- URL: https://www.cuemath.com/
- Date: 12/20/24 00:50:57
Webpage Performance Test Result
- Settings: Desktop
v131
CableVirginia
More
- 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 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| .599S | .200S | 1.513S | 4.021S | 3.453S | .172 | 2.318S | 5.486S | 77 | 18,676KB | 11.780S | 80 | 18,942KB |
Visual Page Loading Process (Explore)
| Custom Metrics | User Timings | Navigation Timings | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 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 | origin-trials | 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 | fbevents_start_estPageViewProcessing | fbevents_end_estPageViewProcessing | fbevents_start_unwantedDataProcessing_1204704116541795 | fbevents_end_unwantedDataProcessing_1204704116541795 | fbevents_start_unwantedParamsProcessing_1204704116541795 | fbevents_start_validateUrlProcessing_1204704116541795 | fbevents_end_validateUrlProcessing_1204704116541795 | fbevents_start_standardParamChecksProcessing_1204704116541795 | domContentLoadedEvent | loadEvent |
| 24 | {"dppx":1,"dpcm":37.79527559055118,"dpi":96} | [{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":256,"height":152,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":254,"height":24,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":256,"height":152,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":1018,"height":152,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false}] | {"absolute":{"height":1200,"width":1920},"available":{"height":1200,"width":1920}} | {"tables":{"total":0,"total_with_caption":0,"total_with_presentational":0,"total_with_figcaption":0},"file_extension_alts":{"total_elements_with_alt":13,"total_elements_with_non_empty_alt":12,"total_with_file_extension":0,"file_extensions":{}},"title_and_alt":{"total_alt":15,"total_title":2,"total_both":0,"total_alt_same_as_title":0},"th_with_scope_attribute":{"total_th":0,"total_with_scope":0,"scopes":{}},"td_with_headers_attribute":{"total_tds":0,"total_with_headers":0},"total_anchors_with_role_button":2,"total_role_tab_with_selected_and_controls":0,"placeholder_but_no_label":{"total_placeholder":0,"total_no_label":0},"divs_or_spans_as_button_or_link":{"total_role_button":2,"total_role_link":0,"total_either":2},"screen_reader_classes":false,"form_control_a11y_tree":[{"type":"button","attributes":{},"properties":{"invalid":"false","focusable":true},"accessible_name":"Get Started","accessible_name_sources":[{"type":"contents","value":"Get Started"}],"role":"button"},{"type":"button","attributes":{},"properties":{"invalid":"false","focusable":true},"accessible_name":"Get Started","accessible_name_sources":[{"type":"contents","value":"Get Started"}],"role":"button"},{"type":"button","attributes":{},"properties":{"invalid":"false","focusable":true},"accessible_name":"Get Started","accessible_name_sources":[{"type":"contents","value":"Get Started"}],"role":"button"}],"fieldset_radio_checkbox":{"total_radio":0,"total_checkbox":0,"total_radio_in_fieldset":0,"total_checkbox_in_fieldset":0,"fieldsets":[]},"required_form_controls":[]} | {"ads":{"present":false,"status":404,"redirected":false},"app_ads":{"present":false,"status":404,"redirected":false},"sellers":{"present":false,"redirected":false,"status":404}} | {"01.12":0,"01.13":1,"link-nodes":{"total":36,"nodes":[{"tagName":"link","rel":"preconnect","href":"https://fonts.gstatic.com","crossorigin":""},{"tagName":"link","rel":"shortcut icon","href":"https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.googletagmanager.com/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.google.co.in/"},{"tagName":"link","rel":"preload","href":"https://static.qumath.in/static/next/_next/static/media/Athletics-Light.3995a09b0ed9d570a3a4da439efdd26b.woff2","as":"font","type":"font/woff2","crossorigin":"anonymous"},{"tagName":"link","rel":"preconnect","href":"https://fonts.gstatic.com/","crossorigin":"true"},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"shortcut icon","href":"https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"},{"tagName":"link","rel":"canonical","href":"https://www.cuemath.com/"},{"tagName":"link","rel":"alternate","hreflang":"en-us","href":"https://www.cuemath.com/en-us/"},{"tagName":"link","rel":"alternate","hreflang":"en-in","href":"https://www.cuemath.com/"},{"tagName":"link","rel":"alternate","hreflang":"x-default","href":"https://www.cuemath.com/"},{"tagName":"link","rel":"alternate","hreflang":"en-gb","href":"https://www.cuemath.com/en-gb/"},{"tagName":"link","rel":"alternate","hreflang":"en-de","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-fr","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-no","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-it","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-nl","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-se","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-ie","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-au","href":"https://www.cuemath.com/en-au/"},{"tagName":"link","rel":"alternate","hreflang":"en-nz","href":"https://www.cuemath.com/en-nz/"},{"tagName":"link","rel":"alternate","hreflang":"en-sg","href":"https://www.cuemath.com/en-sg/"},{"tagName":"link","rel":"alternate","hreflang":"en-ae","href":"https://www.cuemath.com/en-ae/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.googletagmanager.com/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.google.co.in/"},{"tagName":"link","rel":"preconnect","href":"https://fonts.gstatic.com/","crossorigin":"true"},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"shortcut icon","href":"https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.googletagmanager.com/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.google.co.in/"},{"tagName":"link","rel":"stylesheet","href":"https://static.qumath.in/static/website/old-cdn-static/min_cue_base_1_1.css","media":"all","onload":"if(media!='all')media='all'"},{"tagName":"link","rel":"preload","href":"https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css","as":"style"},{"tagName":"link","rel":"stylesheet","href":"https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css","data-n-g":""}],"attribute_usage_count":{"rel":36,"href":32,"crossorigin":4,"as":2,"type":1,"data-href":4,"data-optimized-fonts":4,"hreflang":15,"media":1,"onload":1,"data-n-g":1}},"priority-hints":{"total":0,"nodes":[],"attribute_usage_count":{}},"meta-nodes":{"total":18,"nodes":[{"tagName":"meta","charset":"UTF-8"},{"tagName":"meta","name":"description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"tagName":"meta","name":"keywords","content":""},{"tagName":"meta","name":"viewport","content":"width=device-width, initial-scale=1, user-scalable=no"},{"tagName":"meta","name":"og_title","property":"og:title","content":"One Stop for Math Learning & Live Math Classes | Cuemath"},{"tagName":"meta","name":"og_site_name","property":"og:site_name","content":"Cuemath"},{"tagName":"meta","name":"og_image","property":"og:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"tagName":"meta","name":"og_url","property":"og:url","id":"og-url","content":""},{"tagName":"meta","property":"og:description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"tagName":"meta","name":"twitter:site","content":""},{"tagName":"meta","name":"twitter:card","content":"summary_large_image"},{"tagName":"meta","name":"twitter:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"tagName":"meta","property":"og:image:width","content":"1200"},{"tagName":"meta","property":"og:image:height","content":"630"},{"tagName":"meta","name":"theme-color","content":"#FFBA07"},{"tagName":"meta","name":"google-site-verification","content":"rJR5MmOlrl6Ax4P0O1IIXIS_S9gwY6Wk_kc-BSNyi8o"},{"tagName":"meta","name":"ahrefs-site-verification","content":"04ac78bf41ffbe25dc08a55ceee2f67c917f01c9e75cab6f399d36658200db4c"},{"tagName":"meta","name":"next-head-count","content":"51"}],"attribute_usage_count":{"charset":1,"name":14,"content":17,"property":7,"id":1}},"10.5":["schema.org/EducationalOrganization","Answer","Question","schema.org/FAQPage"],"seo-anchor-elements":{"internal":192,"external":14,"hash":0,"navigateHash":0,"earlyHash":0},"seo-titles":{"titleWords":109,"titleElements":12},"seo-words":{"wordsCount":1167,"wordElements":78},"input_elements":{"total":0,"nodes":[],"attribute_usage_count":{}},"link_protocols_used":{"https":206},"06.47":0,"08.39":{"link":0,"script":1},"09.27":{"total":13,"nodes":[{"tagName":"a","tabindex":"0"},{"tagName":"a","tabindex":"0"},{"tagName":"div","tabindex":"0"},{"tagName":"div","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"}],"attribute_usage_count":{"aria-label":4,"role":4,"tabindex":13,"class":11,"href":1,"rel":1,"target":1,"style":11,"title":2,"data-active":1}},"icon_only_clickables":6,"inline_svg_stats":{"total":8,"content_lengths":[642,574,642,574,642,574,400851,400857],"attribute_usage_count":{"width":8,"height":8,"viewbox":8,"fill":6,"xmlns":8,"xmlns:xlink":2,"preserveaspectratio":2,"style":2}},"images":{"pictures":{"total":0,"nodes":[],"attribute_usage_count":{}},"imgs":{"total":23,"nodes":[{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"}],"attribute_usage_count":{"src":23,"alt":13,"width":13,"class":23,"height":10,"style":1}},"sources":{"total":3,"nodes":[{"tagName":"source","type":"video/mp4"},{"tagName":"source","type":"video/mp4"},{"tagName":"source","type":"video/mp4"}],"attribute_usage_count":{"src":3,"type":3}},"total_with_srcset":0,"total_with_sizes":0,"total_pictures_with_img":0,"sizes_values":[],"loading_values":[],"alt_lengths":[12,12,12,0,28,28,28,28,28,28,28,28,28,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1]},"videos":{"total":4,"nodes":[{"tagName":"video","loop":""},{"tagName":"video","controls":"","muted":"","poster":"https://static.qumath.in/static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp","autoplay":""},{"tagName":"video","autoplay":"","loop":""},{"tagName":"video","autoplay":"","loop":""}],"attribute_usage_count":{"playsinline":2,"loop":3,"alt":1,"src":1,"color":1,"class":3,"width":3,"height":1,"controls":1,"muted":1,"disablepictureinpicture":1,"id":1,"poster":1,"autoplay":3},"total_with_track":1,"tracks":{"total":1,"nodes":[{"tagName":"track","kind":"captions"}],"attribute_usage_count":{"kind":1}}},"audios":{"total":0,"nodes":[],"attribute_usage_count":{},"total_with_track":0,"tracks":{"total":0,"nodes":[],"attribute_usage_count":{}}},"iframes":{"iframes":{"total":4,"nodes":[{"tagName":"iframe","height":"0","width":"0","style":"display: none; visibility: hidden;"},{"tagName":"iframe","allow":"join-ad-interest-group","data-tagging-id":"","data-load-time":"","height":"0","width":"0","src":"https://td.doubleclick.net/td/rul/809392233?random=1734655791515&cv=11&fst=1734655791515&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1","style":"display: none; visibility: hidden;"},{"tagName":"iframe","allow":"join-ad-interest-group","data-tagging-id":"","data-load-time":"","height":"0","width":"0","src":"https://td.doubleclick.net/td/rul/809392233?random=1734655791550&cv=11&fst=1734655791550&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1","style":"display: none; visibility: hidden;"},{"tagName":"iframe","allow":"join-ad-interest-group","data-tagging-id":"","data-load-time":"","height":"0","width":"0","src":"https://td.doubleclick.net/td/ga/rul?tid=G-GNBBJJ7CG9&gacid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&dma=0&gcd=13l3l3l3l1l1&npa=0&pscdl=noapi&aip=1&fledge=1&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=125125689","style":"display: none; visibility: hidden;"}],"attribute_usage_count":{"height":4,"width":4,"style":4,"allow":3,"data-tagging-id":3,"data-load-time":3,"src":3}},"loading_values":[]},"scripts":{"total":41,"nodes":[{"tagName":"script","type":"text/javascript","async":"","src":"https://www.google-analytics.com/analytics.js"},{"tagName":"script","async":"","src":"https://websdk.appsflyer.com?st=banners&"},{"tagName":"script","src":"https://connect.facebook.net/signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C","async":""},{"tagName":"script","async":"","src":"https://connect.facebook.net/en_US/fbevents.js"},{"tagName":"script","type":"text/javascript","async":"","src":"https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200"},{"tagName":"script","type":"text/javascript","async":"","src":"https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200"},{"tagName":"script","async":"","src":"https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x"},{"tagName":"script"},{"tagName":"script"},{"tagName":"script","type":"application/ld+json"},{"tagName":"script","type":"application/ld+json"},{"tagName":"script","defer":"","nomodule":"","src":"https://static.qumath.in/static/next/_next/static/chunks/polyfills-a40ef1678bae11e696dba45124eadd70.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/ea88be26-930704d94db5f2cb92f7.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/79464-c2d183637746cedd834a.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/76711-12ef753798e7a649a9d6.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/25241-020a8e290c7bdada3ae6.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/62220-a463822f56e56dde9f24.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/15452-b6b7f50215b68841f765.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/44387-5e155aade7fa4adb849d.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/44312-386114d1f24f80582a68.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/31691.44513c5d8de21c8c525c.js"},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/framework-fabe9812f30f6712e2dc.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/main-e08b2565d9dc0ac575c3.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/pages/website-v2-e421221ba88fb97d3f11.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_buildManifest.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_ssgManifest.js","defer":""},{"tagName":"script","type":"text/javascript","async":"","src":"https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791515&cv=11&fst=1734655791515&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=6"},{"tagName":"script","type":"text/javascript","async":"","src":"https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791550&cv=11&fst=1734655791550&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=6"},{"tagName":"script","id":"__NEXT_DATA__","type":"application/json"},{"tagName":"script","defer":"","src":"https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015","integrity":"sha512-ZpsOmlRQV6y907TI0dKBHq9Md29nnaEIPlkf84rnaERnq6zvWvPUqr2ft8M1aS28oN72PdrCzSjY4U6VaAw1EQ==","data-cf-beacon":"","crossorigin":"anonymous"},{"tagName":"script","src":"https://cdn.jsdelivr.net/npm/cookieconsent@3/build/cookieconsent.min.js","async":"","id":"cookieconsent","defer":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script"},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""}],"attribute_usage_count":{"type":14,"async":10,"src":29,"defer":20,"nomodule":1,"id":8,"integrity":1,"data-cf-beacon":1,"crossorigin":1,"charset":6}},"nodes_using_role":{"total":6,"usage_and_count":{"dialog":1,"button":4,"alert":1}},"headings_order":[1,2,3,3,3,3,3,3,3,3,3,3],"shortcuts_stats":{"total_with_aria_shortcut":0,"total_with_accesskey":0,"aria_shortcut_values":[],"accesskey_values":[]},"attributes_used_on_elements":{"lang":1,"type":18,"async":10,"src":59,"rel":179,"href":244,"crossorigin":5,"as":2,"data-href":6,"data-optimized-fonts":4,"charset":7,"name":14,"content":17,"property":7,"id":21,"hreflang":15,"media":1,"onload":1,"data-n-g":1,"data-n-css":1,"defer":20,"nomodule":1,"data-styled":1,"data-styled-version":1,"role":6,"aria-live":2,"aria-label":5,"aria-describedby":1,"class":1814,"style":49,"tabindex":13,"target":143,"data-entry-section":212,"width":157,"alt":15,"data-parent-screen":208,"data-entry-point":210,"height":251,"color":376,"viewBox":8,"fill":10,"xmlns":8,"d":20,"stroke":16,"stroke-width":16,"title":2,"xmlns:xlink":2,"preserveAspectRatio":4,"x":2,"y":2,"transform":24,"opacity":24,"fill-opacity":14,"stroke-linecap":10,"stroke-linejoin":10,"stroke-miterlimit":10,"stroke-opacity":10,"mask-type":2,"clip-path":2,"mask":2,"playsinline":2,"loop":3,"controls":1,"muted":1,"disablepictureinpicture":1,"poster":1,"autoplay":3,"kind":1,"data-active":1,"integrity":1,"data-cf-beacon":1,"allow":3,"data-tagging-id":3,"data-load-time":3},"body_node":{"tagName":"body"},"html_node":{"tagName":"html","lang":"en"},"document_title":{"value":"One Stop for Math Learning & Live Math Classes | Cuemath","length":56},"length_of_h1s":[24]} | {"ng_version":null,"ng_img_user":null,"ng_priority_img_count":null,"ng_server_context":null,"nuxt_version":null,"nuxt_vue_version":null,"next_version":"11.1.4","next_is_script_user":null,"next_is_third_parties_user":null,"next_script_before_interactive_count":null,"next_script_after_interactive_count":null,"next_script_lazy_on_load_count":null,"next_script_worker_count":null,"react_version":"17.0.2","svelte_version":null,"feature_flags":[]} | 12 | {"wordpress":{"block_theme":false,"has_embed_block":false,"embed_block_count":{"total":0,"total_by_type":[]},"scripts":[],"content_type":{"template":"unknown","post_type":"","taxonomy":""},"uses_interactivity_api":false,"interactivity_api_usage":{"total_regions":0,"total_regions_by_namespace":[]}}} | [{"name":"cf_ip_lat_lng","domain":"www.cuemath.com","path":"\/","expires":-1,"size":75,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"cf-ipcity","domain":"www.cuemath.com","path":"\/","expires":-1,"size":19,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"cue_country_code","domain":"www.cuemath.com","path":"\/","expires":-1,"size":18,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"__ab_experiment__","domain":"www.cuemath.com","path":"\/","expires":1766191787.60291,"size":185,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"last_landing_page","domain":"www.cuemath.com","path":"\/","expires":1734828587.603008,"size":101,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"lru-cache","domain":"www.cuemath.com","path":"\/","expires":-1,"size":12,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"mp_30137be7dac047d9eeeff55e48b07616_mixpanel","domain":".cuemath.com","path":"\/","expires":1766191789,"size":350,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"source_details","domain":"www.cuemath.com","path":"\/","expires":1766191789,"size":936,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"last_page","domain":"www.cuemath.com","path":"\/","expires":1734742190,"size":12,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"landing_page","domain":"www.cuemath.com","path":"\/","expires":1734742190,"size":15,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_gcl_au","domain":".cuemath.com","path":"\/","expires":1742431791,"size":32,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_ga_GNBBJJ7CG9","domain":".cuemath.com","path":"\/","expires":1769215791.858892,"size":52,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"IDE","domain":".doubleclick.net","path":"\/","expires":1769215791.972187,"size":67,"httpOnly":true,"secure":true,"session":false,"sameSite":"None","sameParty":false},{"name":"_ga","domain":".cuemath.com","path":"\/","expires":1769215791.993759,"size":29,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_gid","domain":".cuemath.com","path":"\/","expires":1734742191,"size":30,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"cue_gacid","domain":"www.cuemath.com","path":"\/","expires":1734742191,"size":29,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_dc_gtm_UA-75184559-1","domain":".cuemath.com","path":"\/","expires":1734655852,"size":22,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_fbp","domain":".cuemath.com","path":"\/","expires":1742431792,"size":41,"httpOnly":false,"secure":false,"session":false,"sameSite":"Lax","sameParty":false},{"name":"__cf_bm","domain":".cuemath.com","path":"\/","expires":1734657606.44628,"size":156,"httpOnly":true,"secure":true,"session":false,"sameSite":"None","sameParty":false}] | ["https:\/\/www.cuemath.com\/en-us\/","https:\/\/www.cuemath.com\/en-us\/pricing\/","https:\/\/www.cuemath.com\/about-us\/","https:\/\/www.cuemath.com\/login\/","https:\/\/www.cuemath.com\/contact-us\/","https:\/\/www.cuemath.com\/privacy\/","https:\/\/www.cuemath.com\/en-eu\/","https:\/\/www.cuemath.com\/en-ae\/","https:\/\/www.cuemath.com\/en-us\/math-online-classes\/","https:\/\/www.cuemath.com\/en-sg\/","https:\/\/www.cuemath.com\/worksheets\/kindergarten-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/1st-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/2nd-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/3rd-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/4th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/5th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/6th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/7th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/8th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/9th-grade-math-worksheets\/"] | {"css_in_js":["Styled Components"],"prefersColorScheme":false,"externalCssInHead":6,"externalCssInBody":0,"inlineCssInHead":6,"inlineCssInBody":0} | {"summary":{"--height":{"set":[{"value":"calc( 80vh - 50px )","selector":":root"}]},"--width":{"get":[{"usedIn":"width","value":"calc(var(--width) * 0.5)","selector":".AOUeM .carousel__item img","condition":[{"type":"media","test":"screen and (max-width: 800px)"}]}],"set":[{"value":"450px","selector":":root"}]},"--max-width-base":{"get":[{"usedIn":"--max-width","value":"calc(var(--max-width-base) * 1px)","selector":":root"},{"usedIn":"--font-size-title-desktopXXL-scalable","value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXXL-scalable","value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXXL-scalable","value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"}],"set":[{"value":"1480","selector":":root"}]},"--max-width":{"set":[{"value":"calc(var(--max-width-base) * 1px)","selector":":root"}]},"--scrollbar-width":{"get":[{"usedIn":"--window-width","value":"calc(100vw - var(--scrollbar-width))","selector":":root"}],"set":[{"value":"0px","selector":":root"}]},"--window-width":{"get":[{"usedIn":"--font-size-title-mobile-scalable","value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-tablet-scalable","value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktop-scalable","value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXL-scalable","value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXXL-scalable","value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-mobile-scalable","value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-tablet-scalable","value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktop-scalable","value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXL-scalable","value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXXL-scalable","value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-mobile-scalable","value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-tablet-scalable","value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktop-scalable","value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXL-scalable","value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXXL-scalable","value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"}],"set":[{"value":"calc(100vw - var(--scrollbar-width))","selector":":root"}]},"--border-radius":{"set":[{"value":"12px","selector":":root"}]},"--foreground-rgb":{"get":[{"usedIn":"--line-color","value":"rgba(var(--foreground-rgb),0.15)","selector":":root"}],"set":[{"value":"0,0,0","selector":":root"}]},"--background-color":{"set":[{"value":"255,255,255","selector":":root"}]},"--pulse-color":{"set":[{"value":"#DE75BD","selector":":root"}]},"--color-black-primary":{"get":[{"usedIn":"--button-color","value":"var(--color-black-primary)","selector":":root"}],"set":[{"value":"#221B35","selector":":root"}]},"--color-white-primary":{"set":[{"value":"#FFFFFF","selector":":root"}]},"--grid-column-width":{"get":[{"usedIn":"--button-height","value":"var(--grid-column-width)","selector":":root"},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) * 2 + 1px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".cguloi","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(9 * var(--grid-column-width) - 0px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width) + 0px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) - 1px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width) - 2px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) + 64px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".rfptb","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bsaemi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".gwempF","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bBHRYw","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"usedIn":"width","value":"calc(9 * var(--grid-column-width) - 2px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) + 2px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(9 * var(--grid-column-width) + 1px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(1 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(13 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".kZOlxD"},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".hvOoLN"},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".frmzpr"},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".gCjJrP"},{"usedIn":"width","value":"calc(8 * var(--grid-column-width) + 1px)","selector":".dlMPSA","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(3 * var(--grid-column-width))","selector":".dlMPSA","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"margin-top","value":"calc(0.5 * var(--grid-column-width))","selector":".dlMPSA","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".jTtzQM","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(7.5 * var(--grid-column-width))","selector":".jTtzQM","condition":[{"type":"media","test":"screen and (max-width: 1023px) and (min-width: 768px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".fPgIxj","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(7.5 * var(--grid-column-width))","selector":".fPgIxj","condition":[{"type":"media","test":"screen and (max-width: 1023px) and (min-width: 768px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-bottom","value":"calc(2 * var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-bottom","value":"calc(1 * var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (max-width: 1023px) and (min-width: 768px)"}]},{"usedIn":"margin-bottom","value":"calc(2 * var(--grid-column-width))","selector":".kfFCpj"},{"usedIn":"width","value":"calc(17 * var(--grid-column-width))","selector":".dHWutm","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".dJNDSg"},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".bPwVcc"},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(100% + var(--grid-column-width))","selector":".dZcqxJ .background-grid"},{"usedIn":"grid-template-columns","value":"repeat( calc(var(--grid-column-count) + 0),var(--grid-column-width) )","selector":".dZcqxJ .background-grid__vertical"},{"usedIn":"top","value":"calc(var(--grid-column-width) / 2)","selector":".dZcqxJ .background-grid__horizontal"},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) - 4px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(3 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(13 * var(--grid-column-width) - 2px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) - 2px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) + 2px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(15 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) - 13px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(15 * var(--grid-column-width) + 1px)","selector":".fHyLmH","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(1 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(11 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(1 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) - 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(13 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width) + 0px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".AOUeM .carousel__list"},{"usedIn":"height","value":"calc(8 * var(--grid-column-width) + 1px)","selector":".AOUeM .carousel__list","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]}],"set":[{"value":"calc(var(--grid-column-width-base) * 