVbNAAAgAElEQVQHm5icVAlM+wIAVKvuAJeORsf+bh0BPlAs8B1pa6HsiqpSnGafaj7A1BsfSjVTwkBpFperd2pnOaWaG3X+7Amud5XR/oZ9mvjzRQ2PfMn1rR1gYxSUKmgbowQRBXugMnL5QlWvg+C9AKVggj1QfsWNc8983MU5G6pCOFSj0UtpTUzdVXroKtf14SsdrS3WEQAARtjEGQDe6Bs5/eIZ2xjBRsHe3iNJrZuP65L22EUBEHTVfGMZQPnVhkNMr6+QXL7A9HoAQFWKRSOBLR+tbTzlBg52hMm48Iri1JsPz1xgEqqPJJnyghKsbTz1/WJcpsy5rzjN/nR/hnsJ28DGKChVUDZGCapYNKL63busYwCBUO3nwS3Nwbw2i9IF4bwOqCSu76PaHes8rFTzAZ3uz1T95xlgq7qPtltHAAAAAKrFczkT668b54Ck96wD4KUZSXslDcr5IQGAV6SaWHwFoLx6e9iBu1KufTVpHQEAgNfq7emyjmCG6ZvYrlRzo76+dlHZ//wri+/gGeFQje787//F4iUfYcohSuHnRbjdR9s1988bGs6cp1xfAfsb9mn6b5/pSBvTpkrFxigoxdLKKgU6n+OzHFA51TzxOxaNcK8WW+bn8zqgkmLRiC4PDnB9H55Qv3sX1/XhG7FohOu3AABXxaLvW0cAgK36k5wO8XXbGChign31yUi6svk4aRsFAAD4VSwa0ZmPg1uoq6RcvqDRMQr2AIDqFNQFGbl8QbfvzVrHgMekmht1/uwJHWxishi8azhzXqmmRvWlh6yjYId4L0IpsvcfWEcou+6j7eo/e4LpvwbCoRqNXkrr87FJpYeuWsfxDMq0KAUFOv/b38B7AlAp2fnq/SzM5wOUwo/ndUAlcX0fXsZ1ffhBRysbdsJ9HOeBYKvfHbGOAADv8o2kU5Ie2cbAT1Gwr07P5PzAXJdTuD9kmAUAAPhQ/9kTTESokPFb00wbAgBUpe6j7YH9PMDxGaVg4R385ljnYcWiEf17/yDvhR5FCQOlWlzxT1Ez1dyowYFPmHZUBU73dKk2HFJ66CrHky3gsyRKQcHe/1qaeU8AKmVxedU6whux2QZK4afzOqCSuL4PvzjWeVjJRFwfnrnAdRh4UlA3/gcAAI4lrmsg2L6T9Kmkm9ZB8HrvWQfAW81IapX0b5KemyYBSlDNNyjxdlx8BYIhFo3oWOdh6xiBwfR6AEC16g7w5wGOz9iKWDSir69d1MSfL7L4Dr5zsKlRX1+7qNpwyDoKtiHFexJKlL2/YB1hx1LNjS+Py5Trq8exzsMcT7aAjVFQquy899+38XacYwKVsbSyWtVrINhsA6Xww3kdUElc34cf7W/Yp6+vXVQsynRWeEssGuGaLgBAaxtPrSPA0PMqvkYHuOi5pEFJe0W5vqpRsPeG63J+mP5kGwPYmmq+QelllViAxY7XQDBcHhywjhAYE1N39Xj9iXUMAAB+JhaNBHZB0Z2ZLMdnvFUsGtHlwQFl//Ovgf05QTAUF+NRivQeipooxdKKtzfELR6XWRBfvTievBsbo6BUTLD3Nz7LAZVT7e+nfL7FVnn9vA6oJK7vw+/2N+zT9N8+47wCntLR2mIdAQBQBdbWv7eOAACV9IWkX0nKGOfAFlCw945nkj6V9C+SvjHOAsBAXbjGOgIAH0g1N3ITsYLGp6atIwAA8Fq9PV3WEcyMjv3dOgKqVG04pP6zJ5T9z7/qWOdh6zhARVCK9CYWT6IU1V4qehOOy97C8eTteN9GKeaYXu97vCcAlZOt4vdU3gtQiuz9B9YRgKpXGw69LNZzHQF+Fw7V6OtrF/k8Ac/oPtpuHQEAAAColAeS2iSdkvTINAm2jIK99zyS1CqpS9J3pkkAAIDnnD97wjpCYCytrCp7v3oX7gAAgi2oN7E5PuNNenu69F///Kv6zx63jgJUHKVI79nfsM86AjykmktFb9J9tF3Tf/uM47LHcDx5Mxa8oxRe3RgFW5fksxxQMdX8nsrnA5RikQn2wBsVN+j7r39SrEewULKHV8SiEe5poKJSzQyfAoKqhZ9/ALaeS+qTM7V+xjYKSkXB3rtuStoraVDODyEAAMBbMb2+skbHJq0jAADwWt1H2xUO1VjHMMHxGT+Vam7U3D9vKDNwLrA/F4BEKdJLWBiEUlVzqeinkom4vr52UcOZ86rfvcs6DraB48nrsYgYpaBA53+p5gPWEYBAyOULVf1ZmM02UIpq/rcMWPrxBn1c30cQUbKHF3S0tlhHAAAAANz2Jzkd3yv/P3v3Exvlee7//6OqO2YGVjhYtsLBEpawBOkPS2XcRewFtqV+7YYqtnJIaOgBCpxNgzFrz6xx7JzNCRTypyXhVHZU5+BfJQwLO4uvx5WwGpBsCUtxiLBw8SowM/vvYgLhjwlzj2ee636e5/2SolNVVfiIM3PP/dzPfV2XcQ5UiAL78Muo1N3iz8Y5ANRYQ/0rNf8zHuaLNf8zANhhen1w8oWirk7PWscAAGBd/TGd4JEvFDV25Zp1DHiisb5OX1w4q/E/naWAD/gBRZHhkN5LQRbchKEQ49G0uan/+W+aQ0bArp079PHIkHUMb9AYBa5yN25aR0CN0XQDCIbv+2CabcCF759nIGjp1t006AN+8KjIvrG+zjoKsK7+3k7rCAAATzygTgVA9Hwl6ReS3pP0vXEWbAAF9tFwR9JhSR2SeOMORFQQLwR4KQdEF9PrgzV25Zoe5gvWMQBETBuX8lEFjfV1sd0TXPic6fX4sYAv9///JbbfBeCn7Nq5Q9nBE9Yx8BOYRgQXc/O3rCO8VHdH2+Npc4iOfXt3azQ7aB3DCzRGgYt8oai79+5bx0AN0XQDCM7sDb/3wjTbQLnC8FwHBCWVTGg0O6jxP53lfB94QjKxSR+NZGieC+801tex7wUAPEadCoAI+U7SAUntkr62jYJqoMA+WmZUmmZ/StID2ygAAMAnTK8P1tjkdesIAACs6+jBA9YRzIxPMr0+7ijgA8rT17NfAzxDeosCe7jw+aJKKpnQRyMZXXx/iGlzEdXXsz/Wzx+PsG7Dhc/rNqqjZSdrAhCU3Ly/80lotgEXvjeLAIJy9OAB/ePvf1Ffz37rKICXdu3coY9HhqxjAE/pam+zjgAAAABU0wNJWZVqd780zoIqosA+mj6QtF3SfxnnAAAAHojzpFoLi0vLXIQEAHirv7fTOoKJ8cnrTAGMscb6Ogr4AEcDx99RdwcXn3yTSiZYx+Ak5+mkw+6ONv3j739RV3vaOgpqLDN4IvYFZBTYwwUFdNHHmgAEZ+H2snWEF6LZBlwsLvHeGfHW0tyka3/9UJnBE0omNlnHAby2b+9ujWYHrWMAj8X1bgJspffusY4AwAhnr37L8f4D4fe/KhXWZyR9bxsF1fZz6wCome8lvSfpU5UK7l83TYPYWFzy9yVl2GWGzymVTDz137U0N2lz8umXBxTRAngWkweDdfHyhHUEAADW1d3RFtvLR2NMr4+towcP6PSJQ7H97AMbMZod1N17Z2gg5pG2mBepwp1v39/G+jqNZgc5w46Zj0cy+uWvf6eH+YJ1lMDRGAWufJ62jOpIt3LJGwjC4tKy13sPLnzDhW/PdUBQUsmETh9/R0cOHrCOAoRKX89+5eZvaewK70Zhq7G+Trt27rCOAQCIEe4FAaiR7yQdljRjGwO1RIF99H0tqV3SGyoV2r9qmgaR5/NLyrDbSMHmsxNiNicT2kVXdCAWGuvr1Nez3zpGrFydnrWOAADAuvp64tkhfnFpmS64MUQBH7BxycQmjWYH1fnWSeso+AHneXCRLxR199596xiP9fd2Ksu0uVh69HtyZCBjHSVwNEaBK5+nLWPjaLoBBMf3gmSabaBcK6trXj3XAUFJt+7WaPYMeyegQtnBE1q4/Y33eyJEW1d7m3UEAAAAYCMeqDSt/gPjHAgABfbx8aVK3TLe++GfzaZpAARqvWISCkCBeIhrIZ2VqZkczWYAAF5qrK9TV3vaOoaJjTQrQzgNHD+kgePvWMcAImHXzh3KDp7Q0PA56ygQhZpw48sF2lQyodHsYGz3oijpak/r6MEDsdub0xgFLlZW1zhbjriWZib3AUHxZS+8HpptwIXPn2WgFjhDAKrjUbPDN4+d4TkTZvp7ubMIAHhabv6mJO7yAAiFP6tUe/u9dRAE42fWARCo71XqnvGapP+1jQIAAIJw7O0D1hFiZXzymnUEAADWFdemOyuraxq7wu9zXLQ0N+naXz+kuB6osiMHDyhNYbcXWpop1ET5Ztdpuhq07o42/ePvf+FiPCRJp08cUmN9nXWMQNEYBS5yN25aR0CNpfcysRoISm7efi/8IjTbgAsK7BEnnCEA1bVr5w6d5n0ZjDTW12nXTva9AAAACJ2vJP1C0mFRXB8rFNjH0x1Jb0jqkPSdbRQAAFAr/b2dSiY2WceIjXyhqKvTs9YxAABYV1w7xFNcHx9HDx7QFxfOclkDqJHR7BmlkgnrGLHWWF/HMz6clKZA2Hg0ce7i+0N8bvHYo+lpcUJjFLiggC76WBOA4Pi8ptJsAy4sn+uAoKSSCX00kuEMAagBmufCSld7m3UExBhNT4F4i1ujZwBV852k30tql/S1bRRYoMA+3mYkbZd0StID0yQAAKDqjh5ken2QKK4HAPiqu6NNDdu2WscwcfHyhHUE1FhjfZ2+uHBWmcETXL4Daqhh21am3RhLt1KEATcLt5dN/tyW5iZd++uH6uvZb/Lnw2/79u6OTfMvGqPA1cKSv8WgqA4ueAPBmPN4er1Esw24yd3w+/MMbFS6dTdT64Eao3kuLMTl/A8A4J8GCuwBuMtKek3Sp8Y5YIgCe0jSByoV2v/ZOAcAAKiSluYmpncGbGqGAnsAgJ/6euL5Ant88roe5gvWMVBD3R1tuvbXD7VvL0UKQBCOHDxAIYChFp7x4WBldc1kHzRw/JCm/ue/Y9vcCeXJDp6IxcVuGqPAFQV00UbTDSA4s56vpzTbQLkWl2yapgFBSCUTyg6e0PifzrJHAmqM5rkIWmN9HXcWAQAAEAZfSfo3SRlJ39tGgTUK7PHI95IOS/qFSosEAAAIMabXBytfKDLBHgDgpcb6uthO/mB6fXSlkgmNZgd18f0hLt8BAcsOnrCOEFs0N4CLhdvBTkFOJRP64sJZDXBZF2VIJjbF4uySxihwQQFd9LGXA4KzuBTsXtgFzTbgIujnOiAoLc1N+uLCWR2JwXMh4Aua5yJIXe1t1hEAAJ5auXffOgIASNJ3kjoktUu6Y5oE3qDAHs/6WqVF4vcqLRoAACCEujs4rA4SxfUAAF/FdXr93PwtLiBGVEtzk6799UP19ey3jgLE0r69u9XfG8/fFmv79jLlEOXL3bgZ2J+Vbt2tf/z9L3xG4WTg+DtqrK+zjlFTXFyHiyDXbdjYtZM1AQiKzxPs2R/ABefbiKKjBw9o6n/+m8nGgAGa5yIovEOCtVQyYR0BwAvcpcAegK0HkrKStkuaMU0C7/zcOgC89amkLyW9J2nINgoAAHDR39vJ9IOATc1QYA8A8FNcX2CPTV63joAaOHrwgDJcAALMDRw/pLEr16xjxEq6lcJluFkIaGrnwPFDTK1HxQaOH9KpoWHrGDVD0wm4WGCCfeS1sZ8DArGyuqaH+YJ1jBei2QZc5Ob9bRYBuEolExrNDqqrPW0dBYitfXt3q7ujjQEiqKnG+jqaqMAcn0EgOhaXlp8757l77/5zhfoP84XH70YXbnPW7rN8oUh9A6z8WaX62O+tg8BPFNjjp3wvKaNSsf2nkl43zAIAAMrU1c70+qDxAgoA4KPujjY1bNtqHSNwK6trFH5GDJfvAL80bNuqowcP6OLlCesosdFCEQYc5Wo8tTOVTOjjkSEKiLEhfT37NXL+UiQnltAYBa6YUBt9/GYCwcjduGkd4SfRbAMu2B8gKtKtu/XxSIYiCsADmcGT3G9CTXFnEQDwMgOZ93X33r+e+u8e5os8A8fEwu1vOCtH0L5SqS52xjYGfPcz6wAIhTuS2iV1SPrONAm8x+YWAGylkgkKjwI2NZOzjgAgJlLJhHUEhExfT0yn11NcHyktzU269tcP2eMCnjl94hB7kwC1NFNgj/It1ngKcrp1t/7x979w+QFVMXD8kHWEmqAxClzkC1wejDr2ckBwfF9P2UOjXHNMr0dEHD14QON/OktxPeCJhm1b1d8bz/fHCAafLwDAy4xduabcjVtP/eP7eQ6AUHog6fcq1cLOmCZBKFBgDxczkrZLyqq02ADPeZAvWkcAgFjr79lvHSF2pmbo7gwgGLt27rCOgBBprK+LZUFyvlBkonKE9Pd2aup//lsN27ZaRwHwjGRiE8+fAaIoCy5qeQll4PghLsajqvp69quxvs46RtWxbsMFlwejjzUBCE7O46Jk1gK4YH+AsEslE/poJKPM4AnrKACeEdVmh7DXWF/HnRYAAAD44L9Uqn391DYGwuTn1gEQShlJH/zwz7u2UQAAwJPoBBu83I2b1hEAAHhOXKfXX52e1cN8wToGqmA0O6g+incBrx19+7c0NQlAKpngUhqc1KKoKJVMaDQ7GMsGTqi9geOHdGpo2DpGVVFABxezN/wtBkV1tLCXQwUa/r8u6wioMvYHcOFzswjgZVqam/TRSIbGuYCnHk2xH7tyzToKIqarvc06AvBYKpng3ggAAPHzlaTDku7YxkAYMcEelfpepYWnQ6VFCAAAGKMTbPAWl5Z199596xgAADwnrk13Rs5fso6ADUolE7r21w8prgdC4NFFPNRWSzPP+XBT7UmHLc1NuvbXDymuR8309exXKpmwjlE1NEaBq8UlJtRGXbp1j3UEhMwchbWRRLMNuGCCPcKqv7dTX1w4S3E94Dmm2KMWeF8En/BuDQCAWPlO0gFJ7aK4HhWiwB4bNaPSIvR7SQ9MkwAAEHN0gg0e0+sBAD7q7miL5eWluflbNL4JuZbmJv3j73+hIAkIkaMHD1hHiLz0Xgqy4KaahRhcjEdQovR7wuVNuGKCffTxjAtXFNZGE802UK58ocg5N0IpO3hCI5nTSiY2WUcB8BIN27aqu4M7ZqgehgIBAADAwANJWUnbJX1pGwVhR4E9quVTlRal/7KNAQBAfHExI3hXZ2atIwAA8Jy+nnh2h794ecI6Ajagv7dTU//z31y+A0Jm184dSrfuto4RaS3NTdYRECLVnHbKxXgEKUoTrmiMAhcrq2t6mC9Yx0ANsVdGJRaWlq0joAYoOEK5aLKBsEklE/riwlkdiVDjNCAOotTsEPYYCgQAAICA/VnSa5IyxjkQERTYo5q+l/SepH+T9JVxFgAAYiWVTKirPW0dI3ZyTBcCAHimsb4ulnuCldU1XZ2m8U1YPSrgAxBO/TFt7BIUCuzhohqFGKlkQtf++iEX4xGoKE1OY92GCwrooq9lJ2sC3LE2RA/NNuBilvfPCJGW5iZ9ceGs9u1lnQPCZt/e3Wqsr7OOgYiIUvNMAAAAeO2mpA5JhyXdMU2CSPm5dQBE0h1J7ZLekPSBpFctwwAAEAdtXMwIXDWnwgEAUC2xnV7/+d+sI6ACqWRCo9nBWDaFwMbNzd/Swu1v9CBfVG7+5uP/fuH2sh7mC09dXk/v3aPG+jqlW/eoYdtWi7iR1tezX0PD55i+WgON9XV8ZuEkt8GzikcX45laDwtd7W2RaJpFgT1cUEQbfenWPdYREDL5QpG1IYJotgEXT55zAT5Lt+7WxyMZzhDgbHFpWQu3v9Hde/e1uPSNHvxwrvwwX9oHNdbXqeGHwu/G+lfUsnOHWpqbaORQAwPHD+nU0LB1DIRcY32ddu3cYR0DeEpj/SvKibudAABEyAOVptV/YJwDEUWBPWrpyx/+yag02X6zaRoAACKsqz0aE57ChOkBAAAfxbE7fL5Q1NjkdesYcJRKJvTFhbNcuEDZpmZyyt24qdwPhfUvk3tiv/7kf26sr1NXe5uOvv1bCperqL9nvy5enrCOETkUacLVRoqx+ns7lR08wcV4mIlCwxYao8AVBXTRx34OriiujyaabcDFwu1l6wjAS/X3dmokc9o6BkJicWlZuRs3dXVm9qmz+he5e+++7t67L0lPFUemkgl1d7Spv2c/xfZV0t3RplND1ikQdtxZhI8attVZRwAAANXzXyrVpX5vnAMRRoE9gpCR9OkP//ddyyAAAEQVFzOCx+VHAIBvujvaYlnMMXblWqiLcOKI6bgo19z8LY1NXtfV6dmqfc/v3ruvi5cndPHyhPp7OzVw/FAs185q6+/tpMC+BnYx5RAO8oXi48vHrrKDJ3Tk4IEqJwLcdXe0aezKNesYFaOQFq7KKS5BeKWSCZ414IzmztHEHgHlWlld46wb3hvNDqqvZ791DHhuZXVNFz//m6ZmZis+r3rWw3xBY1euaezKNTXW1ykzeFJd7emq/LvjKpnYpP7ezlCfxcBeHAcAAAAAIBBfqTTs+WvrIIi+n1kHQGzckXRYUockqtEAAKgiJiPZ4PIjAMA3fT3xfHlNQWe4pFt3U1yPn5QvFPXR5Qml/8/v9OaxMzVtojF25Zr2/fqQRs5/VpN/f5zs2rlDjfVMg6i2tlYmMaF8lUw7TSUT+uLCWYrr4Y2wT7yiMQpcLC4xnTbqWpp3WEdACC0uMcE+ami2ARe5G1ypg79SyQTF9Xip8cnr6vvDGe379SFdvDxRteL6Z929d19HBjLq+8MZ5QvFmvwZcRH2sxjYamlu0q6dPPsCAACgqr6TdEBSuyiuR0AosEfQZiS9JumUpAe2UQAAiAZedgRvbp7iegCAXxrr62I5pWFqJlezyzmovv7eTo3/ieJ6rC9fKGrk/Gf65a9/p6Hhc4F+t0fOX1LXv/8nF/E2iGfT6mPKIVy4TjttaW7SFxfOat9eGjnAH2F/pqExClxU0hgF4ZLeu8c6AkKICfbRQ7MNuGB/AF89atBHcT1eZHzyutL/53c6NTQc6LCK3I1b+uWvf0cDsw3oak8rlUxYx0BI9fO7AAAAgOp5ICmrUs3pl8ZZEDMU2MPKB5K2S/ov4xwAAIReupVLWkHjghMAwDfxnV7/N+sIKNPRgwc0kjltHQMeerKwfuT8pZpNq3+ZhdvfcBFvg/p74/lbVCstzU00JIGT3Hz5kw7Trbv1xYWzTBeCl7o7wtuwhcYocJGjiWvk0XQDrlZW18yeiVE7NNuAi4UlCuzhn0cN+jhDwHqeLKy3aoj9MF9Q51snNT553eTPj4Iwn8XAVlfHr6wjAOvinBYAgND5X5UK6zOSvreNgjiiwB6Wvpf0nqRfSPrKOAsAAKHFgWDwXC6tAwAQhDgWNa6srgU6BQOVG80OKjN4wjoGPDQ+ed28sP5JD/MFvXnsDEX2Fdq1c4ca6+usY0QGz/pwtXC7vLWrv7dT4386SwMHeKurPZyXummMAldMqI0+9nNwxboQTTTbgAvOu+EbiuvxInPzt8wL6591amhYczQyq0hYz2Jgq6W5SQ3btlrHANa1Ock5LQAAIfGdpA5Jb0i6YxsFcUaBPXzwtaR2SQdUWhwBAECZGuvrOKw2UO6ldQAAgtDd0RbL/cDI+UvWEVCG0eyg+nr2W8eAZxaXltX3hzM6NTTsRWH9kx7mCzo1NKx8oWgdJZTSrUzmq5YWLi7DQbnTTkezgxrJnA4gEVC5sP6WUEgLVxTSRltjfR1NN+CMdSGa2COgXBSFwjePiuvZ0+BJK6trOno6qzePnfGmsP5J/zGQpYFuBbra09YREEL9vP8FAACOHuS5h4PHHkg6JWm7pBnTJIAosIdfvpT0mqSsSoslAAB4ibBeOA2zxaVl74qAAMQHl/Gwnr6e+E2vzxeKujo9ax0DPyGVTFBcj3WNnP9MnW+d9Hoi18Ltb3RqaNg6Rigx6aZ62PfBxcuKsVLJhL64cJbfZYRCw7ataqyvs47hjMYocEEBXfSxl0MlcvM3rSOgymi2ARc02YBP+ns7Ka7Hcz66PKHOt056/X7uUQNduOvu4Gwfbro6fmUdAQAAhAxnH/jBn1UqrP/AOAfwGAX28M33kjIqFdr/r20UAAD8x8XN4PGAD8BSKslFFjytsb4ullMFxq5co+GNxyjiw3oWl5bV9e//qZHzl6yjlOXq9KzGJ69bxwidttbd1hEiY99e/i5RvtyNFxdjPZo4x2cKYRLGpqIU08LFrMfNplAdaX53UQGfG9GhMuwP4GKBicvwRH9vp0Yypymux2Mrq2vq+8MZDQ2fC8W7uYXb32jk/GfWMUKHZxi4aGluUsO2rdYxgBdKJRPWEQAAwPO+kvQLSYdVqh0FvEGBPXx1R9IbkjokfWcbBS5WVu9bRwCAWOFiRvAosAcA+CSO0+sl6eLlCesIeIFHxfW7aASFJ4xPXtebx86Ebi89NHxO+ULROkaoJBOblKbIfsP4O4SrhaX119d0625+lxFKYbzUTRMLuFh8wbqN6ODdDVwtUlgbSWHc08BO2M7NEE2PiuuBR6Zmcup862ToGgGNnL+kldU16xihwjRyuDh68IB1BOAn8U4EAACvfCfp95LaJX1tGwVYHwX28N2MpO2STkl6YJoEZbl771/WEQAgVri4GbwXXVoHAMBCf2/8CuzHJ6/r7j2au/mI4no8K18oaiDzvk4NDYdiss2zHuYLuvA5DT1cpfeGb+qwb1p2UpAFN+tdcu7v7dT4n84ycQ6hFLbCVBqjwBUFdNHHuxu4Yl2IprDtaWAnXyiyDsAcxfV4Vmb4nI4MZEJ5ti+ViuxRvoZtW9VYX2cdAyHR3dFmHQEAAADhkJX0mqRPjXMAP4kCe4TFByoV2v/ZOAcAAN7gxYaNsHXmBgBEV7p1txq2bbWOEbixyWvWEbAOiuvxrJXVNb157IzGroT7Ozty/hJT7B21UWS4YRRhwMV6006zgye4FI9Q27Vzh1LJhHWMstEYBS7yhVd9v18AACAASURBVCJN4yKOvRwqQWFtNNFsA+ViDYA1iuvxpHyhqK5//09dvBzu5rNjV64xxd5RupXmuXi57o42mroCAADgZb6S9G+SMpK+t40CvBwF9giT7yUdlvQLlRZbAABijUtawVvv0joAAFb6e+I3vX5xaZlmNx6iuB7PWlxaVudbJyNzOZgp9m54Vt04/g7h4sm1NpVM6KORjI4cPGCYCKiOlubw7C1Zt+FilmfayGNNQCVy86wNUcNaABfsD2BpNDtIcT0eW1xa1i9//bvInO1f/Pxv1hFCpYX3fChDVzvT6wEAAPBC30nqkNQu6Y5pEsABBfYIo69VWmx/r9LiCwBALO1iMlLgmCwEAPBFKplQX89+6xiBC/u0jCiiuB7PGp+8rs63TuphvmAdpWpYe9wkE5soJNiAVDLBmgonj4qxHv0md7WnjRMB1RGmqfD87sFFVApV8GJpJlajAqwN0cP+AC4Wl1gDYGM0OxjLd01Y3/jkdb157EykzvbHJq9bRwgVJtijHN0dFNgjHBrr66wjAAAQJw8kZSVtlzRjmgSoAAX2CLNPJb2m0iIMAEDscAgYPC44AQB80R/DC0/5QlFjV65Zx8ATKK7Hsz66PKFTQ8PWMaruYb6gcS7iOaGQoHJhmtgMPyzc/kYtzU36x9//wm8yIiUsvyU0RoGr3PxN6wiosbCsX/DHHNPrI4lmG3DBBHtYoLgeTxqfvK5TQ8ORKq6XONt3xfkGXqa7o03JxCbrGEBZGrhbCwBAUP6sUmF9xjYGUDkK7BF236u0CP+bpK9sowAAECwK7IPH5UcAgC+Ovv1b6wiBu/A5E6R9QnE9njWQeV9Dw+esY9TM1MysdYRQaWFtqFh6L1OC4Kaxvk5fXDjLxUZETljOPmmMAlcLt5etI6DGeE6GK5o7RxPNNlCuldW1yBW0wn/ZwRMU1+OxzPC5SDbOfYSzfTfpVpoE4cX6ejqtIwAAAMAfX0nqkHRYpdpOILQosEdU3JHUrtLi/J1pEgAAAsLFjOCt3LtvHQEAAKVbd6th21brGIEbn2R6vS8orsezBjLva+xKtL+jV6dnlS8UrWOEBs+rlePvDi7yhaIuvj9EcT0iKSzrIY1R4GJxaZkCuoijGAWVWFii8UYUcW6GctFkA0Hr7+3UkYMHrGPAEwOZ93XxcrQbXM/euGUdIVRadobjPAbBSyUT6mpPW8cAAACAvQeSfq9SDeeMaRKgSiiwR9TMqLRIP7CNAQBA7XF5Onh3KbAHAHigP4ad4ccnr/M77AmK6/GsOBTXP8JFvPKFpSjSR/zdwQVnQ4iysHy+WbfhggK66KMYBZXI3bhpHQFVRrMNuGANQJD6ezs1kjltHQOeiMvZ/sN8QXPznO2Xi3MOvEh3R5t1BAAAANh7oNLE+k9tYwDVRYE9omSLpIykbyVtto0CAEBtcTEjeLxwAwD4IJVMqK9nv3WMwI0xvd4LFNfjWXG5gPcIF57Ll0xsUmN9nXWM0Gmsr1PDtq3WMQDAG2E4A20LQUb4gwL76Eu37rGOgJDJF4o0lYwgmm3AxcIS+wMEg+J6PCluZ/s0zy0f5/p4ka52CuwRLum9nNEAAFADmyVNqFRgv900CVBFP7cOAFTJYUkfiMJ6YF0vu4T2MF/kUg8AvMSDfNE6AgAA6o9hcf3c/C3luPjihdHsIMX1eCxuF/AkKUfTLScN9XUUijhiOhAAhEtjfZ2SiU3WMRAiFNBFH/s5uOIdfTTRbAMuOPtGECiux5PiebZ/U9I71jFCYd9eGgniealkQl3taesYAAAA8Me7kt5QqY4zYxsF2DgK7BF2r6m0IL9uHQSopVq/6Jibv6U3j52p2b8fQPU11r9iHSF2uOQEAPDB0bd/ax0hcGOT160jQKXiei5O4JE4XsCTSs8E+UKRQroytexs4pK4o11MOQSAp/j+W0IhLVz5/HnGxqWSCTVs22odAyHDNNVoYo+Aci0uLVtHQAxQXI8nxfVsn2cxN6lkQg/zBesY8EgchwAAAADgpTZLGlJpYPJ7kr40TQNswM+sAwAV2iLpU0n/FMX1iIGGbXXWEQB4hnUheCurTF4EYG9zMmEdAYbSrbtjd1F7ZXUtlhd9fDOaHVQfFyfwg7hewHuExlvlS7FvcdbWynQgAHiS778lNEaBi7l5CjqirqV5h3UEhNDiEs+YUUOzDbjgnAm11tLcpOzgCesY8ETcz/ZpalI+nm3wrP7eTusIAAAA8NerkiYkzUjabpoEqBAF9gij9yTdkfSucQ4AABAjd+/9yzoCAHB5P+b6e+L34jrOF318MXD8EMX1eGzk/Gex/14yXbB8FIu727eXvzMACBN+6+CCArroS+/dYx0BIcQzZvRQkAYXORrwoIZampv0xYWzSiY2WUeBBzjbl+7eY6hGuRrrX7GOAI801tdp1072uAifxnoGWAEAELDXJX0r6QOVhioDoUGBPcKkXaXC+lFJm02TAABgjAPA4C3cpps1AMBOKpmIZZHzxcsT1hFirb+3UwPH37GOAU+MT17XyPlL1jHMraxyCQ+10dJMIyUAeJbvayONUeBigWmJkUfTDbhaWV3Tw3zBOgaqjGYbcEEDHtQKxfV4Emf7Jay55WvYxp00/Kirvc06AlAR7tcCAGDmjyrVfh62jQGUjwJ7hMF2SV9Kmpb0qm0UAAD8wAFg8LjkBACw1B/D4vrxyev8/hrq7mjTSOa0dQx4Ymomp1NDw9YxvHD33r+sI4QGRYdufC8iBQALm5P+FoOwbsNV7sZN6wioMdYFuKLIK5potgEXrAOohVQyodHsIMX1kMTZ/pMWl1hzy8WzDZ509O3fWkcAAABA+GyW9Imkr1Uatgx4jQJ7+GyLpIykbyX9xjYKAACIs0WmCwEAjMXxxTXT6+20NDdpNDtoHQOeWFxa5gLeE3I3bllHQES17NxhHQEA4IDL5nCRLxR199596xioocb6OorY4IzC2mhij4Byzc1zxoTqSyUT+uLCWe3inAnibP9ZD2jqXTafGx4iWC3NTWrYttU6BgAAAMJrj0rDlr9Uafgy4CUK7OGrN1TqVDJkHQQAAIDpuQAAS+nW3bF7cT03f4tLxkYa6+v0xYWzFAZAUqkQ6M1jZ9gPo2IUFpQv3brHOgIAwAGNUeCC59voYy+HSuTmb1pHQJXRbAMuZmniiBoYzQ5SXA9JnO2vZ+E2gzXK1VD/inUEeKK/Z791BAAAAETDb1SqEc2oNIwZ8MrPrQMAz3hN0geSXrcOAgAA8AgXIAEAlvp7Oq0jBG5s8rp1hFhKJRP6aCTDRWBI4gLeT5mbv6V9e3dbxwiFFJNuysblZwAIF4pp4YICuuij6QYqkWNtiBz2B3CxuMT7Z1TXaHZQXe1p6xjwAGf76+Pvo3xxa/yOF+vq+JV1BKBivMsF/DVw/NBL/zeLS9/owUv2bw/zRe52A+GyWaUhzIclvafSVHvACxTYwxdbVOpE8kfjHEAsMU0MAH7ag3zROgIAIKZSyYT6YtYZfmV1TWNXrlnHiKUvLpylwBOPDQ2f42UkEJB0K5d8ACBs2DfDBVOqo493rXC1uMQE1Sii2QZccO6Gajp68EDs3iXhxTjbf7GV1TWKx4EydXe08X0BANTEwPF3avrvzwyf08XLEzX9MwBsyKuSJiR9pVKh/de2cQDpZ9YBAJUWxDuiuB4ww3RCAPhpK6v3rSMAAGKqP4YXoi5+/jfrCLE0mh2kSAiPfXR5gkYXP4HLieVL72V6XzladlKQBQBhQmMUuFq4TSFt1DEVDa54rowmmm2gXCura7p7j/fPqI7+3k5lBk9Yx4AnRs5/xtn+T1i59y/rCKHBvgZd7W3WEQAAqMjCEuduQEi8Lumfkj5QaWgzYIYCe1hqV6nTyKikzbZRAAAAXuwuL9kAAEaOvv1b6wiByheKGpu8bh0jdphugyfNzd/S0PA56xhee5AvWkdAxHBZEQDChcYocLGyuqaH+YJ1DNQQezlUIjd/yzoCaoBmGygXTTZQLS3NTcpSXI8fTM3kNHL+knUMREQqycCmuOvuoMAeAAAAgfijSkOb3zPOgRijwB4Wtkv6UtK0JEYYAQAAAACwjnTrbjVs22odI1BXp2cpPAhYd0cb023wWL5Q1H8MZK1jALGTbuWYHADChGJauKCALvrSFNSiAqwN0cP+AC5YA1ANqWRCX1w4q2SCIliUGnudGhq2jgEgIvp7O/l9QSQ01tdZRwAAAOXZrNLw5q9VGuYMBIoCewQto9KC9xvjHAAAAGXL3WCSCAAgeP09ndYRAsdkjWC1NDdpNDtoHQMeefPYGZpcoKo2M+XmpVLJROwa6gBA2NEYBS5yN25aR0CNUVSLSlBcGz0024CL3Dz7A2wMxfV41pGBDGf7ZZjl7g9Qlq52ptcjGhoosAcAIGz2qDTM+UuVhjsDgaDAHkF5Q9IdSUMqdRYBAAAAAAAvkEom1Nez3zpGoObmb+nuvfvWMWIjlUzoo5EMF/DwWGb4HBf8y8Ql6PJRbPRyLc07rCMAABzQGAWuFpbYY0cde164mpunsCuKWAvgYuH2snUEhFx28IR27eRMCSUDmfc520fVpffSXDCuUsmEutrT1jEAAAAQb7+R9K1KQ5632EZBHFBgj1rbLmlG0oSkV02TACG2skqRCQBYyReK1hEAADHUH7Piekm6eHnCOkKsfDwyRGEQHpuayfEdBIxwUREAwoXGKHCVY0Ji5FHcBlcUwEUTBfYo1+LSMlOmsSFHDx6IXYNmvNjUTE5jV65ZxwAQId0dTK8HAACAN4YkfS3psHEORBwF9qiVLZI+UKljyOvGWYDQu3vvX9YRACC2uOgEALBw9O3fWkcI1Mrqmq5Oz1rHiI3s4Ant27vbOgY8kS8UdWpo2DoGEFsUYQDAi/l4LkdjFLhYXGI6bdSlW3m2hrscE+wjiWYbKJePe1yER3dHmzKDJ6xjwBMrq2uc7QOouqMHD1hHAKpmczJhHQHAM1J8LwG4e1XSJyoNf37NNgqi6ufWARBJh1Uqrt9snAMAAAAAIoUCrHhIt+6O3WTxkfOXrCPERn9vp45wMQJP+I+BDFOzAENtFGUBkp6e4vggX1y36GRzcpNampvU0tykZGJT0BFh4EG+aB3hOTyXw0Xuxk3rCKgxmm6gEhTXRg/NNuCCNQCVamlu0mh20DoGPHKEs30AVdZYX0fjKETKrp1NDHoAPNPSzO8MgIq9Lumfkv4s6T1J39vGQZRQYI9qalepsJ63yAAAAABQA5uTFJHEQX9Pp3WEQOULRV5qBqSluUlZptvgCR9dnlDuBpPzACuN9XUUCSNWVlbXtHD7Gy3c/kaLS9/oQb5Q8e9QS3OTjh48oO6ONr5HCBSNUeBigQn2kUfTDbjKF4q6e+++dQxUGc024CI3z1kc3KWSCY1mB3n+xWMj5z+jYQeAquuL2T0FAAAAhNK7kt6QlFGphhXYMArsUQ1bVFqU3rUOAgAAUG28lAQABCmVTKivZ791jECNXbnGhI0ApJIJfTSS4QIeHltcWtbQ8DnrGECsUZCFqJubv6XZG7eUm7+phdvLVd3zLdz+RqeGhjU0XCoy6GpPV+3fDX/k5v2a/k1jFLjibDn62M/BFetCNLEWwAXrACqRHTzBRGE8Njd/SyPnL1nHABBB/b0U2AMAACAUNksaVWmS/WFJM5ZhEH4U2GOjMiotSJuNcwAAECuzN25p316mJQXhQb5oHQEAECPdHW3WEQJ38fKEdYRYGM0OqmHbVusY8MipoWHrCEDs7dpJEQaiZWV1TVPT/1e5+Vu6Oj0byJ/5MF/QkYGM+ns7NZI5HcififiieA4u8oUiBXQRl0omeM6Gs9kbTK6OIvYIKNcc0+tRgaMHD8SuMTNeLF8ocrYPoCZampt4xgUAAEDYvCppWtL/qlTbesc0DUKLAntUql3SpyotRgAAAAAAoAqOHjxgHSFQUzM53b133zpG5A0cP8RUVzwlM3yOYh/AA22tNM5D+OULRY1duaaxyeumvy1jV65JEkX2EZPzrAiRxihwwX47+tjLoRK5+ZvWEVBlNNuAC/YHcNXS3KTM4AnrGPDI0PA53qsBqIm43VNAPNAMDQCA2PjND/9kJX0g6XvbOAgbCuzhartKhfWv28YAAAAAACBaWpqbtGvnDusYgbp4+W/WESIv3bpbA8ffsY4Bj8zN39LFyxPWMQBI2reXoiyE19RMTuOT1wKbVF+OsSvX1LCtjr1PROQLResIz6GYFi6YUh19NN1AJRZuL1tHQJWxP4CLhSXWAJQvlUzoiwtnrWPAI1MzuccNBgGg2ro72qwjAFW3ObnJOgIAAys0pALibEilSfbvqVT7CpSFAnuUa4tKC8yQdRAAACAtLtHdPigrqxy2AACCEbeu8Cura95NpIyaVDKhj0cy1jHgkXyhqFNDw9YxAIipGQinR9PqL16e8HZa2sj5S+ruaItd46oo8nG6J41R4IIz/OijqBauVlbX9DBfsI6BKqPZBlzkbty0joAQ+XhkSMkERWEo4WwfQC11d7TxmwMAiAxf32ECCMxmSZ9IOiwpI2nGMAtC4mfWARAKhyXdEcX1KEN67x7rCKgQl3qBcHnABZzA3L33L+sIAIAYSCUTsesKP3L+knWEyOMCHp71/rlLvEwEPMFZHMIkXyhq5Pxn+uWvf6eh4XPe/5YMDX9oHQFV4FuBPes2XPn2GUb1sS7AFetCNNFsA+XKF4reP0vBHwPHD9HgC085NTRMox4ANdPX02kdAQAAAKi21yVNqzTJfottFPiOAnv8lNdU6tTxiUodPABEWCpJ0QUAAABgJW5d4fOFoq5Oz1rHiDQu4OFZi0vLunh5wjoGgB+0MF0bIfBkYf3I+Uuhucidu3FL45PXrWNggxaWlq0jPIVCWrhYWV2jgC7iGuvrYnWOg+pgcnU0sUdAuWiygXKlW3dr4Pg71jHgkamZHO/UANRMKplQV3vaOgZQEw31r1hHAAAA9t5Vaeh0xjYGfEaBPdazRaUOHf9UqWMHAADwTO7GLesIAACgio4ePGAdIVAXPp8ITYFWGHEBD+s5NTRsHSEyGrmMgSpIt+6xjgC8UFgL6580NnnNOgI2yLcCJBqjwIVvn19UH3s5VGJhibUhami2ARezvN9HGVLJhD4eyVjHgEfyhaIywx9axwAQYf09+60jADXTsG2rdQQAwBM2MxAUdjZLGlKp0L7dNAm8RIE9nvWeSgvGu8Y5AAAAAACIhZbmJu2KWbHGOAVPNZNKJjSaPWMdA54ZOf8ZRT5V1LCtzjoCIiBuv/0Ij/HJ6+p862RoC+sfyd24pUXPJqCjfPlC0bu9C8W0cOHb5xfVR9MNVILm2dHD/gAucvM3rSMgBD4eGaJxB57y/rlLunvvvnWMyGhr3W0dAfBOf2+ndQQAABATLc1N1hGAVyVNS5qRtN00CbxCgT0eaVepsH5Upc4cAADAc3PzXMQBACAK4ja9fnzyOpeBamg0O0gndjxlZXVNI+cvWccA8IQ0FznhocWlZfX94YxODQ1HZq928fKEdQRUyMfiZBqjwAUFdNHHRUC4ovFPNNFsAy4WbrMO4KcdPXhA+/ZyZoQfzc3f4mwDQE011tdx5gUAAIA4el3St5IykrbYRoEPKLDHdklfqtSB41XbKAAAwMWDfNE6AgAA2KBUMqHujjbrGIEaY3p9zRw9eEBd7WnrGPDMqaGz1hEAPKNlJwVZ8Ee+UNTI+c/U+dbJyE1VvTo9ax0BFZr17LNIYxS4itp6iudR/AZXPjaPwcbRbAPlWlld08N8wToGPNbS3KTM4AnrGPDM0PA56wgAIi5ugwAQT6lkwjoCgCc01r9iHQEAnjSk0rDqw7YxYI0C+/jaolKnjW8l/cY2CoCXWYnIxCAA1cVlnGAwTQAAUEvdHW1KJjZZxwjM4tIyhQY10tLcpNMnDlnHgGfGJ6/znauBzcn4rNuoDYow4Iu5+VvqfOukRs5fso5SEw/zBc3N8zsYRr5N/6YxClwwpTr62MuhEjn2JJFEsw2UK3fDr/0t/JJKJjSaHbSOAc+MnP+MO0EAaq6r41fWEYCaa2neYR0BwBMattVZRwCAZ22W9ImkryW120aBFQrs4+kNlb74Q9ZBAJTnLgX2ANaxuMTLtCAwTQCAT+isHD1x6wp/8fKEdYTIGs0OxqpZA14uXygy4aZGKKgpH5dA15du3WMdATGXLxSVGT6nN4+difzZM1PswydfKHrXIIh1Gy7Y/0RfmoJaVIC1IXo4G4AL1gD8lNPH39GunRR+4Ucrq2u8T6sRmuMAP+ruaFPDtq3WMQAAAABf7JE0LelTSdtNkyBwFNjHy2uSZiRNSHrVNgoAANioqF+ABgA8jws20dLS3BSr/5/mC0WNXblmHSOSBo4fitVnCeV5/9wlmkXB3IN80TqCd1LJBJfWYGpxaVmdb52MzUVtpsWGz6xnxfUSBXRww7oTfawJqATFtdFDsw24WKBxPl6gu6NNR2LWiBkvlxn+kLN9mFtZ5U5a1HW1t1lHAAAAAHz0rkpDrTPGORAgCuzjYYukDyT9U9LrxlkAAECVcBkHAIBwi9v0+gufx6OIK2jp1t0aOP6OdQx4ZnFpOTaFkxZSyYR1BIRYSzMNUWBn5Pxn6nzrZKyaNi7c/kb5As0+wmRqZtY6wlNojAJXnNtHHwX2cDVH441IYi2Ai5yHTaRgL5VMaDQ7aB0Dnpmbv6Wr0349FyOe7t77l3UE1FAqmVB3RzgK7Mcnr1tHAAAAQPxsljQk6Y6kN2yjIAgU2Effeyp9of9onAMAANQAl3IAAAinML20rpbxSabXV1vpAt4Z6xjw0NDwh9YRIm3XTgqkUbn03j3WERBD+UJRfX84o5Hzl6yjmPBxIjpezLdCAhqjwBUF9tGWSiZ4HoAz9iLRRIE9yrW4tGwdAZ4azQ4qmdhkHQOeOTU0bB0hstKtu60jAN7o7mgLxW/QyuparJrFojZ4LwcAADbgVUkTkmYkbTdNgpqiwD662iV9LWlUpc4ZAAAggrisBwBAOIXlpXW1jE9e5+V3DZw+/g7TNPGc8cnrTMWCN1ZWWfuf1cZFTgRsbv6Wfvnr38X6tyF346Z1BJRpaianh/mCdYyncAETLmiIG3003UAlFpd4lxdFNNtAuXgewXr6ezvV1Z62jgHPjJz/jHdpAALR37PfOkJZpqb/r3UEAEDI0OQOQI28LulbSR9I2mKcBTVAgX30bJf0paRpSdz4AAAg4hY4DAAAIJSOHjxgHSFQFy9PWEeInHTrbh2J2ecIL5cvFGM7nTgoTLlxc/fev6wjeIcphwjSR5cn9OaxM94VLAdtgaK20Jia8Wt6vURjFLihIW700XQDlWBtiB7OBuCC9/l4VmN9nbKDJ6xjwDMrq2u8S6uxxvpXrCOEygrNHiKrsb5O+/aGYz87Nnk99mfbAAA3/G4AqLE/Sroj6bBtDFTbz60DoKoykt4TE+sBAIgNOt4DABA+Lc1NsZpwNDd/i4vEVZZKJjSaPWMdAx668PkEE24AjzXW1ymZ2GQdAzGQLxR1amhYV6f9K1a2kLvBROkwyBeKXn5maYwCFzkm2EceawJc5QtFntMjiGYbcMHZOJ41mh3kfAjPGTl/iWKgGmvYVmcdIVTYw0ZXX0+ndYSyrKyuaeH2N0ol+c0EAACAVzZL+kSl+t33JM2YpkFVMME+Gt5QqQPGkCiuBwAgVu7eu6+V1TXrGAAAwEHcptePTV63jhA5p4+/o4ZtW61jwDNMuAlGy04Kalww5eZpFGQhCItLy3rz2BkvC5UtzVH06r2r07PeFRPQGAWuKKCLPvZzcDVLo59IYi1AufKFIvsDPOXowQOhmRqM4MzN39LYlWvWMSKvsZ4Ce0CS+nvDUWDP0CFUC89vAACgRvZImpb0paTttlGwURTYh9t2lTpdTEh61TQJgNDjgjgQXhwoAwAQHqlkQt0dbdYxArOyusaloCpLt+7WkZg1aUB5mHATjFQyYR0hVJhy87Q0F6hRY3Pzt/TmsTMUcKyDvxP/jU3699zA5Uu4YEp19DXW19HsDs7Yg0QTewSUizUAT2qsr9PpE4esY8BD75+/ZB0hFiiwL9/i0rJ1BNRIunV3aJ5rp2ZoIIvq2JykgSoAAKip30j6WlJG0hbbKKgUBfbhtEXSB5K+lfS6cRYAEcEFcSC8ckzgAgAgNLo72mI1AZHi+upKJRMazZ6xjgEPMeEmOFyix0bw+UEtfXR5Qm8eO0OzlRdY4GKw1xaXlpXzcMIvjVHgginV0cdeDpXIzdMkO2potgEX7A/wpNHsYKzeD6E845PXvXwejqKG+lesI4QG54vR1d8Tjun1+UJRV6dLBfYP80XjNAAAAMBLbZY0pFKh/RvGWVABCuzD57CkO5L+aBsDWB8XCwAgeEywry0akAAAqulozCaPX7w8YR0hUk4ff4cLvFgXE26Cw5SD8s3RDO45+yjURI0MZN7X0PA56xheY3Kk33x9buCdF1ywzkTfrp2sCXC3cJsmP1HD/gAuFpfYH6Dk6MEDnAthXSOc7QeG92vle0BBcySlkgn19ey3jlGWR8X1EuctAAAACJVXJU1ImpH0mm0UuKDAPjzaVepk8YlKnS0AL3HJGACCd/fefS0yhatmWpp3WEcAAERES3OTdu2Mz+/K+OR1JhxUUbp1t47ErEEDyjM1k2PCTYC4CItKUYSBWsgXiur7wxmNXblmHcV7XMT0V75Q9PYzzO8+XDClOvraWlkT4GZldY2zsQii2QZcMMEeUqmg8fSJQ9Yx4KGR85/p7r371jFigbNZN5yjRVN3R5t1hLJNzcy+/H8ElInfAMAvfCfjjYF3iJHXJf1T0geSthhnQRkosPffFkmfSpqWtMc2CgAA8JWvl1ABAMCPmF6PjcgOnrSOAE9lhj+0jhAbjfV11hFChUt4T+OywTU1lAAAIABJREFUAKptZXVNbx47Q5MVB3Pz/F356MLnfj43sG7DFVOqo491Aa5yN2i8EUU020C5aLKBR0azg0omGFiDp+ULRd6jBYizfSBcdxVoUoRqYh8G+IVhnvEWp8FEwA/+KOmOpPeMc+AlKLD3W0alL9K7tjEAAIDv6NwKAIDfUslEqLrCb9Tc/C0KK6to4PghXjJgXeOT15lwE6AGLuE5eZAvWkfwSpopyKiixaVldb51kv2WI/6+/ONzQQGFtHBBAV30tTQ3cSEbzth7RBN7BJSLNQBSaVpwV3vaOgY8dOHzCZ4hArRrJ7/fLnLzNIqKmsb6utC8a56ayT23Pq6srhmlAQAAADZss6RRSV9LareNghehwN5P7SoV1g+p9EUCAC0uMfkCwIvdvXefdQIAAI91d7TF6iK2r0UyYdRYX6eB4+9Yx4CH8oWiRs5fso4RK+m9e6wjhMriEhfJn0QRBqplfPK63jx2hkvYFVjg7Mw7PhcU0BgFLphSHX3s5VCJBZ6JIodmG3BBgT1SyYQygyetY8BDK6trnO0HjP084i5M0+vXGzK0cu9fBkkAAACAqtojaVrSl5K220bBsyiw98t2STMqfWFeNU0CwDu+XjID4I+xK9esIwAAAtDI9NxQCtNL641aWV3T1ennX3yjMqPZQesI8NSFzyeYXh8wfoPdPOAs6ylhmQ4Dv41PXtepoWHOiitEgYtffJ5eL3H5Hm5YX6Kvhb0cKpC7ccs6AqqM/QFcMP0Xp4+/o4ZtW61jwEMU1wePs3037GOjp6vjV9YRysY9A9QCz3IAAMAjv1Fpmn1G0hbbKHiEAns/bFHpi/GtpNdtowAAgLBar4MrNm5zMmEdAQCe0sAFgNBpaW6KVVHdxc//Zh0hMvp7O7WPyZlYh+8FaVHF5Qs3XML7UbqVtRwblxk+p1NDw9YxQo0CWL8MDZ/zullEnJ7hsHFMqY4+ngXganFp2ToCaoBmG3DBuUi8pVt360iMGi+jfCurawzPMMAzfvnyhaJ1BFRZd0dbaBq+TM3kvD4vRHilkpusIwAAADxps6QhlQrtD9tGgUSBvQ8OS7qj0hcDAACgYnfv3dfUTM46RuTs2snFOQDAxsRpen2+UNTY5HXrGJGQSiaUHTxhHQOeuvD5BBdMDHAJr3xcwntaC8+V2KCBzPs0VqmSuXmKXHzge0EBjVHgigK66KP5HVzlbjC5OopotoFy0WQD2cGT1hHgKabXB49nfDc0qIyevp5O6whle9FwIT6XAIByzXJWDyBcXpX0iaQZSa/ZRok3CuztvKbSF+ATlTpPAAAAbNjFy0yMBQDAN90dbdYRAnN1epai3yrJDp5QMkEndTyP6fU2uITnhstOT0u37rGOgJDKF4o6ejrrdSFy2HCxxg+nhs5aR/hJNEaBCxp3RB/PAqjEAsW1kUSzDZSLc5F4O3rwAI06sa7FpWXOeAzwjO/m7r371hFQRalkQl3taesYZbs6vX6B/YM8TZ0BAAAQaa9L+qekTyVtsY0STxTYB2+LSh/4f6r0BQAAAKia3I1bWllds44BAAB+0N/bGasiaSZvVEe6dbf6evZbx4CnmF5vg0t4brhI/jSmHKIS+UJRbx4788JLhajM4hLrk7WpmZz3075pjAIX7Huij2cBVIK1IXpotgEXORrwxFZjfZ1OnzhkHQOeGhr+0DpCLHE264YC+2jpD9H75qmZHO8/UTON9a9YRwAAACjHu5LuSHrPOEfsUGAfrPdU+qC/a5wDAABEGIVt1cXLNgDARoTppfVGzc3f4tJFlWQHT1pHgKeYXm+H5wI3/B78KJVMqGHbVusYCJlHxfUUZlUfE+xt5QtFnRoato7xUvzuwwVTqqOPNQGVYB8XPTTbgAvWgPjKDJ6MVdNllG9u/pb3zeaiiv28G5pTRsvRt39rHaFsUzM0mkXtNGyrs44AAABQrs2SRlWqP243TRIjFNgHo12lD/aoSh90ILI4kAQAe2NXrilfKFrHiIzNSV6AAwAq01hfp3174zPZ6H2a/FTF0YMHtGvnDusY8BTT6+1w5uVmgUt4j7U0s6bDzeLSsn75699RkFEjD/MFLVIMa+bU0LD3exkao8BV7sZN6wioMZ4F4GqOydWRxFoAFzzPxVO6dbe62tPWMeAp3qHZ4Z2bG5rnRkdLc1OozriuTr+4wD43z9kLAAAAYudVSdOSvpS03TZK9FFgX1vbVfogT6v0wQYijy68AOCHC58z1RIAAGtHDx6wjhCYldU1Jm9UQSqZ0OkTh6xjwFNMr7eTSia4hOdo4TbFq4+k9+6xjoAQWVxa1pvHznhfgBx2FMPamJrJ/eRFWV/QGAUu8oUixQcRx7MAKjHLGVkkUWCPctFkI75Gs2esI8BTTK+3k26NTyP0aqFJTHSE6a7C1EyOM3EAACKusb7OOgIQVr+R9K2kjKQttlGiiwL72tii0gf3W5U+yADgPV4IA9Fy8fKEVlbXrGNEQpwmDwMAqqu/t9M6QmBGmLxRFdnBEzSuwwsxvd5OG5fwnOQLRT6rT+DzAxcU1wcjR8FL4FZW13RqaNg6RllojAIXFB5EH003UInFJdaGqKHZBlzQZCOejh48EKopwQgW0+vt8IzvhiYx0ZFKJtTd0WYdo2xTM/435US4UdQJAPYaWIuBjRqS9LWkw8Y5IokC++p7Q6UP7JB1EABwsTlJEQcQJQ/zBQrdAAAw1N/bGZtC6XyhGIpJlL5raW5SX89+6xjwFNPrbe3aSVNCFxSaPY2mlijX3PwtiusDcnV6VvlC0TpGrBwZyITm801jFLiggC76KMhBJXgmih6abcAFTTbiJ5VM6PSJQ9Yx4Cmm19vibNbN3Xv3rSOgSro72kJ1V+Fldw0e5jnLxcZQYA/4g4FnALAhr0r6RNKMpHbTJBFDgX31vKbSB3RCpQ8sAACAqbEr15hiXyW8dAMAuOqPUaH02JVroSmW8Vl28IR1BHiM6fW2KLRzQ6HZjxrr60J1iQ22+O4Ei7/v4GSGz4Wq0JBzQLiggC76WBPgamV1jcKkCKLZBlyEae+L6sgOnuD8By/E9HpbnO274TcsOo4ePGAdoWxTM7mXvgPlswkAAAA85XVJ05I+lbTFNko0UGC/cVskfSDpnyp9QAEAALxxauisdYRISCV5IQ4AKF9jfV2sOu4yVXvjujvaYvWZgRum19vj++mGQrMfUZAFF3x3gjU189NTkVAd45PXQ7WPoTEKXNGsI/rYz8EVhR/RxFqAcuULRZpsxExLc5P6YtRwGW6YXm+rpbmJZ3xHC5xPRkJjfZ127dxhHaNsnNMCAAAAFXtX0h1JGdsY4UeB/ca8p9IH8Y/GOQAAANaVu3FLUzM56xih17KTizMAgPKFqSP8Rk3N5LgwWAWZwZPWEeAxptfb6u5os44QOhSU/ChNcwY44LsTrKvTs8oXitYxIm1xaVmnhoatYziheA4uVlbX2KdHXGN9nRq2bbWOgZBhTxdN7BFQLprvxE928IR1BHhsbPK6dYRY42zWHQ0hoiFsdxWuTlNgj9prqH/FOgIAAECtbJY0pFJ9c7tpkhCjwL4y7ZK+ljSq0gcRAADAW6eGhrkwvEGpZMI6AgAgRPp7O60jBObi5b9ZRwi9geOHuLCPF2J6vT0u4blZWV2j8coTKMJAuZhyGLyH+QKXN2tocWlZbx47Yx3DGb/7cEERbfSxl0MlcvM3rSOgymi2ARfsD+Klv7dT+3iGwAusrK5p7Mo16xixlm7dYx0hVBaXlq0joErCdFdhaiZXdvNCPqPYCJ7pAABADLwqaVrSjKTtpklCiAJ7N9slfanSB47TFwCB4kUcgEo9zBdCNy3KN22tvBgHAJSnv7dTycQm6xiBWFldY5LBBqWSCR17O1xTBBAsptfb4xKeG86vnsYla5SLKYc2xia56F4L+UJRRwYyodzDUEwLF7kbFNFG3a6drAlwt3Cboo+oYX8AFzTZiJeB44esI8BjI+cvWUeIva72tHWEUOEZNxrCdldh3OF8NoxnjQCA4PF7AQB6XdK3kjKStthGCQ8K7MuXUWlq/W+McwDe4wVjbTzIM30aQOWuTs9qaiZnHSO0GupfsY4AAI+l91Lo57P+nv3WEQLD5aCNyw6eCNUlBwSP6fW2GuvrtGvnDusYocIlvB9xRgoXNKewkbtxSyura9YxIiVfKOrNY2d099596ygVoTEKXCwssXZHHY134WpxaZlLvBFEsw24oMlGfAwcP8QkVLwQ0+vtdXe0WUcInQWmg0dCmO4q5AtFXZ2etY4BAIgYzu0B4LEhSXckHbaNEQ4U2L/cGyp9oIYkbbaNAoRDKklxAAD46NTQMJeGK8TLcQBAORrr62JTkJEvFLkctEGN9XXqC9ElBwRvfPI6F/ONMb3eXW6eKdyPpGOyJ0B1MOXQDk2jqudRcX1YG0bQGAWucjfY90RdXM54UD1h/Q3ET6PZBspFk434SCUTOvb2AesY8BhnDfY4m3VH89zwC9tdBYrrETTOfwHAVgtNLAELmyV9ImlGUrtpEs9RYP9i21X6AE1IetU0CQAAQBU8zBd0ZCBjHSO00lygAQC8xNGD8blQdeFzpmpv1Gh20DoCPMclPHtd7Uy5cUVByY+4qAMXTDm0M3blGg0pqyDsxfUSl+/hZpHJfpHHXg6VCPPvIF6M9QDlYg2Ij9PH31EywfAZrI+JzH7o6viVdYRQyReKunvvvnUMbFDY7ipMzbitlbM0OsQGMTwQAGylkgnrCECcvS5pWtKnKtVL4xkU2D9vi6QPJH2r0gcIAAAgMhZuf6OBzPvWMUKJ7nkAgJfp7+20jhCY8Umm129EunV3qCYIIHjjk9e5zOQBptS5mWN6/VMowkC5VlbXmHJojKY2G7O4tBz64nqJdRtumOwXfawJqMTCUrh/C/G8luYmimhRtrDvh1Gexvo6HQlZASOCdeHzCc55jDXW16lh21brGKFC4XI0hOmuAs1IAAAAABPvSvpaUsY4h3d+bh3AM4dVKq7fbJwDADZkcWnZ+bCel31AfIxduab03t3q69lvHSVUuFAHAPgp/b2dsblsSeHvxp0+fsg6Ajw3RhMLc90dbbFZ16uFS3hP27Vzh3UEhARFmvbGrlzTwPFDXL6uwKPi+igUD3D2BxcLTLCPvBb2cqhAjmeiyGF/ABc02YiHzOBJ6wjwWL5Q1MXL/4+9+4mN6srz/v9Rq3epKjKbOFhYIVjCeigJeoSloTzSE3uBbWke3CEK1jzQmZCOGdKzGXBg7fI6jklvfg0DmYYh8GuZVkhjtYTxArMI5ZGwJiDZEpbiBlGiEq8wVbV/FhcnkD9wz626de459/2S0EQ9YH8TXLdunfv9fL+XbZeRegO9PbZLcA7nk+5z7ZnW1BWegwIAAACWbJA0piBDfUTSF1arSQgC9oFeBcH6HZbrAICfNXnqPJt0ADTN0bEJ5bIZDfQWbJfiDJpoAADPM5yiwTUEfxszPNTP9no81/zCHZryE4AmPHMzc2wbWVfo5jqP8Bh8mgzFiT/ozMdjtstwyqXpWR0dm7BdRtMwGAUmuHb7r9BN6wjMzC/wOd5HDNuACc7z/Ffo3k5/BZ7r6vWbXgygc91gH2f7pkrcyzpv3x53ttdL0tT0rPGfKVdYAIDG5Ld2cs8OAADwvdckXZZ0Q0HY/p7NYmz7he0CLHtZ0llJ10W4HgAApMzRsQktsWkntG1btyiXzdguAwCQQB3tbakJTC8tr/DQsUGjbK/HC7DhJhkI1Jip1uoEzZ5S2MnPD8Jjy2EyXL1+UzNzJdtlOKM4cdKrcD2DUWCK+x7/MXQDprgu+Inh2wiLIRvp8CFn+3gBFufYl8tmUvPMtlnKlVXuZR3X0d7m1ACYqD9zDx5+E0M1SBP6PgH7eB0CQCK9IelvChaXv2y5FmvSHLAvKpiu8K7dMgD/bODmFwCc8Lha09uHjhOyN5DvoqkOAPBjI/v32i6hZQj+NmZ4qF+bNr5iuwwkWLmyqqvX2QJuW76rk9eqoZsMX3kGIQyYYHhRchwdm1C1VrddRqKVK6sa+L//5t3nAgajwAQBOv8xdANRLPKszUsE9BAWwUT/Fbq3c03Ac12antWDh2xXto3t9eZKt27bLgENcm57/ZVrtksAAFhC/zUAJNq/K8hZH7Rbhh1pDNj3KvgLH5O0wWolgKe2baWBFABcQcjezGAvD+MAAD82POTWQ+uoqrU6D7wbkMtm2F6PF2LDTTIM79ltuwTn0IT3LAL2CIvzmGR5XK3pt6NF22Uk1sxcSf3//Dsvw0Nct2GCwUL+y/OsGxH4+P6YdgzbgAmGbPhv/NjvbJeAhJua5vlZEgzQ02OsxBA557nWq3CJ6yUAAKnU0d5muwQAL7ZB0h8lfaUgf50aaQrYb5Y0J+m6pNesVgIAAJAghOzDK3SzzQoA8KzhoX5lMy/ZLqMlTl/wa0tlq43s38tGbDxXtVZne31CDPT9o+0SnDMzx8/uulw2w/UeoTGcInlKt+6oOHHSdhmJUq3VNfLhuN4fLepxtWa7nFgQsIeJpWVCtL7jmgBT1VqdgL2HGLYBE3y289vwUL+2bWXTIn7e0vKKSgzisi6XzWigt2C7DOfwXMptg309Tj2PWFpe0YOH30b6s1xn0agehqgBgFUE7AGn7FCQvz6rII/tvTQE7F+WVJT0N0lv2C0FAAAgmdZD9jNzJdulJNq2rVuUy2ZslwEASJA0bTk+c5GAfVS5bEaHDuy1XQYS7vSFy96G1lziWjNSEpQrq5EbonxEgw5MsOUwmc5cvKxL07O2y0iETy9e1j/807943WzNYBSYIkTrPwbtwhTXBT8xbANhVWt1zkU8N3r4HdslIOF4fpYMg31srze1tLzCcynH7dvj1vZ6rpcAAACAU95VsM2+qCCf7S3fA/YHJd2TNGa3DAAAgOR7XK3p/dEiDcQvwEM5AMC6jvY27dqZjhDdpelZGiwaMLJ/r7KZl2yXgYS7NH3NdgmQNNDL/b6pmetf2i4hUbax5RAGCGMl19GxiVSfkc0v3NHA//03jU2c9P5zAINRYILBQv5j6AaiuMkmRS8xbANh8bnOb8ND/dwb4LnKlVVNXeFsPwlG9jPo2pTPAxXToKO9TQO9BdtlGOFnDgAAAHDOBgW57K8kvWm5ltj80nYBMfmVpE/ExnoAAABjR8cmVFq4o8nih7ZLSaSB3h4ekAIAJKWrUYNp8tGxvR5hXJqeJaiTEAzUMnd1joaopxHUhAmCGMl2dGwiGEiZovv+cmVVR8c+UilFQUEGo8AE123/5bu22C4BDlpa5trgG4ZtwARDNvzG9nq8CL0jydDR3qZtW7mXNzXD2b7TXOtVmJkrNTzIs1xZ5T4dkeWyGdslAKm3eHdF+/71uCSpsPPFgw072tvU0d72wt/39HKcMn03ABCX1yRdlnRD0hEFgXtv+Bawf1lBsP5d24UAAAC4bOrKNS3e/Vp/Pv0R21Z/gLAEAGDd8FC/7RJaYn7hDiGCBrC9HmFMsb0+EYaH+nm9GqrW6qkKYYaR7yKoiXDmF3jtuGBs4qQWl1c0fuwDr98jypVVTZ46n8pgAGd9MMFnY/+FaewEfohrg38YtgETpYXbtktATNhejzAYUJ0M+/ak45ltM5Urq9zHOs61XoVLTXgWWn74De/NiIxBLIB9j6u173oL6DEAAGe9Iel/JP1eUlHSI6vVNMkvbBfQREck3RPhesC6MJOiAADJt3j3a/3DP/2LZuZKtktJlGzmJeceUgDwC/fbyZCmEObU9KztEpzF9nqEsbS8wsPDhBjes9t2Cc65ep0NN0/raG9Lzf0BGseWQ3dMXbmmtw8d19Lyiu1Smm5+4Y72/etx7fqnd1IZrpcYjAIzBOj8xzUBpsqVVT1gM5Z3GLYBE4t3/fucgADb6/Eil6ZnG97GjOagh8dc6Rafb13mWq9CtVbneRIAAADgl39XkOM+YrmOpvAhYN+r4C/khKQNVisBIInADwD45HG1pvdHiypOnFS1VrddTmIM9PbYLgFAinG/nQxpCWGWK6upDdo0A9vrEQYbbpKho71Nu3aywdbUzBwNUU8rdBPCQHhLy2yIcsni3a/V/8+/0+Spz5w/I6vW6vr04mUV/s+/6O1Dx1M96IfBKDCV5tdLWvR085kAZtj66SeGbSCscmWVcK2n2F6PMDjbT4ZC93ZerxFwtu8213oVmhWuX6u6fS4LAECacd4GeGmDgjz3Vwry3c5yOWC/WdIXkq5Les1uKQAAAH47c/Gy+v/5d5pfoIFQkgZ6CwRcASDF0hTCJFwfHdvrEQYbG5Jj3x423Jji5/fH8lu32C4BDiGM5abJU+f1D//0L84F7au1ui5Nz2rkw3H9r//9lsYmTrJtVwxGgZmlZbbT+o6hG4iCezo/MWwDYXEN8Bfb6/Ei8wt3uAYkxDBn+8Y423ebi70KzRpIwnUXjcplM7ZLAIDU4uwd8NoOBfnuLxTkvZ3jYsD+ZUlFSX+T9Gu7pQAAAKTHg4ff6u1DxzVa/NipBuK4EMABgPRK03sA2zeiY3s9wpi6co0tVwkxPJSea3uz0ID3Y0xdR1jVWp1ws8MeV2vPBO3LlVXbJf2kcmVVn168/F2o/ujYBNfuH2AwCkzQxO0/7uUQRWnhtu0S0GQM24CJ0i2uAT5iez3CmJqetV0CFAQl9zm2yTsJOB9y28h+twa8lyurnKkgMfJdnAcDAADE6NcKttkXFeS/nfFL2wUYelPSJ2JjPQAAgDVTV67p6vWb+vDwb/S+Y4f2zTQ81K/JU+dtlwEAsCAtIcxL07MEfyNiez3CYohFMgz29dA0G8HMHE14P+Ta1hjYc/PWHdsloAnWg/aTp84r39Wp4T27NdD3j9beU5aWV7R492uVFu6odOs2QxxCIEwLEzSD+2/bVq4JMFfivs473B/AxOIy9wc+Yns9XqRaq2vqyjXbZUDSMOH6SDjbd5trvQpnLnxuuwQAAAAArbNB0pikgwqC9mct1hKaKwH7XykI1r9huxAAAAAEDcRjEyd15uJljR5+J5UToTdtfEXDQ/08OAWAlElTCJNBMtGxvR5hzC/cIfiWEK5t+0iCaq3OlpsfIIQBE4Q0/bN492uN3f1aYxMn1dHepkL3DuW3blG+q1P5rs6m3hsuLa/ocbWmxbtf68HDb7W4/DXhvogYjAITpQVeZ77r6eaaADNLyyu2S0AMGLYBE9yH+4ft9Qjj9AUG5ybFyIG3bJfgHM723TY81O/cM+hmDnRYYrgRAAAA4IrXJP1RQdD+iILN9omV9ID9ywqmFfy75ToAGMhlM7ZLAAC0yIOH3+ro2IQmT51PZdB+eM9uAvYAkDL79rg1ET4qgr/Rsb0eYbG9Phk62tsI10VAA96PFfg5goHSwm3bJSBGDx5+qwc/OC/KZTPKd22RJOW3doZ+jrK0/LXWqjVJ0uLdIFiP5mAwCkwxHMV/fC6AKa4LfmLYBsJiyIaf2F6PMC5N0yOSBIXu7QzEiICzfbe5NjB6Zq7U1J6DNc5G0aCO9ldVEkOyAAAAWugNSf8j6ZyCoP0ju+X8tCQH7I8oCNdvsFwHAEPbtm6xXQIAoMXSGrTftXO7Ct3b2U4AACnR0d6mgd6C7TJaguBvdGyvRxjlyipNTAlB02w0vE/8GEFNmFi8SxAjbR5Xa9+dH3GOlAwMRoGJebbXe497OURBwN5PDNtAWKVbDE7zDdvrEUazw6KIbmQ/2+uj4GzfXfmuTud6s5u5vR5ohk0b22yXAACp1NHO9ReA3pX0poKs+Cd2S/mxX9gu4Cf0SvpK0gkRrgcAAHDKetC+8H/+RZOnPlO1VrddUuw+JJADAKmRlu31BH8bw/Z6hDF1hQ03SZDLZjTY12O7DOeUK6sESX4CoSyEVa6ssoUcSACu2zDBvY//uCYgihLDN7zDtQAmFtlg7x0GcSIMttcnQ5qGojcTZ/tuc217fbVWb/rz0DIDTgAAcNImAvYAAhsU5MXvKciPJ0aSAvabJX0h6bqkHXZLAQAAQCMePPxWk6fO63/977c0WvzY6w0/61vsAQD+Gx5KR8D+zIXPbZfgrOGhfrbXIxSa8JJhZP9eXrMRMCDip7m2OQb2sOUQSAYCdDBBiNZ/ee7lEAHhJP9wfwATXAP8wvZ6hMGA6uRgIEY0nO27y8WB0XH8vD0gYA8AAAD44DUF+fEvFOTJrUtKwL6oYGv9ry3XAQAAgCabunJNbx86/t1W+3Jl1XZJTTd+7He2SwAAxGywrycVzVXVWl1T07O2y3AWDT0IY2auRANIQqRlcEqzMSDixxi6BhOEMIBkYDAKTHDt9l+hmx0QMOPzYOk0Y9gGwqrW6twfeMa1rcCwg3ByMrgYNE4KzvbdNbxnt3MDo+k5QBL18DwPAAAgSX4t6W8KcuUv2yzEdsD+TUn3JI1J2mC3FAAAAMRpfav9rn96RwP/99/06cXL3oTtt23dQjgHADy3b086rvNXr9/U42rNdhlOYsMNwqKBKRl4zUbDgIifVthJIAvhLS4TwgBsYzAKTFRrde5/UoChGzBFsNZPDNtAWFwD/FLo3s69AELhbD8ZRvbvdS5onATzC3f4bOuwkQNv2S7ByNLySmz3S9VaPZavCwAAAMCaMQWL2w/aKsBWwH6zpDlJlyW9ZqkGADHKd3XaLgEAkGCLd7/W2MTJ78L2xYmTzm/7YGMtAPiro71NA70F22W0xOSp87ZLcBYbbhBGubKqq9dv2i4D4v49KppIfxpnoTBRuuX2+QfgAwajwAQBOv8xdANRLC6v2C4BMSBgi7Bu8rnOKx9yTogQGDyaDLlsRocO8DwuCraJu6vQvd25gdFnLl6O7WtzTgMAAAB46TVJf1SQN/9Vq7/5L1v8/V6WVJT07y3+vgBaLJdlSigAIJzFu19r8e7XOnPxsnLZjHq6t6uwc7sK3TvCoOM1AAAgAElEQVScamTZtPEVjR5+h2AiAHgoLdvraQ6Kjg03CGvqCuHkJGB7fTQMiPh5BOwR1hJBLCARuG7DBAE6/+W3ck2AudKt27ZLQJMxbAMmlpYJdvmi0L1du3by+seLMXg0GQb7etheH0G1Vuf5lMNG9ru1vV4Sz5KQWLlsxnYJAJBKDL4GYOANSf8j6ZykI5IeteKbtjJgf1DSJ5I2tPB7AgAAwCGPqzVdvX7zu4P29cD9tq2d6unernxXZ6Iflh06sFdnLl7W42rNdikAgCYaHkpHwP7Mxc9tl+AsNtwgLJrwkmF4z27bJTiJBryflstmGNiA0AhiAclAwB4mSgtcu31X6Ka5D2aqtTpDKj3EsA2YYHOqP4ZTMmAZjanW6oRFE2KU53GRcLbvro72Ng30FmyXYeTS9Cx9c0gsliYAAAA4411JbyrIohfj/matCNj3KviX4akkAAAAjDwduJ88FfxvHe1tynd1fhe639T+amLCDNnMSxres1tnLl62XQoAj7FJo7UG+3oS8z4Tp3JlVSW28kWS7+rkdYlQ5hfu0ICfAGylio4BET+thy2HMLDIBnvAOgajwNTiXa7dvmPoBkwRrPUT1wKEVa6scsbniY72Nu1jECdCIJycDMND/Xyej4geJnftc3AQzFTMz5Ju3rrDcz4AAAAgHTZIGlOw9P2gpLm4vlGcAfuXFQTr343xewAAACBlHjz8Vg8efvtM6F4KgjId7a9q08YggL8h+5KVjfcjB97i4RQAeMTFh9ZRTJ46b7sEZ43s32u7BDhianrWdgmQ9CEbbiK5ND1L8/jP2MaWQxggjAXYx2AUmChXVtm65jmGbiCKmwyp9FKhm70xCIfPdf5gEzbCov8jGXjNRsPwZ7cdOuDWc2iG+gMAAACIwWuSrku6oSBof6/Z3yCugH1R0hEFkwIApNCGbMZ2CQCAlCnduqOSfvqQPt/VqVz2pe8C+NKzzbTNnGy7aeMrynd10lwBAB7oaG/TQG/Bdhmxq9bqunr9pu0ynMSGG4RVrdXZcpMAbK+PLu6NIy4jqAkTnBUA9jEYBSZKt27bLgExy3dtsV0CHLS0zD2dbxi2ARN8rvNDLpvRYF+P7TLggKXlFcLJCcD2+ugYEOGu4aH+li+VadSZC5/bLgF4oY72Nt7bAQAA3PSGpL9JGlewFP5Rs75wswP2vZLOKpgMACDFtm3tJKABAEiM9UaHpwP4k6d++vfmspkfNdU9HcwPg61GAOCHtGyvn7pyjfeuiNLyM4LGcUaSDCfGj9suwUlLyytsHHmOfBdBTYQzv8DrCEgCBqPABAE6/xV2srEa5thg7x+GbcBEaYEBPD4Y2b/XudAi7CCcnAxsr4+mXFnl+ZTDRva7tb1ekqamZ2P/Hgw8Q6M2EbAHgJajpwJAk40pWAx/REGOvWHNCthvVlDQG036egAAAIAVj6u1H4VHng7mAwDSY3goHeFpmoOiyWUzOnTAvcYG2MHrzD423ETHz+/Py3d10oyN0AhiAclAEw9MLNK07T2GbsBUubLKoEoPMWwDJhhC6Ie0PP9B4wgn2zeyfy9n+xFNnjpvuwRElO/q1Latbg2BujQ925LPSmt8HgMAwDkbsvRUAGi6DZL+KOmgpKKkuUa+2C8aLOblJ0X8TYTrAQAAAACAJwb7elLRrDEzV2I6d0SDfT2EKhFKubLK5ssEYMNNNOXKqqauXLNdRmIR0oQJNusA9jEYBaYI0PmP+zmY4vO9n7gWIKyl5RXbJaAJGMSJsFoVFsXPy2Uz+vADzvajqNbqDIhwmJvb63mWBAAAAKDl3pB0XcHi+JejfpFGAvYHJd2TNNbA1wAAAAAAAEicfXvSsb3kzMXPbZfgLMK6COvMBV5ntrHhJjrC9c+Xd2yDDOwijAXYR3gOJuYXCNf7rqO9jaEbMMY9nZ96urfbLgGO4BrgBxdDi7BjZo5wsm0j+/dyzx7R6QuXGRDhqFw2o317dtsuw0i5stqyIYVllgegQYWdO2yXAAAAgOZ7V0HOvRjlD0cJ2P9K0pykP0raEOWbAvBfR3ub7RIAAAAAIJKO9jYN9BZslxG7peUVtvFFVOjeTlgXodGEZxcbbqKr1uo6c/Gy7TISjaAmwqrW6npA4x9gHYNRYIIAnf+4l0MUpYXbtktAkzFsAyZKDOBxXqF7u7bxuQAhlCurbP+2LJfN6NABBmJExdm+u1wcBNPKYeOcswMAAAD4GRsULJK/J+lNkz9oErB/WdJZSf8j6Q2TbwIgfQjYAwAAAHBVerbX01gR1cj+t2yXAEfML9yh0cMyNtxEx4abF9u1ky2HCOcmQ42ARCBMCxOLyyu2S0DMCtzLIQKGVfqH+wOYYACP+4ZT8vwHjZu5/qXtElJv/NgHnO1HdGl6lrN9hw0PufdeNTU9a7sEAACQYJy/AWix1yRdVrBgfnOYPxA2YH9EQXr/3QhFAQAAAAAAOMPFh9amqrW6pq5cs12Gkzra2zTQW7BdBhxBQ4ldHe1tGj38G9tlOInt9S9W6CaQhfAIYQDJwGAUmODa7T+a+mBqicEbXtq2lWsBwuP+wG0d7W3at2e37TLgCM727cp3dfJ6bcDkqfO2S0BEw0P92rTxFdtlGLEx0KFcWW3p94NfWCAIAK3H4CwAlrwh6W+SPlGweP5nvShg36sgWH9C0oYmFAYAAAAAAJBYg309zj20juL0BUKTUY3s32u7BDjk6vWbtktIteKx39kuwVlsr3+xPCEMGCgt3LZdApB6DEaBiWqtToAuBRi6AVNcF/zUwz0CQppfuGO7BDRoH9vrEdLS8grv+5aNH/vAdgnOujQ9qwcPv7VdBiIadnCwxNR064f6lx9+0/LvCX8QsAcAAEidf1eQjz/4c7/hlz/zv29WkM7/dbMrAgC0Rkd7mzY9OQjYkM08M3n96YfE+a7O76ZCzS/c0duHjre2UAAAACBB0tJgdcnCg24f5LIZDQ+l42cEjbOxsQHfK3Rv10BvwXYZTmJ7fThsPIWJxbtsOwVsYzAKTBCm8R/3coiiRLjWSwzbQFjcH7jv0AGG5yKcqSs8Q7NpsK+H9+cGsL3eXfmuTud+9suVVZVu8TkJAAAAQOJtkPRHSUee/Jp7+v/5w4D9y09+01grKgPgL5oS4pHv6lS+q1ObNq4H51965r+1awdsAAAAQJJ0tLelIozJ5oLoBvt6vhtQBrzIzBzb6206Mc4AwajYXh8O558Iq1xZ5TUFJADXbZi4SXO497gmIArCtf7hWgATDNlw2/BQP2f7CI2zfXty2YyKx35nuwxn8QzYbSP73RsEc+bC51a+71q1buX7AgAAAHDeDknXJZ2TVFSw2f6ZgP2bCrbWv9biwgB4iIcS8RjZv1f79uy2XQYAAADgpbRsr59ie31kLjY2wI5qra6r12nCs2X08DvatPEV22U4ie314eSyGW3busV2GXBE6dZt2yUAEAE6mFlaJkTruwJDyxEBAXv/cH8AE1wD3DZMrxVCmpkrEVC2aGT/Xs72G8D2enflshkn+4KnpmetfN/Fu1+nYnEC4sHnQABorUI3Z/EAEuldfZ+lL/5C0q8UrLW/LML1AJBocR/gc3AAAADgho72NtsleGl4yP+A/dLyikps4ouk0L2dMCVCI1xvT0d7mw4dYBhGVGyvDyffxfsBwiOEAdjHYBSYYoO9/3gmClPzbK72EsM2EFa1Vidw67B8V6d28XpHSGyvt6ejvU2jh39juwxnsb3ebS4Oeb80PcvzJDiJBYIAAAB4YoOkg5J6f6Fglf1ZSfft1QMASAIODgAAANywiYB90w329aRiIwJbiaMb3uP/AAY0D681e4rHfsf5RkRsrw+vsHOH7RLgkEW2IAPWMRgFJsqVVRrEU4ChGzDF0CQ/MWwDYTF8x20uhhZhD8Nz7Tkxfsx2CU5je73bXFwEYPN5Euc2AAAAABp0Q9JeSZslzf1C0iMFAfvNkt578hsAoGG5bMZ2Cd7hYAgAAACIx74UhKfLlVVNXblmuwwn5bIZ7duz23YZcES5skrjvSWDfT0a6C3YLsNZbK8PjxAGTJQIYgDWMRgFJriX91+hmw22MFdig72XGLaBsLg/cFcum9FgX4/tMuCImbkS56OWDA/1a9dO7tOjYnu924aH+p1bBLC0vGL1/oihtmgU+QYAAIDUOiepT1KvpC/W/8df/OA3nX3yG/qe/AEAiIyNIM3XioMhDg4AAACQNrlsJhWBTML10Q0TroeBmetf2i4hlXLZjIrHfme7DGeVK6tsrzdAwB5hLS2v2C4BgLhuw0zp1m3bJSBm+a1cE2COcK1/GLYBE6UF7g9cNdjXo2zmJdtlwBEzc2yvtyGXzWj82Ae2y3BWtVbX2MRJ22WgAS4+h+Z5ElxHvgEAWqej/VXbJQDAmoKc/OuSDkqa++Fv+GHAft3ckz/w+pMvsBZDcQCABOLgAAAAAGnj4kPrKHjQHd3IgbdslwCHTE3P2i4hlT48/BvnNnwkyeSp82xnCqmjvY2fNYRGSBNIBgL2MMEWNP8VunfYLgGOqdbqbAT1EMM2YGLxLsPTXDWyf6/tEuCIaq3OoGpLTowfYxBGA05fuMzZvsMK3du1a6dbg5+qtbquXrc7kORxtW71+wMAgPA2bWyzXQKA9FqTNC5ps4Kc/L2f+42/fMEXuvfkC7ws6ciTf36t0eoAAAAAAACSIg3h6UvTszRXRFTo3k6QEqGVK6tstbOg0L1d79MsG9nS8grNowYIacLEIhvsAesYjAJTpVt3bJeAmHE/B1N8zvcTwzYQVrmyytm6o/Jdndq2lSUjCMd2WDStBvt6NNBbsF2Gs6q1OgPWHTe8p992Ccamrlyzfm/EZzQAcEu+q1Pjxz6QFFzD154MSilXvtWDh98E//zwWwZcAgCa5b6koqSzYf/AiwL26x49+cJFBSH7ogjaA0DL0dQDAAAANFdawtM0V0TnYmMD7Jm5/qXtElInl83oxPhx22U4bWziD7ZLcMo2thzCAI1+gH0EaWFiicEo3stlM6k4B0Jz3eQZvZe4R0BYpVu3bZeAiNheDxMzcwTsWy042z9muwynjU2ctB50RnQd7W3at2e37TKM0XcAH+S3dtKPD7RQLvuSdu3cLknf/d/nqdbqzzxjffpsrrTw/Wf0xbsr3AsBAJ52Q0Hmfc70D4YN2D/t7JNfvU++6RsRvgaAFOADqJsKO3fw9wYAAIDUSEN4en7hDuGuiHLZjJONDbBnanrWdgmp8+Hh3xCQacDMXIlzIEM93S9+6A+s4x4MsI/BKDDBddt/+S622MLc04278APDNmCC+wM35bIZDfb12C4DjqjW6mywt+DE+DFlMy/ZLsNZS8srmrpyzXYZaMA+B/sU5hfuJGa7cLVW5xqCyHLZjO0SADxHNvPSM0H8Z0P5v/nJP7PvX4/T95BQG7K8XwOI3TlJn0j6KuoX+EUD33xOQcj+9SeFAMAz+AAKAAAAIMnSEp4m8BsdDXgwUa6s0nDbYoN9PXqfTVQNKbK93hhbDhHW/AJNHEASMBgFJkpcu71X2LnDdglw0OLdFdsloMkYtgETi8uc97losK+H0B1CI1zfeoN9PRroLdguw2ljnO07LZfN6NAB955vJWl7Pc9kAcAd+RYMQi4nZAAMfoz+CgAxWZP0ewW59oNqIFwvNRawX3fvSSGvSxpXUCAAICblyqrtEgAAAAAvDKcgXF+urLK9oAEjBHdhYOb6l7ZLSJVcNqMT48dsl+G0yVOfJWbTiCvyXZ00ZyO0m2xJABKBxh2YoDnbfwzdgKlyZVWPqzXbZaDJGLYBE2zAcxNn+zAxM0fAvpU422/czFyJ9yfHuTgIplxZZSAJvNHR3ma7BCBVWrG0k74HAEiN+5KOStos6YiCXHvDmhGwX3dPUlFBge8pKBgA0GTlh9/E+vVpNgMAAEBajBx4y3YJsSNcH12+q1PbtrLNCuFNTc/aLiFVTowfc675KEnKldVEbRpxBedmMLHElkPAOgajwBQBe/9xPwdTXBf8xLANhDW/QHjRRR3tbZztI7RqrU5gtMX+c3KMz+oNqNbqKrK93nmjh9+xXYKxMxc+t13CM9aqddslwGEE7AEAAJxzW0FefbOkTyQ9auYXb2bAft0jSWf1fdD+RgzfA4ADaFBw04YsB9gAAADwX6F7uzZtfMV2GbGq1uqEJxswvGe37RLgkHJllab7FhrZv1cDvQXbZTitOPEHtjBGkKc5GwZ4XwDs4zkVTBCg819HextBHhgr3bptuwTEgHsEhMXnOjexvR4mCNe31sj+vdq1k0E3jTh94TIbWh032NfjXJ9CtVZP3KBx7tMAwB1xD7Wo1hi6kmS5bMZ2CQDcdkNSn6RfKcirxyKOgP3TzkrqVfAvci7m7wUgYQhqx4PJiwAAAEDjhvf02y4hdlev3yQ82YDhIf9/RtA8M9e/tF1CauS7OlU89oHtMpw2v3CHxtGICGEgrGqtTqMrkAAMRoGJm7cI2Puu0L3Ddglw0OIyoQ3fMGwDJhaXV2yXgAg424eJmTnOSVuFs/3GlSurmjx13nYZaJCLg2DoOwAANCLugD1DV5JtG8/qAERzTtLrCnLpc3F/s7gD9uvmJB1U8C92TtJai74vAHgn7g8BTIkCAACA73LZjPalYDs5DRbRDfb10GgLI0nb2uCrXDajE+PHbJfhtGqtrqNjE7bLcBbblRAWIU0gGRiMAhNLhGi9x9ANRFHivs473B/AROnWbdslwBBn+zBRrdUZRNoiuWxGn04WbZfhvKNjH9kuAQ3Kd3U6+ZwhiX0HBP7RCBdfhwAAACmwJmlcQf78oKR7rfrGrQrYr7un4F9ws4J/4fst/v4AgBdgShQAAAB8N5yCcP38wh22pjZg3x423CC8cmWVidgtMn7sA84tGnT6wmXeHyIqdNNsg/B4XwCSgUZJmODa7T9CtTC1xOZqLxW4P0BI1VqdMxQHcbYPE4TrW+fE+DFt2viK7TKcNjNXYviTB1zcXp/UvoNFBiUCgDM2tb8a69dfq9Zj/foAgNjdl/Segrx5US0M1q9rdcB+3SMF/8KbFfwHIGgPeIgmBQAAACAe+a3cazdi5MBbtkuI3ZmLl22X4KxcNqOB3oLtMuCQmetf2i4hFUb279W+FAxIidPS8koit4y4gvsvmCgtsOUQsI3BKDBRrqwmslkczcXQDZhi8Iaf6GNBWFwD3MPZPkyVFggrt8LI/r28NhtUrdV1dGzCdhloUEd7m5PPueg7AAA0Ku5BS3x+T65cNmO7BADJdkPfB+vPKsibW2ErYP+0swr+Q/Qp+A8DwBPZzEu2S/ASzZkAAADg8DG6Qvd27zcklCurbN1owLCDjQ2wa2p61nYJ3st3dap47APbZTiPBrzGEMKAicW7bDsFbGMwCkzQgOc/7uUQBaE7PzFsA2HdZEuwcwb7emyXAMfwLC1+nO03x9jEST2u1myXgQbt29NvuwRjSe47eMy2YjSoo73NdgkA4L181xbbJQBIpr8oyJH3KsiVW5eEgP26OQX/Yf5e0jmrlQBAyrHZBQAAAL4advDBtakzFz63XYLThof8/xlB81RrdcI4MctlM/rz6Y9sl+G8yVOf8bPaIEJZCKtcWaXhFUgArtswwX2S/woEahEB1wb/cH8AE0vLXANcM7J/r+0S4JCZuRLnNzHjbL855hfuaOrKNdtloEG5bEaHDrj3PpXkvgM+r6FRmwjYAy3BEiEAwFPOSXpd0psKcuSJkaSA/bqvJB1U8B9sXNKa1WoAAAAAAIAXctmM9nm+nbxaq7NNuwEd7W3atpXpuQgvqVsbfPKfk2PKZl6yXYbTlpZXNHnqvO0ynJbLZnh/QGilW7dtlwBAUqF7h+0S4JDSAtdu3xGqRRQENvzDtQAm2GDvFs72YWpmjrP9uP359Eec7TeoWqvr6NiE7TLQBMN7djv3eqDvAADQDK3YYM75PgAk2pqCfPjfKciL37NZzM9JYsB+3T1JRUmbJR2VdN9iLQAiYhN68y3eXbFdAgAAAOCkYc/D9ZI0deUaGzcawIYbmKIJL14nxo9pF5smG0YDXuNa8eAf/iCIBdiXy2a0aeMrtsuAQ3j25j9CtTA1v0Cw1kcFzhgQUrmyyjm7YzjbhymG58brxPgxhl40wccnz+vBw29tl4EmGDnwlu0SjF29fjPx90PlyqrtEuCwDWzVBoDYdbS/arsEAPbcl/SepJcV5MMfWa3mBZIcsF/3SNInCoL270m6YbUaALCsFYdW+a00mQAAAMA/Lj64NnXm4mXbJThtoO8fbZcAh1RrdZrwYjQ81K99KRiMErfJU58R9m2Cwk62ICO8xWVec4BtDEaBiaXllcQ3jKNxhHtgis9RfmLYBsLiGuAezvZhgs8A8eJsvznmF+7w3NcTw0P9Tg6CnDx13nYJL1R++I3tEuCwbfTJA0DsNm1ss10CgNa7IWmvghz4WauVGHAhYP+0s5J6JfVJ+ovVSgDAYzkm8wEAAMAzhe7tTj64NjEzV2KLQQPyXZ3e/4yguW7eYptdXArd2zVZ/NB2Gc5bWl5xogHKBYQwYKLE+wNgHYNRYIIAnf8K3WyshrkSG+y9xLANhFW6ddt2CTDA2T5MTV25ZrsEb3G23xzVWl1HxyZsl4EmGXZw4MT8wh36DgAATdGK5zU8mwWARDinIO/dK+kLu6WYcy1gv25O0puSXlfwF7BmtRoAP2sDQe1YVGt12yUAAAAAThne02+7hNidufi57RKc5mJzA+yamWN7fRzyXZ36z8mi7TKcRwNec/UQykJIS8srtksAIAajwAwBe/8xdANRcG3wD8M2YGJxmWuASzjbhynO9uPB2X7zHB2bINzsiUL3du3a6d596MeODG/mcxsAAABg1Zqk3yvIdx9UkPd2kqsB+3X3FPwFbJY0LoL2QOJs20oTUxziPhjqaG+L9esDAAAArZTLZrTP8warcmWVibwNGh7yfwgDmuvqdZrwmi2XzejTyaKymZdsl+K8j0+ep7GoSTra2/iZRGhsOQSSgcEoMMGWav8xdAOmqrU6gSYP5eldgQHO2t3C2T5MlCurvM/HIJfN6MT4Mc5Rm2BmrsTzJ4+M7H/LdgnGXOo7WKuyqAzRcYYMAPHjbB7w1n0FOe7Nko4oyHc7zfWA/bpHkoqSXpb0noK/KABARATsAQAA4JM0bC+ZdGSKfFIN9vXQ9AMj8wt39Lhas12GV3LZjP58+iNt2viK7VKcN79wR2cuXrZdhjd46AsTi2ywB6xjMApMMZTIf9zPwdRNR8IkMFPo3mG7BDhiic91TuFsH6Zmrn9puwTvrJ/tb9u6xXYpzitXVnV0bMJ2GWiSjvY2DfQWbJdhjL4DAEAzxT3Mgs/wybYhy+d1wDP3FeS2NyvIcT+yWUwz+RKwf9pZBX9RfZJuWK0EAAAAAABYN3LAvcnwJqq1OpsMGjTQ22O7BDiG11zznRg/RgNeE1Rrdf12dNx2GV7ZxpZDGCCkCdhHkBYm5tle771cNsMQLxjjns5P3CMgrNKt27ZLgAHO9mHq6hxn+802fuwDzvab5OjYRwx39sjo4Xdsl2CsWqtr6so122WEtrTMZzcASDvunQCgJW4oyGlvVpDb9o6PAft1c5J6Jf29pHNWKwFSjE3o8WBqPgAAABBOoXu7943UU1eu8cCgQYN9NOHBzAxNeE11YvyYk1s8kui3o0XeE5os7qn68AthLMA+BqPABNdt/3EvhyhKC4RrfcOwDZhYZPudUzjbh4lqra4SPXdNdWL8mPbt2W27DC9MnvqMn0+PdLS3OfnaOH3hsu0SjKzxPAwN2NT+qu0SAMB7uWzGdgkAGnNOQS67V0FO21s+B+zXfSXpoKTXJY1LWrNaDZAyBOzdtGsnzSYAAADww/CeftslxO7MRbcedCfNYF+PspmXbJcBh5Qrq3rw8FvbZXiDBrzmoQEvHpyTISy2IAPJQJgWJgjQ+Y+hG4hi8S7XBt9wfwATDOBxB2f7MHX1OoNzm2n08Duc7TfJ/MIdTZ46b7sMNNE+R3sULk27s70eaBRD2IDWyHfFez5L706ybdu6xXYJAMytKchfv64gj/2V1WpaJA0B+3X3JBUlbZZ0VNJ9i7UAAAAAAICY5bIZ7xs7Lk3P8rCgQQO9bLiBmZnrX9ouwRvDQ/3eX6dbhQa8eMT9wB9+ucmACyARGIwCE6VbbKn2HaFamCpXVvWYLYjeYdgGTBCwdwdn+zBVYjhi0wwP9Wv08G9sl+GFaq2u346O2y4DTZTLZnTowF7bZRhzse+AodMAkHxxD0Vz7b0LABLsvoK89WYF+et7FmtpuTQF7Nc9kvSJgr/w9yTdsFoNAESwtMwDPQAAgDTbkGUjRxjDKQhtTjFFvmGDfTThwQxNeM0xPNSvyeKHtsvwAg148SFgDxOc2QL2cd2GiWqtTvNdCnBdgCkGb/iJYRsIa55zP6dwtg9TbLBvDs72m+u3o0UGPHlmZP/e2MOEcWCIM9Iol83YLgEAAMC22wry1ZsV5K0fWa3GkjQG7J92VlKvpD5Jf7FaCeApNoXEY60Fh6o0nAAAACQX92rhjBx4y3YJsVpaXmEqe4MG+3qcbHCAPdVanSa8JqABr7lowItPfusW2yXAIWw5BOzjszJMcN32X0d7G5/5YYxrg5+4R0BYNzlvdwZn+zA1v3CHM9Qm4Gy/uSZPfcazXg8ND/XbLsHY/MIdZ4cQVmt12yXAYfkungMCcepob4v9e5Qrbr5/pQHncUDi/UVBnvpXCvLVqZb2gP26OUlvSnpd0jlJa1arAYAEyLEVFQAAAA7Ld3Vq08ZXbJcRqzMXL9suwXkDvWy4gRmabBtHA15zFSdO0oAXo0L3DtslwBFsQQaSgcEoMMG9vf+4l0MUi8sE7H3DsA2YWOIa4AzO9mGKwbmN42y/ueYX7rAx3EPDQ/1O9lDuuWIAACAASURBVCh87PDPIkPSACC5NrUgYP/g4Texfw9EQxYJSKxzCvLTbyrIU0ME7H/onqSDkjZLGhdBewAJ9bjK1EUAAADgeUb277VdQqyqtbqmrlyzXYbzBvtowoOZmTma8BpBA15zXZqeZdhKzLYR1ERIhDSBZCBMCxOlhdu2S0DMGLqBKBhg5h/uD2CCgJY7ONuHqdIC7/GN4Gy/ucqVVf12dNx2GYjB6OF3bJdgrFxZ5XMQAAAA4Lc1BTnpv1OQm75ns5gkImD/0x5JKkp6WdJ7ku5brQZwXL6r03YJ3mnFQ72O9ldj/x4AAABAHHLZjPfNVacvEKhs1GBfD9urYKx0ixBOVDTgNdfS8orGJk7aLsNrhe7ttkuAQwhhAMnAYBSYWLy7YrsExIxn1DC1tMx1wUcM20BY5cqqHjz81nYZCIGzfZgqV1Y5u2kAZ/vNVa3V9f5oUY+rNduloMkG+3qc3F4/6fD2ekncv6EhhZ0MZAPi1IosCksrk2tDNmO7BABBHvo9BYvIiwry0vgJBOxf7KyCH6S9km5YrQRwVC7LQw0XbdrYZrsEAAAAIJI0NFddmmZ7faMGev0ewoDmW1peoUkjIhrwmosGvNbIbyWQhfDYggzYx2AUmChXVrmXSoFdO7kuwAxD9fzEsA2ERfjWHZztwxTv8dFxtt98YxMnec/x1Mj+vbZLMFaurGrqitt9Bzy7BYDkakUWhfuq5NpGvwVg0w19H6w/K4L1L0TAPrwvJPVK+ntJ5+yWAgAAAAAAfo6LD69NXJqe5UFxEwz20YQHMzThRUMDXvO9feg47wMtQAgDJtiCDNjHYBSY4N7ef9zLIYpFNth7iWEbCIumfHdwtg9TM3M3bZfgJM72m+/Ti5edDzPjpxW6tzt538nPIwAAAOCVc5L6FOSfz1qtxDEE7M19JemgpNcl/V7SmtVqAAd0tL9quwQvzS/cifXrb8j6vfETAAAAfsp3dWrb1i22y4jVFNvrG1bo3q5shs88MFOK+XO4j0b276UBr8lGix/T8N0ihe4dtkuAI5aWV9iCDCQAYVqY4H7KfwUHgw2wj2uDf7g/gInSAgN4XDDY18PZPozdvMXZvinC9c03M1fS2MRJ22UgJh8efsd2CcaqtbrOXLxsu4yGLS3zOQ7R8ZkRiBdZFABoiTUFwfrXFeSd52wW46pf2i7AYfckHZFUVPADeETSa/bKAZJr08Y22yUgAg4OAAAA4CLft9fPL9xRiUaghg32suEG5q5eZ8uNiRPjx7Rvz27bZXiF7Tatk8tmtGnjK7bLgCMIYgHJwGAUmFik+dp7POdEFNzX+YdhGzDBubsbBjjbhyEGI5obP/aB3vf8eWurLS2v6OjYhO0yEJN8V6ez2+t9uD6uefDvAHsI/wLxivuMNu5llWhMT7d790eAY9YkffLk1yPLtTiPDfaNe6Tgh3GzpPckMc4WAAAAAAALctmMBvv8bq6amp61XYIXBvr+0XYJcMzMXMl2CU4hXN98bLdprXzXFtslwCEEsQD7GIwCUwTo/EfAHqZoyPUT1wKEtbS8YrsEhMRgLZhicK6ZE+PHCNc3WbVW1/ujRS+CzPhpri4A8GF7vSQ9rtZtlwAAAAC00n0F+eWXFSwNJ1zfBATsm+uspF9J6pP0F7ulAMnBhLd40LgJAAAAPGuwr0fZjL+fP8qVVTYXN0G+q5PwDYyVbjFTM4xcNqM/n/6IcH2Tsd2m9Qo7adZGeGxBBuxjMApMEKDzXy6b0batXBdg5iaDN7xEwB5h0X/jBs72EUVpgbP9MHLZDINzY1Ct1fX2oeN68PBb26UgJh3tbU6+bi5Nz3rzc8l9HBqxqf1V2yUAXstlM7ZLAACf3JC0V8GC8LNWK/HQL20X4Km5J782K5gG8a69UgD7eGgZj7WYJy/y9wYAAADXuDodPizC9c0x0NtjuwQ4qMQmuxdaD9cTZGmucmVVbx86znabFuNcDCbYggzYx2AUmGB4lv8YuoEolhia5CXOKBAWwSw3DDsYYIRd1Vqdc5sQONuPz9GxCd5jPDd6+B3bJUTiy/Z6oFEMbwLiFff9JQMzk42eC6Bpzkn6RNJXtgvxGRvs43VP0kFJfydpXNKazWIAwITPmz8BAADgn3xXp/eNHzzobo7BPgL2MFOurNIA9QL5rk7991//y/vrcKtVa3W9P1okXG9BT/d22yXAEfMMYAESgSYdmFhkg733GLqBKPjc758Cn+tggOGabih08x4PMwRuXizf1alrf/oDZ/sxGC1+rKvXb9ouAzFydXv9/MId7z7/lCurtksAAAA/QBYJaMiapN9Lel1BLplwfcwI2LfGIwWb7F+W9J6k+1arAeCFcuVb2yUAAAAAieH79vpL07MELJugo72NJiEYY8Pl8w329ejPpz/i4ViTVWt1vX3ouHdNTi7oaG/j5xmh8RoFkoHBKDDBtdt/DN2AqWqtrgcPefbuG4ZtwAT3B8nH2T6i4Gz/+Qrd2/Xn0x+xvTcGn168rKkr12yXgZi52p/w8anztktouvLDb2yXAIflshnbJQAAAKy7r2DB92ZJRxQs/kYLELBvvbMKftD3SrphtRKgRXbtpLEpDg9acCjU0d4W+/cAAAAAGpXLZrzfSs72+uZgww2iYIPVzxvZv1dnPh4jjByDo2MTNHdbQiALJtiCDNjHYBSYqNbq3GOlAPdzMMV2Wz9xLUBY85z9OWGg1+9nQIjHzBzbw3/O8FC/Lv0Hg3PjcGl6VmMTJ22XgZjlshkND/XbLsPY0vKKSnz+AZ6R72KIExCHQgsGIy8tc9afVGSQAGO3FSz03qxgwfcjm8WkEQF7e76Q1Cvp7yWds1sKAPy0TdzcAgAAJBLNgc8a7OvxugFkfuEOAYAmoQkPUbDl5sdy2YxOjB9T8dgHtkvx0mjxY129TvOnLdu2cp+F8LhHA+zj8zFMcN32X0d7Gxs4YYxrg5+4R0BYXAPcwPBcmCpXVvXg4be2y0ikE+PHNFn80HYZXpqZK+no2ITtMtACI/v3Otmf4OtQf4amAUA6rVVrtkvAzyCDBIR2Q1KfpF8pWOgNSwjY2/eVpIOSXpf0e0lrVqsBAAAAACSeiw9r4zSyf6/tEmI1NT1ruwRvDPQWbJcAx9CE92Md7W368+mPtG/PbtuleGm0+LGmrlyzXUaq9bRgmj78wBZkIBkYjAITNFz7j0AtoigtMFjPN7lshmEbCK3EBvvEy2UznO3DGINzfyyXzejan/7A2X5MlpZXCNenRC6b0aED7vUnlCurPH8CAAAAkuGcghxxr6Q5q5VAEgH7JLkn6YikzZKOSrpvsxig2Qo0pjZdqQVNQBuymdi/BwAAANCIfFentm3dYruM2PCgu3kG+9heD3Mz17+0XUKiDPb16Nqf/uD1ddem4sRJrvkJsGsn55gIh3A9kAwMRoGJpWWu3b5j6AaiWLy7YrsENBn3BzDBZ7vk4zWNKBie8axC93b991//i7P9mCwtr+jtQ8f1mC2qqeDq9vrJU+dtlxAbXntoRGHnDtslAF7Kt+CcljO95Opof9V2CUASrUkaVxCsP6ggR4yEIGCfPI8kfaIgaP+eJEZpArCGJhQAAAAkne/b689c+Nx2Cd4oEJhEBDThfW/08Ds68/GYk01DLrg0PaszFy/bLiP12HgKE2xBBpKBwSgwwbXbfwTwYGppeYUwhofoc0BY1VpdDx5+a7sMvMBAL8NzYY4N9t8bPfyOLv3HR5ztx4Rwfbq4ur2+Wqt7PeB5kYGKAJA4uRYseeT+K7k2bWyzXQKQJPcVLOLeLKkogvWJ9EvbBeC5zj751atgu/2vLdYCAAAAAECi5LIZr7eSV2t1TU3P2i7DGwN9/2i7BDiIAI7U0d6mE+PHCK/F6NL0rI6OTdguAyJgDzNsQQbs47oNE+XKKg13KcB1AabYXO0nhm0gLM7+3ODzcyDEo1xZZXiGgueo/zk5xtl+jAjXp4+r2+tPX2DAMwAAANBiN/R9LhgJxwZ7N8xJelPS65LO2S0FiKawc4ftEry0tLxiuwQAAADAmsG+HicfYId19fpNGjKaJN/VqU0bX7FdBhzDFrvgOnvtT3+gAS9GhOuTJb91i+0S4BDCWIB9BGlhguu2//JdnV6fEyEeXBv8xD0CwuIakHy8vyOKmetf2i7BukL3dv33X/+Ls/0YlSurhOtTaHio33YJxqq1us5c9Dtgv3iXPmpEx4A2IB5xn82UK6uxfn00pqOdDfZItb9I6lOwbPus1UoQGhvs3XJP0kEF2+zXf22wWA8Ay+I+oOXBMwAAAJJsZP9e2yXEavLUedsleKNAAxEiKN26bbsEa3LZjD48/Bu97/l11jbC9clT6GZIKMJhExqQDNznwwQBOv/xXBNRLC5zbfBNR3sbYVyEVlpI7/mfKwZ62V4Pc6WFO7ZLsGr82Aec7cesWqvr/dEi4fqUGR7qd3Kg++kLl73/WfX93w8AXLQhG+/ZTPnhN7F+fTSGgD1S6pykooLsLxzDBns3PVLwotss6T1J920WA8BfcX+4AQAAAKLKd3Vqm8dbZucX7hDaaiICk4girU14+a5OXfvTH2jAixnh+mTy+d4CzUVIE0gGwrQwQYDOf3nu5RBB6VY6P/v7jHNAmGDbafIN9hGwh7mbKX1/52y/Naq1ut4+dJzzwRQaPfyO7RIiuTR9zXYJLVGt1W2XAAAAgPRZkzQu6e8ULNS+Z7MYREfA3m2PJJ1VELTfK+mGzWKA5+npZotIHAjcAAAAIK18315/5uJl2yV4ZaC3YLsEOCiNTXijh9/RzP///zm5gcMlhOuTqcD5JQzQQAskA4NRYIIQrf8YugFT8ykdrOc7hm0grHJllW2nCZfLZrjnh7Gl5ZVUvrbXz/Z5zcSLcH16ubq9/tL0bGp6jHldIirOk4B4bGp/Ndavv1ZlsEqSxf33DyTAfQULszcrWKD9yGYxaNwvbReApvniya9eBVMv3rVZDIDWiPvwi5tbAAAAJFEum/F6a0m5sqqr12/aLsMbPv+sID5pa8LLd3XqxPgxmu9agHB9cuW30kCD8NiCDNjHYBSYWFpmO20a7NrJdQFmCGD4iXAEwird4nNd0rHMBVGk7bXN2X7rLC2v6P3RYmrCyniWq9vrJ0+dt10CkHjZzEu2SwC8FPdgGs71ks3FwURASDckfaIgvwuPsMHeP3MKAvavS/q9pDWbxQBwGze3AAAASKLBvh6vH3KdufC57RK8UqDBHhGkpQkvl82w2aaFCNcnW6F7h+0S4JDFuwQ1AdsYjAITNNv5j6EbiGKR4RteYtgGwuL+IPkGehmeC3OlhTu2S2gZzvZbZ2l5RW8fOk64PqXYXu8G7u0AAAAQo3OS+hQsxSZc7yE22PvrnqQjkopP/u9BSa/ZKwdpx0NMAAAAAM0ysn+v7RJiU63VNTU9a7sMrxCYRBRpaMIrdG/XifHjTjYFuWi0+LGmrlyzXQaegy2HCGtpeUWPqzXbZQCpx30+TKTh/j7tGLqBKAhg+IfPdTCxuMw1IOm450cUaXh/52y/tdbD9ZwHphfb692wVq3bLgEO62hvS9VACiBuuWwm9u/BvVlycT4Hj6wpCNMXFWR04TE22PvvkYIX82ZJ70lKx/otICVKC/G/pFvxIQcAAAAIK9/V6fUmhqkr13gI0EQd7W1e/7wgPjdv+RvA6Whv06eTRV36j49owGsRwvXJl8tmeD0gtDQ0agMuoEEHJrh2+49rAkxVa3WuDR4qsPgBBkoen//5IN/VyVkNjJUrq16H43LZjE6MH+Nsv4UI18PV7fXzC3e8vh4Czbapvc12CYBX8l3x92kxNC+5ctmXbJcANOq+pHEFOdyDIlyfCgTs0+WspF9J6pN0w24pSCOC2m5qxYccAAAAICyft9dL0pmLl22X4BU23CAKnzcTjx5+R9f+9AcN9BZsl5IahOvdwPkXTBDEAuxjMApMce32HwF7mOK64CeuBQhrfoFwfdIxMANRlG75u3tqZP9e/fdf/0v79uy2XUpqEK6H5O72+o9Ttr1eas2yMgAAAHjtvoLF1psVLLp+ZLMYtBYB+3Sak9Qr6XVJ56xWglShURUAAABonjQOsMplMxrs67FdRmxm5kpMkm8ymvAQhY9N9oN9PZr/63mNHv6NshmmRbdCtVbXvn89TrjeEYWdDGRBeGxEAOzjeRNMEKDzXy6b0batXBdg5iabq71EwB5h+Xj+5xuG5yKKkof3/oXu7Zr/63kVj33A2X4LXZqeVf8//45wfcq5vL2+xOcdwEhH+6u2SwC8siGFPY34Xn4r53Nwzg0Fi6w3K1hsjRT6pe0CYNU9SQclHXnq1waL9QAwtHh3xXYJAAAAsCTftSV1D0YH+3q8bh45c/Fz2yV4x+eBDIiPT014+a5OjR/7QLsYNtFS1Vpdbx86TrO2Q3q6eY0gvLTdgwNJxGAUmCBE6z+GbiCKJYYmeYdhGzCxuEyvTdJxVoMofNpg39HephPjxzjbt+DS9KyOjk3YLgMJwPZ6t5RZZIAGbNrYZrsEwCvbWhCw5nltcqVxaRScdU7SJ5K+sl0I7CNgD0l6JKmo4MLw5pN/fs1iPfBUR/urKomb2WZqxZTUws4dfAgBAABAIozs32u7hNiUK6vcdzdZvqvT64EMiI8PTXgd7W0aPfyO9u3ZbbuU1FlaXtHRsQnC9Y5hyyHCYgsykAyEbWCCEK3/GLqBKPjM5h+GbcAE14BkK3Rv52wfxqq1uh54EK7kbN+uyVOfaTKl4WQ8i+317vHhPQAAAACxW1Owpf4TBUurAUkE7PGsRwouFGcVBO2PSHrDYj3wDBPe3LG0vPJdeL9c4eAJAAAA9nW0t3m9gYhmjeYrsNUDEZQrq043