1px)","selector":":root"},{"value":"calc(var(--grid-column-width-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--button-height":{"set":[{"value":"var(--grid-column-width)","selector":":root"}]},"--button-background":{"set":[{"value":"hsla(0,0%,100%,.15)","selector":":root"}]},"--button-color":{"get":[{"usedIn":"--button-border","value":"1px solid var(--button-color)","selector":":root"}],"set":[{"value":"var(--color-black-primary)","selector":":root"}]},"--button-border":{"set":[{"value":"1px solid var(--button-color)","selector":":root"}]},"--font-size-subtitle-scalable":{"get":[{"usedIn":"--button-font","value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","selector":":root"}],"set":[{"value":"var(--font-size-subtitle-mobile-scalable)","selector":":root"},{"value":"var(--font-size-subtitle-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-size-subtitle-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"var(--font-size-subtitle-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"var( --font-size-subtitle-desktopXXL-scalable )","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"calc(var(--font-size-subtitle-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--font-regular":{"get":[{"usedIn":"--button-font","value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","selector":":root"},{"usedIn":"--font-body","value":"var(--font-weight-normal) 14px/1.2 var(--font-regular)","selector":":root"},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 10px/1.1 var(--font-regular)","selector":":root"},{"usedIn":"--font-body","value":"var(--font-weight-normal) 16px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-body","value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--button-font":{"set":[{"value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","selector":":root"}]},"--slide-width":{"set":[{"value":"-2190px","selector":":root"},{"value":"-1800px","selector":":root","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]}]},"--space-base-unit":{"get":[{"usedIn":"--space-2","value":"calc(var(--space-base-unit) * 0.5)","selector":":root"},{"usedIn":"--space-4","value":"calc(var(--space-base-unit) * 1)","selector":":root"},{"usedIn":"--space-8","value":"calc(var(--space-base-unit) * 2)","selector":":root"},{"usedIn":"--space-12","value":"calc(var(--space-base-unit) * 3)","selector":":root"},{"usedIn":"--space-16","value":"calc(var(--space-base-unit) * 4)","selector":":root"},{"usedIn":"--space-20","value":"calc(var(--space-base-unit) * 5)","selector":":root"},{"usedIn":"--space-24","value":"calc(var(--space-base-unit) * 6)","selector":":root"},{"usedIn":"--space-32","value":"calc(var(--space-base-unit) * 8)","selector":":root"},{"usedIn":"--space-40","value":"calc(var(--space-base-unit) * 10)","selector":":root"},{"usedIn":"--space-44","value":"calc(var(--space-base-unit) * 11)","selector":":root"},{"usedIn":"--space-48","value":"calc(var(--space-base-unit) * 12)","selector":":root"},{"usedIn":"--space-56","value":"calc(var(--space-base-unit) * 14)","selector":":root"},{"usedIn":"--space-64","value":"calc(var(--space-base-unit) * 16)","selector":":root"}],"set":[{"value":"4px","selector":":root"}]},"--space-2":{"set":[{"value":"calc(var(--space-base-unit) * 0.5)","selector":":root"}]},"--space-4":{"set":[{"value":"calc(var(--space-base-unit) * 1)","selector":":root"}]},"--space-8":{"set":[{"value":"calc(var(--space-base-unit) * 2)","selector":":root"}]},"--space-12":{"set":[{"value":"calc(var(--space-base-unit) * 3)","selector":":root"}]},"--space-16":{"set":[{"value":"calc(var(--space-base-unit) * 4)","selector":":root"}]},"--space-20":{"set":[{"value":"calc(var(--space-base-unit) * 5)","selector":":root"}]},"--space-24":{"set":[{"value":"calc(var(--space-base-unit) * 6)","selector":":root"}]},"--space-32":{"set":[{"value":"calc(var(--space-base-unit) * 8)","selector":":root"}]},"--space-40":{"set":[{"value":"calc(var(--space-base-unit) * 10)","selector":":root"}]},"--space-44":{"set":[{"value":"calc(var(--space-base-unit) * 11)","selector":":root"}]},"--space-48":{"set":[{"value":"calc(var(--space-base-unit) * 12)","selector":":root"}]},"--space-56":{"set":[{"value":"calc(var(--space-base-unit) * 14)","selector":":root"}]},"--space-64":{"set":[{"value":"calc(var(--space-base-unit) * 16)","selector":":root"}]},"--grid-gutter-width":{"set":[{"value":"20px","selector":":root"}]},"--grid-column-count":{"get":[{"usedIn":"grid-template-columns","value":"repeat( calc(var(--grid-column-count) + 0),var(--grid-column-width) )","selector":".dZcqxJ .background-grid__vertical"}],"set":[{"value":"24","selector":":root"},{"value":"27","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"19","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"21","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"23","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"25","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]},{"value":"27","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1620px)"}]},{"value":"29","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1760px)"}]},{"value":"31","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1900px)"}]},{"value":"33","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2040px)"}]},{"value":"35","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2180px)"}]},{"value":"37","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2340px)"}]},{"value":"39","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2480px)"}]}]},"--grid-column-width-base":{"get":[{"usedIn":"--grid-column-width","value":"calc(var(--grid-column-width-base) * 1px)","selector":":root"},{"usedIn":"--grid-column-width","value":"calc(var(--grid-column-width-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"64","selector":":root"},{"value":"31","selector":":root","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"value":"48","selector":":root","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1024px)"}]}]},"--line-color":{"set":[{"value":"rgba(var(--foreground-rgb),0.15)","selector":":root"}]},"--font-weight-normal":{"get":[{"usedIn":"--font-body","value":"var(--font-weight-normal) 14px/1.2 var(--font-regular)","selector":":root"},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 10px/1.1 var(--font-regular)","selector":":root"},{"usedIn":"--font-body","value":"var(--font-weight-normal) 16px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-body","value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-body":{"set":[{"value":"var(--font-weight-normal) 14px/1.2 var(--font-regular)","selector":":root"},{"value":"var(--font-weight-normal) 16px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-badge":{"set":[{"value":"var(--font-weight-normal) 10px/1.1 var(--font-regular)","selector":":root"},{"value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}]},"--font-mono-semibold":{"get":[{"usedIn":"--font-caption","value":"11px/1 var(--font-mono-semibold)","selector":":root"},{"usedIn":"--font-caption","value":"12px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-caption","value":"14px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-caption":{"set":[{"value":"11px/1 var(--font-mono-semibold)","selector":":root"},{"value":"12px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"14px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-size-title-base":{"get":[{"usedIn":"--font-size-title-mobile-scalable","value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-tablet-scalable","value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktop-scalable","value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXL-scalable","value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXXL-scalable","value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-scalable","value":"calc(var(--font-size-title-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"80","selector":":root"}]},"--font-size-title-mobile-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-mobile-scalable)","selector":":root"}],"set":[{"value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","selector":":root"}]},"--font-size-title-tablet-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","selector":":root"}]},"--font-size-title-desktop-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","selector":":root"}]},"--font-size-title-desktopXL-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","selector":":root"}]},"--font-size-title-desktopXXL-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"}]},"--font-size-title-scalable":{"set":[{"value":"var(--font-size-title-mobile-scalable)","selector":":root"},{"value":"var(--font-size-title-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-size-title-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"var(--font-size-title-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"var(--font-size-title-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"calc(var(--font-size-title-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--font-size-subtitle-base":{"get":[{"usedIn":"--font-size-subtitle-mobile-scalable","value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-tablet-scalable","value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktop-scalable","value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXL-scalable","value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXXL-scalable","value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-scalable","value":"calc(var(--font-size-subtitle-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"48","selector":":root"}]},"--font-size-subtitle-mobile-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-mobile-scalable)","selector":":root"}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-tablet-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-desktop-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-desktopXL-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-desktopXXL-scalable":{"set":[{"value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"}]},"--font-size-marquee-base":{"get":[{"usedIn":"--font-size-marquee-mobile-scalable","value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-tablet-scalable","value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktop-scalable","value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXL-scalable","value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXXL-scalable","value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-scalable","value":"calc(var(--font-size-marquee-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"122","selector":":root"}]},"--font-size-marquee-mobile-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-mobile-scalable)","selector":":root"}],"set":[{"value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","selector":":root"}]},"--font-size-marquee-tablet-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","selector":":root"}]},"--font-size-marquee-desktop-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","selector":":root"}]},"--font-size-marquee-desktopXL-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","selector":":root"}]},"--font-size-marquee-desktopXXL-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"}]},"--font-size-marquee-scalable":{"set":[{"value":"var(--font-size-marquee-mobile-scalable)","selector":":root"},{"value":"var(--font-size-marquee-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-size-marquee-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"var(--font-size-marquee-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"var(--font-size-marquee-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"calc(var(--font-size-marquee-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--letter-spacing-body":{"set":[{"value":"-0.01em","selector":":root"}]},"--ease-out":{"set":[{"value":"cubic-bezier(0.33,1,0.68,1)","selector":":root"}]},"--ease-in-out":{"set":[{"value":"cubic-bezier(0.65,0,0.35,1)","selector":":root"}]},"--card-border-width":{"set":[{"value":"6px","selector":".decrdU"},{"value":"6px","selector":".kXGaWt"},{"value":"6px","selector":".gSkqWi"},{"value":"6px","selector":".RKTuw"},{"value":"6px","selector":".ePLsdW"}]},"--card-z-index":{"get":[{"usedIn":"z-index","value":"var(--card-z-index)","selector":".decrdU"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".kXGaWt"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".gSkqWi"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".RKTuw"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".ePLsdW"}],"set":[{"value":"6","selector":""},{"value":"7","selector":""},{"value":"8","selector":""},{"value":"9","selector":""},{"value":"10","selector":""},{"value":"11","selector":""},{"value":"12","selector":""},{"value":"13","selector":""},{"value":"12","selector":""},{"value":"11","selector":""},{"value":"10","selector":""},{"value":"9","selector":""},{"value":"8","selector":""},{"value":"7","selector":""}]},"--card-translate-x":{"get":[{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".decrdU"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".decrdU:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".kXGaWt"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".kXGaWt:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".gSkqWi"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".gSkqWi:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".RKTuw"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".RKTuw:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".ePLsdW"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".ePLsdW:not(.active):hover"}],"set":[{"value":"-976.5px","selector":""},{"value":"-883.5px","selector":""},{"value":"-697.5px","selector":""},{"value":"-589px","selector":""},{"value":"-418.5px","selector":""},{"value":"-294.5px","selector":""},{"value":"-139.5px","selector":""},{"value":"0px","selector":""},{"value":"139.5px","selector":""},{"value":"294.5px","selector":""},{"value":"418.5px","selector":""},{"value":"589px","selector":""},{"value":"697.5px","selector":""},{"value":"883.5px","selector":""}]},"--card-translate-y":{"get":[{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".decrdU"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".decrdU:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".kXGaWt"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".kXGaWt:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".gSkqWi"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".gSkqWi:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".RKTuw"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".RKTuw:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".ePLsdW"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".ePLsdW:not(.active):hover"}],"set":[{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-2px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""}]}},"computed":[{"element":"HTML","children":[{"element":"DIV.background-grid","children":[{"element":"DIV.background-grid__vertical","declarations":{"grid-template-columns":{"value":"repeat( calc(var(--grid-column-count) + 0),var(--grid-column-width) )","references":["--grid-column-count","--grid-column-width"],"computed":"repeat(23, 64px)"}}},{"element":"DIV.background-grid__horizontal","declarations":{"top":{"value":"calc(var(--grid-column-width) / 2)","references":["--grid-column-width"],"computed":"32px"}}}],"declarations":{"height":{"value":"calc(100% + var(--grid-column-width))","references":["--grid-column-width"],"computed":"100%"}}},{"element":"DIV.website-v3__TextContainer-sc-tpgdyt-5.iCiArs","declarations":{"height":{"value":"calc(2 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"129px"},"margin-top":{"value":"calc(var(--grid-column-width) - 13px)","references":["--grid-column-width"],"computed":"51px"},"width":{"value":"calc(15 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"961px"}}},{"element":"DIV.website-v3__OverviewCarouselContainer-sc-tpgdyt-7.ejGmOK","children":[{"element":"DIV.student-achievements__CarouselContainer-sc-7mk38t-0.btJJAM","children":[{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.decrdU","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-976.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"6"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-976.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"6"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.kXGaWt","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-883.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"7"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-883.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"7"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.gSkqWi","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-697.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"8"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-697.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"8"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.RKTuw","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-589px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"9"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-589px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"9"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.ePLsdW","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-418.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"10"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-418.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"10"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.decrdU","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-294.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"11"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-294.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"11"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.kXGaWt","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-139.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"12"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-139.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"12"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.gSkqWi.active","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(0px, -2px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"13"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"0px"},"--card-translate-y":{"value":"-2px"},"--card-z-index":{"value":"13"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.RKTuw","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(139.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"12"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"139.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"12"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.ePLsdW","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(294.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"11"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"294.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"11"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.decrdU","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(418.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"10"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"418.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"10"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.kXGaWt","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(589px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"9"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"589px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"9"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.gSkqWi","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(697.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"8"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"697.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"8"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.RKTuw.active","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(883.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"7"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"883.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"7"}}}]}],"declarations":{"height":{"value":"calc(10 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"640px"},"margin-top":{"value":"calc(1 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"64px"}}},{"element":"DIV.website-v3__TrustPilotReviewContainer-sc-tpgdyt-6.fHyLmH","children":[{"element":"DIV.layout__MobileWrapper-sc-rfgcyz-1.trustpilot-reviews__CustomMobileWrapper-sc-16pxkif-1.kfFCpj","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__TitleContainer-sc-16pxkif-5.bPwVcc","declarations":{"height":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(10 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"704px"}}},{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__MobileColumnContainer-sc-16pxkif-4.dJNDSg","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.jTtzQM"},{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.fPgIxj","times":5}],"declarations":{"width":{"value":"calc(10 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"641px"}}}],"declarations":{"margin-bottom":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"}}},{"element":"DIV.layout__DesktopWrapper-sc-rfgcyz-0.trustpilot-reviews__CustomDesktopWrapper-sc-16pxkif-0.hRowEg","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__TitleContainer-sc-16pxkif-5.bPwVcc","declarations":{"height":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(10 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"704px"}}},{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__Container-sc-16pxkif-2.dHWutm","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.jTtzQM","times":2},{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.fPgIxj","times":6}],"declarations":{"width":{"value":"calc(17 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"1088px"}}}],"declarations":{"margin-bottom":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"margin-top":{"value":"calc(var(--grid-column-width))","references":["--grid-column-width"],"computed":"64px"},"width":{"value":"calc(11 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"704px"}}}]},{"element":"DIV.bundle__FlexView-sc-czofrr-4.awards-and-mentions__TextContainer-sc-1goaidy-1.kmaJGG","declarations":{"height":{"value":"calc(2 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"129px"},"margin-top":{"value":"calc(var(--grid-column-width))","references":["--grid-column-width"],"computed":"64px"},"width":{"value":"calc(9 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"577px"}}},{"element":"DIV.newslettwer-mentions__Container-sc-lvhe1u-0.rfptb","children":[{"element":"DIV.newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1.bsaemi","children":[{"element":"DIV.newslettwer-mentions__ImageContainer-sc-lvhe1u-2.gwempF","times":11}]}],"times":2},{"element":"DIV.newsletter-mentions-wrapper__NewsLetterTabletDesktopWrapper-sc-1vgm6ui-2.bBHRYw","children":[{"element":"DIV.newslettwer-mentions__Container-sc-lvhe1u-0.rfptb","children":[{"element":"DIV.newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1.bsaemi","children":[{"element":"DIV.newslettwer-mentions__ImageContainer-sc-lvhe1u-2.gwempF","times":11}]}],"times":2}]},{"element":"DIV.parent-testimonials__TextContainer-sc-1c5oazi-1.hHMVmI","declarations":{"height":{"value":"calc(2 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"129px"},"margin-top":{"value":"calc(2 * var(--grid-column-width) + 0px)","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(13 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"833px"}}},{"element":"UL.carousel__list","children":[{"element":"IMG.carousel_cover_image","times":9}],"declarations":{"height":{"value":"calc(10 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"640px"}}},{"element":"DIV.bundle__FlexView-sc-czofrr-4.faq__TextContainer-sc-1vqpb5r-3.cguloi","declarations":{"height":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"margin-top":{"value":"calc(var(--grid-column-width) + 64px)","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(11 * var(--grid-column-width) - 2px)","references":["--grid-column-width"],"computed":"702px"}}}],"declarations":{"--button-border":{"value":"1px solid var(--button-color)","references":["--button-color"],"computed":"1px solid #221B35"},"--button-color":{"value":"var(--color-black-primary)","references":["--color-black-primary"],"computed":"#221B35"},"--button-font":{"value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","references":["--font-size-subtitle-scalable","--font-regular"],"computed":"null"},"--button-height":{"value":"var(--grid-column-width)","references":["--grid-column-width"],"computed":"calc(64 * 1px)"},"--font-badge":{"value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","references":["--font-weight-normal","--font-regular"],"computed":"null"},"--font-body":{"value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","references":["--font-weight-normal","--font-regular"],"computed":"null"},"--font-caption":{"value":"14px/1 var(--font-mono-semibold)","references":["--font-mono-semibold"],"computed":"null"},"--font-size-marquee-desktop-scalable":{"value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 1120 * calc(100vw - 0px))"},"--font-size-marquee-desktopXL-scalable":{"value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 1300 * calc(100vw - 0px))"},"--font-size-marquee-desktopXXL-scalable":{"value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","references":["--font-size-marquee-base","--max-width-base","--window-width"],"computed":"calc(122 / 1480 * calc(100vw - 0px))"},"--font-size-marquee-mobile-scalable":{"value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 760 * calc(100vw - 0px))"},"--font-size-marquee-scalable":{"value":"var(--font-size-marquee-desktopXXL-scalable)","references":["--font-size-marquee-desktopXXL-scalable"],"computed":"calc(122 / 1480 * calc(100vw - 0px))"},"--font-size-marquee-tablet-scalable":{"value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 940 * calc(100vw - 0px))"},"--font-size-subtitle-desktop-scalable":{"value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 1120 * calc(100vw - 0px))"},"--font-size-subtitle-desktopXL-scalable":{"value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 1300 * calc(100vw - 0px))"},"--font-size-subtitle-desktopXXL-scalable":{"value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","references":["--font-size-subtitle-base","--max-width-base","--window-width"],"computed":"calc(48 / 1480 * calc(100vw - 0px))"},"--font-size-subtitle-mobile-scalable":{"value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 760 * calc(100vw - 0px))"},"--font-size-subtitle-scalable":{"value":"var(--font-size-subtitle-desktopXL-scalable)","references":["--font-size-subtitle-desktopXL-scalable"],"computed":"calc(48 / 1480 * calc(100vw - 0px))"},"--font-size-subtitle-tablet-scalable":{"value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 940 * calc(100vw - 0px))"},"--font-size-title-desktop-scalable":{"value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 1120 * calc(100vw - 0px))"},"--font-size-title-desktopXL-scalable":{"value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 1300 * calc(100vw - 0px))"},"--font-size-title-desktopXXL-scalable":{"value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","references":["--font-size-title-base","--max-width-base","--window-width"],"computed":"calc(80 / 1480 * calc(100vw - 0px))"},"--font-size-title-mobile-scalable":{"value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 760 * calc(100vw - 0px))"},"--font-size-title-scalable":{"value":"var(--font-size-title-desktopXXL-scalable)","references":["--font-size-title-desktopXXL-scalable"],"computed":"calc(80 / 1480 * calc(100vw - 0px))"},"--font-size-title-tablet-scalable":{"value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 940 * calc(100vw - 0px))"},"--grid-column-width":{"value":"calc(var(--grid-column-width-base) * 1px)","references":["--grid-column-width-base"],"computed":"calc(64 * 1px)"},"--line-color":{"value":"rgba(var(--foreground-rgb),0.15)","references":["--foreground-rgb"],"computed":"rgba(0,0,0,0.15)"},"--max-width":{"value":"calc(var(--max-width-base) * 1px)","references":["--max-width-base"],"computed":"calc(1480 * 1px)"},"--space-12":{"value":"calc(var(--space-base-unit) * 3)","references":["--space-base-unit"],"computed":"calc(4px * 3)"},"--space-16":{"value":"calc(var(--space-base-unit) * 4)","references":["--space-base-unit"],"computed":"calc(4px * 4)"},"--space-2":{"value":"calc(var(--space-base-unit) * 0.5)","references":["--space-base-unit"],"computed":"calc(4px * 0.5)"},"--space-20":{"value":"calc(var(--space-base-unit) * 5)","references":["--space-base-unit"],"computed":"calc(4px * 5)"},"--space-24":{"value":"calc(var(--space-base-unit) * 6)","references":["--space-base-unit"],"computed":"calc(4px * 6)"},"--space-32":{"value":"calc(var(--space-base-unit) * 8)","references":["--space-base-unit"],"computed":"calc(4px * 8)"},"--space-4":{"value":"calc(var(--space-base-unit) * 1)","references":["--space-base-unit"],"computed":"calc(4px * 1)"},"--space-40":{"value":"calc(var(--space-base-unit) * 10)","references":["--space-base-unit"],"computed":"calc(4px * 10)"},"--space-44":{"value":"calc(var(--space-base-unit) * 11)","references":["--space-base-unit"],"computed":"calc(4px * 11)"},"--space-48":{"value":"calc(var(--space-base-unit) * 12)","references":["--space-base-unit"],"computed":"calc(4px * 12)"},"--space-56":{"value":"calc(var(--space-base-unit) * 14)","references":["--space-base-unit"],"computed":"calc(4px * 14)"},"--space-64":{"value":"calc(var(--space-base-unit) * 16)","references":["--space-base-unit"],"computed":"calc(4px * 16)"},"--space-8":{"value":"calc(var(--space-base-unit) * 2)","references":["--space-base-unit"],"computed":"calc(4px * 2)"},"--window-width":{"value":"calc(100vw - var(--scrollbar-width))","references":["--scrollbar-width"],"computed":"calc(100vw - 0px)"},"--background-color":{"value":"255,255,255"},"--border-radius":{"value":"12px"},"--button-background":{"value":"hsla(0,0%,100%,0.15)"},"--color-black-primary":{"value":"#221B35"},"--color-white-primary":{"value":"#FFFFFF"},"--ease-in-out":{"value":"cubic-bezier(0.65,0,0.35,1)"},"--ease-out":{"value":"cubic-bezier(0.33,1,0.68,1)"},"--font-size-marquee-base":{"value":"122"},"--font-size-subtitle-base":{"value":"48"},"--font-size-title-base":{"value":"80"},"--foreground-rgb":{"value":"0,0,0"},"--grid-column-count":{"value":"23"},"--grid-column-width-base":{"value":"64"},"--grid-gutter-width":{"value":"20px"},"--height":{"value":"calc( 80vh - 50px )"},"--letter-spacing-body":{"value":"-0.01em"},"--max-width-base":{"value":"1480"},"--pulse-color":{"value":"#DE75BD"},"--scrollbar-width":{"value":"0px"},"--slide-width":{"value":"-2190px"},"--space-base-unit":{"value":"4px"},"--width":{"value":"450px"}}}]} | html | 8606 | 1366 | {"AndroidAppLinks":1,"iOSUniveralLinks":1} | {"html":1,"head":1,"script":41,"link":36,"meta":18,"title":1,"style":6,"noscript":3,"body":1,"div":1818,"span":2,"a":207,"nav":1,"img":23,"svg":8,"path":20,"button":4,"main":1,"h1":1,"defs":2,"clippath":2,"rect":2,"image":4,"g":30,"mask":2,"use":2,"video":4,"track":1,"source":3,"section":1,"ul":1,"li":9,"h2":1,"h3":10,"next-route-announcer":1,"p":1,"iframe":4} | {"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/ea88be26-930704d94db5f2cb92f7.js":["destroy","_active","_idle"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/76711-12ef753798e7a649a9d6.js":[],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/44387-5e155aade7fa4adb849d.js":["scroll"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/44312-386114d1f24f80582a68.js":["click","click","focusin","keyup"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/framework-fabe9812f30f6712e2dc.js":["test"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/main-e08b2565d9dc0ac575c3.js":["load","error","load","load","popstate","visibilitychange","pagehide","pageshow","pointerup","pointercancel","pageshow"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/pages\/_app-938a24a906f421efc0f2.js":["pagehide","visibilitychange","DOMContentLoaded","mousedown","touchstart","scroll","scroll","click","resize"],"https:\/\/static.cloudflareinsights.com\/beacon.min.js\/vcd15cbe7772f49c399c6a5babf22c1241717689176015":[],"https:\/\/www.googletagmanager.com\/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x":["load","message","load","popstate","hashchange"],"https:\/\/cdn.jsdelivr.net\/npm\/cookieconsent@3\/build\/cookieconsent.min.js":[],"https:\/\/ssl.widgets.webengage.com\/js\/service-worker.js":["install","activate","message","push","notificationclose","notificationclick"],"https:\/\/www.googletagmanager.com\/gtag\/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200":["load","message","load","popstate","hashchange"],"https:\/\/connect.facebook.net\/en_US\/fbevents.js":["onpagehide","message","popstate","pageshow"],"https:\/\/www.googletagmanager.com\/static\/service_worker\/4cc0\/sw_iframe.html?origin=https%3A%2F%2Fwww.cuemath.com":[],"https:\/\/connect.facebook.net\/signals\/config\/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113":["click","open","pagehide","freeze"],"https:\/\/www.googletagmanager.com\/static\/service_worker\/4cc0\/sw.js?origin=https%3A%2F%2Fwww.cuemath.com":["activate","message"]} | {"Service Worker":["https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/pages\/_app-938a24a906f421efc0f2.js"],"Push":["https:\/\/ssl.widgets.webengage.com\/js\/service-worker.js"]} | {"percent":"0.7214","sizeInKB":"728.96"} | false | [] | 13475 | {"ajax_requests":{"xmlhttprequest":4,"fetch":6,"beacon":2,"total":12},"beacon_ajax_usage":2,"iframe":4,"requests_protocol":{"ajax_h1":0,"resources_h1":0,"ajax_h2":6,"resources_h2":4,"ajax_h3":0,"resources_h3":7},"web_component_specs":{"custom_elements":[],"shadow_roots":[],"template":[]},"script_tags":{"total":41,"async":16,"defer":20,"crossorigin":0,"integrity":1,"nomodule":0,"nonce":0,"referrerpolicy":0,"src":29,"inline":12,"type_module":0,"async_and_defer":1,"defer_without_src":0,"charset":0,"language":0},"noscript_tags":{"total":3},"sourceMaps":{"count":0,"ext":{}},"bundler":[],"document":{"length":288165,"elements":1790,"links":38,"stylesheets":6,"inlineStyles":6,"scripts":19,"inlineScripts":3}} | 6.1.0 | 62 | {"favicon":true,"rel_alternate_mobile":false,"compatMode":"CSS1Compat","noscripts":{"iframe_googletagmanager_count":1,"total":3},"buttons":{"types":{},"total":4},"form":{"target":{},"method":{},"elements":[],"total":0},"dirs":{"html_dir":null,"body_nodes_dir":{"values":{},"total":0}},"inputs":{"types":{},"total":0},"audios":{"autoplay":{},"total":0},"classes":{"unique_names_total":454,"references_total":3551},"ids":{"ids_total":21,"duplicate_ids_total":6,"unique_ids_total":15},"images":{"picture":{"total":0},"source":{"total":3,"src_total":3,"srcset_total":0,"media_total":0,"type_total":3},"img":{"total":23,"src_total":23,"srcset_total":0,"alt":{"missing":10,"blank":1,"present":12},"loading":{"auto":0,"lazy":0,"eager":0,"invalid":0,"missing":23,"blank":0},"dimensions":{"missing_width":10,"missing_height":13}}},"iframes":{"total":4,"loading":{"auto":0,"lazy":0,"eager":0,"invalid":0,"missing":4,"blank":0}},"amp":{"html_amp_attribute_present":false,"html_amp_emoji_attribute_present":false,"amp_page":false,"rel_amphtml":null},"data_nosnippet":{"valid":0,"wrong_tag_type":0},"obsolete_elements":{},"svgs":{"svg_element_total":8,"svg_img_total":4,"svg_object_total":0,"svg_embed_total":0,"svg_iframe_total":0,"svg_total":12},"app":{"app_id_present":false,"meta_theme_color":"#FFBA07"},"anchors":{"hrefs_without_special_scheme":[]},"dom-shape":{"bodyNodesCount":2177,"bodyLeafNodesCount":1120,"depth":{"mean":10.95625,"median":10,"mode":10,"stddev":2.4649065923333757,"skew":0.3879457351342379,"range":{"min":1,"max":17}},"bodyNonLeafNodesCount":1057,"branchFactor":{"mean":2.0501419110690633,"median":1,"mode":1,"stddev":12.38656543562902,"skew":0.08478071799051005,"range":{"min":1,"max":400}},"branchFactorByDepth":[{"depth":0,"count":1,"mean":23,"stddev":0,"skew":null,"median":23,"mode":23,"range":{"min":23,"max":23}},{"depth":1,"count":4,"mean":1.75,"stddev":1.299038105676658,"skew":0.5773502691896257,"median":1,"mode":1,"range":{"min":1,"max":4}},{"depth":2,"count":3,"mean":2.6666666666666665,"stddev":1.699673171197595,"skew":0.98058067569092,"median":2,"mode":1,"range":{"min":1,"max":5}},{"depth":3,"count":4,"mean":1.75,"stddev":0.82915619758885,"skew":0.9045340337332909,"median":1.5,"mode":1,"range":{"min":1,"max":3}},{"depth":4,"count":4,"mean":5.5,"stddev":3.840572873934304,"skew":1.171700198827415,"median":5,"mode":1,"range":{"min":1,"max":11}},{"depth":5,"count":21,"mean":2.142857142857143,"stddev":1.5208304212067918,"skew":0.7514691493021792,"median":2,"mode":1,"range":{"min":1,"max":7}},{"depth":6,"count":34,"mean":1.5294117647058822,"stddev":0.7370567109495099,"skew":0.7182781960208598,"median":1,"mode":1,"range":{"min":1,"max":3}},{"depth":7,"count":45,"mean":2.933333333333333,"stddev":2.815828277592383,"skew":0.6865948995250487,"median":2,"mode":1,"range":{"min":1,"max":14}},{"depth":8,"count":80,"mean":1.875,"stddev":1.399776767916942,"skew":0.6250996730729564,"median":1,"mode":1,"range":{"min":1,"max":9}},{"depth":9,"count":96,"mean":6.78125,"stddev":40.5136816203798,"skew":0.14269870741867677,"median":2,"mode":1,"range":{"min":1,"max":400}},{"depth":10,"count":139,"mean":2.237410071942446,"stddev":2.8094975966371765,"skew":0.4404382026962977,"median":1,"mode":1,"range":{"min":1,"max":19}},{"depth":11,"count":253,"mean":1.1897233201581028,"stddev":0.49858804841807025,"skew":0.38052119532359546,"median":1,"mode":1,"range":{"min":1,"max":5}},{"depth":12,"count":207,"mean":1.2077294685990339,"stddev":0.6141158872297857,"skew":0.3382577668460595,"median":1,"mode":1,"range":{"min":1,"max":5}},{"depth":13,"count":54,"mean":1.462962962962963,"stddev":0.6299019019146278,"skew":0.7349762900473185,"median":1,"mode":1,"range":{"min":1,"max":3}},{"depth":14,"count":54,"mean":1.4259259259259258,"stddev":0.4944825897340255,"skew":0.8613567692141088,"median":1,"mode":1,"range":{"min":1,"max":2}},{"depth":15,"count":45,"mean":1.3555555555555556,"stddev":0.4786813161897337,"skew":0.7427813527082076,"median":1,"mode":1,"range":{"min":1,"max":2}},{"depth":16,"count":14,"mean":1,"stddev":0,"skew":null,"median":1,"mode":1,"range":{"min":1,"max":1}}]}} | {"num_picture_img":0,"num_image_sizes":0,"num_srcset_all":0,"num_srcset_sizes":0,"num_srcset_descriptor_x":0,"num_srcset_descriptor_w":0,"num_srcset_candidates":0,"picture_formats":[],"num_video_nodes":4,"video_durations":[3,45,3.044708,6.089417],"video_attributes_values_counts":[{"attribute":"playsinline","value":"","count":2},{"attribute":"loop","value":"","count":3},{"attribute":"src","value":"https://static.qumath.in/static/next/_next/static/images/fauzia.mp4","count":1},{"attribute":"width","value":"100%","count":1},{"attribute":"height","value":"auto","count":1},{"attribute":"controls","value":"","count":1},{"attribute":"muted","value":"","count":1},{"attribute":"poster","value":"https://static.qumath.in/static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp","count":1},{"attribute":"autoplay","value":"","count":3},{"attribute":"width","value":"240","count":1},{"attribute":"width","value":"176","count":1}],"video_display_style":["block","inline","block","block"],"video_using_source_media_count":0,"video_source_media_values":[],"video_source_format_count":[0,1,1,1],"video_source_format_type":[[],["video/mp4"],["video/mp4"],["video/mp4"]],"num_picture_using_min_resolution":0,"num_picture_using_orientation":0,"num_img_not_in_picture_srcset_candidates":0} | width=device-width, initial-scale=1, user-scalable=no | 4 | 41 | 10 | 19 | [] | [{"url":"https:\/\/static.qumath.in\/static\/next\/_next\/static\/css\/e456642ec1ac08e4010e.css","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":[".typeformCloseClass"],"declarations":[{"type":"declaration","property":"overflow","value":"scroll!important"}]},{"type":"rule","selectors":[".lrn.lrn-assess"],"declarations":[{"type":"declaration","property":"background","value":"none"}]},{"type":"rule","selectors":[".lrn_widget"],"declarations":[{"type":"declaration","property":"padding-bottom","value":"24px!important"},{"type":"declaration","property":"min-height","value":"475px!important"}]},{"type":"rule","selectors":[".lrn_stimulus_content"],"declarations":[{"type":"declaration","property":"margin-left","value":".22em!important"}]},{"type":"rule","selectors":[".lrn_response_wrapper"],"declarations":[{"type":"declaration","property":"background","value":"#fff!important"}]},{"type":"rule","selectors":[".lrn-assess-content"],"declarations":[{"type":"declaration","property":"padding-top","value":"0!important"}]},{"type":"rule","selectors":[".lrn_absolute_keyboard_parent"],"declarations":[{"type":"declaration","property":"top","value":"-20vh!important"},{"type":"declaration","property":"left","value":"-10%!important"}]}],"parsingErrors":[]}}},{"url":"https:\/\/static.qumath.in\/static\/website\/old-cdn-static\/min_cue_base_1_1.css","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":[".geosuggest"],"declarations":[{"type":"declaration","property":"font-family","value":"Nunito,sans-serif!important"},{"type":"declaration","property":"font-size","value":"1rem"},{"type":"declaration","property":"position","value":"relative"},{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"margin","value":"auto"},{"type":"declaration","property":"text-align","value":"left"}]},{"type":"rule","selectors":[".geosuggest__input"],"declarations":[{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"40px"},{"type":"declaration","property":"border","value":".5px solid rgba(187,193,227,.6)"},{"type":"declaration","property":"border-radius","value":"3px"},{"type":"declaration","property":"padding","value":"5px 8px"},{"type":"declaration","property":"font-size","value":"14px"},{"type":"declaration","property":"-webkit-transition","value":"border .2s,box-shadow .2s"},{"type":"declaration","property":"transition","value":"border .2s,box-shadow .2s"}]},{"type":"rule","selectors":[".geosuggest__input:focus"],"declarations":[{"type":"declaration","property":"border-color","value":"#267dc0"},{"type":"declaration","property":"box-shadow","value":"0 0 0 transparent"}]},{"type":"rule","selectors":[".geosuggest__suggests"],"declarations":[{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"top","value":"100%"},{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"max-height","value":"25em"},{"type":"declaration","property":"padding","value":"0"},{"type":"declaration","property":"margin-top","value":"-1px"},{"type":"declaration","property":"background","value":"#fff"},{"type":"declaration","property":"border","value":"2px solid #267dc0"},{"type":"declaration","property":"border-top-width","value":"0"},{"type":"declaration","property":"overflow-x","value":"hidden"},{"type":"declaration","property":"overflow-y","value":"auto"},{"type":"declaration","property":"list-style","value":"none"},{"type":"declaration","property":"z-index","value":"5"},{"type":"declaration","property":"-webkit-transition","value":"max-height .2s,border .2s"},{"type":"declaration","property":"transition","value":"max-height .2s,border .2s"}]},{"type":"rule","selectors":[".geosuggest__suggests--hidden"],"declarations":[{"type":"declaration","property":"max-height","value":"0"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"border-width","value":"0"}]},{"type":"rule","selectors":[".geosuggest__item"],"declarations":[{"type":"declaration","property":"font-size","value":"1rem"},{"type":"declaration","property":"padding","value":".5em .65em"},{"type":"declaration","property":"cursor","value":"pointer"}]},{"type":"rule","selectors":[".geosuggest__item:focus",".geosuggest__item:hover"],"declarations":[{"type":"declaration","property":"background","value":"#f5f5f5"}]},{"type":"rule","selectors":[".geosuggest__item--active"],"declarations":[{"type":"declaration","property":"background","value":"#267dc0"},{"type":"declaration","property":"color","value":"#fff"}]},{"type":"rule","selectors":[".geosuggest__item--active:focus",".geosuggest__item--active:hover"],"declarations":[{"type":"declaration","property":"background","value":"#ccc"}]},{"type":"rule","selectors":[".geosuggest__item__matched-text"],"declarations":[{"type":"declaration","property":"font-weight","value":"700"}]},{"type":"media","media":"(max-width:767px)","rules":[{"type":"rule","selectors":["iframe#widget2"],"declarations":[{"type":"declaration","property":"width","value":"90vw!important"}]}]},{"type":"rule","selectors":["#nprogress"],"declarations":[{"type":"declaration","property":"pointer-events","value":"none"}]},{"type":"rule","selectors":["#nprogress .bar"],"declarations":[{"type":"declaration","property":"background","value":"#29d"},{"type":"declaration","property":"position","value":"fixed"},{"type":"declaration","property":"z-index","value":"1031"},{"type":"declaration","property":"top","value":"0"},{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"2px"}]},{"type":"rule","selectors":["#nprogress .peg"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"width","value":"100px"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"box-shadow","value":"0 0 10px #29d,0 0 5px #29d"},{"type":"declaration","property":"opacity","value":"1"},{"type":"declaration","property":"-webkit-transform","value":"rotate(3deg) translate(0,-4px)"},{"type":"declaration","property":"-ms-transform","value":"rotate(3deg) translate(0,-4px)"},{"type":"declaration","property":"transform","value":"rotate(3deg) translate(0,-4px)"}]},{"type":"rule","selectors":[".nprogress-custom-parent"],"declarations":[{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"position","value":"relative"}]},{"type":"rule","selectors":[".nprogress-custom-parent #nprogress .bar",".nprogress-custom-parent #nprogress .spinner"],"declarations":[{"type":"declaration","property":"position","value":"absolute"}]},{"type":"keyframes","name":"nprogress-spinner","vendor":"-webkit-","keyframes":[{"type":"keyframe","values":["0%"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"rotate(0)"}]},{"type":"keyframe","values":["100%"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"rotate(360deg)"}]}]},{"type":"keyframes","name":"nprogress-spinner","keyframes":[{"type":"keyframe","values":["0%"],"declarations":[{"type":"declaration","property":"transform","value":"rotate(0)"}]},{"type":"keyframe","values":["100%"],"declarations":[{"type":"declaration","property":"transform","value":"rotate(360deg)"}]}]},{"type":"rule","selectors":["select"],"declarations":[{"type":"declaration","property":"-webkit-appearance","value":"none"},{"type":"declaration","property":"-moz-appearance","value":"none"}]},{"type":"rule","selectors":["select::-ms-expand"],"declarations":[{"type":"declaration","property":"display","value":"none"}]},{"type":"rule","selectors":[".select-container"],"declarations":[{"type":"declaration","property":"position","value":"relative"},{"type":"declaration","property":"display","value":"inline"}]},{"type":"rule","selectors":[".select-container:after"],"declarations":[{"type":"declaration","property":"content","value":"''"},{"type":"declaration","property":"width","value":"0"},{"type":"declaration","property":"height","value":"0"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"pointer-events","value":"none"}]},{"type":"rule","selectors":[".select-container:after"],"declarations":[{"type":"declaration","property":"border-left","value":"5px solid transparent"},{"type":"declaration","property":"border-right","value":"5px solid transparent"},{"type":"declaration","property":"top","value":"50%"},{"type":"declaration","property":"right","value":"10px"},{"type":"declaration","property":"transform","value":"translateY(-50%)"},{"type":"declaration","property":"border-top","value":"8px solid rgba(187,193,227,.8)"},{"type":"declaration","property":"opacity","value":".5"}]},{"type":"rule","selectors":[".cc-window"],"declarations":[{"type":"declaration","property":"opacity","value":"1"},{"type":"declaration","property":"-webkit-transition","value":"opacity 1s ease"},{"type":"declaration","property":"transition","value":"opacity 1s ease"}]},{"type":"rule","selectors":[".cc-window.cc-invisible"],"declarations":[{"type":"declaration","property":"opacity","value":"0"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke"],"declarations":[{"type":"declaration","property":"-webkit-transition","value":"transform 1s ease"},{"type":"declaration","property":"-webkit-transition","value":"-webkit-transform 1s ease"},{"type":"declaration","property":"transition","value":"-webkit-transform 1s ease"},{"type":"declaration","property":"transition","value":"transform 1s ease"},{"type":"declaration","property":"transition","value":"transform 1s ease,-webkit-transform 1s ease"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-top"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(-2em)"},{"type":"declaration","property":"transform","value":"translateY(-2em)"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-bottom"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(2em)"},{"type":"declaration","property":"transform","value":"translateY(2em)"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-active.cc-top"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(0)"},{"type":"declaration","property":"transform","value":"translateY(0)"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-active.cc-bottom"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(0)"},{"type":"declaration","property":"transform","value":"translateY(0)"}]},{"type":"rule","selectors":[".cc-revoke:hover"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(0)"},{"type":"declaration","property":"transform","value":"translateY(0)"}]},{"type":"rule","selectors":[".cc-grower"],"declarations":[{"type":"declaration","property":"max-height","value":"0"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"-webkit-transition","value":"max-height 1s"},{"type":"declaration","property":"transition","value":"max-height 1s"}]},{"type":"rule","selectors":[".cc-revoke",".cc-window"],"declarations":[{"type":"declaration","property":"position","value":"fixed"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"-webkit-box-sizing","value":"border-box"},{"type":"declaration","property":"box-sizing","value":"border-box"},{"type":"declaration","property":"font-family","value":"Helvetica,Calibri,Arial,sans-serif"},{"type":"declaration","property":"font-size","value":"16px"},{"type":"declaration","property":"line-height","value":"1.5em"},{"type":"declaration","property":"display","value":"-webkit-box"},{"type":"declaration","property":"display","value":"-ms-flexbox"},{"type":"declaration","property":"display","value":"flex"},{"type":"declaration","property":"-ms-flex-wrap","value":"nowrap"},{"type":"declaration","property":"flex-wrap","value":"nowrap"},{"type":"declaration","property":"z-index","value":"9999"}]},{"type":"rule","selectors":[".cc-window.cc-static"],"declarations":[{"type":"declaration","property":"position","value":"static"}]},{"type":"rule","selectors":[".cc-window.cc-floating"],"declarations":[{"type":"declaration","property":"padding","value":"2em"},{"type":"declaration","property":"max-width","value":"24em"},{"type":"declaration","property":"-webkit-box-orient","value":"vertical"},{"type":"declaration","property":"-webkit-box-direction","value":"normal"},{"type":"declaration","property":"-ms-flex-direction","value":"column"},{"type":"declaration","property":"flex-direction","value":"column"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"padding","value":"1em 1.8em"},{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"-webkit-box-orient","value":"horizontal"},{"type":"declaration","property":"-webkit-box-direction","value":"normal"},{"type":"declaration","property":"-ms-flex-direction","value":"row"},{"type":"declaration","property":"flex-direction","value":"row"}]},{"type":"rule","selectors":[".cc-revoke"],"declarations":[{"type":"declaration","property":"padding","value":".5em"}]},{"type":"rule","selectors":[".cc-revoke:hover"],"declarations":[{"type":"declaration","property":"text-decoration","value":"underline"}]},{"type":"rule","selectors":[".cc-header"],"declarations":[{"type":"declaration","property":"font-size","value":"18px"},{"type":"declaration","property":"font-weight","value":"700"}]},{"type":"rule","selectors":[".cc-btn",".cc-close",".cc-link",".cc-revoke"],"declarations":[{"type":"declaration","property":"cursor","value":"pointer"}]},{"type":"rule","selectors":[".cc-link"],"declarations":[{"type":"declaration","property":"opacity","value":".8"},{"type":"declaration","property":"display","value":"inline-block"},{"type":"declaration","property":"padding","value":".2em"},{"type":"declaration","property":"text-decoration","value":"underline"}]},{"type":"rule","selectors":[".cc-link:hover"],"declarations":[{"type":"declaration","property":"opacity","value":"1"}]},{"type":"rule","selectors":[".cc-link:active",".cc-link:visited"],"declarations":[{"type":"declaration","property":"color","value":"initial"}]},{"type":"rule","selectors":[".cc-btn"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"padding","value":".4em .8em"},{"type":"declaration","property":"font-size","value":".9em"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"border-width","value":"2px"},{"type":"declaration","property":"border-style","value":"solid"},{"type":"declaration","property":"text-align","value":"center"},{"type":"declaration","property":"white-space","value":"nowrap"}]},{"type":"rule","selectors":[".cc-highlight .cc-btn:first-child"],"declarations":[{"type":"declaration","property":"background-color","value":"transparent"},{"type":"declaration","property":"border-color","value":"transparent"}]},{"type":"rule","selectors":[".cc-highlight .cc-btn:first-child:focus",".cc-highlight .cc-btn:first-child:hover"],"declarations":[{"type":"declaration","property":"background-color","value":"transparent"},{"type":"declaration","property":"text-decoration","value":"underline"}]},{"type":"rule","selectors":[".cc-close"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"top","value":".5em"},{"type":"declaration","property":"right","value":".5em"},{"type":"declaration","property":"font-size","value":"1.6em"},{"type":"declaration","property":"opacity","value":".9"},{"type":"declaration","property":"line-height","value":".75"}]},{"type":"rule","selectors":[".cc-close:focus",".cc-close:hover"],"declarations":[{"type":"declaration","property":"opacity","value":"1"}]},{"type":"rule","selectors":[".cc-revoke.cc-top"],"declarations":[{"type":"declaration","property":"top","value":"0"},{"type":"declaration","property":"left","value":"3em"},{"type":"declaration","property":"border-bottom-left-radius","value":".5em"},{"type":"declaration","property":"border-bottom-right-radius","value":".5em"}]},{"type":"rule","selectors":[".cc-revoke.cc-bottom"],"declarations":[{"type":"declaration","property":"bottom","value":"0"},{"type":"declaration","property":"left","value":"3em"},{"type":"declaration","property":"border-top-left-radius","value":".5em"},{"type":"declaration","property":"border-top-right-radius","value":".5em"}]},{"type":"rule","selectors":[".cc-revoke.cc-left"],"declarations":[{"type":"declaration","property":"left","value":"3em"},{"type":"declaration","property":"right","value":"unset"}]},{"type":"rule","selectors":[".cc-revoke.cc-right"],"declarations":[{"type":"declaration","property":"right","value":"3em"},{"type":"declaration","property":"left","value":"unset"}]},{"type":"rule","selectors":[".cc-top"],"declarations":[{"type":"declaration","property":"top","value":"1em"}]},{"type":"rule","selectors":[".cc-left"],"declarations":[{"type":"declaration","property":"left","value":"1em"}]},{"type":"rule","selectors":[".cc-right"],"declarations":[{"type":"declaration","property":"right","value":"1em"}]},{"type":"rule","selectors":[".cc-bottom"],"declarations":[{"type":"declaration","property":"bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-floating>.cc-link"],"declarations":[{"type":"declaration","property":"margin-bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-floating .cc-message"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"margin-bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-window.cc-floating .cc-compliance"],"declarations":[{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1 0 auto"},{"type":"declaration","property":"flex","value":"1 0 auto"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"-webkit-box-align","value":"center"},{"type":"declaration","property":"-ms-flex-align","value":"center"},{"type":"declaration","property":"align-items","value":"center"}]},{"type":"rule","selectors":[".cc-banner.cc-top"],"declarations":[{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"top","value":"0"}]},{"type":"rule","selectors":[".cc-banner.cc-bottom"],"declarations":[{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"bottom","value":"0"}]},{"type":"rule","selectors":[".cc-banner .cc-message"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1 1 auto"},{"type":"declaration","property":"flex","value":"1 1 auto"},{"type":"declaration","property":"max-width","value":"100%"},{"type":"declaration","property":"margin-right","value":"1em"}]},{"type":"rule","selectors":[".cc-compliance"],"declarations":[{"type":"declaration","property":"display","value":"-webkit-box"},{"type":"declaration","property":"display","value":"-ms-flexbox"},{"type":"declaration","property":"display","value":"flex"},{"type":"declaration","property":"-webkit-box-align","value":"center"},{"type":"declaration","property":"-ms-flex-align","value":"center"},{"type":"declaration","property":"align-items","value":"center"},{"type":"declaration","property":"-ms-flex-line-pack","value":"justify"},{"type":"declaration","property":"align-content","value":"space-between"}]},{"type":"rule","selectors":[".cc-floating .cc-compliance>.cc-btn"],"declarations":[{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1"},{"type":"declaration","property":"flex","value":"1"}]},{"type":"rule","selectors":[".cc-btn+.cc-btn"],"declarations":[{"type":"declaration","property":"margin-left","value":".5em"}]},{"type":"media","media":"print","rules":[{"type":"rule","selectors":[".cc-revoke",".cc-window"],"declarations":[{"type":"declaration","property":"display","value":"none"}]}]},{"type":"media","media":"screen and (max-width:900px)","rules":[{"type":"rule","selectors":[".cc-btn"],"declarations":[{"type":"declaration","property":"white-space","value":"normal"}]}]},{"type":"media","media":"screen and (max-width:414px) and (orientation:portrait),screen and (max-width:736px) and (orientation:landscape)","rules":[{"type":"rule","selectors":[".cc-window.cc-top"],"declarations":[{"type":"declaration","property":"top","value":"0"}]},{"type":"rule","selectors":[".cc-window.cc-bottom"],"declarations":[{"type":"declaration","property":"bottom","value":"0"}]},{"type":"rule","selectors":[".cc-window.cc-banner",".cc-window.cc-floating",".cc-window.cc-left",".cc-window.cc-right"],"declarations":[{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"-webkit-box-orient","value":"vertical"},{"type":"declaration","property":"-webkit-box-direction","value":"normal"},{"type":"declaration","property":"-ms-flex-direction","value":"column"},{"type":"declaration","property":"flex-direction","value":"column"}]},{"type":"rule","selectors":[".cc-window.cc-banner .cc-compliance"],"declarations":[{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1 1 auto"},{"type":"declaration","property":"flex","value":"1 1 auto"}]},{"type":"rule","selectors":[".cc-window.cc-floating"],"declarations":[{"type":"declaration","property":"max-width","value":"none"}]},{"type":"rule","selectors":[".cc-window .cc-message"],"declarations":[{"type":"declaration","property":"margin-bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"-webkit-box-align","value":"unset"},{"type":"declaration","property":"-ms-flex-align","value":"unset"},{"type":"declaration","property":"align-items","value":"unset"}]},{"type":"rule","selectors":[".cc-window.cc-banner .cc-message"],"declarations":[{"type":"declaration","property":"margin-right","value":"0"}]}]},{"type":"rule","selectors":[".cc-floating.cc-theme-classic"],"declarations":[{"type":"declaration","property":"padding","value":"1.2em"},{"type":"declaration","property":"border-radius","value":"5px"}]},{"type":"rule","selectors":[".cc-floating.cc-type-info.cc-theme-classic .cc-compliance"],"declarations":[{"type":"declaration","property":"text-align","value":"center"},{"type":"declaration","property":"display","value":"inline"},{"type":"declaration","property":"-webkit-box-flex","value":"0"},{"type":"declaration","property":"-ms-flex","value":"none"},{"type":"declaration","property":"flex","value":"none"}]},{"type":"rule","selectors":[".cc-theme-classic .cc-btn"],"declarations":[{"type":"declaration","property":"border-radius","value":"5px"}]},{"type":"rule","selectors":[".cc-theme-classic .cc-btn:last-child"],"declarations":[{"type":"declaration","property":"min-width","value":"140px"}]},{"type":"rule","selectors":[".cc-floating.cc-type-info.cc-theme-classic .cc-btn"],"declarations":[{"type":"declaration","property":"display","value":"inline-block"}]},{"type":"rule","selectors":[".cc-theme-edgeless.cc-window"],"declarations":[{"type":"declaration","property":"padding","value":"0"}]},{"type":"rule","selectors":[".cc-floating.cc-theme-edgeless .cc-message"],"declarations":[{"type":"declaration","property":"margin","value":"2em"},{"type":"declaration","property":"margin-bottom","value":"1.5em"}]},{"type":"rule","selectors":[".cc-banner.cc-theme-edgeless .cc-btn"],"declarations":[{"type":"declaration","property":"margin","value":"0"},{"type":"declaration","property":"padding","value":".8em 1.8em"},{"type":"declaration","property":"height","value":"100%"}]},{"type":"rule","selectors":[".cc-banner.cc-theme-edgeless .cc-message"],"declarations":[{"type":"declaration","property":"margin-left","value":"1em"}]},{"type":"rule","selectors":[".cc-floating.cc-theme-edgeless .cc-btn+.cc-btn"],"declarations":[{"type":"declaration","property":"margin-left","value":"0"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":["html","body","div","span","applet","object","iframe","h1","h2","h3","h4","h5","h6","p","blockquote","pre","a","abbr","acronym","address","big","cite","code","del","dfn","em","img","ins","kbd","q","s","samp","small","strike","sub","sup","tt","var","b","u","i","center","dl","dt","dd","ol","ul","li","fieldset","form","label","legend","caption","article","aside","canvas","details","embed","figure","figcaption","footer","header","hgroup","menu","nav","output","ruby","section","summary","time","mark","audio","video"],"declarations":[{"type":"declaration","property":"margin","value":"0"},{"type":"declaration","property":"padding","value":"0"},{"type":"declaration","property":"border","value":"0"},{"type":"declaration","property":"font-size","value":"100%"},{"type":"declaration","property":"font","value":"inherit"},{"type":"declaration","property":"vertical-align","value":"baseline"}]},{"type":"rule","selectors":["article","aside","details","figcaption","figure","footer","header","hgroup","menu","nav","section"],"declarations":[{"type":"declaration","property":"display","value":"block"}]},{"type":"rule","selectors":["body"],"declarations":[{"type":"declaration","property":"line-height","value":"1"}]},{"type":"rule","selectors":["ol","ul"],"declarations":[{"type":"declaration","property":"list-style","value":"none"}]},{"type":"rule","selectors":["blockquote","q"],"declarations":[{"type":"declaration","property":"quotes","value":"none"}]},{"type":"rule","selectors":["blockquote:before","blockquote:after","q:before","q:after"],"declarations":[{"type":"declaration","property":"content","value":"''"},{"type":"declaration","property":"content","value":"none"}]},{"type":"rule","selectors":["table"],"declarations":[{"type":"declaration","property":"border-collapse","value":"collapse"},{"type":"declaration","property":"border-spacing","value":"0"}]},{"type":"rule","selectors":["html"],"declarations":[{"type":"declaration","property":"box-sizing","value":"border-box"}]},{"type":"rule","selectors":["*","*:before","*:after"],"declarations":[{"type":"declaration","property":"box-sizing","value":"inherit"}]},{"type":"rule","selectors":["body.disable-scroll"],"declarations":[{"type":"declaration","property":"height","value":"100vh"},{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["img"],"declarations":[{"type":"declaration","property":"max-width","value":"100%"},{"type":"declaration","property":"height","value":"auto"}]},{"type":"rule","selectors":["sup"],"declarations":[{"type":"declaration","property":"vertical-align","value":"super"},{"type":"declaration","property":"font-size","value":"small"}]},{"type":"rule","selectors":["a"],"declarations":[{"type":"declaration","property":"font-size","value":"14px"},{"type":"declaration","property":"font-family","value":"'Untitled Sans', sans-serif !important"},{"type":"declaration","property":"text-decoration","value":"none"}]},{"type":"rule","selectors":["input:focus","select:focus"],"declarations":[{"type":"declaration","property":"outline","value":"none"},{"type":"declaration","property":"border","value":"1px solid #1F42FF"}]},{"type":"rule","selectors":["input:not([type=radio], [type=checkbox])"],"declarations":[{"type":"declaration","property":"-webkit-appearance","value":"none"}]},{"type":"rule","selectors":["h2 a"],"declarations":[{"type":"declaration","property":"text-decoration","value":"underline"},{"type":"declaration","property":"font-size","value":"inherit"},{"type":"declaration","property":"color","value":"#3594d4"}]},{"type":"rule","selectors":["html.no-scroll","html.no-scroll body"],"declarations":[{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["div"],"declarations":[{"type":"declaration","property":"-webkit-tap-highlight-color","value":"transparent"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":["html","body","div","span","applet","object","iframe","h1","h2","h3","h4","h5","h6","p","blockquote","pre","a","abbr","acronym","address","big","cite","code","del","dfn","em","img","ins","kbd","q","s","samp","small","strike","sub","sup","tt","var","b","u","i","center","dl","dt","dd","ol","ul","li","fieldset","form","label","legend","caption","article","aside","canvas","details","embed","figure","figcaption","footer","header","hgroup","menu","nav","output","ruby","section","summary","time","mark","audio","video"],"declarations":[{"type":"declaration","property":"margin","value":"0"},{"type":"declaration","property":"padding","value":"0"},{"type":"declaration","property":"border","value":"0"},{"type":"declaration","property":"font-size","value":"100%"},{"type":"declaration","property":"font","value":"inherit"},{"type":"declaration","property":"vertical-align","value":"baseline"}]},{"type":"rule","selectors":["article","aside","details","figcaption","figure","footer","header","hgroup","menu","nav","section"],"declarations":[{"type":"declaration","property":"display","value":"block"}]},{"type":"rule","selectors":["body"],"declarations":[{"type":"declaration","property":"line-height","value":"1"}]},{"type":"rule","selectors":["ol","ul"],"declarations":[{"type":"declaration","property":"list-style","value":"none"}]},{"type":"rule","selectors":["blockquote","q"],"declarations":[{"type":"declaration","property":"quotes","value":"none"}]},{"type":"rule","selectors":["blockquote:before","blockquote:after","q:before","q:after"],"declarations":[{"type":"declaration","property":"content","value":"''"},{"type":"declaration","property":"content","value":"none"}]},{"type":"rule","selectors":["table"],"declarations":[{"type":"declaration","property":"border-collapse","value":"collapse"},{"type":"declaration","property":"border-spacing","value":"0"}]},{"type":"rule","selectors":["html"],"declarations":[{"type":"declaration","property":"box-sizing","value":"border-box"}]},{"type":"rule","selectors":["*","*:before","*:after"],"declarations":[{"type":"declaration","property":"box-sizing","value":"inherit"}]},{"type":"rule","selectors":["body.disable-scroll"],"declarations":[{"type":"declaration","property":"height","value":"100vh"},{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["img"],"declarations":[{"type":"declaration","property":"max-width","value":"100%"},{"type":"declaration","property":"height","value":"auto"}]},{"type":"rule","selectors":["sup"],"declarations":[{"type":"declaration","property":"vertical-align","value":"super"},{"type":"declaration","property":"font-size","value":"small"}]},{"type":"rule","selectors":["a"],"declarations":[{"type":"declaration","property":"font-size","value":"14px"},{"type":"declaration","property":"font-family","value":"'Untitled Sans', sans-serif !important"},{"type":"declaration","property":"text-decoration","value":"none"}]},{"type":"rule","selectors":["input:focus","select:focus"],"declarations":[{"type":"declaration","property":"outline","value":"none"},{"type":"declaration","property":"border","value":"1px solid #1F42FF"}]},{"type":"rule","selectors":["input:not([type=radio], [type=checkbox])"],"declarations":[{"type":"declaration","property":"-webkit-appearance","value":"none"}]},{"type":"rule","selectors":["h2 a"],"declarations":[{"type":"declaration","property":"text-decoration","value":"underline"},{"type":"declaration","property":"font-size","value":"inherit"},{"type":"declaration","property":"color","value":"#3594d4"}]},{"type":"rule","selectors":["html.no-scroll","html.no-scroll body"],"declarations":[{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["div"],"declarations":[{"type":"declaration","property":"-webkit-tap-highlight-color","value":"transparent"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkKEo18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkP8o18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkM0o18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkCEv18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkBgv18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu4mxM.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu72xKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0460-052F,U+1C80-1C8A,U+20B4,U+2DE0-2DFF,U+A640-A69F,U+FE2E-FE2F"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu5mxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0301,U+0400-045F,U+0490-0491,U+04B0-04B1,U+2116"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu7mxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+1F00-1FFF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu4WxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0370-0377,U+037A-037F,U+0384-038A,U+038C,U+038E-03A1,U+03A3-03FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu7WxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu7GxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu4mxKKTU1Kg.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[],"parsingErrors":[]}}},{"url":"inline","ast":{"declarations":[]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"auto"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"align-content","value":"center"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"576px"},{"type":"declaration","property":"height","value":"576px"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"margin","value":"0px auto"},{"type":"declaration","property":"outline","value":"none"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"transform","value":"translate3d(0px, 0px, 0px)"},{"type":"declaration","property":"content-visibility","value":"visible"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"578px"},{"type":"declaration","property":"height","value":"578px"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"margin","value":"0 auto"},{"type":"declaration","property":"outline","value":"none"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"transform","value":"translate3d(0px, 0px, 0px)"},{"type":"declaration","property":"content-visibility","value":"visible"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-976.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"6"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-883.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"7"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-697.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"8"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-589px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"9"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-418.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"10"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-294.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"11"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-139.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"12"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"0px"},{"type":"declaration","property":"--card-translate-y","value":"-2px"},{"type":"declaration","property":"--card-z-index","value":"13"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"139.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"12"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"294.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"11"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"418.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"10"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"589px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"9"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"697.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"8"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"883.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"7"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(252, 244, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(252, 244, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(221, 255, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(236, 248, 255)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(255, 233, 221)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(236, 248, 255)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(236, 248, 255)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(255, 233, 221)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(252, 244, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"transform","value":"rotateZ(45deg)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"max-height","value":"96px"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"border","value":"0px"},{"type":"declaration","property":"clip","value":"rect(0px, 0px, 0px, 0px)"},{"type":"declaration","property":"height","value":"1px"},{"type":"declaration","property":"margin","value":"-1px"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"padding","value":"0px"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"width","value":"1px"},{"type":"declaration","property":"white-space","value":"nowrap"},{"type":"declaration","property":"overflow-wrap","value":"normal"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}}] | {"lcp_elem_stats":{"startTime":3364.39999999851,"nodeName":"image","url":"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUF","size":249984,"loadTime":2999.2999999988824,"renderTime":3364.39999999851,"attributes":[{"name":"width","value":"1152px"},{"name":"height","value":"1152px"},{"name":"preserveAspectRatio","value":"xMidYMid slice"},{"name":"href","value":"data:image\/jpeg;base64,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"}],"boundingClientRect":{"x":775,"y":232,"width":578,"height":578,"top":232,"right":1353,"bottom":810,"left":775},"styles":{"background-image":"none","pointer-events":"auto","position":"static","width":"1152px","height":"1152px"},"percentOfViewport":"0.279","cover90viewport":false},"raw_lcp_element":null,"is_lcp_statically_discoverable":false,"is_lcp_preloaded":false,"lcp_preload":[],"web_vitals_js":["https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/main-e08b2565d9dc0ac575c3.js","https:\/\/static.cloudflareinsights.com\/beacon.min.js\/vcd15cbe7772f49c399c6a5babf22c1241717689176015"],"gaming_metrics":{"fidIframeOverlaySoft":false},"speculation_rules":[]} | {"privacy_wording_links":[{"text":"Privacy Policy"},{"text":"Privacy Policy"}],"iab_tcf_v1":{"present":false},"iab_tcf_v2":{"present":false},"iab_gpp":{"present":false},"iab_usp":{"present":false},"navigator_doNotTrack":true,"navigator_globalPrivacyControl":true,"document_permissionsPolicy":false,"document_featurePolicy":true,"referrerPolicy":{"entire_document_policy":null,"individual_requests":null,"link_relations":{"A":17}},"media_devices":{"navigator_mediaDevices_enumerateDevices":false,"navigator_mediaDevices_getUserMedia":false,"navigator_mediaDevices_getDisplayMedia":false},"geolocation":{"navigator_geolocation_getCurrentPosition":false,"navigator_geolocation_watchPosition":false},"fingerprinting":{"counts":{"localstorage":97,"getimagedata":142,"screen.width":3,"resolvedoptions().timezone":3,"gettimezoneoffset":9,"navigator.vendor":2,"sessionstorage":25,"screen.height":2,"screen.colordepth":1,"cpuclass":3,"devicememory":3,"indexeddb":3,"navigator.language":4,"navigator.userlanguage":1,"opendatabase":3,"navigator.platform":1,"availwidth":1,"availheight":1},"likelyFingerprintingScripts":["https://static.qumath.in/static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js","https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js","https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x","https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200","https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200","https://connect.facebook.net/en_US/fbevents.js","https://websdk.appsflyer.com/?st=banners&","https://connect.facebook.net/signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113"]},"request_hostnames_with_cname":{"cdn.jsdelivr.net":["cdn.jsdelivr.net.cdn.cloudflare.net","jsdelivr.map.fastly.net"],"ssl.widgets.webengage.com":["ssl.widgets.webengage.com.cdn.cloudflare.net"],"connect.facebook.net":["scontent.xx.fbcdn.net"],"analytics.google.com":["analytics-alv.google.com"],"www.facebook.com":["star-mini.c10r.facebook.com"]},"ccpa_link":{"hasCCPALink":false},"iab_ddr":{"present":false,"status":404}} | {"featuresDisabled":[{"top-level-storage-access":[]}],"privacySandBoxAPIUsage":{"www.googletagmanager.com":["joinAdInterestGroup","navigator.userAgentData.getHighEntropyValues"],"websdk.appsflyer.com":["navigator.userAgentData.getHighEntropyValues"],"connect.facebook.net":["navigator.userAgentData.getHighEntropyValues"],"www.facebook.com":["attribution-reporting-eligible","attribution-reporting-register-trigger"]}} | {"responsive-images":[{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":false,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"widthAttribute":"256","altAttribute":"cuemath_logo","clientWidth":0,"clientHeight":0,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"256px","height":"56px","maxWidth":"100%","maxHeight":"none","minWidth":"256px","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":false,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"widthAttribute":"256","altAttribute":"cuemath_logo","clientWidth":254,"clientHeight":54,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"256px","height":"56px","maxWidth":"100%","maxHeight":"none","minWidth":"256px","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":false,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"widthAttribute":"256","altAttribute":"cuemath_logo","clientWidth":0,"clientHeight":0,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"256px","height":"56px","maxWidth":"100%","maxHeight":"none","minWidth":"256px","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"heightAttribute":"152","widthAttribute":"1018","altAttribute":"","clientWidth":1018,"clientHeight":152,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"1018px","height":"152px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":140274,"bitsPerPixel":6.183693711565166,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":96754,"bitsPerPixel":4.265203112257268,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":87354,"bitsPerPixel":3.8508232493552867,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":111484,"bitsPerPixel":4.914545174017501,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":99452,"bitsPerPixel":4.384138949502964,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":111484,"bitsPerPixel":4.914545174017501,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":89608,"bitsPerPixel":3.950186250523485,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":180158,"bitsPerPixel":7.941898653265445,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":140274,"bitsPerPixel":6.183693711565166,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false}]} | {"main_frame_robots_rendered":[],"main_frame_robots_raw":[],"main_frame_robots_headers":[],"iframe_robots_raw":[],"iframe_robots_headers":[],"main_frame_crawl_data":{"rendered":[],"raw":[],"headers":[],"all":[]}} | {"redirected":false,"status":200,"size":776,"size_kib":0.7578125,"over_google_limit":false,"comment_count":0,"record_counts":{"by_type":{"sitemap":9,"user_agent":1,"allow":0,"disallow":6,"crawl_delay":0,"noindex":0,"other":0},"by_useragent":{"*":{"allow":0,"disallow":6,"crawl_delay":0,"noindex":0,"other":0}}}} | {"stylesheets":{"remote":2,"inline":6},"sourcemaps":{"count":0,"ext":{}}} | {"iframe-allow-sandbox":[{"allow":"join-ad-interest-group","sandbox":null,"hostname":"https://td.doubleclick.net"},{"allow":"join-ad-interest-group","sandbox":null,"hostname":"https://td.doubleclick.net"},{"allow":"join-ad-interest-group","sandbox":null,"hostname":"https://td.doubleclick.net"}],"sri-integrity":[{"integrity":"sha512-ZpsOmlRQV6y907TI0dKBHq9Md29nnaEIPlkf84rnaERnq6zvWvPUqr2ft8M1aS28oN72PdrCzSjY4U6VaAw1EQ==","src":"https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015","tagname":"script"}],"visibility-observer":false} | 63 | {"structured_data":{"rendered":{"jsonld_scripts":["{\n \"@context\": \"https://schema.org\",\n \"@type\": \"EducationalOrganization\",\n \"name\": \"Cuemath\",\n \"url\": \"https://www.cuemath.com/en-us/\",\n \"logo\": \"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg\",\n \"alternateName\": \"Cuemath: Online Math Classes\"\n }","{\n \"@context\": \"https://schema.org\",\n \"@type\": \"FAQPage\",\n \"mainEntity\":[\n {\n \"@type\": \"Question\",\n \"name\": \"What is the frequency and duration of your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Typically, the number of classes is two per week for grades K to 8, and three per week for high school. But the schedule is flexible, according to your child’s requirements and availability. Also, each class runs for 55 minutes, extendable to an hour.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What devices do I need for attending your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"A desktop or laptop computer that supports video calling is necessary for attending our classes. We also highly recommend a writing tablet for the best learning experience.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"My child has specific learning requirements. Is your program flexible enough?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Absolutely. Our tutors will always customize the classes according to what your child needs - be it homework help, exam or test prep, remedial support for past gaps, or advanced learning.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can your tutors teach the topics covered in my child’s school or curriculum?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Our tutors are trained to teach according to various curricula across countries. Further, we have a fully customizable curriculum, tailored to your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can my child join anytime of the year?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Yes. Our tutors always customize the learning plan according to your child’s needs, and the time left in the current academic year. If you wish to cover additional topics in the same time, you can always schedule extra classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I don’t like the tutor?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"In the rare case that happens, please raise a ticket with our helpdesk. We’ll be happy to diagnose the issue, and find you a different tutor that aligns better with your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I do not like your classes after I enroll? Will I get my money back?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a no questions asked refund policy. If you’re unhappy with the experience, you can cancel anytime for a full refund of the unused classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What happens if my child misses a Cuemath class?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a flexible leave policy that allows for both planned and unplanned leaves. Just keep your tutor informed.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How can I keep track of my child's maths progress?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a dedicated parent app, that lets you track the progress of your child, and also lets you connect with their tutor.