YNB8Z9fS8orePnS8JQMR0Twd7W00bSM0QhhAMjAYBSa4dvuPawJMuf7ZHz+NYRsIq1qrc3+QcLyeEcVNxwOluWxGHx7+jd73eNh40o0WP9bUlWu2y0BCuLq9/szFy7ZLsKpaq/O8B5FsyPJzAwDNwpBsJNR9BaH6swqys8AzCNjj53zx5FevpIOS3rVZDICfV66sPnda5tNblRbvfq21al2S9Lha0+JTWzvSOrkSAAAAbvB5e321VtfV6zdtl+GdQjdNeDDnanMtwXr7Lk3PamziJOF6BxHIgonF5RXbJQCpx2AUmPBliyWej/s5mHL1sz+ej2sBwuIakHw04yOK0q3btkuIJJfNaGT/Xh06sJfPupZUa3X9drRI7yS+4+r2+nJlNfU9B4t3v9YuhvAjAj5PAs0V92e6JZ7XAgjvtr4P1gM/i4A9XmTuya+igo32ByVtsFYNnMYH0Hisb7p88PAbSdLjKtO2AQAA4J/hoX7bJcTm9IXLBDJjQBMeonCtCY9gfTJ8evGyxiZO2i4DERVotoIBzl0B+3jWBBOub7HEi3W0tzkZfIBd3NP5iXsEhMX9QfIRjEMUTy+ZccH62f5gXw/BeovKlVW9P1rk/hDPcHV7/XofMQAAvqPHLtly2YztEgBJuqEgBztntwy4goA9wrqnIGBf1PdB+9fslQMXbchyGByHqSvXbJcAAAAAxGp4qN/r5pJL09zTN1u+q9PrnxnEp7TgRoNtvqtTI/v3EqxPgNHix5zNOI4QBsKq1hhsCiQBg1Fgguu2/7iXQxSlBbeG6+HFGLYBE0uOhXDTpsDgXETkyvZxhuYmx9Lyit4+dJyAFp7h8vZ6nlWxwR7REQYFgObZtnWL7RKQbucU5F7v2S0DriFgD1OPFFxsigpC9kck7bBXDgAAAADAd8MeN5lcmp7Vg4ff2i7DO4RuEFXSAziDfT0a2b+X5pAEqNbqevvQ8cT/zODFeD0hLF7vQDIQpoUJQrT+27aVawLMLd5dsV0Cmoz7A5hgg32yFXbShghz8w4MzuVsP1kuTc9qbOIk4Xr8CNvr3bZWrdsuAY4iDAo0V9z3vDyzBfADa5I+efLrkeVa4CgC9mjE2Se/ehUE7t+wVwpcwAExAAAAAFMd7W1ef5aYYnt9LArdNOHBXFKb8HLZjIb37NbIgbec3Jrho6XlFb0/WmRAigcIYcAEIQwgGXz+fIjmI0Trvx623MLQ0vIKQSoPMWwDYZUrq1wDEo73dkSR1DMbzvaTafLUZ4SR8ZPYXu8+7vMAIB0YqJJcHe1ttktAutxXkGX9QgTr0SAC9miGOQUh+80KLk7v2isFAAAAAOCTkf17bZcQm6XlFZUS2vTjOprwEEXSmvAK3ds1vKdf+/bstl0KnsJmG78QsIeJpWW2IQC2cd2GCUK06cDQDZhiw5WfOAtEWFwDko/3dkSRtDMbzvaTqVqr6+jYhK5ev2m7FCQU2+vdt5iw9wMAANJmEwF7tMYNfb8wGmgKAvZopnuSDioI2R+UdETSBmvVIJFy2QzNLAAAAABCGx7qt11CbM5cvGy7BC/luzqVzbxkuww4KAlNeB3tbdq3p9/ZLRm+K06c5NrtmQJN2zBAEAOwj4A9THDd9h/XBETBtcFPXA8QVunWbdsl4DkKDMtAREkYnsvZfrItLa/o6NgE94L4Wa6+dtleDzRPoXs7CzKAJmjFGU258m3s3wNAIv1F0icKlkQDTUXAHnG4pyBk/4mkN5/882v2ykGS5Lu28AEUAAAAQCjDQ/3eBqWrtToPu2NCWBJR2WqsymUzGt6zW8ND/dq2dYuVGvB81Vpdvx0tcqblIUIYCKtcWdWDhzRrALZxrw8TBCf8x70coigt8LnONwzbhAm2miZbYecO2yXAQeXKqrVlPx3tbRro7eFsP+Fm5ko6OjbBUig8F9vr/bB4d8V2CQCQeo+rNU2e+kwd7W3qeLLNPJfNNPV++cHDb5r2tdBcfK5HDNYkfaEgl3rPaiXwGgF7xOmRpLNPfh188usNa9UAAAAAAJwyvGe37RJic/oCG5DjUujmsB7mWh2cXG+8G+zr0S6CYom2tLyi90eLBGs9ReMrwiKkCSQDYVqYIEDnvzz3coiA+zr/cH8AEwxPTLYeNtgjgla/txOqd8vkqc8IIOOFXN1ez0D/H2OQBgDY9+Dht8+9/8plM8p3fX8f/XQgO9/VqQ3Zl777ZwYqAqm2pmDp8ycKsqlArAjYo1XOPvnVqyBo/669UmBTfmsnD6wAAAAAvFBHe5vXodNL0zzsjgtNeIiiFU14he7tGuztUaF7B413jvj04mWNTZy0XQZiUuD9AgYIYgHJwD0UTPA80n8M2IOpebbXe4lhGwhraZmNpknn8zMhxKd063bs34OzffdUa3X9drTI50KE4ur2egb6/7RqrU4gE5GQbwBa43G19sxrLczrrqO9TZva2yRJG7IZlVmOkFjrAxKABtxXsK3+rN0ykDYE7NFqc09+FZ/8elPS/2PvbmKjOvN93//U6lnqhTPBUHIJDpZsySXZ6NrSpTyJGcQg3Y0DrcbqS5IdzglpkjsJbxnbHofY2ZPb4YTs0KLD3TJ927mgK/EysHtwXB7YCliyJUrCYsslO3gEVNX8DArnlZe1yrXWf61nfT9SlHR6b+q3N/ipZz3r+f//WbM0CF0mnbKOAAAAACAGTp04Zh0hMNdv3mUSckDoYIxmBVE4WejqULGvR8X+Xg309/BnM0aqtbrOjl7UrZk56ygIUKGTKYfwrrQY/GVtAK9GYxT4QRFtMlDcBL9omuQmJtjDK9aAaGO/j2Ytlznbxy+tlFf1wbkx3sXCkzhPr798jQL7F1l+8JCmPWgK9Q1AdK2tP2ZvFxOc02Eb/qnGtPrvrIMgmSiwh5VHakyy3yHpzPN/3mMXB2GhKxEAAADQGq53Tx4ZHrKOEBhedgeHg3o0qxWFk8X+HhX7elXo6uDSXYxx+S45mHgKP5YfMOkQsEZjFPhBAZ37KMJDM5aZXu0kimfgVYkGPJHGfh/N2u670kw6pULXPhX7GsX0NHKOt6+vTWv04pfWMRAjcZ5e/6xas44BAAAAbNdf1ZhWP2sbA0lHgT2sPdFP0+xPPv87hfYOo9gBAAAAaA2XuyePDA85e3llfnGJi/4BKnKhFk3ycwkvn2tTe67tx2L6fK6NyYmO4PJdsnBOCa9WyqtcVgQigMYo8IMiWvdRhIdmlBa231wP0UKzDfjBuXy0sd9HM1Z87vt/Os/vUKGr8VccJ1fjt6q1us6OXtStmTnrKIiRc6ffi+UawPT6V5tbWKIJF5rCe0MA2D7WUnj0VI2i+i/UGN4MmKPAHlFy5flfg2oU2r9pFwUAAAAAYGXkyFvWEQIzdfOudQSncQkPzfj1JbytiTWSVOxr/JkaeH5hmwsZbqrW6vrv58a2Pe0I8ZFJp2J5cQ42KMIAooFLOfCDIlr3sSbAr2qtrrX1x9Yx0GI024AfPNtF2wANM9CEX/9cbzXHlX55tp9Jp2iS67D5xSX993PjNMiEL5l0Sh++c8w6RlOYXg8EI5t2cwgIAITJ1YFKaJn/1E+F9U9sowC/RIE9omhWjSL7vWoU2r9vFwWt1p7bZR0BAAAAQITlc23OFrBWNjY1deOOdQxnUSyJZuVzbbrzH3/hgl1C3Z4t6ezoRS4jJcxWEw3AC4owAHvs9eEHRbTJQIM9+MWezk0024BX84s0VYyyQlcHl/DRlGJ/r+b//6s8LybYxKW/aeLSVesYiKFTJ47F8ruH6fWvV9ngTAgAAAuZdMo6AqLrP9WoDb1iGwN4OQrsEWWPJJ1UYyE9KemMpKxZGrQEB9oAAAAAXuXUiXh2iveC4vpgMeEGzUqn3qC4PoGqtbo+//IqF5ESamuCFeDFcpliLMAajVHgB0W07qPpBpoxt0BxrYsosIdXrAHRxs8ymsWeMLkqG5v64NwYz39oCtPr3ba2/oN1BMQUAwQBYHt4l4cX+Kca9aCztjGA1/uddQDAg0dqLKp7Jf03NbqXAAAAAAAcNDI8ZB0hMBRxBqu7k0t4ALxZIFSRkwAAIABJREFUKa9q6E8fsy4nGE1Z4EeJQgzAHI1R4AcFdO7joh6asULTJOdk0ikaJsIz1oBoK/ZxTgPAu6+vTWvoTx9TXI+mMb3ebc+qdesIiCka9wAA0DJ/lfRfJQ2K4nrEBAX2iJMnkq7op0L7f1qGQfOKXGAFAAAA8AIjw0OxfJntxfWbd+kmHzCKJQF4MXHpbxr608daW39sHQWGmIwGr+YXKdIEooC9PvwoLd63joCA0XQDzaD5hntotgE/KMKMNs5pAHhRrdV1/M+favTil7xzRdOYXu8+9n0AANgoMBgn6Z5KGlejsP6kGoOWgdj4vXUAoElXnv81qMbi+75dFAAAAABAK4wcecs6QmDoJh+8A0y5AfAKK+VVnR29yMUaKJ9rc7ahD1qPNQOIBgpu4Mfyg1XrCAgYawL8qmxsUojiIJptwKvKxiaNFiMsk06pu5OGGQBe7fZsSWdHL7Knw7adP/1uLN8PML0eCEcmneK7BgCalEmnrCPAxn9K+kKN+s4ntlGA5jHBHnE3q0aB/X+V9Fc1up4g4uhOBAAAAODX8rk2Zwuk5xeXKM4KGJfrAbzK1tR61mJIUrGfIgx4t1ymSBOwRmMU+EERbTIM9Lt5foTg8CzoJs4D4RVrQLQVuiiuB/By1Vpdp86P64NzYzzrYdvyuTZ9cILp9Umwwrk+msTeFACal03zLi9h7kv6b5L2qlFgT3E9Yo0J9nDFIzUK7XdIOvP8n/fYxcGr0J0IAAAAwK+diunLbC/oJh+8oqPNGQBsz/zikkYvfslFavxCgalo8IH1A7BHYxT4wbrtPppuoBmsDW6iwB5esQZEW7GP/T6AF7t+865GL35JUTFa5tzp96wjNIXp9f6xbgAAED7O6hLj/1OjoH7WOAfQUhTYwzVPJI09/+vk879TaB8xdCcCAAAA8Gsjw0PWEQJR2djUrZk56xjO45AewM9Va3V9/uVVLhzhhfjOgFfVWp1CDCACaIwCP0oL960jIGDs5dCM0iJrg2vyuTa1795pHQMxwRoQbXy3A/i1ysamzo5+ptLCknUUOCSfa9PxI29Zx2gK0+v9e1qtW0dATGUZIAgAwMv8VY36zEe2MYBg/M46ABCgK5L2Sjoo6Z+mSfALvBwBAAAA8HMjw0POTh+7/O0/rCMkAs+ZALbcni1p6E8fU1yPlzrQ12MdATFBcT0QDez14cdymbXbdd2drAnwj+Is97A/gB/LD1atI+AVBvo5pwHwk6+vTWvoTx+zf0PLMb0+WTjbR7M4dwKA5nFe56SnksYl/Rc1BiA/sgwDBIkJ9kiCWUmDkvZLOiPpfcswAAAAAIBfGolpt/jXqdbqmrp51zpGInQz1RJIvMrGpsYu/kW3ZuasoyDCeKkLP+a4yAtEAo1R4AdFGO6jCA9+rZQprHURRQ/waqW8ysTXCMvn2pxtvgzAn5Xyqs6OXqQoFoEo9vcwvR4AACBgPN875T/VmFb/naQntlGAcFBgjyS5p0bXlLHnfz8jKWsXJ7m4yAoAAABgSz7X5mzBxK2ZOV54h6DI5Xog8SYu/U2Xr3HJCK9XdHTPgWCsMAUZMMf7JPhBEW0yuHqGhOBQpOUmmm3AK9aAaGO/D6Baq+vzL68yoRuBOs/0+sQpLd6X9K51DAAAEiOfa7OOgNb4p6Qrz/8CEoUCeyTRIzWK7PeKafYm6E4EAAAAYMupE8esIwRm4tJV6wiJUGBiFZBY84tLOjt6UWvrj62jICa4uA0/KMQA7NEYBX6UFu5bR0DA2MuhGezp3MR6AK9YA6Ktm7N9INGu37yr0Ytf0jgXgSr298S2URvT64HwDfT3aOKSdQoAiJ92Cuxd8FSNOstZ2xiAjd9ZBwAM7Fdjmj3F9YboUgQAAABsjytTekaGh6wjBGJ+cYmCz5AU+3utIwAIWWVjU6fOj+uPH37KWgtfKMKAV5WNTdYXIAJYt+HHMhPsnceagGaUFpesI6DFCl0dDHWAZ6wB0ebKey4A/qyUV3X8z5/q7OhFiocROKbXJ1OFs30AAAC/spJm1CiyBxKHCfZImpOSvlBj8Yeh9lwbFxQBAACAhDt8cMDZy5C88A4PF+yB5KjW6vrq22lNXLpqHQUx1d25zzoCYoIph0A0sNeHH6zd7iuwl0MTWBvcw/4AfrAGRBs/z0CyVGt1jV78UlM37lhHQUKMDA8xvT6huJsOAEC4in0Mx3HIqKRBSUclPbGNAoSHAnskxQ41CuuZWh8R2XTKOgIAAAAAY8ePuDm9vrKxqVszc9YxEqN9907rCABCcP3mXY1e/JILRWhakalo8IEiDCAaaIwCr6q1Omt3AhT7uaQHf+aZXO0kmm3AK9aAaMvn2pxtwAzgt76+Nq3PL/2N832E6hzT6xOtWquz14BvNIACAECS9KakR2oU2c+aJgFC8jvrAEAI9quxqFNcHyHdnTyEAgAAAEmWz7Xp0GDROkYgmKwcHoolAffNLy7p0P/5f+ns6EUu32Fb6JoOP0qL960jAInHXh9+UFyfDDTdgF+sDW6i2Qa8Yg2INoqXgGS4PVtS8V/+lea5CN3I8FBsm7Qzvb412AuiGTRlAIDm8IzvpKykGTUGHQPOY4I9XHdG0qR1CAAAAADAL7k6vb5aqzO9PkQFmrcBzlopr2r04l9UWmDaGFqDl7rwY/nBqnUEIPFojAI/5tgzOo+mG2hGienVTqLZBrxiDYg2BrMAbptfXNLnl65yvg8TmXRK4xc+so7RFKbXAwCAOMqmaVDisE8kDaoxzf6RaRIgQBTYw1U7JF2R9LZxDrwEF1oBAACAZBsZdrPAfurGHTrKh4hnS8A9lY1NTVy6qqkbd6yjwDF8Z8CrlfIq+zkgAli34cdKmalkrqPBHprBxEL30GwDfrAGRNsAP8+AkzjfRxScOnEstlOomV7fOssPHupAH/sN+JdJp/g5BACf2nO7rCMgWL2S7kk6Kek72yhAMCiwh4sG1Siu32MbA69ClyIAAAAguQ4fHFD77p3WMQJBR/lwUXQDuIOLdwhSJp1ydu+B1qMIA4gG9vrwg7XbfcX+XusIiJlqra619cfWMdBiNNuAV6wB0cd+H3AL5/uIikw6pQ/fOWYdoylMr2+tp9W6dQTEVKFrn0oLS9YxACBWuIuRCFlJ05L+TdKYpCemaYAWo8AerhmTNGodAq9HlyIAAAAguY4fcXN6/e3ZEpf2Qtbduc86AoBtqtbq+urbaU1cumodBQ5jKhr8oEgTsEdjFPhR2djkWTwBKMKDX+zp3MRaAK9YA6Itn2uL7WRhAL+0db5/+RpTtxEN50+/G9vvmM+/vMrPUQtVNjgrAgAgDJl0yjoCwvWJGkORT6ox1R5wAgX2cMUOSd9JetM6CLzhYhQAAACQTPlcmw4NFq1jBOLytX9YR0iUIsWSQKxx8Q5h6mbKIXxYLlOIAVijMQr8oIDOfTTdQDPmmDbnpGJ/r3UExARrQLS159qsIwDYJs73EUX5XJs+OBHP6fWVjU2m17fY2voP1hEAAEiEQhfDcRKoV9KspDOSrpgmAVqEAnu44Kgai3LWOAd8yqRTHLDGTP75Sy4mgQAAAKBZrk6vr2xsqsSlvVDlc7usIwBoAhfvYIFCTfjBng6wR2MU+EGBvfu4oIdmlBbvW0dAi9FsA36wBkRbsY9mGUBccb6PKDt3+j3rCE2buHTVOgKA54p9vbwnAgDg9bKSvlFjmv0ZSU9M0wDbRIE94u4LSZ9Yh0BzCl37eAiNmEw6pULXPmXTKXV3diifa1M+16b23K4fX1ZPXPobB3oAAABo2siwmwX27JHDV+jkgj0QJ5WNTU1cuqqpG3esoyCBCl0UasKb+UXOq4EooDEK/KCAzn0U4aEZyw9WrSOgxWi2AT9YA6KNcxogfiisR9QV+3t0/Mhb1jGaUtnY5N1ZALibDgBAODi/T7z3Je2XdFLSPdsoQPMosEdc7ZX0nSS+jWMsm05ZR0ikQleHMuk3ftzMbl1UO9Dn7cLa1hR7AAAAwK/DBwecnDJUrdV56W2AS3hAPFBYD2v5XJvSqTesYyAmmIIMRAN7ffjBhWn30XQDflU2Nin8chCXdeEVa0D0ce8IiI+t8/1bM3OsrYi080yvBwAAAKz0Svpe0lk1higDsUOBPeLoqKQrkrLGObBN3Z0dujUzZx3DOY2J823K53apfXfbj1PoC10dLblMzIsuAAAANOv4ETen13/17bR1hESi6AaItvnFJV2+Ns3ZD8wV+ynCgHfLZaYcAtZojAI/Vli3E4Hnf/hF0yQ3sRbAq9LCfesIeI3uzn3WEQC8Bo1zESeHDw54Hi4VNUyvD1ZlY9PJARAIFnfkAcAfzuzwM5OSBtWYZv/ENAngEwX2iJMdanQzed86CBBld/7jL4FePmMTDAAAgGbkc206NFi0jhGI6zd56R22TDpF0Q0QUddv3tXla9MUNCAyClzahg+sXYA9GqPAD9Zt99F0A82guNZNA/3xLJpC+NgfRFuRn2Ug0uYXl/T5pasqLSxZRwE8G7vwsXWEpjG9PliV9R8osIdvFNgDgD/ZNOf3+IW3Jd1TY7DyPeMsgGcU2CMu9qsxtZ5bNQ4Z6O/RxCXrFO5ZfvAw0I6cXGIBAACIhvbcLusIvrg6vf76zbtaW39sHSNxCl0USwJRUq3V9dW307p+8w5rIiKHZpHwqlqrU4gBRACNUeBHaZGiD9exl0Mzlsvs6VxDsw34wRoQbfmYvdsCkoLGuYirkeGh2BZQM70eAAC4IG53WBGKPZK+lzQuacw2CuANBfaIgzNqLKpZ4xxALKytP9aBvmA/o9jfQ6daAAAAY3F7UTwy7GaB/RTT600UOrlgD0TBSnlVl69N69bMnJ5Va9ZxgBcKshEl3MIFYiAaKKaFH6zd7iuyl0MTeI/tHvYH8IM1INradzMRFIiKrca5l69Nc76PWMqkUxq/8JF1jKYxvT54cwtLvCMCACBgcbvDilCNShpUY5r9E9sowKtRYI8o26HG1Pq3jXMgILwEDUYYk+Ky6VTgnwEAAAB3HD444ORh6kp5lct6RnieBGxdv3lXUzfvsAYi8vi+gB9zrGlAJHDpFX5QYO8+9nPwa6W8ah0BAeim2SY8Yg2IvoF+9vuAtfnFJU3dvMvkbMTeqRPHlE69YR2jKUyvB6KLsygA8C6fo4keXutNSY/UKLKfNU0CvAIF9oiq/ZK+k7THOgiCE9fDrahbKQd/mai7s0O3ZuYC/xwAAAC44fgRN6fXX742bR0hsTigB8JX2djU5W//oambd5lmg9hg4in8CONcFcCrcXkRfswv0hglCWi6Ab9ovOEmCnLhVWnhvnUEvEZ7bpd1BCCRqrW6bs3M6fK1afZLcEI+16YP3zlmHaNpZ0c/s46QCJWN4IeVwT3UNgCAd+3c34M3WUkzksYljdlGAV6MAntE0RlJk9YhEI58ri2UietJ8jSES+7ZNAcIAAAA8Cafa9OhwaJ1jJar1up0lTfEBXsgPEyrR5xRqAk/uFwM2KMxCvxg3XYfezk0o0TzDSdxFgivlplgH3ntu3daRwASZaW8qsvXpnVrZo7GuXDKudPvxbYIdn5xiXduIVlb/8E6AgA4L5NOaeWf/6/mF5e0tv5Ya+uPVVq8r2fVOmf4CZBNp6wjIF5GJQ1KOqnGVHsgMiiwR5TsUGNq/ZvWQRCedgrsWy6MwzcutAAAAMArV6fXf/Ut0+utZDicBwLHpTu4gjMseFXZ2OScGogA1m34QRGt+1gT0Awu7rqHtQB+sAZEW7GfZhlAGLaahE/dvMu6CCcV+3t0/Mhb1jGa9vmlq9YRAABomULXPkmN5ogH+rb+7bs//vcr5VWtrT/W8oOHqmw81tr6DzSacUh3J+d28O1NSffUKLL/zjYK8BMK7BEVg2osjlnjHAhZPrdLJbFJjpv23C7rCAAAAIiJkWE3C+wvX6PA3srWyxkArVXZ2NTtmf+py9emKTKFM7o7+c6AN1w2BqKBAjr4wdrtviITq9EE1gb3sD+AV9Ua0/GiLs9dIyBQt2dLuj07p6kbd6yjAIE6f/o96whNY3p9uPj/NZpV7O/hzw/g0esmmHd37lN35z4dGiz+4t9XNjZVWf9Byw8eNgrwyw+1/GCVARAxk02/YR0B8ZSVNC3p3ySdMc4CSKLAHtEwJmnUOgRstO9us47gpPnFJR0I8NJJ++6dgf3aAAAAcMfhgwNO7h2v37zLgb6hAt1vgZap1uq6NTOny9emuYAM5zAVDX6wBgLRQGMUeFWt1WkKlQAU1cKv+UUuv7uowP4AHvFcF33cEQNab6W8+uO0et5dIgkOHxwI9F5s0JheDwBwTbMTzNt371T77p0v/F6fX1zS2vpjra0/VmnxPoX3EcYZPrbpEzWGNR+V9Mg0CRKPAntY2qvG1Ppe4xwwlM/x8iQIT6v1wD+j0NXBC0oAAAC80vEjTK9H6/EcCWzPVlH97dk53ZqZs44DBKbYx7EzvCst3reOACQejVHgxxwTpBKBphvwi3fXbir282wHb9gfRN8Ae36gJSobm7r87T90e3aOxmNInLELH1tHaBrT621Ua3WlU0zXBYCgBHGH60Bfjw70bf2nd3X8z5/yHQq4q1fSPTUm2V+xjYIko8AeVo6qsfhljXPAGIURwVh+8FCHBouBfkYmzaETAAAAXi6fawt8T2phfnGJy7rG6H4L+EdRPZKI7wv4sfxg1ToCkHg0RoEfPJe7j6YbaEaJCfZOotkGvFopsz+Iukw6ZR0BiK3KxqZuz/xPTd28y/MQEqnY36Pzp99T++6d1lGaRhN/G8sPHr5wOjIAoDXCqAWq0FQqsviORYtkJX2jxjT7M5KemKZBIlFgDwtfSPrEOgSigZcnwahsBP8gUezrpRsYAAAAXsrV6fVTN+9aR0i89twu6whALGxduLs1O8fzOxKJAnt4tVJe1bNqzToGkHis2/CjtHjfOgICVuhkTYB/FJu5h2Yb8IMJ9tFHwwzAn5XyqqZu3FGJ5t9IsK3CeheKtybHL6i7c1qXr01zHg1EHPfjAe/CeLezRoE9kBTvS9ov6aQaU+2B0FBgjzDtV2NqPSMo8CNengRjbf2HwD8jywR7AAAAvMLIsHsF9pWNTU3duGMdI/HiPJkACBoX7oCGfK6N7wt4xnoJRAMF9vBj+cGqdQQErNjPlQL4U63VuWzrIJptwKvKxiaFahHHfh/wZn5xSbdm5nR7do69DRItn2vTudPv6fiRt6yjtEw69YbOnX5XH75zTF99O62JS1etIyUCE+wBIFjpVLD1JCtl3gVEFY0xEZBeSbOSxtQY7gyEggJ7hOWkGotb1jgHIiiTTvGiq8XCuFjEyy8AAAC8zOGDA04WtVFcb4/nEOCXqrW6bs3MqfT80h3nK0AD3xfwgwJ7wB6NUeAHBXTJwH4OfjG52k2sBfCK57royzDEA3ghzviB3zp14pjOf/Re4AV7VrYK7UeGh3R29DOmZAfsabVuHQEAnBVGgTX7YyCRspImJQ2qUYv6xDIMkoECewRthxqF9e9bB0F0Fbr2cUjUYmE8TGTSqcA/AwAAAPF0/Ih70+sl6fK1aesIiZfPtVlHAMxtTbBhSj3wct1MOYQPy2XWUsAaxXPwo7Rw3zoCApZJp2i6Ad94PnZTsb/XOgJigjUg+op9/DwDW+YXlzS3sKTbs3OsX8DPFLo6NDl+Qd2d+6yjhKJ9905d/x+f6etr0xq9+KV1HAAAIon9cnTxnI8QvC3pnqSjz/8OBIYCewRpv6TvJO2xDoJoy1KoHYiV8mqgh41JOcgEAACAP/lcmw4NFq1jtNz1m3fpihsBFEwiibYu25UW79OgEPBoIIRu+XAHaytgj30+/OBCnfvYy6EZpUWab7iGZhvwgzUg+rJMsEeCrZRXVVq4r9Lzs37eNwK/de70ezp3+l3rGCY+OHFMxf5efXBuTGvrj63jOKexT0zmny00j4awgDdhFFg/rdYD/wwAkbZH0veSzqox/BkIBAX2CMoZSZPWIRAP3Z0dujUzZx3DOWEcxudzbRzqAQAAGCr290SuIMjV6fUTl65aR4C4hAf3VWt1zS00JtNTUA80j4sv8Gp+kXUWiAKKaeHHcpkCe9fRdAPNWH6wah0BLVboouE/vOMMLfo4q0GSUFAPeJfPtenribHED3vq7tynO//xF/3xw09pLAhEAPdSAG/C+FmhoV508ZyPkE1KGpR0UtIT0yRwEgX2aLUdkq5Iets4B2KEB9FgzC0s6UBfsJfS2imwBwAAwK+MDLtXYD+/uMS+NyI4nIdrVsqrz4vpG0X1XJoBtq/Q1aF0ivNGeMO6C0QD+3z4QQGd+2i6Ab8qG5sUrjkojClocMNKmQYbcdCe22UdAQjM/PNC+pXyQwrqAR8OHxzQ5PgFzvOfS6fe0O3/5//WubHPNXXjjnUcAABeK4x3O8+YYB9Z1IDBwNuSHkk6KmnWNAmcQ4E9WmlQjeL6PbYxEDdcnApGGIf1hc4OLjIBAADgR8X+HrXv3mkdo+UuX5u2joDnuISHONsqpl9+8FDL5Yc8TwMB4awRfixTiAGYozEK/JhfZA+dBOzn4FdpgUlWLmItgFc0TosHF98dIZl+fs6/1TgXgH/jFz7SByeOWceIpImx85JEkX2L8D4WAIITxh0u9tvRxdkdjGQlzUgalzRmGwUuocAerTImadQ6BOIpk05ZR3DScjn4Bwp+7wAAAPBzI0fcm15f2djUrZk56xh4jkt4iINqra7lB41JNZWNx1pb/4HLG0CICp37rCMgRriUAdjjAg78YN12Xz7XRtMN+Mba4KaB/h7rCIiJEg14Io89P+JqfnFJa+uPaZoLtFAmndLfv/pM3ZzjvxJF9oAt7sYD3gR9h6uysRnor4/t4RwfxkbVGBJ9VNIT2yhwAQX22K4dkr6T9KZ1EMQXh2XBqKw/DvwzBvp7NHEp8I8BAABADGTSKR0/8pZ1jJa7/O0/rCPgOS7hIWpWyqt6Vq39opB++UHj3wGww/cFvNpqiALAFo1R4MdyedU6AgJW7O+1joAYCqPxPMJFsw34wXNd9GXS/Dwj2lbKqz8W0q+UH/74zwBaq9DVoa8nxmio7tHE2HmaeANGqGsAXi+Md/KV9R8C/ww0hzsZiIg3JT2SdFKNulagaRTYYzuOSroiKWucAw7IpFNcQG+xtRAK7OnSBwAAgC0jDhbXV2t1Td28ax0Dz3EJD2HbKqBfW3+stfXHPxbRV57/ZwDRdKCPKYfwhovSQDRwCQd+lBbuW0dAwGi6gWZQcOIe9gfwg2e76Ct08jMNe1vn/csPHuppta7S4n3O+oEQFft79O8TYzRR8unfJ8b0xw8/Zb+zTfOLS7w7AoAWC+MOF99/0cUdPkRIVtK0pH+TdMY4C2KMAns06wtJn1iHgDsKXft48R2AlfJqoJ306NIHAACALafe+YN1hJa7NTNHI7AI4RIeWmHrEp2kHwvnJf1YPC9xMR+Is2I/F6Tg3RzrPRAJXG6FV9VaneKXBKCoFn6tlFetIyAARfYH8Gh+kee6OGB4B4JWrdV/LL7ZOu9ZKT/U02qNInogAkaGhzQxdt46RiylU29ocvyC/vjhp9xbAABESrGvN/DPeFqtB/4ZaE4Yv/+AT59IGlRjkPQj0ySIJQrs4ddeSd9J4hsRLZXlZUogwjhUy6RTHN4BAAAkXLG/R+27d1rHaLmJS1etI+BnuISH7Wj/3w5ZRwAQApqxwI+VMlMPAGs0RoEfTKtJBppuwK/Swn3rCAgAzTbgFY3T4mGAfT+aVK3VNXXjzi8Ka0qLP3330ywXiD6K67evu3Ofzp9+V6MXv7SOAgBAqH6+9wcAD3ol3ZN0Uo26V8AzCuzhx0k1JtdnjXPAQd2dHbo1M2cdwznLDx4GfhGl0LWPFxYAAAAJN3JkyDpCy80vLjHRImK4WItmVWt0tQaSgu8K+EGhJmCPxijwgwI697GXQzOWmWDvJJptwCsapwFuW37wkIJSIMYorm+dD04c063ZOe7pNimMe9QAkDRhNFJ7xgT7yKKRHiIsK2la0l8lnZH0xDYO4uJ31gEQCzskXZH0jSiuR0Cy6TesIzjpaQgPFvncrsA/AwAAANGVSad0/Mhb1jFa7nOm10cOz41oFgWUQHJQlAWvKhubNFMCIoB1G35QQOe+Ipfd0QSe+d3D/gB+sAbEAwVtAJA8FNe33uT4p9YRYiuMe9RwT5HiUeCVMulU4J/BMz+AbXhf0qyk/cY5EBMU2ON19quxqLxvnAOO4yVpMEqL9wP/jPbdbYF/BgAAAKJrxMHi+srGJt3fI4jnRgDAq2TSKXV37rOOgZjgQgYQDezx4QcT7N3HmoBmsK9zD2sBvKrW6jROAwAggiiuD0b77p06d/o96xgAAEhS4O/lqzWao0QZjfQQE71q1MOetI2BOKDAHq9yRo3FpNc4BxKgnSnogXgWQudFXnADAAAk26l3/mAdoeUmmF4fSekUE+zRHC7aAslQ6KK4Ht5RiAXYozEK/KhsbOpZtWYdAwHjnSP8ml+k8YaLilzQhUc034kHvt+xHZzfAPFDcX2wPnznWCgTg11T2eBdMQC0Uj4X/HBGngUAtEhW0jeSrkjaYRsFUUaBPV5kh6TvJE2qsZgAgWvfvdM6gpPCeLjIpilyAQAASKpif49ze/lqra5bM3PWMfArYbycgbsosAeSodhHn1h4V1q8bx0BSDwao8APLtMlA0034BfFtW6iGBdesT+Ihwx3irANT0MYLAOgdSiuD1469YZOnThmHSN21tZ/sI4AAE5pD+EOF/d8oqvYT3NMxNL7ku5J2m8dBNFEgT1+bb8ai8bb1kGQPBRMBKOysRnor3+ADvIAAACJNXJkyDpCy03duMNUvAgK4+UMACDeKMKAH8sPVq0jAIlHYxT4UVqgMYrruJSHZqyUKa51Ec024BWbAfzDAAAgAElEQVSN0+Kh0Ml5DQAkweGDAxTXh4Qp9gAAa2E851FgH11Z9iGIrz2Svpd0xjoIoocCe/zcmBqLxR7jHEgoCiaCUaH7IgAAgLPyuV1mn51Jp3T8yFtmnx+Uy9emrSPgBTicx3ZUNnjxBiQBBfbwaqW8SkMlIAJYt+HHMkW0zqPpBprB9Gr30GwDftA4LR4oAAQA9xW6OjQ5fsE6RmKkU2/o8MEB6xgAgAQL4zmPxprR1U0jPcTfpKTvJO2wDoLooMAeUmNRmJU0apwDCWdZHOSyMC4W8KIbAADARvtuuyZVIw4W19+eLdEBN6I4nMd2rNF4DnBePtem9t07rWMgJijEAqKBAnv4UVpYso6AgLEmwK9qrc45noOYdA2vaJwWH9n0G9YREGM0zwWiL5NO6e9ffaZ0ivU+TKdOHLOOECsVnh3RBJ5PgZcbCKFu5CnP/JHFcz4c8bake5IGjXMgIiiwx6CkR5LetI0B2BYHuexptR74ZzBNEgAAIHlOvfMH6wgtd/naP6wjAACAJlCQBT8osAfs0RgFfqyUmU6bBOzn4NccjTecVOzvtY6AmOC5Lj74jsd20DwXiDaK6+10d+5TPsd9a69ozoZmhDGhG8DL0XQ3unjOh0P2SJqRNGacAxFAgX2yjamxGGSNcwCS2GwFZaUc/ItFpkkCAAAkS7G/x7liiJXyKofzERZG92MAQHxxNgU/lkM4LwXwarwPgh+lhfvWERCwTDrl3DkTgkdxrZvYI8Ar1gAAAOyNX/hI3Z37rGMk1qHBAesIAICEOtAX7B2uai344ZJoHg1I4KBRSbOSdhjngCEK7JNpr6R7aiwCQGRk03SyDMLTai3wz6AbJgAAQLKMHBmyjtByl69NW0cAEBCaZwDuoxEL/OB7AbBHYxT4scwEe+exl0MzSos033ANzTbgR2mR57q4CLrwAgBg49SJYzp+5C3rGIl2+CAF9gCA8IVRXE1TvWijwRIc9aakR5IGbWPACgX2yXNUjeL6XusgwK/RjTwYYVwYpcAeAAAgOTLplHMvy6u1uqZu3LGOgVdoz+2yjgAAiDDOFeHVPEUYQCRQTAs/uEznPppuoBnLD2i+4ZpCF5dz4R37AyAZKuuPrSMAeIFCV4fGLnxkHSPxaGLjD9OQAaA1wji/WeM5ILKoGYLjspJmJI0Z54ABCuyTY4ekLyRNq/FDD0ROOsUE+6AEfTjEJWYAAIDkGHGsuF6SvvqW6fVRx/QqAMDLFLo6OFeEZxRhANHAOwX4wdrtPppuwK+V8qqeVWvWMdBixT7mhMAbGqfFBxfvsV0U1gDRk0mn9PXEmHUMPFfkedozzpcAoDXyIQxI4Tkgutp5zkcyjKox2HqvcQ6EiAL7ZNgvaVbSJ8Y5gNfiwCcYQR8OcYkZAAAgOU698wfrCC13/SbT6wEAiCuKNOHHcplJp4A1GqPADwrokoH9HPyiMMJNNNuAV6wB8cHFewBwz+T4BRqjRwhNqgAAYWvfHfxz3kqZ5/6oKnRylo/E6FWjyP6odRCEgwJ7951Uo7iep2jEQjadso7gpDA6edEcAQAAwH3F/h7nXphfv3mXzrcRx0V7bAcFOYD7Cp37rCMgRijEAOyxv4cfcwvs512Xz7XRdAO+sadzE3sEeEXjNAAAbBw+OKBDg0XrGPiZPM1sAAAhC+P85mm1FvhnoDkZar2QLFlJ05K+sA6C4FFg764dkq5I+kaNH2ogFrrpahQICoYAAADQCiNHhqwjtNwU0+sjL5Pmoj0A4OUowoBX1VqdYiwgAmiMAj+YVOO+Yj9zAuDfMmuDc2i2AT9KC/etI8AjJtthOyobm9YRAPxMPtemyfEL1jHwKxTYAwDClg3hDtfyAxrrRRV3M5BQn6gxzX6/dRAEhwJ7N+1X44f3fesggF9hbLqTqLIRwgT7Pi7AAAAAuCyTTun4kbesY7TUSnlVJabhAQAQawf6eqwjICYorgeigcs38IO123003UAzOM9zD/sDeFWt1RkwESNMtsN2VNZ/sI4A4Gcmxy/QECmC2EcDwRno5/0j8CJhfPc8Y4J9ZFHrhQTrlTQr6aRtDASFAnv3nJH0vaQ91kGAZnDgE4y1EF46sGEGAABw24hjxfWSdPnatHUEeMCUGwDAyxS53AIf5ijEAiKBxijwqrKxSQFdAvBuGH7NL7Knc1GR/QE8ovkOAADhGxke4jwnomh64B37SABojaC/ezj7izb2hEi4rKRvJF2RtMM2ClqNAnt37JD0naRJ6yDAdrTndllHcNLyg9XAP4MLMAAAAG479c4frCO0VGVjU1M37ljHgAdMucF2UJADuI0mLPBjpcwFOsAajVHgBxefk4ELefCLtcFN3DWAVzROixemfgJA/GXSKY1f+Mg6BrBtT6t16wgAEHthvONhvY4u7u8BP3pfjWn2+41zoIV+bx0ALTGoRnF91jgHsG3tu3daR3DSs2ot8M+gOQIAAIC7iv09zu3VKa4HkoECe8BtFGHAD4qxAHs0RoEfrNvuyqRTKnTtY01AU5bLwTeWR/hotgGvSov3rSMACAln+0A0jF/4iCnpEZdJp0K5HwwAQDaEAmveC0RXoWufdQQgSnolfS/prKQvjLOgBZhgH39jkmZEcT0cwsXYYMwvBtvJ27WCKwAAAPxk5MiQdYSWu3xt2joCPOIZEQDwMsX+XusIiInKxiYXs4EIYG8PPyigc9fhgwO6/j8+0xhTENEELtm6h/0B/Fh+QJMNICk4xwHsFft7dPzIW9Yx8BoUuwEAwtIdQsPUygbPAVGVZxgn8CKTagzM3mEdBNvDBPv42ivpiqQ3bWMArZdJ0/EyCE+r9cA/o9DVwaUGAACAEA3092jiUrCfkUmnnHtxfv3mXbq4x0iWZ0QASKyR4SFNjJ23jgEHcGYJRAONUeBHaSHYxtGwc2hwwDoCYqpaq7OvcxAF9vCqsrHJuX7M8PMNAPE2fuFj6wgAACBC8rm2wD9jbf2HwD8DzWnfHfzvPxBTb0u6J+no878jhphgH09bP3QU18NJxT4uWAUhjMsGNEcAAABwz+GD7l16Zno9AADRd/jgAMX1aBkKsQB7mXRK7bt3WsdATKyUmU7rqkw6pUODResYiCn2dG4q9vVYR0BMsAbETzrFHSIAiKuR4SF1dzIZPQ4q60z6BQCEI4wC++UHvBuIKproAa+0R9L3ks5YB0FzKLCPny8kTUvKWgcBgsJ0wmBUNoI/SKM5AgAAgHtOnThmHaGl5heXuIgXM5l0yjoCACBkha4OTY5fsI4Bh5QW71tHABKv0MWlbHjHc7u7BvoppEXz5haWrCMgAFzOhVelBZ7rgCR5Vq1ZRwASK5NOafzCR9Yx4NEaBfYAgJCEcYbDc0B0UeMFeDIpaVbSDuMc8IkC+/jYq8bU+k+McwCB4wVqMNbWf7COAAAAgJgpdHU415l+6uZd6wjwybU/gwhXGM3mALRWoatDf//qM6acoaWYdgDYo0Ev/KDA3l2HBgesIyDGVsqsDS7i7A9eLbMGxAqNc7Fd/MwDdk6dOMb5PAAA+I2g9wfzizTXjLIDfTTPBTx6U9IjSYO2MeAHBfbxcFKN4npuniAR2nO7rCM4qRJCp0qmTgAAALjFten1lY1NTd24Yx0DQIhoNgfESyad0uT4BS7voaVWyqtMOwAigObK8KPERTpnHT5IgT2aR/MN9xS5XwAfSgvsD+Kk0EXzDACIo0w6pQ/fceuOACDRlB0AtiuMdzxPq/XAPwPNoYke4FtW0oykMeMc8IgC+2jbIemKpG/U+OECEqF9907rCE5aC6HAns0zAACAOzLplHOXnimuBwAgujLplP7+1WdML0TLUYgFRAMF9vCDtdtNI8NDNFJC0yobm6G870a4in3MGYE3K+VV6wgAACQC0+vjhT2SdzRlB4DtyaSD3x/wXiC6aKIHNG1U0qykvbYx8DoU2EfXfjV+iN43zgGY4KJVMII+UOMCNAAAgDsOHxxw6uV5tVbX5WvT1jHgE028ACA5/n1ilLMlBILLGIC9TDpFc2V4Ns/0emcdGnSrkSPCxZ7OTdwLgVelhfvWEQAAcB7T6+PnWbVmHQEAkBBhNEnkey268rld1hGAOHtT0j1JR62D4OUosI+mM5K+l0SrZiRWGF2ukiiMB498ri3wzwAAAEDwTp1w6+X5rZk5DuJjiA64AJAMk+MXdKCvxzoGHLVcphgLsMa+Hn5QROumTDqlQ4NF6xiIMdYGN1FgD6+Wmc4KAEDgmF4fPzwnAQDCkg1jgj3vdCOrfTf1QcA2ZSVNS/rCOghejAL7aNkh6TtJk9ZBAGthdLlKormF4Kd+tFNgDwAAEHuFrg7nJshOXLpqHQEAALzA5PgFHT/ylnUMOKwUwpkogFfjnQ/8KDHB3kmHDzK9HttTWmR6tWsy6ZTad++0joGYoHgsfngGwHZxngOEi+n18bS2/tg6AgAgIcJokljhey2yaJIJtMwnakyz32ucA79CgX107Ffjh+Rt6yBAFITR5SqJwpjYWehkAw0AABB3rk2vn19c4uUyAAARNDI8RHE9AjVPkSYQCVy8gR8U0LnJtbMmhG/5AdOrXVPocqvBK4JTrdXZHwAAEDCm18cTk34BAGFpz+0K/DO42xdd1HYBLdWrRv3wUesg+AkF9tEwJul7SXuMcwCRwWWrYIRxoJZJpwL/DAAAAAQnk045N1Xs8rVp6wgAAOBXRoaHNDF23joGHEcRBhAN+VybdQTERLVW5xKdg/K5NnV3UkiL5q2UV0NpJI9w0bgfXvFcBwBA8EaGh6wjoAmlBRrMAgDC0b57Z6C//kqZ5ppRdqCvxzoC4JqspGlJVyTtsI0CiQJ7azskzUoaNc4BRE4YXa6SqBLCpSSaIwAAAMTb4YMDTnWnr2xs6tbMnHUMNClLAy8AcNLhgwMU1yMUy1zGACKBwlp4RQGdm5hej+1ibXAT9wrg1RyFYwAABGpkeCjwojm0HoWIAICwhHGGQ3PN6GL4JhCo99WoK95vnCPxKLC3MyjpkaQ3bWMA0cSBXTDCmPqRTbtTjAUAAJBErl16vvztP6wjYBu6mWQFAM4pdHVocvyCdQwkBMVYgL1iP1Mt4B0FdG5iEiK2iz2dmyiwh1crZdYAAACCNHLkLesIaEJp4b51BABAQmRCqA3h3UB0Fbpoog0ErFeNIvuTtjGSjQJ7G19ImpGUtQ4CRBmXroJR2dgM9Nc/0MfvGwAAQFwVujqcmixYrdU1dfOudQwAAPBcoatDf//qM6VTNGhE8Kq1OsVYQATkc7usIyBGSotcDnfNyPAQez9s2zLFtU5y6RwaweK5Lp4GuPMFALFQ6OrgvmdMlRYpRAQAhKMQwnAUJthHF+/5gFBkJX0j6TtJO4yzJBIF9uHaK+mepE+McwCxkE2nrCM4qbL+Q+CfkeH3DgAAIBSt3ne5Nr3+1swcB/AAAEREPtdGcT1CRREGEA3tu9usIyBGlh+sWkdAizEJEa1QYoKVc5heD68qG5taW39sHQMAAGe5dj8gSW7NzFlHAAAkRBh1ITTYjC7e8wGheluNuuP91kGShgL78BxV4w95r3UQIC66Q+h2lURhXCwtdNFtHgAAIAytnPKTSad0+OBAy369KJi4dNU6AgBjFS7gApGQSaf09cQYxfUI1RyFWEAkMLkSXlU2NmmS55h8ro1JiNi2eaYyOokCe3hF4zQAAILl2v2ApLg9W7KOAABIkDDe83C3J7p4zweEbo+k7yWdsQ6SJL+3DpAAOySNian1gG/5HN2OgvC0Wm/Zr7V1oWHrsmpp8b6eVeu85AQAAIihwwcHnCp6uz1bYrINANYBIAIy6ZT+/tVnLW0MBHixwqQDIBIooINXpYX71hHQYudOv2cdAQ7gvbObmHwFr1gDAAAIzsjwkFP3A5Lk9izT6wEA4Qljgj13e6IrjN9/AC80KWlQ0klJT0yTJAAF9sHaL+mKmFoPNIUC+2CUFu9LetfT/2xlY1OV9R+0tv5Ya+uPtVJ+qKfVmpYfrDJFBAAAwDGnThyzjtBSl6/9wzoCgAjI59p4EQcYorgelijEAOxl0ikuasMz1m23ZNIpJiGiJZbLq9YREAAmX8Grxv0WAAAQhEODPLPFUbVW19SNO9YxYidLcSAANC3od/0rnP9FGnc9AFNvS3ok6aikWdMkjqPAPjgnJX0hKWucA4itA328VA3Cs19NsJ9fXNLT51Pnn1VrWi4/VOV5QT0AAACSodDV4dRhaGVjU6WFJesYACKgnQJ7wNS/T4w6tcdAfFQ2Nln/gQgodPEdAO+WyxTYu2TkyFs02EBLlBYornVRe26XdQTEBOf8AAAEI5NO6dBg0ToGmnBrhun1zeju7LCOAACxFMbATIY+RhcDU4FIyEqakTQuacw2irsosG+9HWpMrX/bOAfghEw6xaa5xZYfPNTxP3/Ki0gAAAD8yLXp9ROXrlpHQItk01zGB4C4mhy/QANNmGEKMhANeYrn4APvrdxy6p0/WEeAA6q1Ok2THNW+e6d1BMQAE+wAAAjO4YNMr4+ry9emrSMAiTDHWSUgqTHUImi8142uMH7/AXg2KmlQjWn2T2yjuOd31gEcs1/SPVFcD7QM002CwSUlAAAAbMmkU069QK/W6nRtd0ihi07yABBHk+MXdPzIW9YxkGBcxACioX03F2/gDQV0bhkZHqJ4Fi3Bns5NxX4ascEb1gAAAIJzaNCd+wFJMr+4xB4JABCqMBopP63WA/8MNKfY12sdAcAvvSnpkRqF9mghCuxb54yk7yXtsQ4CuITpJgAAAECwDh8cUDrlzpTwqRt39Kxas44BAEBiUVyPKCgt3reOAEDSAAV08IgJ1W45d/o96whwBNPi3MQdEHhF8RgAAMHIpFM6NFi0joEmML0eABC2MBop8143urJpd+6UAg7JSpqR9IV1EJdQYL99OyR9J2nSOgjgIqabAAAAAME6deKYdYSW4qUyAAB2KK5HVCw/YBIyEAWZdMo6AmKCAjp3FPt7mF6Pllkpsza4iDsg8GqZNSDWDvTRbAsAourwQabXx1FlY1O3ZuasY8QWBYIA0JxCV0fgn/GMCfaRFcbvP4CmfSLpnqS9xjmcQIH99gxKeiTpbdsYgLuYbgIAAAAEp9DVoe7OfdYxWub6zbtMvQMAwMjI8BDF9YiElfKqnlVr1jEASE49byJYTKhxx3mm16OFmGDvJu6AwKsSawAAAIEo0gQlliYuXbWOEGsUCAJAc8JoUEID3uji+xOIvF41iuyPWgeJu99bB4ixMUmj1iEA17XndllHAAAAAJzl2vT6qZt3rCMAAJBII8NDmhg7bx0DkMQlDCAquHQDPyo0y3NCsb+HabVomcrGJk2THMUdEHhR2di0jgAAgLOYYB8/84tLmrrBXQggTJxJAA2Xr01rbmFJ+Vyb8rk2ted2qX33zpb9+jz/R1s6FXyDBQDblpU0Lenf1Kh1fmKaJqYosPdvr6Qrkt60jQEkQys34AAAAAB+kkmnnHp5vlJeZaINAAAGKK5H1FBgD0RDJoSpJnBDtVbXGgX2TmB6PVqJPZ27uAMCL1gDAAAIRqGrg0KpGPqc6fVA6JbLPJMAknRrZk63ZuZ+8+8LXR3KpN9QobNDmXRKha4OZdNv+G7AWln/oVVR0WLFfprpAjHziaRBSSfVmGoPHyiw9+eoGsX1WeMcQKIUujp4eQYAAAC02OGDA069PL98bdo6AgAAiUNxPaKIS09ANBT7eq0jICZ4B+gGptej1Vgb3FTo6rCOgJhgDQAAIBiHBt1pwJ8U12/eZdBAC3BmAQCttfXc/rLvqGJ/j7LplLo7G4X3jYL8lLo7973w10H05HO7rCMA8K9X0qykM2rUP8MjCuy9+0KNbg4AQpbPtbF5BgAAAFrs1Ilj1hFaplqra+rGHesYAAAkCsX1iCouGwJAvPAO0A1Mr0erlRbvW0dAADJpdxq+IlgrNE4DEi+TTulZtWYdA3DOAJNIY6Vaq2v04pfWMQAA8G3rfe2tmbnf/Hf5XJvac23K53ZpjQn2kdW+u806AoDmZCV9o8Y0+zOSnpimiYnfWQeIgf2S7oniesBMdyddzAEAAIBWKnR1/KYjbJx99S3T6wG8GJNTgWBQXI+oml+kuB6ICi5sw6un1bp1BGzT4YMDTIJDy9E0yU2c08ArGvAAKHS58x4TiBKe3eLl7OhFmo20QD5HgSD8W36wah0BcNba+mOVFpY0deMOZ4ARVuiihguIuffVqIfebx0kDiiwf7WTkmYl8YYHMMThBgAAAPByzRxmujS9XpKu32R6PQAAYaG4HlFGEQYQHZl0yjoCYoIp1fE3duFj6whwzEqZS+yuyjLBHh6trT+2jgAAgHMokoqX27OlF079hX/t3EFHE2huASDpqOECnLBH0vdqTLLHK1Bg/2I7JF2R9I2krG0UAGzOAAAAgJfLNHEp8fDBgQCS2Lh+8y6X7QAACAnF9Yi6ZYqxgMjo7mTaILyp8EwfayPDQ2rfvdM6BhxD0yR3UdQFL+YXmV4HAEAQXGvC77LKxqbOjl60juGMLI1AAQDwjfd8gFMmJX2nRr00XoAC+9/ar8bU+veNcwB47kBfj3UEAAAAwBkjw0NKp9yZFDTF9HoAAEJBcT3igGIsIBqYXg8/aJoXX5l0SuMXPrKOAQexp3MXewR48bRat46AbWKQCgBEz+T4BR0/8pZ1DHhQrdX1wbkxpme3UHcnjb7gzwrNnAEkHE0yASe9LemeGnXT+BUK7H/pjKTvJfVaBwHwS7x8AQAAAFpjxKEX5/OLSyotMM3GZVyoxnZxngC0BsX1iINqrc7eAYiIQhdTLeANl1Xj7dSJY041cUR0lJhe7SwmX8ELnuvib3L8gnUEOCCf22UdAXAGxfXxMnrxS/ZDLcb7YvhFgwsAScd3J+CsPWrUTY8Z54gcCuwbdkj6TtKkdRAAL9bOJg0AAADYtnyuTQf6eqxjtMzUzbvWERAwphVhu3jpA2wfxfWICy4dAkD8cFk1vvK5Np07/a51DDiKfZ2bmF4Pr1bKrAFxVuzvceo9FOy07+ZsH2gFiuvjZezil5q6ccc6hnN4Xwy/uKcCIOm6O5lgDzhuVNKsGvXUEAX2kjQo6Z6kt41zAHiFYl+vdQQAAAAg9k6dOGYdoWUqG5u8XAYAIGAU1yNO5haYdApEBe904BVFtPE1duFj6whw1DzT651V6GJ6Pbx5SgOeWBtnjwAAkUFxfbxcv3lXl69NW8dwUqGLIkH4w5klgKSjOQ2QCG9KeqRGXXXiJb3AfkzSjKQ9xjkAvEY2/YZ1BAAAACD2RoaHrCO0DMX1ALxgOhrQPIrrETdMOQSA+GEaVDwV+3t0aLBoHQOO4hK7u7Kc0cCjEs3TYuvUiWPq7qSZBlqDu4LA9lBcHy/Xb97V2dGL1jGclEmnlE7xnQIAgB8U2AOJkVWjrnrMOIe5pBbY75A0K2nUOAcAj+ggCAAAAGzPyPCQUy8O6d4OwAsudALNobgeccQEeyA6eKcDr2iOEj+ZdEqT459ax4DDlsur1hEQkO5O9geAyzLplM5/9J51DDiE50qgea4W1399bVrVmnuN+iiuD1ahi3fF8K+0eN86AgCYOtDXYx0BQLhGJd2TtNc4h5kkFtgPSnok6U3bGAD84NAcAAAA2J4Rh16iX795V8+qNesYAAA4ieJ6xFFlY5P9IRAhTBqEV09Zu2Pn1Iljat+90zoGHFZa4BI7kGTzizROi6vxCx851eQZAOLK1eJ6SXparTtXiD528Uvn/m+KmmJfr3UEAABihen1QGL1qlFkf9Q6iIWkFdh/IWlGUtY6CAB/0qk3lEmnrGMAAAAAsZTPtTnVWZTp9QD84OUP4N2pE8corkcsLT9gAjIQJbzPgVfPqu5NnnNZoatD506/ax0DDqvW6lpbf2wdAwEZ6HfnfBrALxX7e5wt5oSd9twu6whA7LhcXL/l1sycvnbgrkC1Vte5sc+59xAC3hOjGaUFGn8BSK52vjuBJMtKmlaj/jpRklJgv1eNLgqfGOcAsA2Frn3WEQAAAIBYOnXimHWElplfXKKAKkGYRItW4OUP4M3k+AWNXfjIOgbQFPaHQLR0d/I+B96wfsfL5PgF6whwHGsCANaBeBq/8LF1BDioffdO6whAbGTSKd35j784X1y/ZfTil7p+8651jKZVNjb1xw8/1dSNO9ZREqHQ1WEdATFTrdEQFECyFft6rSMAsPeJGnXYe41zhCYJBfZH1fhNZZUHYq7QyUEHAAAA0IyR4SHrCC0zFeOX5fBvucyFSmxflgmqwGslYbIN3FZavG8dAQAAp506cYzmGQjcHBPinMYkYnjxtEoxS9ycO/0eewQEJsPZPvBamXRKf//qs8StxWdHL8ayyP76zbsa+tPHNBUKSSadStzPBraPn08ASZdniAmAhl416rFPGucIhcsF9jskXZE0LSlrGwVAK7BZAwAAAPwbGR5SOvWGdYyWqGxs0skdgG/dNOwDXonierigRDEWEBm8ywHck8+16fxH71nHQALQNMltTCKGF8+qNesI8CGfa9OH7xyzjgGHFbooigReJanF9VvOjl7U2MUvrWN4UtnY1Knz4zo7epH9Toj4HkEz1tYfW0cAAFO85wPwM1lJ36hRn73DNkqwXC2w3y9pVtL7xjkAtFChiwvxAAAAgF8jDhXMXf72H9YRAMRQNu1GkxGg1bYu31Fcj7hbKa9aRwDwM+1cvIFH84s0R4mLryfGnGneiGhbfsC+Dki65TLTIuNkcvwCewQEKssEe+ClCl0diS6u33L52rSO//lTVTY2raO81MSlv2noTx/r1sycdZTEKfb1WkdADFFgDyDpDvT1WEcAED3vq1Gnvd84R2BcLLA/qcZvGk9FgGMosAcAAAB+61WXS/K5NmcOPau1uqZu3rWOASCGOE8AfmuruM6tX0cAACAASURBVN6VfQKSbfkBBRgAAATl3On3El+wgXBUNjaZ5OiwYj/PnoBrTp04xrkSAtfdydk+8CJJLa5/WUPt0sKShv70sSYu/U3VWj3kVC93/eZdFf/lXzVx6SrPOkYGeA5BE0qL960jAIAZptcDeIVeNeq1zxjnCIRLBfY7JH0n6RtJWeMsAAKQTr2hDJ1pAQAAgF941eWSUyeOhZgkWLdm5njxnEBMLkMrtOd2WUcAImWruD5pl+/gLgrsgWjJs/cCnFHo6tC50+9ax0BCsKcDgPjI59p0/qP3rGMgAV5WTAsk2VZxfTqVvJ+PVzXUflataeLSVf3v/8e/mhbaV2t1fX1tWsV/+VedHb3IJGxjNANCMyr83AJIsHYK7AG8WlbSpBr12zuMs7TU760DtMh+NX5z9lgHARCsQtc+lRaWrGMAAAAAsTAyPGQdoWUmLl21jgADNFVAK7Tv3mkdAYiMJF++g7tKi5wXA1HSvpvLN4ALMumUvp4Ys46BBCktMCEOgLgPFBNfT4xxtoRQvKqYFkiikeEhTYydt44RaVuF9hOXrmpkeEiHBgd0aLAY+Ofeni3p9uycpm7cCfyz4E2R6fVoEo0xACRZsa/XOgKAeHhb0j1JR5//PfZcKLA/o0b3AwAJUOjs4IUaAAAA4MHI8JAzF5zmF5d4iQVgWwpdHUzDQ+JRXA9Xsb4DANB6k+MXaFaGUC2X2dO5jMu5gDvOnX5P3Z37rGMgISiwB35Ccb1/UzfuaOrGHWXSKQ3096jY16Nif29LvsdWyqtafvBQt2fnNLewRNP4CDo8OGAdATE0T0NnAAmXZ4I9AO/2SPpe0llJXxhn2bY4F9jvUGNq/ZvWQQCEh00bAAAA4M3IkbesI7TM5WvT1hFgqFqrUwyKbcvn2ijARKJx+Q6u4rITAACtd+rEsVAm/AE/R5N9AIi+Yn+Pzp1+1zoGEoR3Q0DD5PgFHXfo3X+z2nO7mvrfe1at6dbMnG7NzP3474r9PcqmU+rubDTyGHjFtPPlBw/1tFpXZeOx1v4Xe/cX03Z6533/86x6hk3mPgkDArUbJNCDJTK7WCpmpbvkYCBSN9mmdxJl0mQ6O0kaMidbHDi2OY5xuic70JB2tsmwI4iGadhK/DmA+5EWsxLcO0GCR1gCZQWCwlEH2+f3geMMSSCxwb/f9fvzfknRdKaZ+NsC9vW7ruvz/W79mWcXl4iEafKF0nGfAIDfkdUCcAT3lZ9k/zNJfzFcy5G5NWDfrny4/oThOgDYjM60AAAAwLvV1VSpteXwQ2A32dzefeWwG/6zvLrmme9nmNPUUM97CXzr5tULivd0mS4DsASXnQDneduFZADOF2qsZ+0I262k102XAAB4h8pgQL9Lxk2XAR+KhJsJs8K3KoMB9fV0Ea5/obb6ZNn+rML7SuHsMDlYtj8aDlBXU6WmhlOmy4ALbWztmC4BAIzifh6AI/qJpOfKh+xnjVZyRH9luoAjiEuaEeF6wJcI2AMAAADvdvPqBdMllM3Ql1+bLgGAB7CfAL+639dDQAqetkwYCwCAsqkMBvSQ4BwMoGmS97EvA7jf/b4eponDiFADnyHwp8pgQE8e3CNcDxxBZ3ub6RLgUstp9icA+BfT6wEc0wnl895xw3UciZsC9j+S9K2kmOE6ABgUDFSoMhgwXQYAAADgaJfPd5guoSwy2ZxGxqdNlwHD6BKOcuAiN/yGy3fwi9TCM9MlAADgGb9Lxso6ERAoVmqRqbRedyJIKBdws+jt6+psj5guAz5FyAN+FGqs19RXnzOB+wCc96EYXrkvA/ulFtifAOBftTx7ASiPmPJT7N8zXEdJ3BKw/5ny4frTpgsBYF6okY1DAAAA4DCXz3d4ZorIyNMp7WWypsuAYQTsUQ611Sdp2AffqKup0pMH99Ta0my6FMBSmWyOdQIAAGVyv6+H9SOMYYI9ADhXJNys6O1rpsuAjxGmhd9Ews168uAezc8OUUnjJrxDXU0VzSlwJPM0/wPgc5EW4poAyuYnkp4rnwd3hR+YLqAIv5H0T6aLAOAckZbTdIlzgVBj/YvNqnq1hZtVW/O+Nrf+rIu3ek2XBgAA4GmXPTSpdmh4zHQJADwk1HiK/QR4XqixXk8e3PNMsx3gbQhiAc5EUyPAfS6f79AlD+0nwX1Y1wGAM9XVVOl3ybjpMuBzNIGCn1w+36Fk/K7pMhytruZ9pcRZHw7X2d5mugS4FHsTAPyujgn2AMrrhKQxSf8s6deGa3knJwfsP5D0hZhaD+A1LN6cJxJuVqghH6gPNdYferhxgg6iAAAAlqqrqfLMRZPJ2RQTSSFJWklzkInyoGEfvI7Ld/CbOd7TAUdiQhTgLpFwM2tIGMWEOH+orXnfdAkASlQZDOhhMk4TRzhCJNzM3j48735fD43PilBbzd1hvN3l8x2mS4BLLafXTZcAAEaR0QJgkX+S1K78NPvnRit5C6cG7D9RfnL9CcN1AHAgFm/mFAL0TQ31CjXmf9VWnyz63w8GKlRXU0VQCgAAwCI3r14wXULZDA1/bboEOMR3mazpEuARbeFmJQdNVwFYo6+nSzc8tA4AikETHgBwN680CHSzUGM9U2lhHBPi/KGUOwUAnOF+Xw/Ns+AYoYZ6AvbwrMpgQL9LxnhGLhJ3h/E2+bvNrF9wNKmFZ6ZLAACjWI8CsNBpSd8qnxf/xmwpB3NawP495YP1vzRdCADnYvFmj0i4WXU17yvUcOplmL4cnalDjfUE7AEAACzilW7cm9u7XJTBS5s8P6BMQo31pksAys5Ll+9W0utcfEJJmGAPAMDR1dVU6cmDe0ylhXEpJtgDgOP09XSpsz1iugzgpUj4tIaGx0yXAZRdqLFeD5NxmhGVgIA93ubyuQ9NlwCX2tze5V47AF/jPhUAG5yQNCbpXyX9WtJfzJbzKicF7D9QvgvBD00XAsD5mIJujb6eLkXCpy29zNzUUK+JmTnL/nwAAAC/uny+wzOXopODj0yXAAfh2Q/lEgxUKNRYz3Q8eIaXLt+tpNc1MTNHwB5F29ze1V4ma7oMAMAxcd5nRmUwoIfJuGf2keBuPKMD2C8Sbqb5rmGXz3foxtULpssAXtEWdn9zUeB1Z8+06X5fD89lJfJCs2FYozIY8MxACtiP6fUA/I4mRgBs9EvlM+SfKD/V3hH+ynQBL/xa0n+JcD2AItElyTpWX2Tm0AMAAMAaXunGncnmaMiEN2SyOdMlwCMiXLyBR1w+36EnD+55IlyfyeZ0Ixrn0BYlIYgFAN5Qy+e/7SqDAT15cI/GRnCETDZHkw0AcJDL5zuUjN81XQbwhkLzXMAr+nq6NNQfI1x/RJwl4CBnz7TxM4UjSy3S5AuAvzU18LwFwFanJc0qH7J3BNMB+/eUn1p/33AdAFyGRZw1ltPrlr8GBx4AAADlFWqsV11NlWe6tT/4coxppHgDITqUy9kzbaZLAI6tr6dLyfhdz1wU+jQa18bWDntGKAlrAwDwhhDnfbYiXA+nYU0H4HUnggHTJfhWqLFefT1dpssADkXzXHhB4ZnsxtULpktxNZr14SDR29dNlwAXY4I9AL/jrgYAA05I+r2kL5TPlxtlMmDfLulbSf9gsAYALsUizhp2XGIIBiroIgoAAFBGJ4IVunSuw3QZZTM6PmW6BDgQ08xQLq0tzarkoi5cqq6mSlNffe6py3fxxIBSC0uqDAYIeqEkqUUuOwGAF3BeZB/C9XCiuQUmxAF4FcM2zAg11uvJg3ueaeYIb6J5Ltwu1Fivqa8+90zTfJMiLadNlwCHiYSbVVt90nQZcKnN7V3uo8D36mqqdPZMG/v1PkY2C4BBv1Q+X/6BySJ+YOh145Jihl4bgAewgLeGXVMCQo31bEgAAACU0eXz3gjYj45Ps07Egfi+QDmdPdOmkac084C7RMLN+l0y7qmLzqPj0xoaHpMkhRoJeqE0KcJYAOAJXNqyB+F6OBVNk/yBRocoxYmgd/Y93IJwPdyi0Dx3L5M1XQpQsptXLyje02W6DM9gLwGvu8v0ehwD0+sBqbO97eVaJZPNaW5hScura0otPuNM1idoVAPAsB9K+i9J3ZJ+Y6IAuwP270n6RtJPbH5dAB7DBRDrzC8uWd4ptamhXhMzc5a+BgAAgF94qcv9CNPrcYjNbQL2KJ9ISzMBe7hK9PZ1RW9fM11GWa2k1xVLDLz8eybOoBQr6XXTJQAAysRLexpORbgeTra8yrrOD2iohlIQmLMX4Xq4Dc1z4TaVwYDu9/Wosz1iuhRPYb2A/SLhZvaXcCyTs9xlB/Z/tgYDFepsj7xYv+TvKKyk118E7vPBe7sGOsIekTCfowAc476kdkmfSPqLnS/8Vza+1s8kPRfhegBlwmLOGnY89LTxtQMAAMBrVtLrdL3FoTa2/my6BHjI2TNtpksAilJXU6Wprz73XLg+k83pRjT+yrQpLsShFFzaAABv4bzPOoTr4WSb27tMoAXwBvYH7EO4Hm7U2c7ePtwj1Fivqa8+J1xvgdrqk6qrqTJdBhyC6fU4rjnuKQHvfBZvajilS+c+VDJ+V5P/9i/a/D+TevLgnqK3r+vsmTZVBgM2VQor1NW8b7oEANjvHyR9q3zQ3jZ2TbD/jaR/sum1APhEXc37SokH23JbtmECFIeiAAAAeN3Q8JjpEuBgTDRDOQUDFTp7pk0TM3Sjh3OdPdOm+309nrzkfPFWrza2dl75Z+wVoRQE7AHAWyItp2m4Z4G6mio9TMYJ18OxUgvPTJcAwIGCgQrV1VS9sW+A8iJcD7fqbI+oMhigSQ8cL3r7uuca5zpNqLGe9QKYXo9jm5xNsa6A71UGA0faQ25tefU9eHN7Nz/lfuGZltNr7Pm7SIgzBADO80NJM5L6JMXteEGrJ9j/SPmuAYTrAZRdbTVdKK1gxwXVwqEoAAAAIOUn2Y48nTJdBhxsL5NVJpszXQY85NK5DtMlAAeqDAZ0v69HQ/0xT15yjsb739h7qqupUm31SUMVwY1Si1zIAAAvOXuGKZTlVpiUSLgeTkbTJACHiYRPmy7B0wjXw+14foCTVQYDL6a5Eq63Wmc77wWQ+nrumC4BLkfzP0AKNZZnD7m2+qQ62yOK93Rp9Lf3tPl/JjX11efq6+lSJEwzFCdjGAIAB4tJmpX0ntUvZGXA/mfKh+vZ9QZgiTYW25aw6zIDh6IAAAAoePAl0+vxbly8RjkVJt0ATlIIQl0696HpUizxcHjswIY6HNiiVKwJAMBbmhpO0ZS5jM6eaSM0B1dYTrOmA3CwCFNILUO4Hl5w2aN7p3C/s2fa9J9/+gPTtG3C3VNcPt9BY0Ec2+TsnOkSAOMiLdZ9pjY1nNKNqxdUV/O+Za+B4+O+BgCH+4mk55LarXwRKwP2f5H0jaTvLHwNAD7GYs468zZMgQqxuQUAAIAXRseZXo9329jaMV0CPObm1QumSwBeit6+rsl/+xfPTnKfnE0plhg48L9ramCPD8WzY98SAGC/S+c6TJfgCTevXtBQf4zQHFwhtcC6DsDBmE5tjcvnOzT5b//COgGu19rSTIMuOEplMKD7fT08i9mstvok7wU+VhkMqK+ny3QZcLmV9Dp3UADZk8ehebpz1dVUsYYF4HT/LekL5XPqlrEyYD8r6RNJ70m6IOmflf8fBQBlEQxUMG3OInY8yNAgAQAAAJI0Oj7NoRWKwvcJyu3yeUI8MK8wtT56+5rpUiyzkl5Xdyxx6H/fFmaiD4rHBQwA8CbW5sdTCHTEuVwOl1hJr5suAYCDBQMV3Ccps5tXLygZv2u6DKBsaJ4Lp4iEmzX11ee6dO5D06X4Umc7TXn86u7ta4QBcWwjTxkEAkgE7P2uloZFAJzpv5XPof+NpB9J+rWkb618QSsD9vt9o/z/mB8p/z+OsD2Asgg1MgXdCss2XGpobeHyNAAAAKSh4THTJcAlUovPTJcAj6mtPkmQB0YVptY3NXh3fyuTzelGNK69TPbQ38MeEUphx74lAMB+rM2PLtRYrycP7hHogKukFtjjAfB2hGfLhyY88KLL5zsYygOjCtOzR397T7XVJ02X41tnzxCw96NQY71usFZEGUzOzpkuATCurqbK8rXM/OKSpX8+jifSctp0CQBQYHuofj+7Avb7fSvC9gDKhEWdNezqFEbXcQAAAH+bX1yiSy2KtrxKoA7ld5kQCgzww9R6KR+uv3irVxtbO4f+HvaGUCrCWADgXdHb102X4DqXz3foyYN7nm7YBG+iaZK/pBa4SI3SnT3TRnj2mCqDAaYqw7OCgQr29mFMYWo9AV/zWluaWS/40P2+HtMlwANW0utvPb8E/ILp9eC+BgDDjIbq9zMRsN+PsD2AY6mrqTJdgicRsAcAAIAdRsanTZcAF9nLZJXJ5kyXAY9pbWlWJMz0bNijMhjwxdT6glhi4J17TOwNoRSZbI4LTwDgYbXVJ5lWW6TKYED3+3qUjN9VMFBhuhygZFysBfAuwUAFU2mPodDc0Q/7T/Cvm7/4uekS4DNMrXcmmm34S/T2ddY3KIuRp1OmSwAcoanBhoA9jTYdjSwWAAMcE6rfz3TAfj/C9gBKxiVc68wvWt9JPsRmFwAAgG9tbu9yaIWScQEbVrjLpEzYoDDVxutT6wviiYGiPufZG0IpWAcA7kBTLBzH3a7rXOh6h8K6kmm0cDPWdQCKEWXP7khuXr2gyX/7F8Kf8Lza6pO6fL7DdBnwibNn2vSff/oDU+sdiPcB/wg11vvmjA3Wm5ydM10C4AhtNgyjYB/Q2WhcA8AmjgzV7+ekgP1+hO0BFIVFnXXseKChQQIAAIB/Ea7HUcwtWN8IDP7T2tLMRCxYpq6mSg+TcV9NtRkdn9bQ8FhRvzcSPm1xNfAS1gGAO3BZCscRDFTofl+P6TIciWmJ8Ao7mrwD8Iba6pO6SZCxaJXBgB4m44r3dJkuBbBNX0+XKoMB02XAw+pqqvTkwT0N9ccUDFSYLgcHaGo4xR1UHyisc4BymF9c0sbWjukyAEew4zOUMyPnitjQYAGArzk+VL+fUwP2+xG2B/BWbJBZYzm9bvlrtLawMAcAAPCrYoN3wH4raQ5eYI14zx3TJcCDoreva+qrz9XZHjFdim3mF5fUHUsU/ftpnolSsA4AAH9obWlWH8GwVxSm1jMtEV5A0yQApbjbdZ3wbBEKawU/7UEBUr5BF404YJXC/j73G52P9wHvu9/XQ7NBlM3I+LTpEgBHqKupsryBEI02na2u5n3TJQDwnmeSuiX9tVwQqt/PDQH7/faH7f9a+f/Tn5ksCIB5BOytYVfHML5+AAAA/jM6Pq29TNZ0GXAhOhvDKrXVJxW9fd10GfCISLhZ8396pOjta76aarOSXten0b6ifz8d0VEqwlgA4B83rl7Q5fMdpsswrq6mSg+TcabWw1NomgSgFMFAhe739Zguw7EqgwH19XSxVoCv3frFBdXVVJkuAx7i1/19Nzt7po2GPB528+oFmgihbDLZnCZm5kyXAThCJHza8tfgjpezhRiGAKA89ofqP5D0G0nPTRZ0FG4L2O/3XPn/0z8QYXvA11jcWYOAPQAAAKzC9Hoc1cbWjjLZnOky4FFcxMNx1dVU6cmDe7681JzJ5nTxVm9JDXRCDewJoXib27s0aAIAn0nG7/o2ZF8ZDCh6+7pS//4HLpHDc7hYC6BUne0R364J3qYwtf4GU3vhc8FAheI9d0yXAQ/w8/6+2wUDFUyx96hIuFnxni7TZcBDJmbmOGsCXrAjf7OcXrf8NXB0ZHgAHIMnQvX7uTlgv99zEbYHfIvFnXXmF62fCkWDBAAAAH+ZX1ziIi2Ohem1sAoTsXBUhWlhqX//g1pb/DeV/SjhesmervjwDtaPgHuwXkc5JeN3fXVJvhCs/88//UHR29dMlwOUXSab08bWjukyYIAd9w7gbcn4Xe4GvVAZDOhhMk4AFNinsz2is2faTJcBl/L7/r5X3PrFBabYe0yosV6/S8ZNlwGPYRgI8D07nrE533U29lkAlMhzofr9vBKw3++5CNsDvsLizjp2PNjw9QMAAPAXDqxwXBzAwEqtLc2+CvDgePYHoPw8Lezird4jvTezJ4RS8PkPAP4V7+nSw2Tc0xflXw/WBwMVpksCLEETFgDH8eTBPd/vJRTWC53tEdOlAI5zv6/H088MsAb7+97BFHtvKTQUYn8E5bSSXuesCdjHjsZC/Mw5V11NFZ+zAIrh6VD9fl4M2O/3XITtAc8LBipUV1NlugxPWk6vW/4adH4FAADwj83tXU3MzJkuAy6XWmRrB9aK93T5/rIu3u3y+Q5NffW57wNQ0Xj/kQ7GK4MBpqyhJHz+A4C/dbZH9J9/+oPnplLW1VQRrIevcKkWwHEEAxW+DdlfPt+h+T89Yr0AvEUwUKHfJWOmy4BL8L7qTUyx94bKYEBPHtzjDAllxzAQ4Ht2PFfPL9Jo08n8uLcCoGi+CdXv5/WA/X7PRdge8CwWedaw65IDXz8AAAB/GPrya9MlwANSTDuDDbw+IRNHV7h4l4zf9f3lnmi8XyNPp47074YaT5W5Gngdn/+Ae6ykCU/CGsFAhYb6Y3ry4J4iYXc3b46Em3W/r0epfydYD3+haZJ/fZfJmS4BHlEI2V8+32G6FFuwDwWUprWlWdHb102XAQc7e6aN91UPCwYqdPf2NdNl4BgK4fqmBs6QUF6ZbI5hIMA+EabX+15TA9kdAK/wZah+Pz8F7Pd7rjfD9n80WRCA42GRZw0C9gAAACiXTDankfFp02XAI+h0DKvVVp/Ukwf3TJcBB+FC86seDo8dOVwvSZGW02WsBl63kl43XQKAEnyXyZouAR7X2tKs0d/ec13QvjCtfv5PjzT623u6dO5D0yUBtlteZV3nV1yqRjkFAxVKxu/qfl+PZxtksg8FHF309jWdPdNmugw4TCTcrCcP7mmoP8b7qsfduHqBu6guRbgeVhp5OqU99q2Bl+z4rFzmfNfRWC8BEKH6V/zAdAEO8Fz5b4LfSHpP0s9e/PoHgzUBKBGLPOvMLy6p1eJOZSE2xQAAADxvYmaOAyuUzdyC9c8pQFPDKd3v61F3LGG6FBh0+XyHorevc+lun9HxacUSA8f6M9pcFIaDeYRxAAAHKQTtN7d3NTnzHxoZn3bcZ0aosV6d7W06e6aNC+Lwvc3tXfYGAZTVpXMfKhI+reTgo2M1AXSKymBAl899qJu/+Dn7UMAx3e/r0cZWr+OeD2C/s2fadPPqBc4Ufaavp0sXb/WaLgMlIFwPqw0Nj5kuAXAUWwL2rMUdjewV4Fv/W9I3L349N1uKsxCwf9VfJH3x4hdhe8BFWORZZ3l1zfqAPV8/AAAAz0sOPjJdAjwktfhM0jXTZcAHClMlCdn7S2UwoJtXL+jy+Q4uNL9mdHy6LD8P7AWhFFzAANwltbBkugT4TG31Sd24ekE3rl7Q5vauUgvPlFpcUmrhmTa2dmytJdRYr1BjvSItzTp7pk3BQIWtrw84WWrhmekSYBDNFWCV2uqTSsbv6vK5DzU0PKaJmTnTJZUsEm7W5XMdL/chARxfMFChJw/u6eItQvZ+ReNcf2ttadbNqxcI1LoE4XpYbXR82vY9QsDp7HjPZR3uXJXBAOtkwF/+qO9D9X8xXItjEbA/HGF7wEVqq0+qMhjgYNYCy+l1y1+DLrEAAADeNr+4xIEVyorQDuxEyN4/6mqqXgbrCUO9aSW9Xpafg7qaKv7/RUlSi3zuAwCKU1t9UpfOffhyDZ/J5rS8uqbl1TV9l8m9aNYmLa+uH+tMMdRYr8pghUIN9aqrqVKosZ6zLuAduFTrb8tpvv6wVmtLs1pbmrW5vauhL7/WyPi0o+8PhRrrdfnch+o883dcagcsQsjefyqDAZ0900aw/hCZbM5X+/Lxni6lFpf4+Xe4UGO9njy456vvTdhvZHzKdAmAo0TC1u9jz3O262ihRpraAD5AqL5EBOyLQ9gecIFQ4ylCFhawa5Mx1FjPhiYAAIBH0R0eVphfXCLAANsQsve2SLhZN6/+XJ3tEdOlONZKel0Xb/WW5c9iej1KxZ4h4D4r6XWmTsERgoGKl4G7vGtv/J7N7V1tbv35nX9WZTDA9zVwDASsAdihtvqk4j1divd0aXI2pdTCM03OzhlvAFwZDKgt3KzO9jZFwqcJfgI2IWTvD3U1Vbp0rkO3fnGBkO4hMtmcLt7qVV9Pl6/OVh8m4+q4csfRTXf87OyZNt3v6+HnFpaaX1wiVwC8JtJy2vLXYO3tbHZ8DwAwglD9MRCwLx1he8ChIi2neRC2AAF7AAAAHMfm9q4mZuZMlwEPmpiZ89UlEJh36dyHqqup0qfRPi7jeADTbIpXCNeX6/s+wns3SsCEA8CdWCvBTWqrT7IeBGzAOb6/bRoON8OfOtsj6myPKN7Tpc3tXS2vrml5dU2pxWdaXl23dM0aaqzP/2o4pUj4NE16AIMKIftPo3HWIx4TCTfr8rmOlw2ScbBCuH55dU1zC/5qXl5bfVL3+3p0Ixo3XQpeE719XdHbbzZBBMqtf/CR6RIAx7GjGf5yet3y18DR1dVUmS4BQPkQqi8TAvbHQ9gecBCmX1nHjsmQIQ4UAQAAPCnJgRUskiJwBwNaW5o19dXnuhGN0yTOpUKN9bp59YLOnmljKkYRyh2ul9jDQ2l4rwXcaWNrR60tpqsAADgFTZNgeno4UGio09kekfR9mKvw/rS8uqbvMjlJ0kp6Td8VuQ9SV/O+aqvzF9Pbws2qDAYI0wMOFAxUaPS39xSN92vk6ZTpcnAMNM4tzf5wvSSlFp9p/+egH3S2R3S/r0fdsYTpUqD8z/D9vp4XazLAWkyvBw5mS8Ce811H474G4HqE6i1AwL589oftpe/D9j+TdMJMSYC/0E3JOsura9YH7FmsAwAAeE4mm2N6PSyzvLqmze1dLtDAdrXVJ/XkwT31DzzSK3EFMgAAIABJREFU0PCY6XJQhLqaKnW2t+nmL37Oe0YJMtmcbkTjZZ/o5qcJOTg+JhwA7kSIDgCwH5dqIYl9PDhSYY+CvQrAH5Lxu4q0NCuWGCj7niesVZhWT+Pc0nTHEq+sxf0aNL107kMtr65xpmdYJNys+329PBPANkyvB95UGQzY8j7MXqCz0RgQcCVC9RYjYG+dwjeuRNgesAWLPevYcZGVA0sAAADvGXk6xQUVWCq18EyXzn1ougz4UDBQoXhPl86eaVN3LEGIzIEKk2w629uYhHEEhck25f7epsEiSpVaeGa6BABHsJLm8hQA4Hs0TYIkbW79mTANAMC4S+c+VCR8Wt2xe74NG7tFXU2VLp3r0OXzHawhjiAa7z+wEf784pIv72nGe7q0l81p5OmU6VJ8qa+nSzeuXjBdBnyE6fXAwdrC1q8B5hf52XOyiA3fAwDKhlC9jQjY24OwPWCTSLiZh2IL2NVJLNRYT9cyAAAAD6ELPKw2OTtHwB5GtbY0a+qrz/XgyzEl6YJvHKH68iiE663Yo4n48OIeji6TzdHABHCp72i0BgDYh/NfSNLG1o5aW0xXAQCAVFt9UqO/vaeHw2PqH3xMs3AHqaupUmd7my6f72DY0jFE4/2HBsknZuZ8GbCXpGT8rmqrqzjPsxFT62EK0+uBgzU1WN8Mn31AZwvZ8D0A4FgI1RtCwN5+hO0BC4Ua6gnYW8Cuh51ISzMPVgAAAB4xOZsiEAXLHTR5AbBbMFCh6O1runy+Q8nBR0y/sFldTZUi4dOE6svEynC9xAR7lIZ9QsC9OKcBABRksjnWdZAk9ooBAI5z4+oFXT7foVhigH19gwjVl9fbwvWSlPL5VNno7Wuqq6lSdyxhuhRPqwwG1NfTRaN8GMH0euBwdkywX06vW/4aODruawCO852+zxnPilC9MQTszSJsD5QZiz7rzC8uWd69lK8fAACAdwwNf226BPjE5GyKUC0cobb6pJLxu4revk7Q3mKRcLPOtrcpEj7NhbsysjpcL7H3g9LMcQEKcLVMNqdgoMJ0GQAAwwjXo2Bzm4A9gFfxzAAnCAYq2Nc3INRYr0hLM6H6MntXuF7Kr883t3d9PVH80rkPVVdTpU+jfdrLZE2X4zk3r17Q3a7rfMbDGKbXA4ez46yevUBn474G4Aj7Q/XfvOP3wiYE7J2DsD1QBiz6rLO8ukbAHgAAAEXZ3N6lIzRsMzk7R8AejrI/aD/ydEqj41NMaTumwmW7SPi02sLNXMqxgB3heklclkRJVtJcwADczI4zBQCA89E0CQUbW382XQIAh+mOJTTUHzNdBiCJBrpWqwwG1BZuVueLxrl+DndbpZhwfUFq4ZnvJ4u3tjTrP//0B30ajXOvoUwun+9Q9PZ1fr5h1Oj4ND/TwCHqaqpsuWdBwN7ZuK8BGEOo3uEI2DvT62H79hd//aGpggC3YNFnneX0uuWvwdcPAADAG5J0hIaNJmbmlIzfNV0G8Iba6pOK3r6m6O1rmpxNaXJ2jkt5RSJQby+7wvWRMCFLlIYwFuBuBOwBABJNk/C95VXr7xsAcI/k4GNNzMxpJb3OXSE4SiFo39fTpZGnUxoaHqOB7hFUBgMKNZ7S2ReBen7OrVVKuF7KNy/3e8BekoKBCo3+9p4eDo+pf/Ax0+yPiGA9nIS7SsDhIuHTlr/G/CJnu07GfQ3AdoTqXYSAvfMVfpB+LekDSZ+IsD3wVpFwMx3oLGBXRzG+fgAAAO6WyeYIkMJWe5msJmdTTLGHo3W2R9TZHlEyfvdl2H5iZo7LOsp3Sg811qupoV5t4WaCeDazK1wvSZEW6w/t4R2b27u8RwIuZ0fTXgCA8zG1CgV7mawy2RxN9ABofnHpZfhp5OmU4j1dhisC3hQMVOjG1Qu6cfWCVtLrGnk6pcnZOcL2hyjs8xca5xKot0+p4Xop37ycddn3bly9oM4zf6fu2D3urZaAYD2cJjn4mM9p4C1CNqzP2Ad0trqa902XAPgBoXqXImDvLt8qH7QnbA+8Raihno0uC9j10MPXDwAAwN0efDlmugT40OTsHAF7uMb+sP1Kel2phWdKLS5peXXN04f+hYk1oYb6l5ftQo31XOAyyM5wvSSFGutteR14AxcwAPfb2Pqz6RIAAIZtbu96+jkXpVteXaOxHuBzmWxO3bHEy7+fnJ0jYA/Ha2o4pXhPl+I9XS/39Cdm53x7v62upkq1NVWKtJxWqDHfOJd9fjOOEq4vmJhhiv1+tdUnNfrbe5pfXFJ3LMFzzCHqaqp06VyHbv3iAj/3cJRMNqehYe4qAW9jx1k9jZedzY4mC4BPEar3AAL27kXYHjgEl3WtM7+4ZPmBN18/AAAAdxsdZ3o97DcxM6e+ni4O8uE6TQ2n1NRwSjeuXpCUDx9sbv1ZcwtLWkmv6btM1lWX9Aoh+hPBgJpeBOkLYXp+Pp3F7nC9xJ4PSkPAHnA/N61hAADWYE2H1xGwB/B6aHFja0cr6XWmXcM1Xt/Tn3/RPNeLTXQLQXqa5jrTccL1Ur7BCQH7N7W2NCv173/Q6Pi0koOPPPUzfRxnz7Tp0rkOGt7DsWKJAe1lsqbLABzNjv0Y9gKdjfsaQFkRqvcYAvbeQNge2IfFn3XsOPDm6wcAAOBeo+PTHDLDiL1MlkkL8ITa6pOqrT75xrN3JpvT8uqavsvkXh5Kphafvfzvl1fXLbs0UAjNF4Qa6lUZDOT/c2O9TgQrVFvzvmqrT1ry+ig/E+H6ymCA7xGUZP97HAD3IigDAP7GpVq8jklmgL+Njk9rYmbujX8+NDymZPyugYqA42ttaVZrS/PLwL2UD91vbO1oY2vn5R6XE5vQ7d/7j7ScliS1hfNnEzTEcbbjhuulfPPyTDZHw4RDXDr3oS6d+1Dzi0saGh478PPL686eaVNne5vOnmnj+wSONr+4dOz3RMDr7MpmsBfobKzxgWMjVO9hBOy9h7A9fI/LWtax48Cbrx8AAIB7jTC9HgYxaQFeFgxUvDzs+n46xLW3/jsr6dJD9wTlvc9EuF76/mImUCwnXjoGULrl1TX2/AHAx2iahNdtbP3ZdAkADFlJryuWGDjwv5uYmSNgD0/Jh+4Lf/fqPn5h335/M11J2tzeKevnZCEwX7B/f5ZgjbuVI1xfQPPydys00djc3tXI0ymNjk95duBAZTCgtnAzoXq4zmFrTADfsyNgP7/I2a6TMQATODJC9T5BwN7bCNvDtyLhZi5hWsCuy9d8/QAAANxnJb3OGg5GTczMaXN7l3Aw8AJhNrzOVLhekpoaOLBF8VaYagl4xvLqGhe1AcDHlldZ1+FV7B8D/pTJ5tQdSxzaDHQvk9XkbGpfY1HAu/bv2/M9j1KVM1wv5Zvns29TnNrqk4revqbo7WtaSa9rYmZOk7Nzrp/UGwk3K9JyWm3hZppvwJUeDo+5/ucQsEPEhvd4fhadjYA9UJL/Vj5M/4XyuVz4AAF7/9gftv+R8kH7TySdPvxfAdwr1FDP4awF7Hr44esHAADgPkPDY6ZLADTydErR22+f6g0AfmQyXC8xwR6l4QIG4B0pJpYAgG8VprMCr1tJr9MUEPCZWGLgnc/6o+NThI0B4C3KHa6X8s2PaF5euqaGU2pqOKXo7WvKZHOaW1hSauGZUotLjt7bDjXW5381nFIkfJo1OVxvc3tX/YOPTZcBuIId4eplGqg7WojPfeBdCNX7HAF7f3ou6Tcvfv1IhO3hQXRZss784pLl3Sr5+gEAALhLJpsr+4E+cBSj4wTsAeB1psP1Ens9KI2TLyECKM3y6poy2ZyCgQrTpQAAbMaaDodZXl0jzAP4yOj4dFHnRxMzc4Q8AeAQVoTrC4a+/Frxni5L/mw/CAYq1NkeeaVJzPzikja2drSxtaPU4jPtZXK2PR/V1VSptqZKdTXvq7a6SqHGetXVVLH+hid1x+7R2A8okh2fA+wFOhv3NYADEarHSwTs8VyE7eFBLAKts7y6RsAeAAAAr3jwJdPr4QwbWzuanE0x6QYAXlhJr+tGNK6NrR1jNYQa6wlWoiRMvAa8xY4zBQCA83CpFodJLS7p0rkPTZcBwAYr6XXFEgNF//6RpzTQBYDXWRmul6TJ2TkC9mXW2tKs1pbC3736uTb/Yu/7uwNC95vbO9rY+vOBf2aooV6VwcCr/6yxXieCFS//M+cw8JPJ2ZRSC5wlAcWIhO05n2Ev0Nk4pwNeIlSPAxGwx37PRdgeHkHHRessp9ctfw2+fgAAAO4yNEzAHs4xOj5FwB4AlL/EfPFWr/HpDTRSRKm4gAF4y9zCEhd3AMCHltOs6XAw1vuAP2SyOXXHEiXtS42OE7AHgIJMNqdPo3HLA6QbWzsaHZ+mAZJN9u+RcZ4NHE1hnQmgOKEG68/q52me7mh2NVkAHIxQPd7pr0wXAMd6rnzQ/gNJfy2pW9IzkwUBpWIxaA27Drz5+gEAALjD6Pi08eAesN/EzJw2t3dNlwEARjklXC9JIRopogRcwAC8J7XI8SIA+BGT5HCY5dU1ZbI502UAsFh3LFHy/aKNrR1NzqYsqggA3COTzenirV7b1tQj41O2vA4AlMOn0bgjzj8Bt4iErZ+1SjNFZ7OjyQLgQP8t6Z8l/Y3yA6h/LcL1eAsC9ijGcxG2hwuxGLSGXQ9BfP0AAADcgen1cKKhL782XQIAGDO/uOSYcL3EBHuUhgsYgPekFpYI0QGAz9A0Ce8yRwMGwNMeDo9pYmbuSP/u0DB7+wD8rRCut3OfNLWwRPNyAK7wcHiMhn5Aiew4q19Or1v+Gjg67mvARwjV48gI2KNUz/Vm2P6PJgsCDsNi0Dp2XIrg6wcAAOB884tLhKDgSCPj04R4APjS6Pi0o8L1ktTa0my6BLgIFzAAbyJEBwD+wn4h3iW1wEwPwKvmF5cUSwwc+d8n5AnAz1bS67aH6wuSg49sf00AKMVKel39g49NlwG4SmUwoNrqk5a/DnuBzkYmBx5HqB5lQcAex/Fc+bD9zyT9D0n/KML2cBAWg9ax40GIrx8AAIDzjYxPmy4BONBeJnvkCTkA4Faj49PqjiVMl/GKSJhwPUpD0AbwJn62AcBfaJqEd0nZ0NAfgP02t3f1abTv2H8OIU8AfmQyXC9JI0+naF4OwNG6YwlHNRgH3CDUeMqW1yFg72xNDfZ8HwA2eiZC9SgzAvYol79I+kKE7eEgLAatY8elCL5+AAAAzra5vauRp1OmywAOxSU8AH4STww4LlwvSaEGGiiieJlsThtbO6bLAGCByVmaXwGAn9BYBe+yvLpGgAvwmEw2pxvReFlCTxMzc7xHAPCVQrjedHD0wZdjRl8fAA4TTwwQ4AWOINJy2vLXmKeJoqMxEAEe8kxSt6S/lvSBCNWjzAjYwwqE7eEYLAqtYddGBV8/AAAA5yJcD6fb2NrR6Pi06TIAwHLReL+Ghp158S3USMAexeNyFOBdG1s72tzeNV0GAMAGNE1CsSZmaMADeEmsjKGnvUyWkCcA3xgdn1bHlTvGw/WSNDQ8RoMTAI4zOZty7Dko4HRtNuQwON91NgYiwOVeD9X/RtJzkwXBuwjYw2qE7WGUHZ23/MiuhyEW9QAAAM7FARbcgCn2ALwsk83p5t0+Rze9IWCPUswtMOEA8LLJmf8wXQIAwAZcqkWxUkw4AzwjOfi47PtThDwB+MHo+LS6YwnTZbxEgxMATrO5veuo90nAbew4q19Or1v+Gjg67mvAhQjVwwgC9rATYXvYjkWhdeZtOPDm6wcAAOBMo+PTjuiiD7wLU+wBeFUmm9PFW72OnvhXGQyoqeGU6TLgIitpwliAl42wLgcAX6BpEorl5OdZAMUbHZ+2pNEtIU8AXhdPDDgyNEqDEwBOciMa524ScER1NVUKBiosfx2abTpbJMywUrgCoXoYR8AephC2hy0IaFvHjgcivn4AAADOxFRwuAnfrwC8ZiW9ro4rdxx/WB1qJFyP0hDGArxteXVNm9u7pssAAFiMpkko1l4mqxWmnAGutpJeVywxYNmfT8gTgFdF4/0aGnZmExEanABwimi83/FnoYCT2ZXB4OfUuSqDAdVWnzRdBnAYQvVwFAL2cIL9Yfv/R9IFSf8q6TuDNcEjaqtPqjIYMF2GJy3bcNjNlDMAAADnmV9c0sbWjukygKIxxR6Al8wvLunirV5XfBZHWuiGjuJtbu8yhQTwgcmZ/zBdAoAS8CyNo6BpEkox8nTKdAkAjmhze1cXb/Va+ixPyBOA12SyOXV+9Jnj10A0OAFg2uj4tOPfKwGni7Q0W/4a84vsAzoZAxHgQITq4VgE7OFE30j6RNJ7ImyPMmBxaA27Oo5FwtY/4AEAAKB4Tu2mD7wNU+wBeMHo+LTlF5fLya6u+PAGphsA/jBCWBdwjcnZFHtAKBlNk1CqFBexAVfKZHO6EY3b8p5PyBOAV6yk13XxVq8r9kFpcALApPnFJXXHEqbLAFzPjrN6N6xr/IyBCHAIQvVwBQL2cDrC9jg2FofWsOqhaH5xSQ+HxxSN9yvy9x8rxZQDAAAAx9jc3tXEzJzpMoCSMcUegNvFEwOuu0zSRtNElIALGIA/LK+uaXN713QZAN5hJb2u7ljClilH8BbWdCgVawPAnewMiBLyBOAFbgrXF9DgBIAJm9u7+jTaZ7oMwBNabdjbXU6vW/4aODoGIsAgQvVwHQL2cBPC9jgSLvNaZ/6YHeVX0usaHZ9WPDGgzo8+U+3fdurirV7FEgMaeTqlja2dMlUKAACAchj68mvTJQBHlhx8xEUQAK6TyeZ0826f66aH1tVUKRioMF0GXCS1+Mx0CQBsMjnzH6ZLAPAWheDHXibLBTyUzE2BITgHawPAXaLxftvf7wl5AnCz0fFpdVy5o71M1nQpJdnLZNU/8Mh0GQB8JJPN6UY07rr3S8CJ7NrXZS/Q2djfh83+KOkfRageLvUD0wUAR/TNi1+S9LN9v04YqwiOxeLQOsura0V3ONvc3tXy6pqWV9eUWnzGZHoAAACXyWRzGmECOFxsY2tHD74cU/T2NdOlAEBRNrd3dSMad+XBNPtxKBV7hYB/DA2P6cbVC6bLAHCAze3dl+F6SYqETxuuCG5D0yQcBWsDwD2i8X6NPJ2y/XULIc94T5ftrw0AxxFPDLiuee5+Q8NjuvmLn6u2+qTpUgD4wKcuPRMFnIiAPepqqljDwQ5/1PfZzr8YrgU4FgL28ALC9nirYKBCdTVVTEO3wHJ6/cB/nsnmtLy6prmFJa2k83+lqyAAAIC7TczMsaaD6w0Nj+ny+Q4OEQA43v7JoW7U1EDAHsVbOWSPEYA3bWztaCW9rqaGU6ZLAbDP61PCKoMBnp1RMpom4ShYGwDuMDo+bSRcX0DIE4CbZLI5dccSmpiZM13KsXXH7mn0t/dMlwHA46LxfvYUgDKKFDk88TjmF/mZdTIGIsBChOrhSX9lugCgzL6R9Imk9yRdkPTPkv7bZEFwBiYsWKPQeWx+cUkPh8cUjfcr8vcf6//9nz/XxVu9Sg4+IogFAADgEcnBR6ZLAI5tL5PlexmA442OT6vjyh1X76e0ha0/tId3MN0A8B83T28DvCiTzenird5XPpNDjQRdURqaJuE4TIZ2Abzb6Pi0umMJ02WoO0bAE4DzbW7v6uKtXk+E66V8Ey0CdACsFE8M8EwIlJkd4WrOd52NgQgosz9K+kdJ/0P5YchfiHA9PIaAPbzsG0m/lvQjSX8jwva+FqLbuSWWV9dU+7edunirV7EXmxwbWzumywIAAECZzS8usc6DZ4w8neIiCADHisb7HXFh+bhabeiKD+/gAgbgPxMzc8pkc6bLAKCDw/WSFGmheTlKw5oOxzEyPm26BACHcEq4XiLkCcD55heX1HHljufWxt2xBPs4ACwxOj5NM1bAAk025GaWabbpaAxEQBkQqoevELCHX3wrwva+ZkcnLgAAAMCr+pn4DY+JJQZMlwAAr8hkc+r86DNPTGhgHw6lSnE5HvCdvUzWE595gNsdFq6XuICH0nktRAR77WWympxNmS4DwGvmF5ccE64vcFo9AFDwcHhMF2/1ai+TNV1K2W1s7ejBlwRgAZSXkxo5AV4SsWlfl71AZ2MgAo6IUD18i4A9/IiwvQ+xSAQAAACOZnN7V6kFQk/wluXVNSUHH5suAwAkSSvpdf34px975hCagD1K5ZXvfQClYTIRYNbbwvUSazqUjqZJOK7RcZrvAE6ykl7Xp9E+02W8YWNrh719AI6SyeYUjfd7vrl3cvCRVphUC6BMCNcD1gk12LOvy/muc7G3jxIRqgdEwB4gbO8jdnXkAgAAALwkyfR6eNTQ8Jg2t3dNlwHA50bHp9Vx5Y6nptpEaHSJEswTxAJ8a2Nrh0m1gCHFhOuDgQqbq4LbcakWxzUxM8deHeAQK+l1R09hTg4+4v0CgCNsbu/q4q1ejTz1R6OgWOJz0yUA8IDJ2RThesBCk7NziicGNDo+bdlzE+e7zkbAHkUgVA+8hoA98D3C9h5nV0cuAAAAwCsy2ZwmZuZMlwFYYi+TVXfsnukyAPhUYaqNFy+QcGCLUhDEAvxtaPhr0yUAvvOucL3Eeg6l41ItymXoS9YGgGlOD9cXsLcPwLTJ2ZQ6rtzx1f5mamFJD4fHTJcBwMVW0uuePBsFnGRja0dDw2PqjiXU+tPravrJ/9KlX/UqOfhYk7MpZbK5Y7+Gn9Y/bsRABByCUD3wFj8wXQDgUIWw/a8lfSDpE+U/RH5osCYcE5dBAAAAgNKMPJ1y/CUq4DgKF0FuXL1guhQAPlK4POLVg+emhlOmS4CLLKfXTZcAwKDUwpLmF5fUymUfwBbFhOslKcR6DiXy6rMN7DcyPq27XdcVDFSYLgXwJbeE6yX29gGYlRx8rOTgI9NlGNE/+FidZ/5OtdUnTZcCwGXctNYEvGQvk1VqYUmphe8bZNbVVCnUWK+mhnq1hZtLPqPhfNfZyEzhhe8kfbPvF4C3YII98G77J9v/taRuSc9MFoSjiYRPmy4BAAAAcJUhOtDDB/oHH2tze9d0GQB8YnI2VVSoya0iYQKSKE1qga12wO/6fXohHbBbseF6iTNVlI5LtSiXvUxWEzNzpssAfMmNgSf29gHYLZPNvZgA69+9jL1MVjeicdNlAHAZN641AS/b2NrRxMyckoOPdPFWr2r/tlOdH32maLxfD4fHtPKOvT6v3nXwCgYi+Np3kv5V0gVJ7yk/aJhwPVAEJtgDpXku6Tcvfv1I+an2n0jiloEL1FafVGUwwAM6AAAAUITJ2ZQ2tnZMlwFYbi+TVXfsnkZ/e890KQA8Lp4Y8HzzmlAD3dBRvEw2x3oTgFILS9rc3mXyGWChUsL1EhfwUDqaJqGckoOPdOnch6bLAHzFrYEn9vYB2Gl+cUmfRvtc915pheXVNSUHHyt6+5rpUgC4wOj4tLpjCdNlAHiH5dW1N/aPI+FmhRrqFWqsVyR8+uU5DgF752Iggi8xqR4oAybYA0f3XPmg/Qdisr1rtLFoBAAAAIoyNPy16RIA26QWlpQcfGy6DAAetZJeV+dHn3k+XC8x7RSl4fIFgIJ44nPTJQCetbm9W1K4ngt4KBVNk1BuG1s7Gh2fNl0G4BtuDdcXpBaW9NAHe24AzEoOPnb1e6UVkoOP3jndFgAI1wPullpY0tDwmLpjCbX+9LqafvK/1PnRZ6bLwltEWriv4RNMqgfKjIA9UB7PRdjeFZqYogUAAAC800p6XamFJdNlALbiIggAK4yOT5cUaHK7UCN7byjeHOtNAC9MzMxpfpH3BKDcVtLr6rhyp6S1KBfwUCq/POvAXsnBR6ZLAHzB7eH6glhigL19AJbIZHO69Kte1iaHuBGNK5PNmS4DgEMRrge8Zy+TZS/Q4biv4WmE6gELEbAHyu+5CNs7FhPsAQAAgHfzw4Rd4CBcBAFQLplsTtF4v7pjCddfUi5WZTCg2uqTpsuAi6ykuYAB4Hv9XFYHyuqogTku4KFUNE2CFZhiD1hvfnHJE+H6Avb2AZTb5GxKP/7pxzSlf4uNrR3CswAO9PDFxGsAgL3ISnkOoXrAJgTsAWs9F2F7R2ltYdEIAAAAvE0mm9PI0ynTZQBGcBEEQDkUJoX67fM01HjKdAlwGcJYAPZLLSwxxR4ok9Hx6SMH5gjYo1SpRa4/wBpMigWsc5y1glNtbO0olhgwXQYAj4gnBnQjGvfU+6RVJmbm9JDm/QD2icb7WZcBgAF1NVUKBipMl4HjI1QPGEDAHrDPc+XD9p8o/6EHQ7gYAgAAABzuwZccgMPfJmbmlBx8bLoMAC6VHHysjit3tLG1Y7oU20VaTpsuAS6yub3LBVUAb6DZFXB8o+PT6o4ljvQ5W1dTpdrqkxZUBS9bXl03XQI8iin2gDUKawUvGnk6RcgTwLGspNfV+dFnGuK9pCSxxABNEwEok80pGu/3XQNyAHCKSJj7Gh7xjaRfi1A9YCsC9oC9PpH0X5JOGK7D1wjYAwAAAIcbHeewC0gOPuIiCICSbG7vqvOjz3w9Ya8t3Gy6BLjI8uqa6RIAONDG1g6BGOAY4omBYwXmOENFqWiaBKv5+RkbsMLD4THPhusLYokBraRp/gKgdA+Hx9Rx5Q77lkf0abRPm9u7pssAYEgmm9PFW72E6wHAoFDDKdMloDx+KWlW+en1AGxCwB6wzyeSfm+6CEiRFi77AgAAAAcZHZ/25cRd4CCfRvu4iAegKFy8yyOQhVL4/ecFwOH6Bx8rk82ZLgNwlcKEsONOWWxqYD2H0rCmg9U2tnaUHHxsugzAE6LxfsUSA6bLsMXFW708UwAo2ub2ri79qtc375FW2ctkdSMa5/0X8KGV9DrnpADgAEyw95TTImQP2IqAPWCPuAjXOwaXfQEAAICDjTC9HnhpL5NVdyzBRRAAh9p/8c7vUxvraqoUDFSYLgMuklp8ZroEAA61l8lyqR3ZksfkAAAgAElEQVQoQTknhLWFaVKO0qQWWNPBekPDY+zPAcdQaMTjp2mie5ksIXsARZmcTanjyh2lFpZMl+IJy6tr7OkAPjM5m9LFW70M8gAAB2higr3XnJb0raQPTBcC+AEBe8B6X0iKmS4C32tqOKXKYMB0GQAAAICjrKTXuTwAvGZ5dU0Xb/WaLgOAA3Hx7lV0Q0ep+NkB8DYjT6c0v8j7BPAu5Z4Q1tpCwB6lWU4znQ7Wo/kOcHTlbMTjNoQ8AbxNJpvTzbt9uhGN+755brmNPJ1SnPdfwBeSg495HwUAh4jQPNerfqj8JHtC9oDFCNgD1vpC0i9NF4E3MYEBAAAAeNXQ8JjpEgBHWl5dUzTeb7oMAA7BxbuDheiGjhKspNdNlwDABbpjCSZOAm8xOj5d1glhocb6svw58BeaJsEuNN8BSlfuRjxuRMgTwEEmZ1P68U8/1sTMnOlSPGtoeEyj49OmywBgkcJZaXLwkelSAAAvRFoYiOBhJ5QP2bebLQPwNgL2gDXek/StCNc7VlMDl0QAAACAgs3tXV9OMAGKxUU8AJL0cHiMi3eHIJCFUvj5cj+A4m1s7ah/gEuawEGSg4/VHUuUteFThOn1KBFNk2A3JlEDxZtfXCprIx43I+QJoIDmufbqjiV4/wU8aCW9rou3ejkrBQCH4b6G552QNCPpE8N1AJ5FwB4ov/eU7xBDGyAHY4I9AAAA8D3C9cC7cREP8K/N7V1d+lWvYokBLt4dopVAFkpAwB5AsYaGx5hWC+xj5YQwLuChVKzpYLfl1TUlBx+bLgNwvNHxaV281cse1j6EPAGMjk/TPNeA7liCxlyAhxTWmewHAIDzkI3yjd+LkD1gCQL2QHl9IML1rsClXwAAAOB7Q8NjpksAXIGLeID/JAcfq+PKHaUWCPcdhjAWSpUiLAugBN2xhDLZnOkyAONW0uvquHLHskAIazqUijUdTBgaHtPm9q7pMgDHisb71R1LmC7DkQh5Av5UaJ7bHUvQeMSQi7d6ef8FXC6Tzb1cZ/JeCgDOU1dTpWCgwnQZsM/vJf3GdBGA1xCwB8qHcL3LcFEEAAAAyHeZ5hAMKB4he8AfVtLr6vzoMyUHH/E5+Q4RGlmiREw3AVCKja0dQkLwvcKEsI2tHUv+/MpgQE0Npyz5s+FdrOlgwl4mq+7YPdNlAI6TyebU+dFnGnk6ZboURyPkCfjLw+Exmuc6wF4my/sv4GIr6XVdvNXLOhMAHCwSJr7mQ/8k6QvTRQBeQsAeKI9CuP6E4TpQAi7/AgAAAEyvB46CkD3gXZlsTvHEgDqu3CEwUiSaWKIU80w6BXAEEzNzrL/hS3ZNCAs1Eq5H6XhegimphSUlBx+bLgNwjJX0un780495Xy4CIU/AH+YXl9T50WeKJQZonusQvP8C7vRweEwXb/WyzgQAhyMT5Vu/VD5k/57hOgBPIGAPHN8nIlzvSlz+BQAAgN/NLy5xGAYcESF7wHtGx6f1459+TPOZErHHhlKw9gRwVN2xBBex4St2TgiLtDDhBqWhaRJMSw4+Yl0A6PvpzARIi0fIE/CuQvNcwqDOxPsv4B6ZbE6XftVLoxIAcAnua/jaL5XPMhKyB46JgD1wPJ9I+r0I17tSJMxlEQAAAPjbCOFg4FgI2QPesJJe16Vf9Vo+GdSrmhqYeIriLXOBEsAx3IjGlcnmTJcBWM7uCWFtYSbcoDQEluAErAvgZ5lsTjfv9imWGDBdiisR8gS8h+a57sD7L+B8k7Mp/finHyu1QGM9AHCDymCA+xo4LUL2wLERsAeO7tfKh+vhUrXVJ1VXU2W6DAAAAMCIze1dW6agAV5HyB5wr8JEm44rd7gockQRwlgoUWrhmekSALjYxtaOPo3GTZcBWGZ/WM7Oxk9MuEGpUkywhwNsbO2oO5YwXQZgu5X0ujqu3NHEzJzpUlyNkCfgDTTPdR/efwFnKuxJ3YjGeT8FABcJNRKuh6R8yP5bSR+YLgRwKwL2wNF8Iem+6SJwfFwYAQAAgF8RrgfKpzuWUDTeb7oMACVgok15RFpOmy4BLpLJ5rSxtWO6DAAul1pYYu0NTypMCLM7LFdXU6VgoMLW14T7McEeTjExM6eHPNfDRx4Oj6njyh2erctkL5NVx5U7NNAFXCiTzSka76d5rksVQva8/wLOYGpPCgBwfNzXwD4/VH6SPSF74Ah+YLoAwIW+kPRL00WgPCItzWwKAAAAwHcy2RyBQqDMCk0rkvG7hisB8Dbzi0uKJQYIhJQJzStRCn7uAJTLyNMphRpO6cbVC6ZLAY4tk82pf+CRsX2aSJgLeCgNTZPgNLHEgEKN9WptaTZdCmCZTDan7liC+00W6Y4lJEmXzn1ouBIAxXg4PKb+wcdMWHa5vUyW91/AMNaYAOB+bWH2w/CKE8qH7H/24q8AisQEe6B47yn/IUO43kO4NAIAAAA/mpiZ49IBYIGRp1Pq/OgzZbI506UAeM3m9q4u/apXF2/1EvItIwL2KMUc06QAlFEsMcCkM7je/OKSOq7cMdoEMdRwythrw514noITfRrt00p63XQZgCXmF5eYKGqD7lhC8cSA6TIAvMX84pIif/+xYokBzrk9hPdfwIyHw2OsMQHAA2g4iQOckDQj6RPDdQCuwgR7oDiFcD1pbI9p4tKIqxUucXORAwAAoDTJwUemSwA8a3l1TRdv9ep+Xw/PnIADZLI5xRIDGnk6ZboUz6mrqVJt9UnTZcBFVtLs4QEor+5YQpXBgDrbI6ZLAUpiemr9fjQjR6lomgQnKkxAffLgnoKBCtPlAGXhpPWCXwwNj2kvm1NfTxfvJYCDrKTXFUt8rhTrUM/i/RewD++pAOAdDEPAO/z+xV+/MFkE4BZMsAfe7UciXO9pkTCdm9yirqZKl8936H5fj/7//+9rTf7bv6ivp8t0WQAAAK4yv7ikja0d02UAnlYI2U/OpkyXAvhWJptTcvCxfvzTjwnXW4QDW5SKMBYAK3THEkyshatMzqaMT63fj8ZwKFVq8ZnpEoADFfbjAC9YSa87ar3gJyNPp3TxVq82t3dNlwL43ub2rqLxfnVcuUMQ1AcK77+ZbM50KYAnZbI5xRMDvKcCgIdEmF6Pd/u9pLjpIgA3YII98HYfKB+uP2G4Dlgo0nKaDQOHqgwG1BZuVqSlWZHw6QMv+bS2NKsyGNBeJmugQgAAAPfhQhZgj71MVjeicUVvX1f09jXT5QC+8nB4TP2Dj9krsFhTAwF7FG9ze5efSQCW2MtkdfFWr548uEdQGI6WyebUHUtoYmbOdCkv0YQcR7G8SlMTONfy6pqi8X4l43dNlwIcWXLwsZKDj0yX4WvLq2vquHJHv0vG1EpgAbBdJptT/8AjzrR9aHl1TT/+6cfs8QBlNjo+rVhigDMaAPCYSJj5sShKTPmhw5+YLQNwNgL2wOEI1/tEW7hZyUHTVaAg1FivzvY2tYWbiz6oags3O+pCEgAAgFNtbu+ybgJslhx8pNTiM/0uGVcwUGG6HMDTRsenlRx8pI2tHdOl+EIbgSyUYHl1zXQJADyMkD2czqkNoEI0TEKJaJoENxh5OiVJhOzhOvOLS+qOJdjXcojCM0ZfT5duXL1guhzAFzLZnB58Oaah4THWnD62l8mq48od3n+BMphfXFIsMcD5DAB4FPc1UIJfvvjrJyaLAJyMgD1wsE8k/UaE632BbsNm1dVUKRI+/TJUf5TASaSFgD0AAEAxhr782nQJgC+lFpbUceWO7vf18AwKWIBgvRmhRgJZKB4XuABYrRCAYcoknMTpF5n/L3t3F1vleacL/9+qZ9iG9wRvLKzpxhLWYMlmb1vaWavS1D7AtjQbJrQBZWgyMAoZyJxMQ8wx5jjU9D2ZhAnZMKVlKuiUCjoShgPckerFK9l7giUzwhKoWyDYcNRic5z3YLEI+SDB9nrWvdazfj+pcpsovi/VzuL5uK/7b8INy1Wvv8vwRUr2NBKTmuvbkWMfRml2Lo4fHXOALmREsZ6vcuTYhzG/cCeOjh30+QvLdO/Boxg/9oE91QA51tnR7hqJ5dob5SHEgxHxx7RRoP4o2MOX7YuIU6lDUFs93V02BNRIW2tLFAd6Y2SwGIWBvti4Yf2qv6cNQAAA32xx6Umcu3Q1dQxoWnfvP4zX3j4chw68GYcOvJE6DuSCYn06Pd1dXtiyLKXZG6kjAE2gUrI/fnQsdm3fljoOTWxx6UkcOfbhs4JnvXJgEstVmnFNR+NQsqcRTE6VYvzYB55t1bnL16Zj/tY78fHEeGzZvCl1HMgNxXq+ybmLV2L+1u04fnTM5y+8hEZ5HgXA6unOsEJ9ETEVSvbwJQr28Hn7Qrm+KRX6exXsM1QY6I1Cf1+MDhUzedi5ZfOmaGtt8bAdAOBrXL427XoJ6sDEiTMxOTUdH0+MV+XAMWhGivXpKWOxXKWZudQRgCby7pFjERFK9iQxceLnDVEQaWttcU/Kss0veJ9OY1Gyp17de/Ao3j3yvnvlBnL3/sMYfv0dB+hCFSjWsxzzt27H8OvvxNGxg/HWnp2p40Bd8rkK0HwK/b2pI9C4KiX7fRHxSdIkUEcU7OEzpyNib+oQpFEY6IuTZy+kjpFLba0tcf6f3s98ndGhopMXAQC+xsSJM6kjAE9VNoO8d+ANm0HgJS0uPYnL16YV6+tEj2kxLMPNhTupIwBN6N0jx6I0O6dQR8002iFQxQEb8Fg+RVAakZI99aRSfvK+pnFVDtA1TRmWTwGU1Thy7MO4PDUdx48edlgcPOVzFaB5mWDPKj0/yV7JHiLi26kDQJ04Hcr1Tc0mkuw8XlyqySZaJ3EBALzY5FSpYTZ4Q7N4vLgUR459GLv+7nDce/AodRyoW4tLT2LixM/jf/zl38S7R47586xOmGDPcszfMukUSOPcxSux6+8Ox+LSk9RRyLHrs3Ox6+8ON9y16pbNrudYHocm0cjOXbwS+9876pqApCanSjH8+jvK9Tkwf+t2vPb24Zg48fPUUaAhPP+Mf+LEGSVQVqw0MxfDr78T5y9dTR0FkvK5CtDc2lpbHDhENayNcsl+a+IcUBcU7Gl26yLiN6Fc3/RaW9ZEZ0d76hi5VZq5kfkaTuICAHixk2d/nToC8AKlmbl45S/ftBkPvuDeg0dxaPwnNofUqVccdMgyKNgDKVU2XyuGUm2VYv1rbx9uyKneDh9nuWrxvheydPnadLz2toN3qL3KNcNbh8Yb6jAevt7jxaWYOHEmRv76791rwAtUnvH/+V/8wDN+qubx4lK8e+SYA8xpSor1QETE/j07o+DZblPzbJ8qWhsR/xER+xLngOS+kzoAJLQuyieuaOUSEeWC9t2LV1LHyKXS7Fy8tWdnpmts3LA+OjvavZAEAPiCew8eNeRGb2g2EyfOxPlLV+L40THFVZra9dm5OHfpapzzjKZueWHPcpVmXYsCad29/zBee/twHB07GLu2b0sdhwZ378GjePfI+w3/rMV9J8s1rzxIDszfuh3Dr78TH0+Mx5bNm1LHIefuPXgUEyfOeMaVc5XPlUMH3oy3f7QzWlvWpI4EyV2fnYuTZy/E5WvTqaOQY5UDFd878Ebm+1IhtXsPHsW5i1fi5NkLSvXQ5NpaW2J87OCz/z05VYrSzI0ozc458LyJFDzbp/pOPf16OmUISEnBnmalXM+XFPp7vdjKyHSNNhk5JAEA4MsmTpxJHQF4SZXiz+hQMcbH3omNG9anjgQ1c/7S1Th59oIXvw2gZ3NX6gg0GP9eA/WgMuGsNDsXR8cOKr6wbDcX7sTJsxdy8S6xp9v1HMvnmo68cPAOWVtcehIf/eKCdzNNpnKA7vjYOzEyWEgdB5LwjJ9ae7y4FEeOfRjnLl2No2MHHSRH7jiwCfiiL04uHxksPLv/KA/gKZftL1+bdiBHjhUGVODIxKmI+G5EjKeNAWko2NOMtka5XL82cQ7qjIvN7DxeXIrrs3OZP8QcGSx6mAQA8JzFpSemA0ADunxtOi5fmzb1htwzcaExKWSxHNdNrwfqzLmLV6I0cyOOHx2z8ZqXcn12Ln5y4kzDT6x/nus5VkJRijypHLwzf+v25ya/wWpUivWeczWvu/cfxluHxqMw0BtHx96JLZs3pY4EmfOMn3owf+t2vPb24di9Y9ihiuTC9dm5OHn2gr0+wJeMDBZf+Pc2blgfu7Zvi13bt8XE+Htxc+HO5wr35ENba4t7TbJ0JMol+31pY0DtKdjTbJTreaGNG9ZHZ0d73L3/MHWUXJqeyb5g/8WT2QAAmt25i1dsZoAGNnHiTJw8eyH279kZhw68kToOVM3kVCnOX7riRW6Dckgly6GIBdSjyuTa/Xt2xnsH37Txmq+Ux2J9RcHhEiyTQ5PIq5NnL8T8wu04fvRwbNywPnUcGpRiPV9UmpmL4dffid07huPQgTd9vpBL12fn4tylqwbhUFfOXSy/d/JelUZUGZ4xceKMPezACy3nPf2WzZtiy+ZN8daenRFRvn67fG06SrNz3t82sJ5u5Xoyt/fp130pQ0CtKdjTTF6NiNOhXM/XKAz0xV0PfjNRmr0REdk+uGxtWRM93V1u/AAAnjp59kLqCMAqPV5ciokTZ+L8pStx6MCbsWv7ttSRYEUqk2zOX7piY0gDa2ttsSmYZZlfuJM6AsALnTx7ISanpk2z53POX7qa+83MJtizXNM5PGgCKipF2ONHx2JksJA6Dg1EsZ5vcu7ilTh3sfxc/+0f7XSwFw1vcenJs2n1eb5forF5r0qjuffgUZz8xa/j3KWrrimBr9XT3bWq9/Sv9Pc+ew9SOdSjNDsXpZkbru0aSKHfMARqYm+UhxsPRsQf00aB2lCwp1nsi4hTqUNQ/3o2O9UpK7Wa8FHo71WwBwCI8nRgD8AhP+7efxjvHjkWEyfO2BBCQzl/6WpMTk2bVp8TTkRnuUozN1JHAPhalWn2u3cMx9Gxg0ovTapyGFQzFOTaWltii/ehLNPNBe9eybfHi0vx1qFx1wO8FMV6lmvixJk4efZC7N+zU9GehmRaPY2o8l715NkLcXTsoIMVqTvnL12Nc5eu1GxfNdD4ClX8s6y1ZU3s2r7t2b6jew8exeS130fp6ZR76ldxwDUNNdMXEVOhZE+T+Nann36aOgNkbV8o1/OSbi7cieHX30kdI7d+9dH7mT+snJwqxVuHxjNdAwCq5dCBN+PQgTdSxyCndv3dYS/jIMc6O9rj0IE3Y3SoaEMedefmwp04efZCXL42baNxzrh+ZTkWl57En//FD1LHAHhpba0tsX/PTn/WNZFmKYp0drTHyGAxdu8YVq5nRQr/828c5EnT6Oxoj/Gxd0yz50vuPXgUEyfO5P66gWxV7jkU7al3lUPIzl+64jqQXCgM9MZ7B95UtCepmwt34tzFK6bVAyvy8cR45s8q9Gjq373/PZk6As3nRpQ7mZ8kzgGZUrAn705HxN7UIWgsW77/Qw8vMrJ/z84YHzuY+Tob//tI5msAQDUoKJEVD7yheVQ25O3eMRwbN6xPHYcmZsNdc6jFi3vy4/rsXLz29uHUMQCWrXKYVWV6C/myuPTk2bT6PF+3FgZ6Y3SwGCND33OvyKo4NIlmNTpUjONHxxRgieuzc88OkoRqaWttidGhYhw68KZrNerG4tKTuHxtOk6evRDzt26njgOZULSn1irPoc5duuqzFViVWhSrPz57IY4c+zDzdViZwkBvnP+n91PHoDn9KcqT7JXsya3vpA4AGTodyvWsQHGg14uxjJRmazNBtTDQa1orANDUTp69kDoCUCOPF5di4sSZmDhxJnbvGI79e3aaSEjN3HvwKCav/d6mkCZSHLDpjJc37fkc0KDu3n8Y7x45FucuXbHpOkcmp0px/tKV3L4DbGttieJAb4wMFmN0qKgQStW4pqNZXb42HdMzfxPvHXgj3tqzM3UcaqxSMp04cSbXB/KQzuPFpXLZ7uKV2L1jOHZv3+a+g2TOX7oak1PTub1XgueVZubitZnDDlckcz5bgWoq1Ogd/eUpn1n1rNDflzoCzWttREyFkj05pmBPHq2Lcrn+rxLnoEEV+hXsszJ/63YsLj3JfFNPob9PwR4AaFqVE7CB5lPZkNfT3RX79+xUqiATSvXNq7Oj3WcKy3JzwWcE0Ngqm65NN2tcNxfuPJsS9nhxKXWcqqtMPh0ZLMbIYCF1HHLKfR/N7PHiUhw59mGcPHshjh8dcy3QBO49eBQTJ87E5WvTubx2oD598bm+sie1MDlVelb89HlHM6ocrjhx4kzs2j4cb/9op/cfrJrPViAro4PFmqyje1HfDEMgsUrJ/sdR7mtCrnzr008/TZ0BqmldlD+0Hc/Dit1cuBPDr7+TOkZufTwxnvkmn+uzc/Ha24czXQMAquHQgTfj0IE3UscgZyZO/DwmTpxJHQOoA5Wyhan2rNbNhTtx+dp0TE5NK1c0sdGhYpz8yZHUMWggW77/Q5vIgFwx3awxVEr1k1PTuZw429nRHiODxdi9Y9h9HjWx6+8O21wLTzl0J58q0+pPnr3guRd1oa21JXZv3xb7f/SD2Lhhfeo45ETls640O6f4CS+we8ewd6osm1I9UAtXfvlB5n8+TU6V4q1D45muwerc+9+TqSNAxd+Gkj05o2BPnijXUzU2f2Zn/56dMT52MPN1/AwBaAQK9mSh8D//JpcbyIHV6exoj/17dsbI0PdsyuOlVDaElGZu+HOFiIg4OnYw3tqzM3UMGsS9B4/ilb98M3UMgEy0tbbE/j07Y/eOYdfWdSLvpfqe7q7YvX1bFAb6bPSn5rxzhS9TtM8HZSgaQWWq/ehQ0WRllu3eg0dRmrnx7LMOeDk+e/k6lQNLJqemY3pmznUkkLnOjvYo/fZnma8zfuzDOHn2QubrsDKFgd44/0/vp44Bz3s3In6aOgRUi4I9ebE1In4TEX+WOgj5sP+9ox4sZ6RWN3p+hgA0AgV7qu38pavx7pFjqWMAda5SzlC253n3HjyKyWu/fzbBBr7oVx+9rzzASzPlAGgWo0PF2LV9OEYGC6mjNJXFpScxPTOX6wOh3LdRDxyaBF9P0b7x5P1QHvJtdKgYI4PF2LV9W+oo1LGbC3eeFT/nb91OHQca3u4dwzEyWPTcp8ndXLgTpZkbcXlqOkozc6njAE1m947hmBh/L/N1DPSpb7UacAnL9M8RsS91CKiG76QOAFWwNcqT69cmzkGOFPp7bSbPyN37D+Peg0eZbwbyMwQAmtG5S1dSRwAawPyt23Hk1u04cuxDkxCbWGXCQml2LrelJKpLYYDlsIEXaBaXr5UnAXZ2tMfIYDF27xh2XZ2RZtjMXClNmZJHvSjN3EgdAepaaWYuXps5/GzKqdJrfVKqJy8q9x5Hjn347LqxONDrurHJPT+l3iRlqL5zF6/EuYtXPPdpMs1wsCPQOAo1eEd/78Ejn3V1rjDQlzoCfJW9T7/uSxkCqkHBnkY3GOXJ9cr1VJWL0GyVZm5k/nLZzxAAaDbXZ+dyu8EcyE6lbB8RzzaHFAb6TGLIocpmkNLMjSjNzim/siw93V2pI9BgSrPKWEBzuXv/YZw8eyFOnr1g03WVVAr1pdm5XBdFlOqpZ+4b4eXM37od7x45FkeOfRj79+yM3TuGMx84wNe7Pjv3bIKzkgB583hx6VnhM+Kz68nCQJ/Pnibw/HN+n3FQO5775N/1p8+fJqem3QsDdWV0qJj5Gg7ZrH/FAcMQqFt7I+K7EfFqRPwxbRRYuW99+umnqTPASu2LiFOpQ5BfW77/w9xu1klt947hmBh/L/N1/AwBAABWrjDQG6NPN+bZINJ4bi7ciflbt02opyo6O9pj1/bh1DFoIBMnzqSOAFAXOjvanx5gZbrkN7n+9BCovBfqI5TqaRy7/u6wAz1hhSqf9aba14YJzlDW090Vhf7eGB0qxis1mHRJ9u49eFS+T3JwLtSlttaWZ9d9nvs0jsWlJzF/63b5wJLZG+57gbrV090Vk//yj5mvs/+9o3H52nTm67Aytfo9gFW6EeUBykr2NCQFexrVvlCuJ2NuFrLT2dEepd/+LPN1/AwBAACqo621JYoDvbFlc1cUB3ptzqszlU125ULSjZi/dcdGYgCAOtTT3RUjg8Xo6e5q6o3XlTL93fsPm6YkolRPI9r430dSR4CG93zpamSwkDpObjw/wblZriVgJUaHilHo73WIbgOp3CvNL9xxcC40oMJAbxT6+2J0qOhzt45UDmOqHOzo2hFoFPv37IzxsYOZr2OgYX2r1e8BVMGNKE+y/0PiHLBsCvY0op9GxD+kDkH+fXz2Qhw59mHqGLl15ZcfZP4Q8fylq/HukWOZrgEAANCsCgO90bO5K3q6y/+xUaQ2bi7cibv3HyrTAwDkQOVaumfzpujp7srdQVbPX7veXLj97L83C6V6GtnNhTsx/Po7qWNArlTK9pXp0v5seHkK9VAdleJncaA3erq7fA4ldnPhzrODc+cXbpugDDlTOby80N+by2c+9cqh5ECe/Oqj9zP/88MzwPr38cS4QxtpJH+K8iT7TxLngGVRsKfRnI6IvalD0BzcMGTr6NjBeGvPzkzXuPfgUbzyl29mugYAAACfqZTuOzvan5WFbNJbmZsL5Q0f0zNzce/Bw7h7///aYAcA0AR6usvX01ueXldXrq3r8bp6celJzN+6HX9aLH99vLgU8wu34979h007abEw0Bu7tw8rTtLwHEYP2Xu+6Kpw9Xk3n05unn+ufApUX94P/KoXlfumymR6n2vQvCrXf5XP340b1qeO1NAqB5Xcvf9QmR7InbbWlrj5u3/NfJ2JEz+PiRNnMl+HlfvPf/+1dw00GiV7Go6CPY1iXZQn1yvXU1Nbvv9DD1wyMjpUjJM/OZL5OoX/+TdNu4kLAACgHrS1tkRP96bo2dz1bFpDW2uLiffx+RJ9RERp9kY8flpOAgCAL+rp7hvesu0AACAASURBVIq21jXR2fFfYuOG9oiIZyX8ipVea1euTZ9XKc9HxLNDn8p/3Ybl5/V0d8Xu7dtiZOh7NseTG4fGfxLnLl5JHQOaSjNOlv5i6dQBk5BeZ0d7bOxof1YAXdu6RvH+JT3/vL9y+Jh7J+DrVN6hVj5zywcuen/6Rddn5+Lu08Mcby6UC/XepQJ5V6uexchf/73P1DrW090Vk//yj6ljwEr8KSJ+HOUhy1D3FOxpBOsiYioi+hLnoAntf+9oXL42nTpGLtXqZDWbPwAAAOpXZePI2taW2LK5KyIiigPlzXobO/5Lw5ZTKpuDI+LZho+IcoE+ImwUBgCABtfZ0R67tg/H7h3DDXvfAl/H5lpIr7OjPXq6u2LL5q4oDvQ29LMypVNofJXifeUg3WYs39978Cju3f+/8aenh+RWPs/uPfcOAKAaKgcsFvr7nh2s2MjXgt+kcq34fIn+T4tLrheBpnZ07GC8tWdnpmssLj2JP/+LH2S6Bquzf8/OGB87mDoGrMbfhpI9DUDBnnqnXE9SH5+9EEeOfZg6Rm5d+eUHmZ+4ef7S1Xj3yLFM1wAAACBblc17EfG5Mn5FZTPfi7zM1K/nS/Ff5U9fMVm+ssEjIkyeBwCAnGtrbYnd27fF7h3DJsqRazbXQn0rDPQ+ez62tnVN9HSXn5OlKrlWClHPPztTioLmUymDPv/8/vnn9vVaDP3ie4Hpp4fjVsrzEeGzDKgrlXemnR3/JTZuKL87rRxe3tbaUlfPK67Pfnbg+Fd9vjqQHODFrv/bmcyvnyenSvHWofFM12B1Pp4Yj5HBQuoYsFrvRsRPU4eAr6NgTz3bGhG/iYg/Sx2E5nVz4U4Mv/5O6hi5dejAm3HowBuZrmEDCAAAAAAAACu1e8dwjAwWbWSjaVyfnYvX3j6cOgawCoWBz8r2X3VY5XI8f8BkhEMmgeqoFPKf93xZtBq++PkV4TMMaC5f9Vlb6K/OvLvS7I0v/TUHkgBUR2dHe5R++7PM1zk0/pM4d/FK5uuwcv/577/+xmEi0CD+OSL2pQ4BL/Kd1AHgBbZGeXL92sQ5aHJbNm+KttYWD30yUn7Ilm3BvrWlfGK7lyMAAAAAAAC8jJ7urti/Z2eMDhVtYKPpTJsiCA3vi9NAL1+bTpQE4Kt91T6uUrgGAaimr/ysdb8HUPcKA9U5DOWblGa+fFgK9aOnu8u7CfJk79Ov+1KGgBdRsKceKddTV4oDvV42ZqRWD+sK/b0K9gAAAAAAALxQZ0d7jAwWY/+PfhAbN6xPHQeSubngvSoAAAAApDAyWMx8jXsPHsXd+w8zX4eVK/T3po4A1bY3Ir4bEa9GxB/TRoHP+3bqAPAF+yLiP0K5njri4jRb12ezL9nX6iQ3AAAAAAAAGsvoUDE+nhiP0m9/FuNjB5XraXoOLgcAAACANIoD2XdXJq/9PvM1WB39F3Lq+1EeyLwucQ74HBPsqSf7IuJU6hDwRS5Os3X52nS8kvEhBrW40QQAAAAAAKAxdHa0x/49O2Nk6HsK9fAc06sAAAAAII2e7q5obVmT+TqlGgxIZHX0X8ixviiX7F+NiD8kTQJPKdhTL8Yj4kjqEPBVtmzeFG2tLfF4cSl1lFyqxQ1aa8uaKAz0RmnGzSAAAAAAAECz2r1jOHZv35b54c/QqEyvBwAAAIA0RgaLNVlnWqeirhUGemty0AIk1BcRn0TE4NOvkJSCPfXgdETsTR0Cvk5xoDcuX5tOHSOX5m/djsWlJ5nfBBT6+xTsAQAAAAAAmkxlWv3uHcM2pcE3ULAHAAAAgDRGh7Iv2F+fnTN4ss4V+vtSR4BaWBvlSfaDoWRPYt9OHYCmdzqU62kABVMsMlWLU9CKA36GAAAAAAAAzWJ0qBgfT4xH6bc/i7f27FSuh5dQmr2ROgIAAAAANJ221pbYsnlT5usYOln/9F5oIpWS/auJc9DkTLAnlXVR/hB0tA4NoTDgVzVLpZkbMTJYyHSNVxySAAAAAAAAkGttrS2xe/u22P+jH8TGDetTx4GGM3/rTuoIAAAAANB0alWqLs1mPxiR1dF7ocmsjYgLEfG3UR7iDDWnYE8KyvU0nC2bN0Vba0s8XlxKHSWXanWjNjpUdOoaAAAAAABAznR2tMehA2/G6FDRpHpYoZsLd7wPBwAAAIAERgaLma+xuPQk5m/dznwdVq5gej3N69TTr6dThqA5fTt1AJrO1lCup0GNDmV/09Ks5m/djnsPHmW+TsFpXgAAAAAAALkxOlSMX330fpR++7PYtX2bcj2sgs21AAAAAJBGYSD7ipVBhfWv0K9qR1M7FQr2JKBgTy0p19PQlLOzVZq5kfkatbjxBA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Free"}.fa,.fas{font-weight:900}</style> <script src="https://www.lepantalon.fr/modules/cdc_googletagmanager/views/js/ajaxdatalayer.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/icccustomerreview//views/js/front.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/iccblocknews//views/js/front.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/iccbestseller//views/js/front.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/iccmenu//views/js/front.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/pm_advancedpack/views/js/global-17.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/iccblockproductscategory//views/js/front.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/gdprpro//views/js/gdpr-modal.js?v=20240702101249"></script> <script 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<script src="https://www.lepantalon.fr/modules/ps_imageslider/js/homeslider.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/pm_advancedsearch4/views/js/chosen/chosen.jquery.min.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/pm_advancedsearch4/views/js/jquery.ui.touch-punch.min.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/pm_advancedsearch4/views/js/jquery.actual.min.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/pm_advancedsearch4/views/js/jquery.form.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/pm_advancedsearch4/views/js/as4_plugin-17.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/pm_advancedsearch4/views/js/pm_advancedsearch.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/anlazyloading/views/js/blazy.min.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/anlazyloading/views/js/main.js?v=20240702101249"></script> <script src="https://static.klaviyo.com/onsite/js/klaviyo.js?company_id=Tjj4AL&v=20240702101249" async=""></script> <script src="https://www.lepantalon.fr/modules/klaviyops/dist/js/klaviyops-identify.e510d42b.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/themes/axome/assets/js/custom.js?v=20240702101249"></script> <script src="https://www.lepantalon.fr/modules/alma/views/js/alma-product.js?v=20240702101249"></script> </div> <div id="axstorelocator-widget-popin" style="display: none;"> <div class="page-heading"> Trouvez un magasin LePantalon <br> <small> Sélectionnez votre point de vente </small> </div> <div class="page-content page-stores"> <div class="stores-loading-container"> <form class="stores-search form-row align-items-end justify-content-center"> <div class="col-auto"> <div> <label for="address_input"> Trouver un magasin </label> <input class="form-control grey" type="text" name="location" id="address_input" value="" placeholder="Ville, code postal..."> </div> </div> <div class="col-auto"> <button type="submit" id="search_locations" class="btn btn-primary" data-loading-text="Recherche en cours..."> Explorer </button> </div> <div class="col-auto"> <button type="button" id="search_geolocation" class="btn btn-primary" title="Géolocalisez-moi"> <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 40 40" class="axsvgicon axsvgicon-pin" aria-hidden="true"> <path d="M25.88,12.43A8.32,8.32,0,0,0,14.12,24.19L20,30l5.88-5.81A8.33,8.33,0,0,0,25.88,12.43Z" fill="none" stroke="#000" stroke-linecap="round" stroke-linejoin="round" stroke-width="2"></path> <circle cx="20" cy="15" r="1" fill="#000"></circle> </svg> </button> </div> </form> <div class="stores-search-summary-and-map-link d-none"> <span class="stores-search-summary"> <strong class="text-primary stores-nb-results-0">Aucun magasin trouvé</strong> <strong class="text-primary stores-nb-results-1 d-none">1 magasin trouvé</strong> <strong class="text-primary stores-nb-results-n d-none" data-text="$NB_RESULTS magasins trouvés">$NB_RESULTS magasins trouvés</strong> près de chez vous </span> <a class="stores-map-link float-right d-none" href="https://www.lepantalon.fr/en/stores" data-url="https://www.lepantalon.fr/en/stores?location=$LOCATION"> Voir sur la carte </a> </div> <div class="row stores-map-and-list"> <div class="col" style="display: none;"> <div class="stores-list list-group list-group-flush"></div> </div> </div> </div> </div> </div> <script id="store-list-item-template" type="text/x-handlebars-template" data-keepinline=""> <a href="{{store.meta.canonical}}" title="{{store.meta.title}}" class="list-group-item list-group-item-action"> <div> <div class="store-info"> <p class="store-name">{{store.name}}</p> <address>{{{store.address.formatted}}}</address> {{#if store.phone}}<span class="store-phone">Tél : <span>{{store.phone}}</span></span><br />{{/if}} {{#if store.email}}<span class="store-email">{{store.email}}</span><br />{{/if}} </div> <div class="store-info-right"> {{#if store.distance}} <div class="store-distance"> {{store.distance}} </div> {{/if}} {{#if store.business_hours_today}} <div class="store-hours-today"> {{store.business_hours_today}} </div> {{/if}} <div class="store-link clearfix"> <span> Plus d'infos <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 40 40" class="axsvgicon axsvgicon-arrow-right" aria-hidden="true"> <polyline points="15 10 25 20 15 30" fill="none" stroke="#000" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" fill-rule="evenodd"/></svg> </span> {{#if options.favoriteStoreEnabled}} <span class="store-select-btn btn-secondary" title="Choisir ce magasin par défaut" data-store-id="{{store.id}}"> Choisir ce magasin </span> {{/if}} </div> </div> </div> </a> </script> <div id="axstorelocator-widget-popin-stock" style="display: none;"> <div class="page-content page-stores"> <div class="stores-loading-container"> <div class="row stores-map-and-list" style="display: none;"> <div class="col" style="display: none;"> <div class="page-heading"> Click and collect </div> <p class="texte-clic-and-collect"><i>Choose your size:</i></p> <ul id="size_popup"> </ul> <div class="stores-list list-group list-group-flush"></div> </div> <div class="col-7" style="display: none;"> <div id="map" class="stores-map"></div> </div> </div> </div> <div id="widget-fm-product-stocks-variants" style="display: none !important;"> <ul></ul> <span class="clickandcollect-v2 btn-popup dispo-2h"> <span class="all-dispos" style="visibility: hidden;"> <svg aria-hidden="true" focusable="false" data-prefix="fas" data-icon="check-circle" class="svg-inline--fa fa-check-circle fa-w-16 