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How do I enroll for your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Please tap on the ‘Get Started’ button. We’ll ask you a few questions about your child to understand their needs better. Once we receive the details, our admissions counselor will call you to match your child with the right tutor, and schedule a free trial class as per your availability. If you like the experience, you can choose a plan and make the payment to begin your classes.\"\n }\n }\n ]\n }\n "],"present":{"json_ld":true,"microdata":false,"rdfa":true,"microformats2":false,"microformats_classic":false,"dublin_core":false,"twitter":true,"facebook":false,"opengraph":true},"microdata_itemtypes":[],"rdfa_vocabs":[],"rdfa_prefixes":[],"rdfa_typeofs":[],"microformats2_types":[],"microformats_classic_types":[],"dublin_core":[],"twitter":[{"name":"twitter:site","content":""},{"name":"twitter:card","content":"summary_large_image"},{"name":"twitter:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"}],"facebook":[],"opengraph":[{"name":"og_title","property":"og:title","content":"One Stop for Math Learning & Live Math Classes | Cuemath"},{"name":"og_site_name","property":"og:site_name","content":"Cuemath"},{"name":"og_image","property":"og:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"name":"og_url","property":"og:url","content":""},{"property":"og:description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"property":"og:image:width","content":"1200"},{"property":"og:image:height","content":"630"}]},"raw":{"jsonld_scripts":["{\n \"@context\": \"https://schema.org\",\n \"@type\": \"EducationalOrganization\",\n \"name\": \"Cuemath\",\n \"url\": \"https://www.cuemath.com/en-us/\",\n \"logo\": \"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg\",\n \"alternateName\": \"Cuemath: Online Math Classes\"\n }","{\n \"@context\": \"https://schema.org\",\n \"@type\": \"FAQPage\",\n \"mainEntity\":[\n {\n \"@type\": \"Question\",\n \"name\": \"What is the frequency and duration of your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Typically, the number of classes is two per week for grades K to 8, and three per week for high school. But the schedule is flexible, according to your child’s requirements and availability. Also, each class runs for 55 minutes, extendable to an hour.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What devices do I need for attending your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"A desktop or laptop computer that supports video calling is necessary for attending our classes. We also highly recommend a writing tablet for the best learning experience.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"My child has specific learning requirements. Is your program flexible enough?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Absolutely. Our tutors will always customize the classes according to what your child needs - be it homework help, exam or test prep, remedial support for past gaps, or advanced learning.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can your tutors teach the topics covered in my child’s school or curriculum?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Our tutors are trained to teach according to various curricula across countries. Further, we have a fully customizable curriculum, tailored to your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can my child join anytime of the year?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Yes. Our tutors always customize the learning plan according to your child’s needs, and the time left in the current academic year. If you wish to cover additional topics in the same time, you can always schedule extra classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I don’t like the tutor?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"In the rare case that happens, please raise a ticket with our helpdesk. We’ll be happy to diagnose the issue, and find you a different tutor that aligns better with your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I do not like your classes after I enroll? Will I get my money back?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a no questions asked refund policy. If you’re unhappy with the experience, you can cancel anytime for a full refund of the unused classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What happens if my child misses a Cuemath class?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a flexible leave policy that allows for both planned and unplanned leaves. Just keep your tutor informed.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How can I keep track of my child's maths progress?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a dedicated parent app, that lets you track the progress of your child, and also lets you connect with their tutor.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How do I enroll for your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Please tap on the ‘Get Started’ button. We’ll ask you a few questions about your child to understand their needs better. Once we receive the details, our admissions counselor will call you to match your child with the right tutor, and schedule a free trial class as per your availability. If you like the experience, you can choose a plan and make the payment to begin your classes.\"\n }\n }\n ]\n }\n "],"present":{"json_ld":true,"microdata":false,"rdfa":true,"microformats2":false,"microformats_classic":false,"dublin_core":false,"twitter":true,"facebook":false,"opengraph":true},"microdata_itemtypes":[],"rdfa_vocabs":[],"rdfa_prefixes":[],"rdfa_typeofs":[],"microformats2_types":[],"microformats_classic_types":[],"dublin_core":[],"twitter":[{"name":"twitter:site","content":""},{"name":"twitter:card","content":"summary_large_image"},{"name":"twitter:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"}],"facebook":[],"opengraph":[{"name":"og_title","property":"og:title","content":"One Stop for Math Learning & Live Math Classes | Cuemath"},{"name":"og_site_name","property":"og:site_name","content":"Cuemath"},{"name":"og_image","property":"og:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"name":"og_url","property":"og:url","content":""},{"property":"og:description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"property":"og:image:width","content":"1200"},{"property":"og:image:height","content":"630"}]}}} | 0 | [{"name":"React","version":null},{"name":"Next.js","version":"11.1.4"},{"name":"Next.js (Fast path)","version":null},{"name":"Workbox","version":null},{"name":"core-js","version":"core-js-pure@2.6.12; core-js-pure@3.32.2"}] | 17 | {"invalidElements":[],"invalidHead":false} | {"/.well-known/assetlinks.json":{"found":true},"/.well-known/apple-app-site-association":{"found":true},"/.well-known/related-website-set.json":{"found":false},"/.well-known/privacy-sandbox-attestations.json":{"found":false},"/.well-known/gpc.json":{"found":false},"/robots.txt":{"found":true,"data":{"matched_disallows":{"*\r":["/wp-admin/\r"]}}},"/.well-known/security.txt":{"found":false,"data":{"status":404,"redirected":false,"url":"https://www.cuemath.com/.well-known/security.txt","content_type":"text/html; charset=utf-8"}},"/.well-known/change-password":{"found":false,"data":{"status":404,"redirected":false,"url":"https://www.cuemath.com/.well-known/change-password"}},"/.well-known/resource-that-should-not-exist-whose-status-code-should-not-be-200/":{"found":false,"data":{"status":404,"redirected":false,"url":"https://www.cuemath.com/.well-known/resource-that-should-not-exist-whose-status-code-should-not-be-200/"}}} | {"anchors":{"rendered":{"crawlable":{"follow":205,"nofollow":1},"hash_link":8,"hash_only_link":0,"javascript_void_links":0,"same_page":{"total":1,"jumpto":{"total":0,"early":0,"other":0,"using_id":0,"using_name":0},"dynamic":{"total":0,"onclick_attributes":{"total":0,"window_location":0,"window_open":0,"unknown_action":0},"href_javascript":0,"hash_link":0},"other":{"total":1,"hash_link":0}},"same_site":192,"same_property":0,"other_property":14,"rel_attributes":{"dofollow":0,"follow":0,"nofollow":1,"ugc":0,"sponsored":0,"noopener":17,"noreferrer":17},"image_links":3,"invisible_links":8,"text_links":196,"target_blank":{"total":17,"noopener_noreferrer":17,"noopener":0,"noreferrer":0,"neither":0},"targets":{"_blank":17,"_self":126},"protocols":{"https":206}},"raw":{"crawlable":{"follow":149,"nofollow":0},"hash_link":8,"hash_only_link":0,"javascript_void_links":0,"same_page":{"total":0,"jumpto":{"total":0,"early":0,"other":0,"using_id":0,"using_name":0},"dynamic":{"total":0,"onclick_attributes":{"total":0,"window_location":0,"window_open":0,"unknown_action":0},"href_javascript":0,"hash_link":0},"other":{"total":0,"hash_link":0}},"same_site":135,"same_property":0,"other_property":14,"rel_attributes":{"dofollow":0,"follow":0,"nofollow":0,"ugc":0,"sponsored":0,"noopener":16,"noreferrer":16},"image_links":1,"invisible_links":14,"text_links":134,"target_blank":{"total":16,"noopener_noreferrer":16,"noopener":0,"noreferrer":0,"neither":0},"targets":{"_blank":16,"_self":126},"protocols":{"https":149}}},"title":{"rendered":{"primary":{"characters":56,"words":11,"text":"One Stop for Math Learning & Live Math Classes | Cuemath"},"total":1},"raw":{"primary":{"characters":56,"words":11,"text":"One Stop for Math Learning & Live Math Classes | Cuemath"},"total":1},"title_changed_on_render":false},"meta_description":{"rendered":{"all":{"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!","words":29,"characters":174},"primary":{"characters":174,"words":29,"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},"total":1},"raw":{"all":{"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!","words":29,"characters":174},"primary":{"characters":174,"words":29,"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},"total":1}},"hreflangs":{"http_header":{"values":[]},"rendered":{"values":["en-us","en-in","x-default","en-gb","en-de","en-fr","en-no","en-it","en-nl","en-se","en-ie","en-au","en-nz","en-sg","en-ae"]},"raw":{"values":["en-us","en-in","x-default","en-gb","en-de","en-fr","en-no","en-it","en-nl","en-se","en-ie","en-au","en-nz","en-sg","en-ae"]}},"headings":{"rendered":{"first_non_empty_heading_hidden":false,"primary":{"words":5,"characters":24,"matches_title":false,"text":"Learn Math\nThe Right Way","level":1},"h1":{"total":1,"non_empty_total":1,"characters":24,"words":5},"h2":{"total":1,"non_empty_total":1,"characters":23,"words":4},"h3":{"total":10,"non_empty_total":10,"characters":530,"words":100},"h4":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h5":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h6":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h7":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h8":{"total":0,"non_empty_total":0,"characters":0,"words":0}},"raw":{"first_non_empty_heading_hidden":false,"primary":{"words":5,"characters":26,"matches_title":false,"text":"Learn Math \n The Right Way","level":1},"h1":{"total":1,"non_empty_total":1,"characters":26,"words":5},"h2":{"total":5,"non_empty_total":5,"characters":105,"words":20},"h3":{"total":10,"non_empty_total":10,"characters":530,"words":100},"h4":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h5":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h6":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h7":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h8":{"total":0,"non_empty_total":0,"characters":0,"words":0}}},"structured_data":{"rendered":{"jsonld_and_microdata_types":[{"name":"schema.org/EducationalOrganization","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/FAQPage","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/Question","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0},{"name":"schema.org/Answer","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0}],"jsonldIds":0,"jsonldReferencedIds":0,"microdataIds":0,"microdataReferencedIds":0,"jsonlsMicrodataCommonIds":0,"logo":true,"sitelinks_search_box":false,"same_as_values":[],"items_by_format":{"microformats2":0,"microdata":0,"jsonld":22,"rdfa":0},"context_hostnames":["schema.org"],"jsonld_scripts":{"count":2,"errors":0},"microformats2_types":[]},"raw":{"jsonld_and_microdata_types":[{"name":"schema.org/EducationalOrganization","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/FAQPage","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/Question","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0},{"name":"schema.org/Answer","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0}],"jsonldIds":0,"jsonldReferencedIds":0,"microdataIds":0,"microdataReferencedIds":0,"jsonlsMicrodataCommonIds":0,"logo":true,"sitelinks_search_box":false,"same_as_values":[],"items_by_format":{"microformats2":0,"microdata":0,"jsonld":22,"rdfa":0},"context_hostnames":["schema.org"],"jsonld_scripts":{"count":2,"errors":0},"microformats2_types":[]}},"raw_html":{"body":true,"html":true,"head":true,"size":288165,"head_size":137650,"body_size":150477,"comment_count":7},"canonicals":{"rendered":{"html_link_canoncials":["https://www.cuemath.com/"]},"raw":{"html_link_canoncials":["https://www.cuemath.com/"]},"self_canonical":true,"other_canonical":false,"canonicals":["https://www.cuemath.com/"],"url":"https://www.cuemath.com/","http_header_link_canoncials":[],"canonical_missmatch":false},"robots":{"has_robots_meta_tag":false,"has_x_robots_tag":false,"rendered":{"otherbot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot_news":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"google":{}},"raw":{"otherbot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot_news":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"google":{}}},"visible_words":{"rendered":976,"raw":985},"web_components":{"rendered":{"customElements":{"names":[],"shadowRoots":[],"templates":[],"slots":[]},"hyphenatedElements":{"names":["next-route-announcer"],"shadowRoots":[],"templates":[],"slots":[0]}},"raw":{"customElements":{"names":[],"shadowRoots":[],"templates":[],"slots":[]},"hyphenatedElements":{"names":[],"shadowRoots":[],"templates":[],"slots":[]}}}} | 5.184s | 5.177s | 5.185s | 5.185s | 5.185s | 5.185s | 5.185s | 5.186s | 3.023s - 3.025s (0.002s) | 5.398s - 5.400s (0.002s) | |
Custom Metrics Data
- 00_reset
- null
- Colordepth
- 24
- Dpi
- {"dppx":1,"dpcm":37.79527559055118,"dpi":96}
- Images
- [{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":256,"height":152,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":254,"height":24,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":256,"height":152,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","width":1018,"height":152,"naturalWidth":1018,"naturalHeight":152,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":true},{"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false},{"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","width":424,"height":424,"naturalWidth":426,"naturalHeight":426,"loading":null,"decoding":null,"fetchpriority":null,"inViewport":false}]
- Resolution
- {"absolute":{"height":1200,"width":1920},"available":{"height":1200,"width":1920}}
- a11y
- {"tables":{"total":0,"total_with_caption":0,"total_with_presentational":0,"total_with_figcaption":0},"file_extension_alts":{"total_elements_with_alt":13,"total_elements_with_non_empty_alt":12,"total_with_file_extension":0,"file_extensions":{}},"title_and_alt":{"total_alt":15,"total_title":2,"total_both":0,"total_alt_same_as_title":0},"th_with_scope_attribute":{"total_th":0,"total_with_scope":0,"scopes":{}},"td_with_headers_attribute":{"total_tds":0,"total_with_headers":0},"total_anchors_with_role_button":2,"total_role_tab_with_selected_and_controls":0,"placeholder_but_no_label":{"total_placeholder":0,"total_no_label":0},"divs_or_spans_as_button_or_link":{"total_role_button":2,"total_role_link":0,"total_either":2},"screen_reader_classes":false,"form_control_a11y_tree":[{"type":"button","attributes":{},"properties":{"invalid":"false","focusable":true},"accessible_name":"Get Started","accessible_name_sources":[{"type":"contents","value":"Get Started"}],"role":"button"},{"type":"button","attributes":{},"properties":{"invalid":"false","focusable":true},"accessible_name":"Get Started","accessible_name_sources":[{"type":"contents","value":"Get Started"}],"role":"button"},{"type":"button","attributes":{},"properties":{"invalid":"false","focusable":true},"accessible_name":"Get Started","accessible_name_sources":[{"type":"contents","value":"Get Started"}],"role":"button"}],"fieldset_radio_checkbox":{"total_radio":0,"total_checkbox":0,"total_radio_in_fieldset":0,"total_checkbox_in_fieldset":0,"fieldsets":[]},"required_form_controls":[]}
- ads
- {"ads":{"present":false,"status":404,"redirected":false},"app_ads":{"present":false,"status":404,"redirected":false},"sellers":{"present":false,"redirected":false,"status":404}}
- almanac
- {"01.12":0,"01.13":1,"link-nodes":{"total":36,"nodes":[{"tagName":"link","rel":"preconnect","href":"https://fonts.gstatic.com","crossorigin":""},{"tagName":"link","rel":"shortcut icon","href":"https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.googletagmanager.com/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.google.co.in/"},{"tagName":"link","rel":"preload","href":"https://static.qumath.in/static/next/_next/static/media/Athletics-Light.3995a09b0ed9d570a3a4da439efdd26b.woff2","as":"font","type":"font/woff2","crossorigin":"anonymous"},{"tagName":"link","rel":"preconnect","href":"https://fonts.gstatic.com/","crossorigin":"true"},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"shortcut icon","href":"https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"},{"tagName":"link","rel":"canonical","href":"https://www.cuemath.com/"},{"tagName":"link","rel":"alternate","hreflang":"en-us","href":"https://www.cuemath.com/en-us/"},{"tagName":"link","rel":"alternate","hreflang":"en-in","href":"https://www.cuemath.com/"},{"tagName":"link","rel":"alternate","hreflang":"x-default","href":"https://www.cuemath.com/"},{"tagName":"link","rel":"alternate","hreflang":"en-gb","href":"https://www.cuemath.com/en-gb/"},{"tagName":"link","rel":"alternate","hreflang":"en-de","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-fr","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-no","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-it","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-nl","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-se","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-ie","href":"https://www.cuemath.com/en-eu/"},{"tagName":"link","rel":"alternate","hreflang":"en-au","href":"https://www.cuemath.com/en-au/"},{"tagName":"link","rel":"alternate","hreflang":"en-nz","href":"https://www.cuemath.com/en-nz/"},{"tagName":"link","rel":"alternate","hreflang":"en-sg","href":"https://www.cuemath.com/en-sg/"},{"tagName":"link","rel":"alternate","hreflang":"en-ae","href":"https://www.cuemath.com/en-ae/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.googletagmanager.com/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.google.co.in/"},{"tagName":"link","rel":"preconnect","href":"https://fonts.gstatic.com/","crossorigin":"true"},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"stylesheet","data-href":"","data-optimized-fonts":""},{"tagName":"link","rel":"shortcut icon","href":"https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.googletagmanager.com/"},{"tagName":"link","rel":"dns-prefetch","href":"https://www.google.co.in/"},{"tagName":"link","rel":"stylesheet","href":"https://static.qumath.in/static/website/old-cdn-static/min_cue_base_1_1.css","media":"all","onload":"if(media!='all')media='all'"},{"tagName":"link","rel":"preload","href":"https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css","as":"style"},{"tagName":"link","rel":"stylesheet","href":"https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css","data-n-g":""}],"attribute_usage_count":{"rel":36,"href":32,"crossorigin":4,"as":2,"type":1,"data-href":4,"data-optimized-fonts":4,"hreflang":15,"media":1,"onload":1,"data-n-g":1}},"priority-hints":{"total":0,"nodes":[],"attribute_usage_count":{}},"meta-nodes":{"total":18,"nodes":[{"tagName":"meta","charset":"UTF-8"},{"tagName":"meta","name":"description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"tagName":"meta","name":"keywords","content":""},{"tagName":"meta","name":"viewport","content":"width=device-width, initial-scale=1, user-scalable=no"},{"tagName":"meta","name":"og_title","property":"og:title","content":"One Stop for Math Learning & Live Math Classes | Cuemath"},{"tagName":"meta","name":"og_site_name","property":"og:site_name","content":"Cuemath"},{"tagName":"meta","name":"og_image","property":"og:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"tagName":"meta","name":"og_url","property":"og:url","id":"og-url","content":""},{"tagName":"meta","property":"og:description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"tagName":"meta","name":"twitter:site","content":""},{"tagName":"meta","name":"twitter:card","content":"summary_large_image"},{"tagName":"meta","name":"twitter:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"tagName":"meta","property":"og:image:width","content":"1200"},{"tagName":"meta","property":"og:image:height","content":"630"},{"tagName":"meta","name":"theme-color","content":"#FFBA07"},{"tagName":"meta","name":"google-site-verification","content":"rJR5MmOlrl6Ax4P0O1IIXIS_S9gwY6Wk_kc-BSNyi8o"},{"tagName":"meta","name":"ahrefs-site-verification","content":"04ac78bf41ffbe25dc08a55ceee2f67c917f01c9e75cab6f399d36658200db4c"},{"tagName":"meta","name":"next-head-count","content":"51"}],"attribute_usage_count":{"charset":1,"name":14,"content":17,"property":7,"id":1}},"10.5":["schema.org/EducationalOrganization","Answer","Question","schema.org/FAQPage"],"seo-anchor-elements":{"internal":192,"external":14,"hash":0,"navigateHash":0,"earlyHash":0},"seo-titles":{"titleWords":109,"titleElements":12},"seo-words":{"wordsCount":1167,"wordElements":78},"input_elements":{"total":0,"nodes":[],"attribute_usage_count":{}},"link_protocols_used":{"https":206},"06.47":0,"08.39":{"link":0,"script":1},"09.27":{"total":13,"nodes":[{"tagName":"a","tabindex":"0"},{"tagName":"a","tabindex":"0"},{"tagName":"div","tabindex":"0"},{"tagName":"div","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"},{"tagName":"li","tabindex":"0"}],"attribute_usage_count":{"aria-label":4,"role":4,"tabindex":13,"class":11,"href":1,"rel":1,"target":1,"style":11,"title":2,"data-active":1}},"icon_only_clickables":6,"inline_svg_stats":{"total":8,"content_lengths":[642,574,642,574,642,574,400851,400857],"attribute_usage_count":{"width":8,"height":8,"viewbox":8,"fill":6,"xmlns":8,"xmlns:xlink":2,"preserveaspectratio":2,"style":2}},"images":{"pictures":{"total":0,"nodes":[],"attribute_usage_count":{}},"imgs":{"total":23,"nodes":[{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"},{"tagName":"img"}],"attribute_usage_count":{"src":23,"alt":13,"width":13,"class":23,"height":10,"style":1}},"sources":{"total":3,"nodes":[{"tagName":"source","type":"video/mp4"},{"tagName":"source","type":"video/mp4"},{"tagName":"source","type":"video/mp4"}],"attribute_usage_count":{"src":3,"type":3}},"total_with_srcset":0,"total_with_sizes":0,"total_pictures_with_img":0,"sizes_values":[],"loading_values":[],"alt_lengths":[12,12,12,0,28,28,28,28,28,28,28,28,28,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1]},"videos":{"total":4,"nodes":[{"tagName":"video","loop":""},{"tagName":"video","controls":"","muted":"","poster":"https://static.qumath.in/static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp","autoplay":""},{"tagName":"video","autoplay":"","loop":""},{"tagName":"video","autoplay":"","loop":""}],"attribute_usage_count":{"playsinline":2,"loop":3,"alt":1,"src":1,"color":1,"class":3,"width":3,"height":1,"controls":1,"muted":1,"disablepictureinpicture":1,"id":1,"poster":1,"autoplay":3},"total_with_track":1,"tracks":{"total":1,"nodes":[{"tagName":"track","kind":"captions"}],"attribute_usage_count":{"kind":1}}},"audios":{"total":0,"nodes":[],"attribute_usage_count":{},"total_with_track":0,"tracks":{"total":0,"nodes":[],"attribute_usage_count":{}}},"iframes":{"iframes":{"total":4,"nodes":[{"tagName":"iframe","height":"0","width":"0","style":"display: none; visibility: hidden;"},{"tagName":"iframe","allow":"join-ad-interest-group","data-tagging-id":"","data-load-time":"","height":"0","width":"0","src":"https://td.doubleclick.net/td/rul/809392233?random=1734655791515&cv=11&fst=1734655791515&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1","style":"display: none; visibility: hidden;"},{"tagName":"iframe","allow":"join-ad-interest-group","data-tagging-id":"","data-load-time":"","height":"0","width":"0","src":"https://td.doubleclick.net/td/rul/809392233?random=1734655791550&cv=11&fst=1734655791550&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1","style":"display: none; visibility: hidden;"},{"tagName":"iframe","allow":"join-ad-interest-group","data-tagging-id":"","data-load-time":"","height":"0","width":"0","src":"https://td.doubleclick.net/td/ga/rul?tid=G-GNBBJJ7CG9&gacid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&dma=0&gcd=13l3l3l3l1l1&npa=0&pscdl=noapi&aip=1&fledge=1&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=125125689","style":"display: none; visibility: hidden;"}],"attribute_usage_count":{"height":4,"width":4,"style":4,"allow":3,"data-tagging-id":3,"data-load-time":3,"src":3}},"loading_values":[]},"scripts":{"total":41,"nodes":[{"tagName":"script","type":"text/javascript","async":"","src":"https://www.google-analytics.com/analytics.js"},{"tagName":"script","async":"","src":"https://websdk.appsflyer.com?st=banners&"},{"tagName":"script","src":"https://connect.facebook.net/signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C","async":""},{"tagName":"script","async":"","src":"https://connect.facebook.net/en_US/fbevents.js"},{"tagName":"script","type":"text/javascript","async":"","src":"https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200"},{"tagName":"script","type":"text/javascript","async":"","src":"https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200"},{"tagName":"script","async":"","src":"https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x"},{"tagName":"script"},{"tagName":"script"},{"tagName":"script","type":"application/ld+json"},{"tagName":"script","type":"application/ld+json"},{"tagName":"script","defer":"","nomodule":"","src":"https://static.qumath.in/static/next/_next/static/chunks/polyfills-a40ef1678bae11e696dba45124eadd70.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/ea88be26-930704d94db5f2cb92f7.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/79464-c2d183637746cedd834a.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/76711-12ef753798e7a649a9d6.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/25241-020a8e290c7bdada3ae6.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/62220-a463822f56e56dde9f24.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/15452-b6b7f50215b68841f765.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/44387-5e155aade7fa4adb849d.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/44312-386114d1f24f80582a68.js"},{"tagName":"script","defer":"","src":"https://static.qumath.in/static/next/_next/static/chunks/31691.44513c5d8de21c8c525c.js"},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/framework-fabe9812f30f6712e2dc.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/main-e08b2565d9dc0ac575c3.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/chunks/pages/website-v2-e421221ba88fb97d3f11.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_buildManifest.js","defer":""},{"tagName":"script","src":"https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_ssgManifest.js","defer":""},{"tagName":"script","type":"text/javascript","async":"","src":"https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791515&cv=11&fst=1734655791515&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=6"},{"tagName":"script","type":"text/javascript","async":"","src":"https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791550&cv=11&fst=1734655791550&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=6"},{"tagName":"script","id":"__NEXT_DATA__","type":"application/json"},{"tagName":"script","defer":"","src":"https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015","integrity":"sha512-ZpsOmlRQV6y907TI0dKBHq9Md29nnaEIPlkf84rnaERnq6zvWvPUqr2ft8M1aS28oN72PdrCzSjY4U6VaAw1EQ==","data-cf-beacon":"","crossorigin":"anonymous"},{"tagName":"script","src":"https://cdn.jsdelivr.net/npm/cookieconsent@3/build/cookieconsent.min.js","async":"","id":"cookieconsent","defer":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script"},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""},{"tagName":"script","type":"text/javascript","id":"","charset":""}],"attribute_usage_count":{"type":14,"async":10,"src":29,"defer":20,"nomodule":1,"id":8,"integrity":1,"data-cf-beacon":1,"crossorigin":1,"charset":6}},"nodes_using_role":{"total":6,"usage_and_count":{"dialog":1,"button":4,"alert":1}},"headings_order":[1,2,3,3,3,3,3,3,3,3,3,3],"shortcuts_stats":{"total_with_aria_shortcut":0,"total_with_accesskey":0,"aria_shortcut_values":[],"accesskey_values":[]},"attributes_used_on_elements":{"lang":1,"type":18,"async":10,"src":59,"rel":179,"href":244,"crossorigin":5,"as":2,"data-href":6,"data-optimized-fonts":4,"charset":7,"name":14,"content":17,"property":7,"id":21,"hreflang":15,"media":1,"onload":1,"data-n-g":1,"data-n-css":1,"defer":20,"nomodule":1,"data-styled":1,"data-styled-version":1,"role":6,"aria-live":2,"aria-label":5,"aria-describedby":1,"class":1814,"style":49,"tabindex":13,"target":143,"data-entry-section":212,"width":157,"alt":15,"data-parent-screen":208,"data-entry-point":210,"height":251,"color":376,"viewBox":8,"fill":10,"xmlns":8,"d":20,"stroke":16,"stroke-width":16,"title":2,"xmlns:xlink":2,"preserveAspectRatio":4,"x":2,"y":2,"transform":24,"opacity":24,"fill-opacity":14,"stroke-linecap":10,"stroke-linejoin":10,"stroke-miterlimit":10,"stroke-opacity":10,"mask-type":2,"clip-path":2,"mask":2,"playsinline":2,"loop":3,"controls":1,"muted":1,"disablepictureinpicture":1,"poster":1,"autoplay":3,"kind":1,"data-active":1,"integrity":1,"data-cf-beacon":1,"allow":3,"data-tagging-id":3,"data-load-time":3},"body_node":{"tagName":"body"},"html_node":{"tagName":"html","lang":"en"},"document_title":{"value":"One Stop for Math Learning & Live Math Classes | Cuemath","length":56},"length_of_h1s":[24]}
- aurora
- {"ng_version":null,"ng_img_user":null,"ng_priority_img_count":null,"ng_server_context":null,"nuxt_version":null,"nuxt_vue_version":null,"next_version":"11.1.4","next_is_script_user":null,"next_is_third_parties_user":null,"next_script_before_interactive_count":null,"next_script_after_interactive_count":null,"next_script_lazy_on_load_count":null,"next_script_worker_count":null,"react_version":"17.0.2","svelte_version":null,"feature_flags":[]}
- avg_dom_depth
- 12
- cms
- {"wordpress":{"block_theme":false,"has_embed_block":false,"embed_block_count":{"total":0,"total_by_type":[]},"scripts":[],"content_type":{"template":"unknown","post_type":"","taxonomy":""},"uses_interactivity_api":false,"interactivity_api_usage":{"total_regions":0,"total_regions_by_namespace":[]}}}
- cookies
- [{"name":"cf_ip_lat_lng","domain":"www.cuemath.com","path":"\/","expires":-1,"size":75,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"cf-ipcity","domain":"www.cuemath.com","path":"\/","expires":-1,"size":19,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"cue_country_code","domain":"www.cuemath.com","path":"\/","expires":-1,"size":18,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"__ab_experiment__","domain":"www.cuemath.com","path":"\/","expires":1766191787.60291,"size":185,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"last_landing_page","domain":"www.cuemath.com","path":"\/","expires":1734828587.603008,"size":101,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"lru-cache","domain":"www.cuemath.com","path":"\/","expires":-1,"size":12,"httpOnly":false,"secure":false,"session":true,"sameParty":false},{"name":"mp_30137be7dac047d9eeeff55e48b07616_mixpanel","domain":".cuemath.com","path":"\/","expires":1766191789,"size":350,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"source_details","domain":"www.cuemath.com","path":"\/","expires":1766191789,"size":936,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"last_page","domain":"www.cuemath.com","path":"\/","expires":1734742190,"size":12,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"landing_page","domain":"www.cuemath.com","path":"\/","expires":1734742190,"size":15,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_gcl_au","domain":".cuemath.com","path":"\/","expires":1742431791,"size":32,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_ga_GNBBJJ7CG9","domain":".cuemath.com","path":"\/","expires":1769215791.858892,"size":52,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"IDE","domain":".doubleclick.net","path":"\/","expires":1769215791.972187,"size":67,"httpOnly":true,"secure":true,"session":false,"sameSite":"None","sameParty":false},{"name":"_ga","domain":".cuemath.com","path":"\/","expires":1769215791.993759,"size":29,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_gid","domain":".cuemath.com","path":"\/","expires":1734742191,"size":30,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"cue_gacid","domain":"www.cuemath.com","path":"\/","expires":1734742191,"size":29,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_dc_gtm_UA-75184559-1","domain":".cuemath.com","path":"\/","expires":1734655852,"size":22,"httpOnly":false,"secure":false,"session":false,"sameParty":false},{"name":"_fbp","domain":".cuemath.com","path":"\/","expires":1742431792,"size":41,"httpOnly":false,"secure":false,"session":false,"sameSite":"Lax","sameParty":false},{"name":"__cf_bm","domain":".cuemath.com","path":"\/","expires":1734657606.44628,"size":156,"httpOnly":true,"secure":true,"session":false,"sameSite":"None","sameParty":false}]
- crawl_links
- ["https:\/\/www.cuemath.com\/en-us\/","https:\/\/www.cuemath.com\/en-us\/pricing\/","https:\/\/www.cuemath.com\/about-us\/","https:\/\/www.cuemath.com\/login\/","https:\/\/www.cuemath.com\/contact-us\/","https:\/\/www.cuemath.com\/privacy\/","https:\/\/www.cuemath.com\/en-eu\/","https:\/\/www.cuemath.com\/en-ae\/","https:\/\/www.cuemath.com\/en-us\/math-online-classes\/","https:\/\/www.cuemath.com\/en-sg\/","https:\/\/www.cuemath.com\/worksheets\/kindergarten-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/1st-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/2nd-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/3rd-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/4th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/5th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/6th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/7th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/8th-grade-math-worksheets\/","https:\/\/www.cuemath.com\/worksheets\/9th-grade-math-worksheets\/"]
- css
- {"css_in_js":["Styled Components"],"prefersColorScheme":false,"externalCssInHead":6,"externalCssInBody":0,"inlineCssInHead":6,"inlineCssInBody":0}
- css-variables
- {"summary":{"--height":{"set":[{"value":"calc( 80vh - 50px )","selector":":root"}]},"--width":{"get":[{"usedIn":"width","value":"calc(var(--width) * 0.5)","selector":".AOUeM .carousel__item img","condition":[{"type":"media","test":"screen and (max-width: 800px)"}]}],"set":[{"value":"450px","selector":":root"}]},"--max-width-base":{"get":[{"usedIn":"--max-width","value":"calc(var(--max-width-base) * 1px)","selector":":root"},{"usedIn":"--font-size-title-desktopXXL-scalable","value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXXL-scalable","value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXXL-scalable","value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"}],"set":[{"value":"1480","selector":":root"}]},"--max-width":{"set":[{"value":"calc(var(--max-width-base) * 1px)","selector":":root"}]},"--scrollbar-width":{"get":[{"usedIn":"--window-width","value":"calc(100vw - var(--scrollbar-width))","selector":":root"}],"set":[{"value":"0px","selector":":root"}]},"--window-width":{"get":[{"usedIn":"--font-size-title-mobile-scalable","value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-tablet-scalable","value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktop-scalable","value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXL-scalable","value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXXL-scalable","value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-mobile-scalable","value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-tablet-scalable","value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktop-scalable","value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXL-scalable","value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXXL-scalable","value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-mobile-scalable","value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-tablet-scalable","value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktop-scalable","value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXL-scalable","value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXXL-scalable","value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"}],"set":[{"value":"calc(100vw - var(--scrollbar-width))","selector":":root"}]},"--border-radius":{"set":[{"value":"12px","selector":":root"}]},"--foreground-rgb":{"get":[{"usedIn":"--line-color","value":"rgba(var(--foreground-rgb),0.15)","selector":":root"}],"set":[{"value":"0,0,0","selector":":root"}]},"--background-color":{"set":[{"value":"255,255,255","selector":":root"}]},"--pulse-color":{"set":[{"value":"#DE75BD","selector":":root"}]},"--color-black-primary":{"get":[{"usedIn":"--button-color","value":"var(--color-black-primary)","selector":":root"}],"set":[{"value":"#221B35","selector":":root"}]},"--color-white-primary":{"set":[{"value":"#FFFFFF","selector":":root"}]},"--grid-column-width":{"get":[{"usedIn":"--button-height","value":"var(--grid-column-width)","selector":":root"},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) * 2 + 1px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".cguloi","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(9 * var(--grid-column-width) - 0px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width) + 0px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) - 1px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width) - 2px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) + 64px)","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".cguloi","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".rfptb","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bsaemi","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".gwempF","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bBHRYw","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"usedIn":"width","value":"calc(9 * var(--grid-column-width) - 2px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) + 2px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(9 * var(--grid-column-width) + 1px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width))","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".kmaJGG","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(1 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(13 * var(--grid-column-width))","selector":".btJJAM","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".kZOlxD"},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".hvOoLN"},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".frmzpr"},{"usedIn":"height","value":"calc(12 * var(--grid-column-width))","selector":".gCjJrP"},{"usedIn":"width","value":"calc(8 * var(--grid-column-width) + 1px)","selector":".dlMPSA","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(3 * var(--grid-column-width))","selector":".dlMPSA","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"margin-top","value":"calc(0.5 * var(--grid-column-width))","selector":".dlMPSA","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".jTtzQM","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(7.5 * var(--grid-column-width))","selector":".jTtzQM","condition":[{"type":"media","test":"screen and (max-width: 1023px) and (min-width: 768px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".fPgIxj","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(7.5 * var(--grid-column-width))","selector":".fPgIxj","condition":[{"type":"media","test":"screen and (max-width: 1023px) and (min-width: 768px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-bottom","value":"calc(2 * var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-bottom","value":"calc(1 * var(--grid-column-width))","selector":".hRowEg","condition":[{"type":"media","test":"screen and (max-width: 1023px) and (min-width: 768px)"}]},{"usedIn":"margin-bottom","value":"calc(2 * var(--grid-column-width))","selector":".kfFCpj"},{"usedIn":"width","value":"calc(17 * var(--grid-column-width))","selector":".dHWutm","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".dJNDSg"},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".bPwVcc"},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width))","selector":".bPwVcc","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(100% + var(--grid-column-width))","selector":".dZcqxJ .background-grid"},{"usedIn":"grid-template-columns","value":"repeat( calc(var(--grid-column-count) + 0),var(--grid-column-width) )","selector":".dZcqxJ .background-grid__vertical"},{"usedIn":"top","value":"calc(var(--grid-column-width) / 2)","selector":".dZcqxJ .background-grid__horizontal"},{"usedIn":"width","value":"calc(10 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) - 4px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(3 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"width","value":"calc(13 * var(--grid-column-width) - 2px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) - 2px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) + 2px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"width","value":"calc(15 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(var(--grid-column-width) - 13px)","selector":".iCiArs","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(15 * var(--grid-column-width) + 1px)","selector":".fHyLmH","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(1 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (max-width: 767px)"}]},{"usedIn":"height","value":"calc(11 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(1 * var(--grid-column-width))","selector":".ejGmOK","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(11 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) - 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]},{"usedIn":"height","value":"calc(2 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"width","value":"calc(13 * var(--grid-column-width) + 1px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"margin-top","value":"calc(2 * var(--grid-column-width) + 0px)","selector":".hHMVmI","condition":[{"type":"media","test":"screen and (min-width: 1024px)"}]},{"usedIn":"height","value":"calc(10 * var(--grid-column-width))","selector":".AOUeM .carousel__list"},{"usedIn":"height","value":"calc(8 * var(--grid-column-width) + 1px)","selector":".AOUeM .carousel__list","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1023px)"}]}],"set":[{"value":"calc(var(--grid-column-width-base) * 1px)","selector":":root"},{"value":"calc(var(--grid-column-width-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--button-height":{"set":[{"value":"var(--grid-column-width)","selector":":root"}]},"--button-background":{"set":[{"value":"hsla(0,0%,100%,.15)","selector":":root"}]},"--button-color":{"get":[{"usedIn":"--button-border","value":"1px solid var(--button-color)","selector":":root"}],"set":[{"value":"var(--color-black-primary)","selector":":root"}]},"--button-border":{"set":[{"value":"1px solid var(--button-color)","selector":":root"}]},"--font-size-subtitle-scalable":{"get":[{"usedIn":"--button-font","value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","selector":":root"}],"set":[{"value":"var(--font-size-subtitle-mobile-scalable)","selector":":root"},{"value":"var(--font-size-subtitle-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-size-subtitle-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"var(--font-size-subtitle-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"var( --font-size-subtitle-desktopXXL-scalable )","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"calc(var(--font-size-subtitle-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--font-regular":{"get":[{"usedIn":"--button-font","value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","selector":":root"},{"usedIn":"--font-body","value":"var(--font-weight-normal) 14px/1.2 var(--font-regular)","selector":":root"},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 10px/1.1 var(--font-regular)","selector":":root"},{"usedIn":"--font-body","value":"var(--font-weight-normal) 16px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-body","value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--button-font":{"set":[{"value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","selector":":root"}]},"--slide-width":{"set":[{"value":"-2190px","selector":":root"},{"value":"-1800px","selector":":root","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]}]},"--space-base-unit":{"get":[{"usedIn":"--space-2","value":"calc(var(--space-base-unit) * 0.5)","selector":":root"},{"usedIn":"--space-4","value":"calc(var(--space-base-unit) * 1)","selector":":root"},{"usedIn":"--space-8","value":"calc(var(--space-base-unit) * 2)","selector":":root"},{"usedIn":"--space-12","value":"calc(var(--space-base-unit) * 3)","selector":":root"},{"usedIn":"--space-16","value":"calc(var(--space-base-unit) * 4)","selector":":root"},{"usedIn":"--space-20","value":"calc(var(--space-base-unit) * 5)","selector":":root"},{"usedIn":"--space-24","value":"calc(var(--space-base-unit) * 6)","selector":":root"},{"usedIn":"--space-32","value":"calc(var(--space-base-unit) * 8)","selector":":root"},{"usedIn":"--space-40","value":"calc(var(--space-base-unit) * 10)","selector":":root"},{"usedIn":"--space-44","value":"calc(var(--space-base-unit) * 11)","selector":":root"},{"usedIn":"--space-48","value":"calc(var(--space-base-unit) * 12)","selector":":root"},{"usedIn":"--space-56","value":"calc(var(--space-base-unit) * 14)","selector":":root"},{"usedIn":"--space-64","value":"calc(var(--space-base-unit) * 16)","selector":":root"}],"set":[{"value":"4px","selector":":root"}]},"--space-2":{"set":[{"value":"calc(var(--space-base-unit) * 0.5)","selector":":root"}]},"--space-4":{"set":[{"value":"calc(var(--space-base-unit) * 1)","selector":":root"}]},"--space-8":{"set":[{"value":"calc(var(--space-base-unit) * 2)","selector":":root"}]},"--space-12":{"set":[{"value":"calc(var(--space-base-unit) * 3)","selector":":root"}]},"--space-16":{"set":[{"value":"calc(var(--space-base-unit) * 4)","selector":":root"}]},"--space-20":{"set":[{"value":"calc(var(--space-base-unit) * 5)","selector":":root"}]},"--space-24":{"set":[{"value":"calc(var(--space-base-unit) * 6)","selector":":root"}]},"--space-32":{"set":[{"value":"calc(var(--space-base-unit) * 8)","selector":":root"}]},"--space-40":{"set":[{"value":"calc(var(--space-base-unit) * 10)","selector":":root"}]},"--space-44":{"set":[{"value":"calc(var(--space-base-unit) * 11)","selector":":root"}]},"--space-48":{"set":[{"value":"calc(var(--space-base-unit) * 12)","selector":":root"}]},"--space-56":{"set":[{"value":"calc(var(--space-base-unit) * 14)","selector":":root"}]},"--space-64":{"set":[{"value":"calc(var(--space-base-unit) * 16)","selector":":root"}]},"--grid-gutter-width":{"set":[{"value":"20px","selector":":root"}]},"--grid-column-count":{"get":[{"usedIn":"grid-template-columns","value":"repeat( calc(var(--grid-column-count) + 0),var(--grid-column-width) )","selector":".dZcqxJ .background-grid__vertical"}],"set":[{"value":"24","selector":":root"},{"value":"27","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"19","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"21","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"23","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"25","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]},{"value":"27","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1620px)"}]},{"value":"29","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1760px)"}]},{"value":"31","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1900px)"}]},{"value":"33","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2040px)"}]},{"value":"35","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2180px)"}]},{"value":"37","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2340px)"}]},{"value":"39","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 2480px)"}]}]},"--grid-column-width-base":{"get":[{"usedIn":"--grid-column-width","value":"calc(var(--grid-column-width-base) * 1px)","selector":":root"},{"usedIn":"--grid-column-width","value":"calc(var(--grid-column-width-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"64","selector":":root"},{"value":"31","selector":":root","condition":[{"type":"media","test":"screen and (max-width: 768px)"}]},{"value":"48","selector":":root","condition":[{"type":"media","test":"screen and (min-width: 768px) and (max-width: 1024px)"}]}]},"--line-color":{"set":[{"value":"rgba(var(--foreground-rgb),0.15)","selector":":root"}]},"--font-weight-normal":{"get":[{"usedIn":"--font-body","value":"var(--font-weight-normal) 14px/1.2 var(--font-regular)","selector":":root"},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 10px/1.1 var(--font-regular)","selector":":root"},{"usedIn":"--font-body","value":"var(--font-weight-normal) 16px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-badge","value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-body","value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-body":{"set":[{"value":"var(--font-weight-normal) 14px/1.2 var(--font-regular)","selector":":root"},{"value":"var(--font-weight-normal) 16px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-badge":{"set":[{"value":"var(--font-weight-normal) 10px/1.1 var(--font-regular)","selector":":root"},{"value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}]},"--font-mono-semibold":{"get":[{"usedIn":"--font-caption","value":"11px/1 var(--font-mono-semibold)","selector":":root"},{"usedIn":"--font-caption","value":"12px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"usedIn":"--font-caption","value":"14px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-caption":{"set":[{"value":"11px/1 var(--font-mono-semibold)","selector":":root"},{"value":"12px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"14px/1 var(--font-mono-semibold)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}]},"--font-size-title-base":{"get":[{"usedIn":"--font-size-title-mobile-scalable","value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-tablet-scalable","value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktop-scalable","value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXL-scalable","value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-desktopXXL-scalable","value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-title-scalable","value":"calc(var(--font-size-title-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"80","selector":":root"}]},"--font-size-title-mobile-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-mobile-scalable)","selector":":root"}],"set":[{"value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","selector":":root"}]},"--font-size-title-tablet-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","selector":":root"}]},"--font-size-title-desktop-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","selector":":root"}]},"--font-size-title-desktopXL-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","selector":":root"}]},"--font-size-title-desktopXXL-scalable":{"get":[{"usedIn":"--font-size-title-scalable","value":"var(--font-size-title-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]}],"set":[{"value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","selector":":root"}]},"--font-size-title-scalable":{"set":[{"value":"var(--font-size-title-mobile-scalable)","selector":":root"},{"value":"var(--font-size-title-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-size-title-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"var(--font-size-title-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"var(--font-size-title-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"calc(var(--font-size-title-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--font-size-subtitle-base":{"get":[{"usedIn":"--font-size-subtitle-mobile-scalable","value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-tablet-scalable","value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktop-scalable","value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXL-scalable","value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-desktopXXL-scalable","value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-subtitle-scalable","value":"calc(var(--font-size-subtitle-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"48","selector":":root"}]},"--font-size-subtitle-mobile-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-mobile-scalable)","selector":":root"}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-tablet-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-desktop-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-desktopXL-scalable":{"get":[{"usedIn":"--font-size-subtitle-scalable","value":"var(--font-size-subtitle-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]}],"set":[{"value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","selector":":root"}]},"--font-size-subtitle-desktopXXL-scalable":{"set":[{"value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","selector":":root"}]},"--font-size-marquee-base":{"get":[{"usedIn":"--font-size-marquee-mobile-scalable","value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-tablet-scalable","value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktop-scalable","value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXL-scalable","value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-desktopXXL-scalable","value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"},{"usedIn":"--font-size-marquee-scalable","value":"calc(var(--font-size-marquee-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}],"set":[{"value":"122","selector":":root"}]},"--font-size-marquee-mobile-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-mobile-scalable)","selector":":root"}],"set":[{"value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","selector":":root"}]},"--font-size-marquee-tablet-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","selector":":root"}]},"--font-size-marquee-desktop-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","selector":":root"}]},"--font-size-marquee-desktopXL-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","selector":":root"}]},"--font-size-marquee-desktopXXL-scalable":{"get":[{"usedIn":"--font-size-marquee-scalable","value":"var(--font-size-marquee-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]}],"set":[{"value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","selector":":root"}]},"--font-size-marquee-scalable":{"set":[{"value":"var(--font-size-marquee-mobile-scalable)","selector":":root"},{"value":"var(--font-size-marquee-tablet-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 760px)"}]},{"value":"var(--font-size-marquee-desktop-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 940px)"}]},{"value":"var(--font-size-marquee-desktopXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1120px)"}]},{"value":"var(--font-size-marquee-desktopXXL-scalable)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1300px)"}]},{"value":"calc(var(--font-size-marquee-base) * 1px)","selector":":root","condition":[{"type":"media","test":"only screen and (min-width: 1480px)"}]}]},"--letter-spacing-body":{"set":[{"value":"-0.01em","selector":":root"}]},"--ease-out":{"set":[{"value":"cubic-bezier(0.33,1,0.68,1)","selector":":root"}]},"--ease-in-out":{"set":[{"value":"cubic-bezier(0.65,0,0.35,1)","selector":":root"}]},"--card-border-width":{"set":[{"value":"6px","selector":".decrdU"},{"value":"6px","selector":".kXGaWt"},{"value":"6px","selector":".gSkqWi"},{"value":"6px","selector":".RKTuw"},{"value":"6px","selector":".ePLsdW"}]},"--card-z-index":{"get":[{"usedIn":"z-index","value":"var(--card-z-index)","selector":".decrdU"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".kXGaWt"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".gSkqWi"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".RKTuw"},{"usedIn":"z-index","value":"var(--card-z-index)","selector":".ePLsdW"}],"set":[{"value":"6","selector":""},{"value":"7","selector":""},{"value":"8","selector":""},{"value":"9","selector":""},{"value":"10","selector":""},{"value":"11","selector":""},{"value":"12","selector":""},{"value":"13","selector":""},{"value":"12","selector":""},{"value":"11","selector":""},{"value":"10","selector":""},{"value":"9","selector":""},{"value":"8","selector":""},{"value":"7","selector":""}]},"--card-translate-x":{"get":[{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".decrdU"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".decrdU:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".kXGaWt"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".kXGaWt:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".gSkqWi"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".gSkqWi:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".RKTuw"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".RKTuw:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".ePLsdW"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".ePLsdW:not(.active):hover"}],"set":[{"value":"-976.5px","selector":""},{"value":"-883.5px","selector":""},{"value":"-697.5px","selector":""},{"value":"-589px","selector":""},{"value":"-418.5px","selector":""},{"value":"-294.5px","selector":""},{"value":"-139.5px","selector":""},{"value":"0px","selector":""},{"value":"139.5px","selector":""},{"value":"294.5px","selector":""},{"value":"418.5px","selector":""},{"value":"589px","selector":""},{"value":"697.5px","selector":""},{"value":"883.5px","selector":""}]},"--card-translate-y":{"get":[{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".decrdU"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".decrdU:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".kXGaWt"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".kXGaWt:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".gSkqWi"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".gSkqWi:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".RKTuw"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".RKTuw:not(.active):hover"},{"usedIn":"transform","value":"translate(var(--card-translate-x),var(--card-translate-y))","selector":".ePLsdW"},{"usedIn":"transform","value":"translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px))","selector":".ePLsdW:not(.active):hover"}],"set":[{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-2px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""},{"value":"27px","selector":""},{"value":"-19.5px","selector":""}]}},"computed":[{"element":"HTML","children":[{"element":"DIV.background-grid","children":[{"element":"DIV.background-grid__vertical","declarations":{"grid-template-columns":{"value":"repeat( calc(var(--grid-column-count) + 0),var(--grid-column-width) )","references":["--grid-column-count","--grid-column-width"],"computed":"repeat(23, 64px)"}}},{"element":"DIV.background-grid__horizontal","declarations":{"top":{"value":"calc(var(--grid-column-width) / 2)","references":["--grid-column-width"],"computed":"32px"}}}],"declarations":{"height":{"value":"calc(100% + var(--grid-column-width))","references":["--grid-column-width"],"computed":"100%"}}},{"element":"DIV.website-v3__TextContainer-sc-tpgdyt-5.iCiArs","declarations":{"height":{"value":"calc(2 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"129px"},"margin-top":{"value":"calc(var(--grid-column-width) - 13px)","references":["--grid-column-width"],"computed":"51px"},"width":{"value":"calc(15 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"961px"}}},{"element":"DIV.website-v3__OverviewCarouselContainer-sc-tpgdyt-7.ejGmOK","children":[{"element":"DIV.student-achievements__CarouselContainer-sc-7mk38t-0.btJJAM","children":[{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.decrdU","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-976.