dispo-svg" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"> <path fill="currentColor" d="M504 256c0 136.967-111.033 248-248 248S8 392.967 8 256 119.033 8 256 8s248 111.033 248 248zM227.314 387.314l184-184c6.248-6.248 6.248-16.379 0-22.627l-22.627-22.627c-6.248-6.249-16.379-6.249-22.628 0L216 308.118l-70.059-70.059c-6.248-6.248-16.379-6.248-22.628 0l-22.627 22.627c-6.248 6.248-6.248 16.379 0 22.627l104 104c6.249 6.249 16.379 6.249 22.628.001z"></path> </svg> <svg aria-hidden="true" focusable="false" data-prefix="fas" data-icon="times-circle" class="svg-inline--fa fa-times-circle fa-w-16 no-dispo-svg" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"> <path fill="currentColor" d="M256 8C119 8 8 119 8 256s111 248 248 248 248-111 248-248S393 8 256 8zm121.6 313.1c4.7 4.7 4.7 12.3 0 17L338 377.6c-4.7 4.7-12.3 4.7-17 0L256 312l-65.1 65.6c-4.7 4.7-12.3 4.7-17 0L134.4 338c-4.7-4.7-4.7-12.3 0-17l65.6-65-65.6-65.1c-4.7-4.7-4.7-12.3 0-17l39.6-39.6c4.7-4.7 12.3-4.7 17 0l65 65.7 65.1-65.6c4.7-4.7 12.3-4.7 17 0l39.6 39.6c4.7 4.7 4.7 12.3 0 17L312 256l65.6 65.1z"></path> </svg> <span class="msg-dispo-2h">Available in 2h</span> <span class="msg-dispo-4j">Available in 4 days</span> <span class="msg-dispo-no">Product not available</span> </span> <form class="form-add-click-and-collect" action="https://www.lepantalon.fr/en/cart" method="post"> <input type="hidden" name="id_product" value=""> <input type="hidden" name="id_customization" value="" id="product_customization_id"> <input type="hidden" name="qty" value=""> <input type="hidden" name="token" value="813497c5d2d54d606af6fbfafd75b6c5"> <input type="hidden" name="store" value="" id="store_hidden"> <input type="hidden" name="" value="" class="hidden-variant"> <button data-button-action="add-to-cart" class="btn btn-primary btn-popup-clicandcollect" onclick="addTocartClickAndCollect(this);" disabled="">Pickup in store</button> </form> </span> <p id="id_store_selected" value="0"></p> </div> </div> </div> <script id="store-list-item-template-stock" type="text/x-handlebars-template" data-keepinline=""> <a data-markerid="{{markerid}}" data-storeid="{{store.id}}" href="javascript:void(0);" 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class="container-title-subcategory dropdown-click" id="dropdown-click-14"> <p class="">Bermuda shorts</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-14"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" 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mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-19"> <div class="container-title-subsubcategories"> <a href="/19-chinos-men">All Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/8-classic-chinos">Classic Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/40-textured-chinos">Textured Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/108-light-chinos">Light Chinos</a> </div> <div class="container-title-subsubcategories"> <a href="/186-seersucker-chinos">Seersucker Chinos</a> <span class="label_category_menu"><label style="color: #ffff !important;background: #1B3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a 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filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-9"> <div class="container-title-subsubcategories"> <a href="/9-denim-men">All Denim</a> </div> <div class="container-title-subsubcategories"> <a href="/114-selvedge-jeans">Selvedge Jeans</a> </div> <div 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0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-131"> <div class="container-title-subsubcategories"> <a href="/131-pleated-trousers-men">All Pleated Trousers</a> </div> <div class="container-title-subsubcategories"> <a href="/202-light-pleated-trousers-men">Pantalon à pince léger </a> <span class="label_category_menu"><label style="color: #ffff !important;background: #1b3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/201-warm-pleated-trousers">Warm pleated trousers </a> </div> </ul> </li> <li class="subcategory"> <a href="/152-carpenter-trousers-men">Carpenter Trousers </a> </li> <li class="subcategory"> <a href="/137-cargo-trousers-men">Cargo Trousers</a> </li> <li class="subcategory"> <a href="/7-flannel-trousers-men">Flannel Trousers</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-116"> <p class="">Corduroy Trousers</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-116"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-116"> <div class="container-title-subsubcategories"> <a href="/116-corduroy-trousers-men">All Corduroy Trousers</a> </div> <div class="container-title-subsubcategories"> <a href="/174-five-pocket-corduroy-trousers">5 Pocket Corduroy Trousers</a> </div> <div class="container-title-subsubcategories"> <a href="/176-corduroy-chinos">Corduroy Chinos </a> </div> </ul> </li> <li class="subcategory"> <a href="/34-swim-shorts">Swim shorts</a> </li> <li class="subcategory"> <a class="link-subcategory-171 171" href="/171-sweat-unisexe">Sweats</a> </li> <li class="subcategory"> <a class="link-subcategory-155 155" href="/155-tee-shirts-unisexe">Tee-shirts</a> </li> <li class="subcategory"> <a href="/95-last-chances">Last chances</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-10"> <p class="">Accessories</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-10"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-10"> <div class="container-title-subsubcategories"> <a href="/10-accessories-men">All Accessories</a> </div> <div class="container-title-subsubcategories"> <a href="/13-socks-men">Socks</a> </div> <div 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class="container-category-empty-bloc-pict container-content-empty-bloc-pict-95"> <p class="dropdown-subpage-click" id="dropdown-subpage-click-5">About us</p> <div class="arrow-dropdown-subpage" id="arrow-dropdown-subpage-5"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <div class="container-subcategories-subpage" id="container-subcategories-subpage-5"> <ul> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/119-our-story">Our history</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/116-sustainable">#GreenerFashion</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/120-sponsorship">Get 10€ !</a></li> <li class="subcategory_page"><a href="https://blog.lepantalon.fr/">Blog</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/fr/content/137-tilli-service-de-retouche">Touch-up service</a></li> </ul> </div> </li> <li class="container-category-empty-bloc-pict"> <a href="https://www.lepantalon.fr/en/contactus">Contact</a> </li> <li class="other-link other-link-first"><a href="https://www.lepantalon.fr/en/content/119-notre-mission">Our history</a></li> <li class="other-link"><a href="http://blog.lepantalon.fr/">Blog</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/113-sommaire-guide-des-tailles">Size guide</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/112-entretien">Maintenance tips</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/1-livraison-retours">Deliveries and returns</a></li> <select class="icc-select-language select2-hidden-accessible" onchange="window.location = $(this).val();" data-select2-id="7" tabindex="-1" aria-hidden="true"> <option value="https://www.lepantalon.fr/fr/"> Français (French) </option> <option value="https://www.lepantalon.fr/en/" selected="" data-select2-id="9"> English (English) </option> </select><span class="select2 select2-container select2-container--default" dir="ltr" data-select2-id="8" style="width: 100%;"><span class="selection"><span class="select2-selection select2-selection--single" role="combobox" aria-haspopup="true" aria-expanded="false" tabindex="0" aria-labelledby="select2-eyz1-container"><span class="select2-selection__rendered" id="select2-eyz1-container" role="textbox" aria-readonly="true" title=" English (English) "> English (English) </span><span class="select2-selection__arrow" role="presentation"><b role="presentation"></b></span></span></span><span class="dropdown-wrapper" aria-hidden="true"></span></span> </ul> </div> <li class="container-category" id="container-category-1"> <p>Women</p> </li> <div class="container-subcategories" id="container-subcategory-1"> <ul class="container-bloc_picts"> <li class="bloc_picts"> <a href="https://www.lepantalon.fr/en/balloon-jeans/2236-ice-blue-balloon-jeans.html"> <img class="img_bloc_pict" src="https://www.lepantalon.fr/modules/iccmenu/img/image_ICC_MENU_IMAGE_MOBILE_EN_20240522_142728.jpg"> </a> </li> <li class="bloc_picts"> <a href="https://www.lepantalon.fr/en/denim-shorts-women/340-the-blue-denim-short.html"> <img class="img_bloc_pict" src="https://www.lepantalon.fr/modules/iccmenu/img/image_ICC_MENU_IMAGE_MOBILE_EN_20240603_113506.jpg"> </a> </li> </ul> <ul class="container-subcategory"> <li class="subcategory"> <a class="link-subcategory-old" href="https://www.lepantalon.fr//en/51-Women">All products</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-53"> <p class="">Denim</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-53"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-53"> <div class="container-title-subsubcategories"> <a href="/53-denim-women">All Denim</a> </div> <div class="container-title-subsubcategories"> <a href="/141-flare-jeans">Flare Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/138-regular-jeans">Regular Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/140-girlfriend-jeans">Girlfriend Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/170-regular-jeans-woman">Regular Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/144-bootcut-jeans">Bootcut Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/188-wide-jeans-women">Wide Jeans </a> <span class="label_category_menu"><label style="color: #FFFF !important;background: #1B3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/196-balloon-jeans"> Balloon Jeans </a> <span class="label_category_menu"><label style="color: #FFFF !important;background: #1B3146 !important;">New</label></span> </div> <div class="container-title-subsubcategories"> <a href="/142-slim-jeans">Slim Jeans</a> </div> <div class="container-title-subsubcategories"> <a href="/139-carrot-jeans">Carrot Jeans </a> </div> <div class="container-title-subsubcategories"> <a href="/143-dungarees">Dungarees</a> </div> </ul> </li> <li class="subcategory"> <a href="/184-pleated-trousers">Pleated trousers </a> </li> <li class="subcategory"> <a href="/153-bridge-pants-women">Bridge pants</a> </li> <li class="subcategory"> <a href="/61-chinos-women">Chinos</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-109"> <p class="">Corduory Trousers</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-109"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-109"> <div class="container-title-subsubcategories"> <a href="/109-corduory-trousers">All Corduory Trousers</a> </div> <div class="container-title-subsubcategories"> <a href="/180-carpenter-corduroy-trousers">Carpenter corduroy trousers </a> </div> <div class="container-title-subsubcategories"> <a href="/177-corduory-straight-trousers">Corduory Straight Trousers</a> </div> </ul> </li> <li class="subcategory"> <a class="link-subcategory-171 171" href="/171-sweat-unisexe">Sweats</a> </li> <li class="subcategory"> <a class="link-subcategory-155 155" href="/155-tee-shirts-unisexe">Tee-shirts</a> </li> <li class="subcategory"> <a href="/132-flannel-trousers-women">Flannel Trousers</a> </li> <li class="subcategory"> <a href="/148-denim-skirts">Denim skirts </a> </li> <li class="subcategory"> <a href="/129-wide-leg-trousers-women">Wide leg Trousers</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-126"> <p class="">Shorts</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-126"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-126"> <div class="container-title-subsubcategories"> <a href="/126-shorts-women">All Shorts</a> </div> <div class="container-title-subsubcategories"> <a href="/128-denim-shorts-women">Denim shorts</a> </div> <div class="container-title-subsubcategories"> <a href="/127-light-shorts-women">Light Shorts</a> <span class="label_category_menu"><label style="color: #FFFF !important;background: #1B3146 !important;">New</label></span> </div> </ul> </li> <li class="subcategory"> <a href="/96-last-chances">Last Chances</a> </li> <li class="subcategory"> <div class="container-title-subcategory dropdown-click" id="dropdown-click-71"> <p class="">Accessories</p> </div> <div class="arrow-dropdown" id="arrow-dropdown-71"> <svg width="12" height="28" viewBox="0 0 17 28" fill="none" xmlns="http://www.w3.org/2000/svg"> <g filter="url(#filter0_d_371_944)"> <path d="M2 2L13.5 13.5L2 25.5" stroke="#1C3245" stroke-width="2"></path> </g> <defs> <filter id="filter0_d_371_944" x="0.27832" y="0.292969" width="15.6211" height="26.8989" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"></feFlood> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"></feColorMatrix> <feOffset></feOffset> <feGaussianBlur stdDeviation="0.5"></feGaussianBlur> <feComposite in2="hardAlpha" operator="out"></feComposite> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"></feColorMatrix> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_371_944"></feBlend> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <ul class="container-subsubcategories" id="container-subsubcategories-71"> <div class="container-title-subsubcategories"> <a href="/71-accessories-women">All Accessories</a> </div> <div class="container-title-subsubcategories"> <a href="/124-women-socks">Socks</a> </div> <div class="container-title-subsubcategories"> <a href="/125-belts-women">Belts</a> </div> </ul> </li> <li class="subcategory"> <a href="/77-gift-voucher">Gift Voucher</a> </li> <li class="subcategory"> <a href="/122-unisex-children-s-chinos">Children</a> </li> </ul> <ul class="container-subcategory-empty-bloc-pict"> <li class="container-category-empty-bloc-pict container-category-empty-bloc-pict-130"> <a class="" href="/en/130-Summer selection "><span class="">Summer selection </span></a> </li> <li class="container-category-empty-bloc-pict container-category-empty-bloc-pict-123"> <a class="" href="/en/123-Bestsellers"><span class="">Bestsellers</span></a> </li> <li class="container-category-empty-bloc-pict container-content-empty-bloc-pict-24"> <a href="/en/content/24-Stores">Stores</a> </li> <li class="container-category-empty-bloc-pict container-content-empty-bloc-pict-95"> <p class="dropdown-subpage-click" id="dropdown-subpage-click-5">About us</p> <div class="arrow-dropdown-subpage" 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in2="effect1_dropShadow_371_944" result="shape"></feBlend> </filter> </defs> </svg> </div> <div class="container-subcategories-subpage" id="container-subcategories-subpage-5"> <ul> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/119-our-story">Our history</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/116-sustainable">#GreenerFashion</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/en/content/120-sponsorship">Get 10€ !</a></li> <li class="subcategory_page"><a href="https://blog.lepantalon.fr/">Blog</a></li> <li class="subcategory_page"><a href="https://www.lepantalon.fr/fr/content/137-tilli-service-de-retouche">Touch-up service</a></li> </ul> </div> </li> <li class="container-category-empty-bloc-pict"> <a href="https://www.lepantalon.fr/en/contactus">Contact</a> </li> <li class="other-link other-link-first"><a href="https://www.lepantalon.fr/en/content/119-notre-mission">Our history</a></li> <li class="other-link"><a href="http://blog.lepantalon.fr/">Blog</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/113-sommaire-guide-des-tailles">Size guide</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/112-entretien">Maintenance tips</a></li> <li class="other-link"><a href="https://www.lepantalon.fr/en/content/1-livraison-retours">Deliveries and returns</a></li> <select class="icc-select-language select2-hidden-accessible" onchange="window.location = $(this).val();" data-select2-id="10" tabindex="-1" aria-hidden="true"> <option value="https://www.lepantalon.fr/fr/"> Français (French) </option> <option value="https://www.lepantalon.fr/en/" selected="" data-select2-id="12"> English (English) </option> </select><span class="select2 select2-container select2-container--default" dir="ltr" data-select2-id="11" style="width: 100%;"><span class="selection"><span class="select2-selection select2-selection--single" role="combobox" 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- privacy-sandbox
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Waterfall View
| Start Render | First Contentful Paint | Largest Contentful Paint | Layout Shift | DOM Interactive | DOM Content Loaded | On Load | Document Complete |
 Render Blocking Resource |
 Insecure Request |
3xx response | 4xx+ response | Doesn't Belong to Main Doc |