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"6"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-976.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"6"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.kXGaWt","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-883.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"7"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-883.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"7"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.gSkqWi","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-697.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"8"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-697.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"8"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.RKTuw","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-589px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"9"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-589px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"9"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.ePLsdW","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-418.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"10"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-418.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"10"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.decrdU","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-294.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"11"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-294.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"11"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.kXGaWt","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(-139.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"12"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"-139.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"12"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.gSkqWi.active","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(0px, -2px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"13"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"0px"},"--card-translate-y":{"value":"-2px"},"--card-z-index":{"value":"13"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.RKTuw","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(139.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"12"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"139.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"12"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.ePLsdW","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(294.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"11"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"294.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"11"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.decrdU","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(418.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"10"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"418.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"10"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.kXGaWt","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(589px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"9"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"589px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"9"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.gSkqWi","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(697.5px, 27px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"8"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"697.5px"},"--card-translate-y":{"value":"27px"},"--card-z-index":{"value":"8"}}},{"element":"DIV.student-achievements__CarouselCard-sc-7mk38t-1.RKTuw.active","declarations":{"transform":{"value":"translate(var(--card-translate-x),var(--card-translate-y))","references":["--card-translate-x","--card-translate-y"],"computed":"translate(883.5px, -19.5px)"},"z-index":{"value":"var(--card-z-index)","references":["--card-z-index"],"computed":"7"},"--card-border-width":{"value":"6px"},"--card-translate-x":{"value":"883.5px"},"--card-translate-y":{"value":"-19.5px"},"--card-z-index":{"value":"7"}}}]}],"declarations":{"height":{"value":"calc(10 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"640px"},"margin-top":{"value":"calc(1 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"64px"}}},{"element":"DIV.website-v3__TrustPilotReviewContainer-sc-tpgdyt-6.fHyLmH","children":[{"element":"DIV.layout__MobileWrapper-sc-rfgcyz-1.trustpilot-reviews__CustomMobileWrapper-sc-16pxkif-1.kfFCpj","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__TitleContainer-sc-16pxkif-5.bPwVcc","declarations":{"height":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(10 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"704px"}}},{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__MobileColumnContainer-sc-16pxkif-4.dJNDSg","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.jTtzQM"},{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.fPgIxj","times":5}],"declarations":{"width":{"value":"calc(10 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"641px"}}}],"declarations":{"margin-bottom":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"}}},{"element":"DIV.layout__DesktopWrapper-sc-rfgcyz-0.trustpilot-reviews__CustomDesktopWrapper-sc-16pxkif-0.hRowEg","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__TitleContainer-sc-16pxkif-5.bPwVcc","declarations":{"height":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(10 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"704px"}}},{"element":"DIV.bundle__FlexView-sc-czofrr-4.trustpilot-reviews__Container-sc-16pxkif-2.dHWutm","children":[{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.jTtzQM","times":2},{"element":"DIV.bundle__FlexView-sc-czofrr-4.review__ReviewContainer-sc-1n5xg33-0.fPgIxj","times":6}],"declarations":{"width":{"value":"calc(17 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"1088px"}}}],"declarations":{"margin-bottom":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"margin-top":{"value":"calc(var(--grid-column-width))","references":["--grid-column-width"],"computed":"64px"},"width":{"value":"calc(11 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"704px"}}}]},{"element":"DIV.bundle__FlexView-sc-czofrr-4.awards-and-mentions__TextContainer-sc-1goaidy-1.kmaJGG","declarations":{"height":{"value":"calc(2 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"129px"},"margin-top":{"value":"calc(var(--grid-column-width))","references":["--grid-column-width"],"computed":"64px"},"width":{"value":"calc(9 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"577px"}}},{"element":"DIV.newslettwer-mentions__Container-sc-lvhe1u-0.rfptb","children":[{"element":"DIV.newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1.bsaemi","children":[{"element":"DIV.newslettwer-mentions__ImageContainer-sc-lvhe1u-2.gwempF","times":11}]}],"times":2},{"element":"DIV.newsletter-mentions-wrapper__NewsLetterTabletDesktopWrapper-sc-1vgm6ui-2.bBHRYw","children":[{"element":"DIV.newslettwer-mentions__Container-sc-lvhe1u-0.rfptb","children":[{"element":"DIV.newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1.bsaemi","children":[{"element":"DIV.newslettwer-mentions__ImageContainer-sc-lvhe1u-2.gwempF","times":11}]}],"times":2}]},{"element":"DIV.parent-testimonials__TextContainer-sc-1c5oazi-1.hHMVmI","declarations":{"height":{"value":"calc(2 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"129px"},"margin-top":{"value":"calc(2 * var(--grid-column-width) + 0px)","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(13 * var(--grid-column-width) + 1px)","references":["--grid-column-width"],"computed":"833px"}}},{"element":"UL.carousel__list","children":[{"element":"IMG.carousel_cover_image","times":9}],"declarations":{"height":{"value":"calc(10 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"640px"}}},{"element":"DIV.bundle__FlexView-sc-czofrr-4.faq__TextContainer-sc-1vqpb5r-3.cguloi","declarations":{"height":{"value":"calc(2 * var(--grid-column-width))","references":["--grid-column-width"],"computed":"128px"},"margin-top":{"value":"calc(var(--grid-column-width) + 64px)","references":["--grid-column-width"],"computed":"128px"},"width":{"value":"calc(11 * var(--grid-column-width) - 2px)","references":["--grid-column-width"],"computed":"702px"}}}],"declarations":{"--button-border":{"value":"1px solid var(--button-color)","references":["--button-color"],"computed":"1px solid #221B35"},"--button-color":{"value":"var(--color-black-primary)","references":["--color-black-primary"],"computed":"#221B35"},"--button-font":{"value":"normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular)","references":["--font-size-subtitle-scalable","--font-regular"],"computed":"null"},"--button-height":{"value":"var(--grid-column-width)","references":["--grid-column-width"],"computed":"calc(64 * 1px)"},"--font-badge":{"value":"var(--font-weight-normal) 16px/1.1 var(--font-regular)","references":["--font-weight-normal","--font-regular"],"computed":"null"},"--font-body":{"value":"var(--font-weight-normal) 18px/1.2 var(--font-regular)","references":["--font-weight-normal","--font-regular"],"computed":"null"},"--font-caption":{"value":"14px/1 var(--font-mono-semibold)","references":["--font-mono-semibold"],"computed":"null"},"--font-size-marquee-desktop-scalable":{"value":"calc(var(--font-size-marquee-base) / 1120 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 1120 * calc(100vw - 0px))"},"--font-size-marquee-desktopXL-scalable":{"value":"calc(var(--font-size-marquee-base) / 1300 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 1300 * calc(100vw - 0px))"},"--font-size-marquee-desktopXXL-scalable":{"value":"calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width))","references":["--font-size-marquee-base","--max-width-base","--window-width"],"computed":"calc(122 / 1480 * calc(100vw - 0px))"},"--font-size-marquee-mobile-scalable":{"value":"calc(var(--font-size-marquee-base) / 760 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 760 * calc(100vw - 0px))"},"--font-size-marquee-scalable":{"value":"var(--font-size-marquee-desktopXXL-scalable)","references":["--font-size-marquee-desktopXXL-scalable"],"computed":"calc(122 / 1480 * calc(100vw - 0px))"},"--font-size-marquee-tablet-scalable":{"value":"calc(var(--font-size-marquee-base) / 940 * var(--window-width))","references":["--font-size-marquee-base","--window-width"],"computed":"calc(122 / 940 * calc(100vw - 0px))"},"--font-size-subtitle-desktop-scalable":{"value":"calc(var(--font-size-subtitle-base) / 1120 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 1120 * calc(100vw - 0px))"},"--font-size-subtitle-desktopXL-scalable":{"value":"calc(var(--font-size-subtitle-base) / 1300 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 1300 * calc(100vw - 0px))"},"--font-size-subtitle-desktopXXL-scalable":{"value":"calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width))","references":["--font-size-subtitle-base","--max-width-base","--window-width"],"computed":"calc(48 / 1480 * calc(100vw - 0px))"},"--font-size-subtitle-mobile-scalable":{"value":"calc(var(--font-size-subtitle-base) / 760 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 760 * calc(100vw - 0px))"},"--font-size-subtitle-scalable":{"value":"var(--font-size-subtitle-desktopXL-scalable)","references":["--font-size-subtitle-desktopXL-scalable"],"computed":"calc(48 / 1480 * calc(100vw - 0px))"},"--font-size-subtitle-tablet-scalable":{"value":"calc(var(--font-size-subtitle-base) / 940 * var(--window-width))","references":["--font-size-subtitle-base","--window-width"],"computed":"calc(48 / 940 * calc(100vw - 0px))"},"--font-size-title-desktop-scalable":{"value":"calc(var(--font-size-title-base) / 1120 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 1120 * calc(100vw - 0px))"},"--font-size-title-desktopXL-scalable":{"value":"calc(var(--font-size-title-base) / 1300 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 1300 * calc(100vw - 0px))"},"--font-size-title-desktopXXL-scalable":{"value":"calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width))","references":["--font-size-title-base","--max-width-base","--window-width"],"computed":"calc(80 / 1480 * calc(100vw - 0px))"},"--font-size-title-mobile-scalable":{"value":"calc(var(--font-size-title-base) / 760 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 760 * calc(100vw - 0px))"},"--font-size-title-scalable":{"value":"var(--font-size-title-desktopXXL-scalable)","references":["--font-size-title-desktopXXL-scalable"],"computed":"calc(80 / 1480 * calc(100vw - 0px))"},"--font-size-title-tablet-scalable":{"value":"calc(var(--font-size-title-base) / 940 * var(--window-width))","references":["--font-size-title-base","--window-width"],"computed":"calc(80 / 940 * calc(100vw - 0px))"},"--grid-column-width":{"value":"calc(var(--grid-column-width-base) * 1px)","references":["--grid-column-width-base"],"computed":"calc(64 * 1px)"},"--line-color":{"value":"rgba(var(--foreground-rgb),0.15)","references":["--foreground-rgb"],"computed":"rgba(0,0,0,0.15)"},"--max-width":{"value":"calc(var(--max-width-base) * 1px)","references":["--max-width-base"],"computed":"calc(1480 * 1px)"},"--space-12":{"value":"calc(var(--space-base-unit) * 3)","references":["--space-base-unit"],"computed":"calc(4px * 3)"},"--space-16":{"value":"calc(var(--space-base-unit) * 4)","references":["--space-base-unit"],"computed":"calc(4px * 4)"},"--space-2":{"value":"calc(var(--space-base-unit) * 0.5)","references":["--space-base-unit"],"computed":"calc(4px * 0.5)"},"--space-20":{"value":"calc(var(--space-base-unit) * 5)","references":["--space-base-unit"],"computed":"calc(4px * 5)"},"--space-24":{"value":"calc(var(--space-base-unit) * 6)","references":["--space-base-unit"],"computed":"calc(4px * 6)"},"--space-32":{"value":"calc(var(--space-base-unit) * 8)","references":["--space-base-unit"],"computed":"calc(4px * 8)"},"--space-4":{"value":"calc(var(--space-base-unit) * 1)","references":["--space-base-unit"],"computed":"calc(4px * 1)"},"--space-40":{"value":"calc(var(--space-base-unit) * 10)","references":["--space-base-unit"],"computed":"calc(4px * 10)"},"--space-44":{"value":"calc(var(--space-base-unit) * 11)","references":["--space-base-unit"],"computed":"calc(4px * 11)"},"--space-48":{"value":"calc(var(--space-base-unit) * 12)","references":["--space-base-unit"],"computed":"calc(4px * 12)"},"--space-56":{"value":"calc(var(--space-base-unit) * 14)","references":["--space-base-unit"],"computed":"calc(4px * 14)"},"--space-64":{"value":"calc(var(--space-base-unit) * 16)","references":["--space-base-unit"],"computed":"calc(4px * 16)"},"--space-8":{"value":"calc(var(--space-base-unit) * 2)","references":["--space-base-unit"],"computed":"calc(4px * 2)"},"--window-width":{"value":"calc(100vw - var(--scrollbar-width))","references":["--scrollbar-width"],"computed":"calc(100vw - 0px)"},"--background-color":{"value":"255,255,255"},"--border-radius":{"value":"12px"},"--button-background":{"value":"hsla(0,0%,100%,0.15)"},"--color-black-primary":{"value":"#221B35"},"--color-white-primary":{"value":"#FFFFFF"},"--ease-in-out":{"value":"cubic-bezier(0.65,0,0.35,1)"},"--ease-out":{"value":"cubic-bezier(0.33,1,0.68,1)"},"--font-size-marquee-base":{"value":"122"},"--font-size-subtitle-base":{"value":"48"},"--font-size-title-base":{"value":"80"},"--foreground-rgb":{"value":"0,0,0"},"--grid-column-count":{"value":"23"},"--grid-column-width-base":{"value":"64"},"--grid-gutter-width":{"value":"20px"},"--height":{"value":"calc( 80vh - 50px )"},"--letter-spacing-body":{"value":"-0.01em"},"--max-width-base":{"value":"1480"},"--pulse-color":{"value":"#DE75BD"},"--scrollbar-width":{"value":"0px"},"--slide-width":{"value":"-2190px"},"--space-base-unit":{"value":"4px"},"--width":{"value":"450px"}}}]}
- doctype
- html
- document_height
- 8606
- document_width
- 1366
- ecommerce
- {"AndroidAppLinks":1,"iOSUniveralLinks":1}
- element_count
- {"html":1,"head":1,"script":41,"link":36,"meta":18,"title":1,"style":6,"noscript":3,"body":1,"div":1818,"span":2,"a":207,"nav":1,"img":23,"svg":8,"path":20,"button":4,"main":1,"h1":1,"defs":2,"clippath":2,"rect":2,"image":4,"g":30,"mask":2,"use":2,"video":4,"track":1,"source":3,"section":1,"ul":1,"li":9,"h2":1,"h3":10,"next-route-announcer":1,"p":1,"iframe":4}
- event-names
- {"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/ea88be26-930704d94db5f2cb92f7.js":["destroy","_active","_idle"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/76711-12ef753798e7a649a9d6.js":[],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/44387-5e155aade7fa4adb849d.js":["scroll"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/44312-386114d1f24f80582a68.js":["click","click","focusin","keyup"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/framework-fabe9812f30f6712e2dc.js":["test"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/main-e08b2565d9dc0ac575c3.js":["load","error","load","load","popstate","visibilitychange","pagehide","pageshow","pointerup","pointercancel","pageshow"],"https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/pages\/_app-938a24a906f421efc0f2.js":["pagehide","visibilitychange","DOMContentLoaded","mousedown","touchstart","scroll","scroll","click","resize"],"https:\/\/static.cloudflareinsights.com\/beacon.min.js\/vcd15cbe7772f49c399c6a5babf22c1241717689176015":[],"https:\/\/www.googletagmanager.com\/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x":["load","message","load","popstate","hashchange"],"https:\/\/cdn.jsdelivr.net\/npm\/cookieconsent@3\/build\/cookieconsent.min.js":[],"https:\/\/ssl.widgets.webengage.com\/js\/service-worker.js":["install","activate","message","push","notificationclose","notificationclick"],"https:\/\/www.googletagmanager.com\/gtag\/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200":["load","message","load","popstate","hashchange"],"https:\/\/connect.facebook.net\/en_US\/fbevents.js":["onpagehide","message","popstate","pageshow"],"https:\/\/www.googletagmanager.com\/static\/service_worker\/4cc0\/sw_iframe.html?origin=https%3A%2F%2Fwww.cuemath.com":[],"https:\/\/connect.facebook.net\/signals\/config\/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113":["click","open","pagehide","freeze"],"https:\/\/www.googletagmanager.com\/static\/service_worker\/4cc0\/sw.js?origin=https%3A%2F%2Fwww.cuemath.com":["activate","message"]}
- fugu-apis
- {"Service Worker":["https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/pages\/_app-938a24a906f421efc0f2.js"],"Push":["https:\/\/ssl.widgets.webengage.com\/js\/service-worker.js"]}
- generated-content
- {"percent":"0.7214","sizeInKB":"728.96"}
- generated-html
- <!DOCTYPE html> <html lang="en" class=""><head><script type="text/javascript" async="" src="https://www.google-analytics.com/analytics.js"></script><script async="" src="https://websdk.appsflyer.com?st=banners&"></script><script src="https://connect.facebook.net/signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113" async=""></script><script async="" src="https://connect.facebook.net/en_US/fbevents.js"></script><script type="text/javascript" async="" src="https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c&gtm=45He4cc1v810554577za200"></script><script type="text/javascript" async="" src="https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c&gtm=45He4cc1v810554577za200"></script><script async="" src="https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G&gtm_auth=&gtm_preview=&gtm_cookies_win=x"></script><script> (function(w,d,s,l,i){w[l]=w[l]||[]; w[l].push({'gtm.start': new Date().getTime(),event:'gtm.js', }); var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:''; j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl+'>m_auth=>m_preview=>m_cookies_win=x'; f.parentNode.insertBefore(j,f); })(window,document,'script','dataLayer','GTM-P5J5M4G');</script><script> window.dataLayer = window.dataLayer || []; window.dataLayer.push({"current_category":"Brand"})</script><link rel="preconnect" href="https://fonts.gstatic.com" crossorigin=""><link rel="shortcut icon" href="https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"><link rel="dns-prefetch" href="https://www.googletagmanager.com/"><link rel="dns-prefetch" href="https://www.google.co.in/"><link rel="preload" href="https://static.qumath.in/static/next/_next/static/media/Athletics-Light.3995a09b0ed9d570a3a4da439efdd26b.woff2" as="font" type="font/woff2" crossorigin="anonymous"><link rel="preconnect" href="https://fonts.gstatic.com/" crossorigin="true"><link rel="stylesheet" data-href="https://fonts.googleapis.com/css2?family=Quicksand:wght@300;400;500;600;700&display=swap" data-optimized-fonts="true"><link rel="stylesheet" data-href="https://fonts.googleapis.com/css?family=Roboto" data-optimized-fonts="true"><meta charset="UTF-8"><title>One Stop for Math Learning & Live Math Classes | Cuemath</title><meta name="description" content="Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"><meta name="keywords" content=""><meta name="viewport" content="width=device-width, initial-scale=1, user-scalable=no"><link rel="shortcut icon" href="https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"><link rel="canonical" href="https://www.cuemath.com/"><meta name="og_title" property="og:title" content="One Stop for Math Learning & Live Math Classes | Cuemath"><meta name="og_site_name" property="og:site_name" content="Cuemath"><meta name="og_image" property="og:image" content="https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"><meta name="og_url" property="og:url" id="og-url" content=""><meta property="og:description" content="Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"><meta name="twitter:site" content=""><meta name="twitter:card" content="summary_large_image"><meta name="twitter:image" content="https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"><meta property="og:image:width" content="1200"><meta property="og:image:height" content="630"><meta name="theme-color" content="#FFBA07"><meta name="google-site-verification" content="rJR5MmOlrl6Ax4P0O1IIXIS_S9gwY6Wk_kc-BSNyi8o"><link rel="alternate" hreflang="en-us" href="https://www.cuemath.com/en-us/"><link rel="alternate" hreflang="en-in" href="https://www.cuemath.com/"><link rel="alternate" hreflang="x-default" href="https://www.cuemath.com/"><link rel="alternate" hreflang="en-gb" href="https://www.cuemath.com/en-gb/"><link rel="alternate" hreflang="en-de" href="https://www.cuemath.com/en-eu/"><link rel="alternate" hreflang="en-fr" href="https://www.cuemath.com/en-eu/"><link rel="alternate" hreflang="en-no" href="https://www.cuemath.com/en-eu/"><link rel="alternate" hreflang="en-it" href="https://www.cuemath.com/en-eu/"><link rel="alternate" hreflang="en-nl" href="https://www.cuemath.com/en-eu/"><link rel="alternate" hreflang="en-se" href="https://www.cuemath.com/en-eu/"><link rel="alternate" hreflang="en-ie" href="https://www.cuemath.com/en-eu/"><link rel="alternate" hreflang="en-au" href="https://www.cuemath.com/en-au/"><link rel="alternate" hreflang="en-nz" href="https://www.cuemath.com/en-nz/"><link rel="alternate" hreflang="en-sg" href="https://www.cuemath.com/en-sg/"><link rel="alternate" hreflang="en-ae" href="https://www.cuemath.com/en-ae/"><link rel="dns-prefetch" href="https://www.googletagmanager.com/"><link rel="dns-prefetch" href="https://www.google.co.in/"><link rel="preconnect" href="https://fonts.gstatic.com/" crossorigin="true"><link rel="stylesheet" data-href="https://fonts.googleapis.com/css2?family=Quicksand:wght@300;400;500;600;700&display=swap" data-optimized-fonts="true"><link rel="stylesheet" data-href="https://fonts.googleapis.com/css?family=Roboto" data-optimized-fonts="true"><script type="application/ld+json">{ "@context": "https://schema.org", "@type": "EducationalOrganization", "name": "Cuemath", "url": "https://www.cuemath.com/en-us/", "logo": "https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg", "alternateName": "Cuemath: Online Math Classes" }</script><script type="application/ld+json">{ "@context": "https://schema.org", "@type": "FAQPage", "mainEntity":[ { "@type": "Question", "name": "What is the frequency and duration of your classes?", "acceptedAnswer": { "@type": "Answer", "text": "Typically, the number of classes is two per week for grades K to 8, and three per week for high school. But the schedule is flexible, according to your child’s requirements and availability. Also, each class runs for 55 minutes, extendable to an hour." } }, { "@type": "Question", "name": "What devices do I need for attending your classes?", "acceptedAnswer": { "@type": "Answer", "text": "A desktop or laptop computer that supports video calling is necessary for attending our classes. We also highly recommend a writing tablet for the best learning experience." } }, { "@type": "Question", "name": "My child has specific learning requirements. Is your program flexible enough?", "acceptedAnswer": { "@type": "Answer", "text": "Absolutely. Our tutors will always customize the classes according to what your child needs - be it homework help, exam or test prep, remedial support for past gaps, or advanced learning." } }, { "@type": "Question", "name": "Can your tutors teach the topics covered in my child’s school or curriculum?", "acceptedAnswer": { "@type": "Answer", "text": "Our tutors are trained to teach according to various curricula across countries. Further, we have a fully customizable curriculum, tailored to your child’s needs." } }, { "@type": "Question", "name": "Can my child join anytime of the year?", "acceptedAnswer": { "@type": "Answer", "text": "Yes. Our tutors always customize the learning plan according to your child’s needs, and the time left in the current academic year. If you wish to cover additional topics in the same time, you can always schedule extra classes." } }, { "@type": "Question", "name": "What if I don’t like the tutor?", "acceptedAnswer": { "@type": "Answer", "text": "In the rare case that happens, please raise a ticket with our helpdesk. We’ll be happy to diagnose the issue, and find you a different tutor that aligns better with your child’s needs." } }, { "@type": "Question", "name": "What if I do not like your classes after I enroll? Will I get my money back?", "acceptedAnswer": { "@type": "Answer", "text": "We have a no questions asked refund policy. If you’re unhappy with the experience, you can cancel anytime for a full refund of the unused classes." } }, { "@type": "Question", "name": "What happens if my child misses a Cuemath class?", "acceptedAnswer": { "@type": "Answer", "text": "We have a flexible leave policy that allows for both planned and unplanned leaves. Just keep your tutor informed." } }, { "@type": "Question", "name": "How can I keep track of my child's maths progress?", "acceptedAnswer": { "@type": "Answer", "text": "We have a dedicated parent app, that lets you track the progress of your child, and also lets you connect with their tutor." } }, { "@type": "Question", "name": "How do I enroll for your classes?", "acceptedAnswer": { "@type": "Answer", "text": "Please tap on the ‘Get Started’ button. We’ll ask you a few questions about your child to understand their needs better. Once we receive the details, our admissions counselor will call you to match your child with the right tutor, and schedule a free trial class as per your availability. If you like the experience, you can choose a plan and make the payment to begin your classes." } } ] } </script><meta name="ahrefs-site-verification" content="04ac78bf41ffbe25dc08a55ceee2f67c917f01c9e75cab6f399d36658200db4c"><link rel="shortcut icon" href="https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png"><link rel="dns-prefetch" href="https://www.googletagmanager.com/"><link rel="dns-prefetch" href="https://www.google.co.in/"><link rel="stylesheet" href="https://static.qumath.in/static/website/old-cdn-static/min_cue_base_1_1.css" media="all" onload="if(media!='all')media='all'"><style> html, body, div, span, applet, object, iframe, h1, h2, h3, h4, h5, h6, p, blockquote, pre, a, abbr, acronym, address, big, cite, code, del, dfn, em, img, ins, kbd, q, s, samp, small, strike, sub, sup, tt, var, b, u, i, center, dl, dt, dd, ol, ul, li, fieldset, form, label, legend, caption, article, aside, canvas, details, embed, figure, figcaption, footer, header, hgroup, menu, nav, output, ruby, section, summary, time, mark, audio, video { margin: 0; padding: 0; border: 0; font-size: 100%; font: inherit; vertical-align: baseline; } article, aside, details, figcaption, figure, footer, header, hgroup, menu, nav, section { display: block; } body { line-height: 1; } ol, ul { list-style: none; } blockquote, q { quotes: none; } blockquote:before, blockquote:after, q:before, q:after { content: ''; content: none; } table { border-collapse: collapse; border-spacing: 0; } html { box-sizing: border-box; } *, *:before, *:after { box-sizing: inherit; } body.disable-scroll { height: 100vh; overflow: hidden; } img { max-width: 100%; height: auto; } sup { vertical-align: super; font-size: small; } a { font-size: 14px; font-family: 'Untitled Sans', sans-serif !important; text-decoration: none; } input:focus, select:focus { outline: none; border: 1px solid #1F42FF; } input:not([type=radio], [type=checkbox]) { -webkit-appearance: none; } h2 a { text-decoration: underline; font-size: inherit; color: #3594d4; } html.no-scroll, html.no-scroll body{ overflow: hidden; } div { -webkit-tap-highlight-color: transparent; } </style><style> html, body, div, span, applet, object, iframe, h1, h2, h3, h4, h5, h6, p, blockquote, pre, a, abbr, acronym, address, big, cite, code, del, dfn, em, img, ins, kbd, q, s, samp, small, strike, sub, sup, tt, var, b, u, i, center, dl, dt, dd, ol, ul, li, fieldset, form, label, legend, caption, article, aside, canvas, details, embed, figure, figcaption, footer, header, hgroup, menu, nav, output, ruby, section, summary, time, mark, audio, video { margin: 0; padding: 0; border: 0; font-size: 100%; font: inherit; vertical-align: baseline; } article, aside, details, figcaption, figure, footer, header, hgroup, menu, nav, section { display: block; } body { line-height: 1; } ol, ul { list-style: none; } blockquote, q { quotes: none; } blockquote:before, blockquote:after, q:before, q:after { content: ''; content: none; } table { border-collapse: collapse; border-spacing: 0; } html { box-sizing: border-box; } *, *:before, *:after { box-sizing: inherit; } body.disable-scroll { height: 100vh; overflow: hidden; } img { max-width: 100%; height: auto; } sup { vertical-align: super; font-size: small; } a { font-size: 14px; font-family: 'Untitled Sans', sans-serif !important; text-decoration: none; } input:focus, select:focus { outline: none; border: 1px solid #1F42FF; } input:not([type=radio], [type=checkbox]) { -webkit-appearance: none; } h2 a { text-decoration: underline; font-size: inherit; color: #3594d4; } html.no-scroll, html.no-scroll body{ overflow: hidden; } div { -webkit-tap-highlight-color: transparent; } </style><meta name="next-head-count" content="51"><link rel="preload" href="https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css" as="style"><link rel="stylesheet" href="https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css" data-n-g=""><noscript data-n-css=""></noscript><script defer="" nomodule="" src="https://static.qumath.in/static/next/_next/static/chunks/polyfills-a40ef1678bae11e696dba45124eadd70.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/ea88be26-930704d94db5f2cb92f7.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/79464-c2d183637746cedd834a.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/76711-12ef753798e7a649a9d6.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/25241-020a8e290c7bdada3ae6.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/62220-a463822f56e56dde9f24.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/15452-b6b7f50215b68841f765.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/44387-5e155aade7fa4adb849d.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/44312-386114d1f24f80582a68.js"></script><script defer="" src="https://static.qumath.in/static/next/_next/static/chunks/31691.44513c5d8de21c8c525c.js"></script><script src="https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js" defer=""></script><script src="https://static.qumath.in/static/next/_next/static/chunks/framework-fabe9812f30f6712e2dc.js" defer=""></script><script src="https://static.qumath.in/static/next/_next/static/chunks/main-e08b2565d9dc0ac575c3.js" defer=""></script><script src="https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js" defer=""></script><script src="https://static.qumath.in/static/next/_next/static/chunks/pages/website-v2-e421221ba88fb97d3f11.js" defer=""></script><script src="https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_buildManifest.js" defer=""></script><script src="https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_ssgManifest.js" defer=""></script><style data-href="https://fonts.googleapis.com/css2?family=Quicksand:wght@300;400;500;600;700&display=swap">@font-face{font-family:'Quicksand';font-style:normal;font-weight:300;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkKEo18I.woff) format('woff')}@font-face{font-family:'Quicksand';font-style:normal;font-weight:400;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkP8o18I.woff) format('woff')}@font-face{font-family:'Quicksand';font-style:normal;font-weight:500;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkM0o18I.woff) format('woff')}@font-face{font-family:'Quicksand';font-style:normal;font-weight:600;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkCEv18I.woff) format('woff')}@font-face{font-family:'Quicksand';font-style:normal;font-weight:700;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkBgv18I.woff) format('woff')}@font-face{font-family:'Quicksand';font-style:normal;font-weight:300;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB}@font-face{font-family:'Quicksand';font-style:normal;font-weight:300;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF}@font-face{font-family:'Quicksand';font-style:normal;font-weight:300;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}@font-face{font-family:'Quicksand';font-style:normal;font-weight:400;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB}@font-face{font-family:'Quicksand';font-style:normal;font-weight:400;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF}@font-face{font-family:'Quicksand';font-style:normal;font-weight:400;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}@font-face{font-family:'Quicksand';font-style:normal;font-weight:500;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB}@font-face{font-family:'Quicksand';font-style:normal;font-weight:500;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF}@font-face{font-family:'Quicksand';font-style:normal;font-weight:500;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}@font-face{font-family:'Quicksand';font-style:normal;font-weight:600;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB}@font-face{font-family:'Quicksand';font-style:normal;font-weight:600;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF}@font-face{font-family:'Quicksand';font-style:normal;font-weight:600;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}@font-face{font-family:'Quicksand';font-style:normal;font-weight:700;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB}@font-face{font-family:'Quicksand';font-style:normal;font-weight:700;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2');unicode-range:U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF}@font-face{font-family:'Quicksand';font-style:normal;font-weight:700;font-display:swap;src:url(https://fonts.gstatic.com/s/quicksand/v31/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}</style><style data-href="https://fonts.googleapis.com/css?family=Roboto">@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu4mxM.woff) format('woff')}@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu72xKKTU1Kvnz.woff2) format('woff2');unicode-range:U+0460-052F,U+1C80-1C8A,U+20B4,U+2DE0-2DFF,U+A640-A69F,U+FE2E-FE2F}@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu5mxKKTU1Kvnz.woff2) format('woff2');unicode-range:U+0301,U+0400-045F,U+0490-0491,U+04B0-04B1,U+2116}@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu7mxKKTU1Kvnz.woff2) format('woff2');unicode-range:U+1F00-1FFF}@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu4WxKKTU1Kvnz.woff2) format('woff2');unicode-range:U+0370-0377,U+037A-037F,U+0384-038A,U+038C,U+038E-03A1,U+03A3-03FF}@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu7WxKKTU1Kvnz.woff2) format('woff2');unicode-range:U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB}@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu7GxKKTU1Kvnz.woff2) format('woff2');unicode-range:U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF}@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:url(https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu4mxKKTU1Kg.woff2) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}</style><style data-styled="" data-styled-version="4.4.1">/* inner styles set by WPT to match CSSOM */ .khdGNw { display: flex; flex-direction: column; padding: 0px; } .dJYJGz { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; } .cOVSlH { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; } .eTQClf { display: flex; flex-direction: row; padding: 0px; } .fmhnLK { box-sizing: border-box; flex: 0 0 auto; padding: 0px 8px; } .gaSeWO { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px 16px; } .fjfqOU { height: 24px; background-color: transparent; } @font-face { font-family: Athletics-Light; font-style: normal; font-weight: normal; font-display: block; src: local("Athletics"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Light.3995a09b0ed9d570a3a4da439efdd26b.woff2") format("woff2"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Light.13aed54da7eb157ef4e3e2ebc8cd9424.woff") format("woff"); } @font-face { font-family: "Untitled Sans Regular"; font-style: normal; font-weight: 400; font-display: block; src: url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-regular.04e0a1b6617c3161a6126f6df65b932a.woff2") format("woff2"), url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-regular.488199b65a8de86afe82505b37360ae9.woff") format("woff"); } @font-face { font-family: "Untitled Sans"; font-style: normal; font-weight: 500; font-display: block; src: url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-medium.557a3e216c980b6e9868759834c9ad5b.woff2") format("woff2"), url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-medium.3873f677fe2c98e2d9eae09c335b054d.woff") format("woff"); } @font-face { font-family: "Untitled Sans Medium"; font-style: normal; font-weight: 500; font-display: block; src: url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-medium.557a3e216c980b6e9868759834c9ad5b.woff2") format("woff2"), url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-medium.3873f677fe2c98e2d9eae09c335b054d.woff") format("woff"); } @font-face { font-family: "Untitled Sans"; font-style: normal; font-weight: 400; font-display: block; src: url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-regular.04e0a1b6617c3161a6126f6df65b932a.woff2") format("woff2"), url("https://static.qumath.in/static/next/_next/static/media/untitled-sans-regular.488199b65a8de86afe82505b37360ae9.woff") format("woff"); } @font-face { font-family: Athletics-Black; font-style: normal; font-weight: normal; font-display: swap; src: local("Athletics"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Black.5ab9d6b3e5ee3db7b7efba2c841bf9c7.woff") format("woff"); } @font-face { font-family: Athletics-900; font-style: normal; font-weight: 900; font-display: swap; src: local("Athletics"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Black.5ab9d6b3e5ee3db7b7efba2c841bf9c7.woff") format("woff"); } @font-face { font-family: Athletics; font-style: normal; font-weight: normal; font-display: swap; src: local("Athletics"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Bold.7e4b0f2fbffc768fc83cce4dc9ea4514.woff") format("woff"); } @font-face { font-family: Athletics-Regular; font-style: normal; font-weight: normal; font-display: swap; src: local("Athletics"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Regular.10695d8155f114d950715d7bfca359b3.woff") format("woff"); } @font-face { font-family: Athletics-Medium; font-style: normal; font-weight: normal; font-display: swap; src: local("Athletics"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Medium.f20566b40b1e9f21f6dc9eb5d75ea49c.woff") format("woff"); } @font-face { font-family: Athletics-Bold; font-style: normal; font-weight: normal; font-display: swap; src: local("Athletics"), url("https://static.qumath.in/static/next/_next/static/media/Athletics-Bold.7e4b0f2fbffc768fc83cce4dc9ea4514.woff") format("woff"); } @font-face { font-family: "Open Sans"; font-style: normal; font-weight: 400; font-display: swap; src: local("Open Sans Regular"), local("OpenSans-Regular"), url("https://fonts.gstatic.com/s/opensans/v17/mem8YaGs126MiZpBA-UFVZ0bf8pkAg.woff2") format("woff2"); unicode-range: U+0-FF, U+131, U+152-153, U+2BB-2BC, U+2C6, U+2DA, U+2DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; } @font-face { font-family: "Open Sans"; font-style: normal; font-weight: 600; font-display: swap; src: local("Open Sans SemiBold"), local("OpenSans-SemiBold"), url("https://fonts.gstatic.com/s/opensans/v17/mem5YaGs126MiZpBA-UNirkOUuhpKKSTjw.woff2") format("woff2"); unicode-range: U+0-FF, U+131, U+152-153, U+2BB-2BC, U+2C6, U+2DA, U+2DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; } @font-face { font-family: Nunito; font-style: normal; font-weight: 400; font-display: swap; src: local("Nunito Regular"), local("Nunito-Regular"), url("https://fonts.gstatic.com/s/nunito/v9/XRXV3I6Li01BKofINeaBTMnFcQ.woff2") format("woff2"); unicode-range: U+0-FF, U+131, U+152-153, U+2BB-2BC, U+2C6, U+2DA, U+2DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; } @font-face { font-family: Nunito; font-style: normal; font-weight: 700; font-display: swap; src: local("Nunito Bold"), local("Nunito-Bold"), url("https://fonts.gstatic.com/s/nunito/v9/XRXW3I6Li01BKofAjsOUYevIWzgPDA.woff2") format("woff2"); unicode-range: U+0-FF, U+131, U+152-153, U+2BB-2BC, U+2C6, U+2DA, U+2DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; } @-webkit-keyframes speakers-carousel-prepend-slide-in { 0% { transform: translateX(-28px); } } @-webkit-keyframes speakers-carousel-prepend-slide-in { 0% { transform: translateX(-28px); } } @keyframes speakers-carousel-prepend-slide-in { 0% { transform: translateX(-28px); } } @-webkit-keyframes speakers-carousel-append-slide-in { 0% { transform: translateX(28px); } } @-webkit-keyframes speakers-carousel-append-slide-in { 0% { transform: translateX(28px); } } @keyframes speakers-carousel-append-slide-in { 0% { transform: translateX(28px); } } @-webkit-keyframes gradientAnim { 0% { background-position: 0px 50%; } 50% { background-position: 100% 50%; } 100% { background-position: 0px 50%; } } @keyframes gradientAnim { 0% { background-position: 0px 50%; } 50% { background-position: 100% 50%; } 100% { background-position: 0px 50%; } } @-webkit-keyframes gradientAnim { 0% { background-position: 0px 50%; } 50% { background-position: 100% 50%; } 100% { background-position: 0px 50%; } } :root { --height: calc( 80vh - 50px ); --width: 450px; --max-width-base: 1480; --max-width: calc(var(--max-width-base) * 1px); --scrollbar-width: 0px; --window-width: calc(100vw - var(--scrollbar-width)); --border-radius: 12px; --foreground-rgb: 0,0,0; --background-color: 255,255,255; --pulse-color: #DE75BD; --color-black-primary: #221B35; --color-white-primary: #FFFFFF; --button-height: var(--grid-column-width); --button-background: hsla(0,0%,100%,.15); --button-color: var(--color-black-primary); --button-border: 1px solid var(--button-color); --button-font: normal var(--font-size-subtitle-scalable) /1.02 var(--font-regular); --slide-width: -2190px; --space-base-unit: 4px; --space-2: calc(var(--space-base-unit) * 0.5); --space-4: calc(var(--space-base-unit) * 1); --space-8: calc(var(--space-base-unit) * 2); --space-12: calc(var(--space-base-unit) * 3); --space-16: calc(var(--space-base-unit) * 4); --space-20: calc(var(--space-base-unit) * 5); --space-24: calc(var(--space-base-unit) * 6); --space-32: calc(var(--space-base-unit) * 8); --space-40: calc(var(--space-base-unit) * 10); --space-44: calc(var(--space-base-unit) * 11); --space-48: calc(var(--space-base-unit) * 12); --space-56: calc(var(--space-base-unit) * 14); --space-64: calc(var(--space-base-unit) * 16); --grid-gutter-width: 20px; --grid-column-count: 24; --grid-column-width-base: 64; --grid-column-width: calc(var(--grid-column-width-base) * 1px); --line-color: rgba(var(--foreground-rgb),0.15); --font-body: var(--font-weight-normal) 14px/1.2 var(--font-regular); --font-badge: var(--font-weight-normal) 10px/1.1 var(--font-regular); --font-caption: 11px/1 var(--font-mono-semibold); --font-size-title-base: 80; --font-size-title-mobile-scalable: calc(var(--font-size-title-base) / 760 * var(--window-width)); --font-size-title-tablet-scalable: calc(var(--font-size-title-base) / 940 * var(--window-width)); --font-size-title-desktop-scalable: calc(var(--font-size-title-base) / 1120 * var(--window-width)); --font-size-title-desktopXL-scalable: calc(var(--font-size-title-base) / 1300 * var(--window-width)); --font-size-title-desktopXXL-scalable: calc(var(--font-size-title-base) / var(--max-width-base) * var(--window-width)); --font-size-title-scalable: var(--font-size-title-mobile-scalable); --font-size-subtitle-base: 48; --font-size-subtitle-mobile-scalable: calc(var(--font-size-subtitle-base) / 760 * var(--window-width)); --font-size-subtitle-tablet-scalable: calc(var(--font-size-subtitle-base) / 940 * var(--window-width)); --font-size-subtitle-desktop-scalable: calc(var(--font-size-subtitle-base) / 1120 * var(--window-width)); --font-size-subtitle-desktopXL-scalable: calc(var(--font-size-subtitle-base) / 1300 * var(--window-width)); --font-size-subtitle-desktopXXL-scalable: calc(var(--font-size-subtitle-base) / var(--max-width-base) * var(--window-width)); --font-size-subtitle-scalable: var(--font-size-subtitle-mobile-scalable); --font-size-marquee-base: 122; --font-size-marquee-mobile-scalable: calc(var(--font-size-marquee-base) / 760 * var(--window-width)); --font-size-marquee-tablet-scalable: calc(var(--font-size-marquee-base) / 940 * var(--window-width)); --font-size-marquee-desktop-scalable: calc(var(--font-size-marquee-base) / 1120 * var(--window-width)); --font-size-marquee-desktopXL-scalable: calc(var(--font-size-marquee-base) / 1300 * var(--window-width)); --font-size-marquee-desktopXXL-scalable: calc(var(--font-size-marquee-base) / var(--max-width-base) * var(--window-width)); --font-size-marquee-scalable: var(--font-size-marquee-mobile-scalable); --letter-spacing-body: -0.01em; --ease-out: cubic-bezier(0.33,1,0.68,1); --ease-in-out: cubic-bezier(0.65,0,0.35,1); } @media screen and (max-width: 768px) { :root { --grid-column-width-base: 31; --slide-width: -1800px; } } @media screen and (min-width: 768px) and (max-width: 1024px) { :root { --grid-column-width-base: 48; } } @media only screen and (min-width: 760px) { :root { --font-size-title-scalable: var(--font-size-title-tablet-scalable); --font-size-subtitle-scalable: var(--font-size-subtitle-tablet-scalable); --font-size-marquee-scalable: var(--font-size-marquee-tablet-scalable); --font-body: var(--font-weight-normal) 16px/1.2 var(--font-regular); --font-badge: var(--font-weight-normal) 16px/1.1 var(--font-regular); --font-caption: 12px/1 var(--font-mono-semibold); --grid-column-count: 27; } } @media only screen and (min-width: 940px) { :root { --font-size-title-scalable: var(--font-size-title-desktop-scalable); --font-size-subtitle-scalable: var(--font-size-subtitle-desktop-scalable); --font-size-marquee-scalable: var(--font-size-marquee-desktop-scalable); --font-body: var(--font-weight-normal) 18px/1.2 var(--font-regular); --font-caption: 14px/1 var(--font-mono-semibold); --grid-column-count: 19; } } @media only screen and (min-width: 1120px) { :root { --font-size-title-scalable: var(--font-size-title-desktopXL-scalable); --font-size-subtitle-scalable: var(--font-size-subtitle-desktopXL-scalable); --font-size-marquee-scalable: var(--font-size-marquee-desktopXL-scalable); --grid-column-count: 21; } } @media only screen and (min-width: 1300px) { :root { --font-size-title-scalable: var(--font-size-title-desktopXXL-scalable); --font-size-subtitle-scalable: var( --font-size-subtitle-desktopXXL-scalable ); --font-size-marquee-scalable: var(--font-size-marquee-desktopXXL-scalable); --grid-column-count: 23; } } @media only screen and (min-width: 1480px) { :root { --font-size-title-scalable: calc(var(--font-size-title-base) * 1px); --font-size-subtitle-scalable: calc(var(--font-size-subtitle-base) * 1px); --font-size-marquee-scalable: calc(var(--font-size-marquee-base) * 1px); --grid-column-width: calc(var(--grid-column-width-base) * 1px); --grid-column-count: 25; } } @media only screen and (min-width: 1620px) { :root { --grid-column-count: 27; } } @media only screen and (min-width: 1760px) { :root { --grid-column-count: 29; } } @media only screen and (min-width: 1900px) { :root { --grid-column-count: 31; } } @media only screen and (min-width: 2040px) { :root { --grid-column-count: 33; } } @media only screen and (min-width: 2180px) { :root { --grid-column-count: 35; } } @media only screen and (min-width: 2340px) { :root { --grid-column-count: 37; } } @media only screen and (min-width: 2480px) { :root { --grid-column-count: 39; } } .bQNuwh { display: block; text-align: left; font-style: normal; color: rgb(43, 43, 43); letter-spacing: 0px; text-transform: none; font-size: 16px; line-height: 24px; margin: 0px; font-weight: normal; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .bQNuwh { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: normal; } } .ecrhqb { display: block; text-align: left; font-style: normal; color: rgb(43, 43, 43); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: 500; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .ecrhqb { font-size: 14px; line-height: 20px; margin: 0px; text-align: left; font-weight: 500; } } .eRNtMA { display: block; text-align: left; font-style: normal; color: rgb(43, 43, 43); letter-spacing: 0px; text-transform: none; font-size: 16px; line-height: 24px; margin: 0px; font-weight: 500; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .eRNtMA { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: 500; } } .ZrIFB { display: block; text-align: left; font-style: normal; color: rgb(255, 255, 255); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: 500; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .ZrIFB { font-size: 14px; line-height: 20px; margin: 0px; text-align: left; font-weight: 500; } } .kORDmd { display: block; text-align: left; font-style: normal; color: rgb(179, 179, 179); letter-spacing: 0px; text-transform: none; font-size: 12px; line-height: 18px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .kORDmd { font-size: 12px; line-height: 18px; margin: 0px; text-align: left; font-weight: normal; } } .hOveMi { width: 36px; height: 36px; } .eezFmy { width: 110px; height: 38px; } .JBVmv { width: 102px; height: 30px; } .aeFYu { width: 120px; height: 24px; } .gefCPY { width: 190px; height: 40px; } .jOVYhD { width: 87px; height: 87px; } .bnhCmi { width: 72px; height: 32px; } .hNcztT { width: 94px; height: 43px; } .cWQaYD { width: 78px; height: 13px; } .ffaTWU { width: 68px; height: 24px; } .cHtvFj { width: 64px; height: 36px; } .kFzglC { width: 82px; height: 26px; } .jPzSYv { width: 70px; height: 28px; } .fSUnxj { width: 72px; height: 20px; } .gPqvHL { width: 78px; height: 20px; } .fHzjbf { width: 77px; height: 14px; } .FVcjM { width: 40px; height: 40px; } .zbeux { width: 192px; height: 192px; } .jVTXjn { width: 1018px; height: 152px; } .klrriH { width: 160px; height: 32px; } .izTBFe { width: 196px; height: 48px; } .kJqQuB { width: 200px; height: 200px; } .dFxFmc { width: 159px; height: 75px; } .khqwXZ { width: 189px; height: 86px; } .EAbNz { width: 198px; height: 30px; } .kClogK { width: 200px; height: 69px; } .fKUpro { width: 151px; height: 80px; } .gHzhWX { width: 228px; height: 72px; } .cwUhcS { width: 182px; height: 72px; } .giWUMq { width: 143px; height: 40px; } .bDXRic { width: 151px; height: 40px; } .cidEpH { width: 203px; height: 36px; } .mAyGK { width: 141px; height: 42px; } .cfrNqa { height: 20px; } .jrFKoB { width: 108px; height: 40px; } .clCLdD { width: 17.5px; height: 17.5px; } .GbYhw { width: 20px; height: 20px; } .Brqfu { width: 24px; height: 48px; } .imTzFq { width: 120px; height: 120px; } .ksGXXR { display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-radius: 104px; color: rgb(43, 43, 43); border: none; background-color: transparent; text-decoration: underline 2px; text-underline-offset: 3px; width: auto !important; } .ksGXXR, .ksGXXR * { transition: 0.3s; } .ksGXXR:hover:not([disabled]) { cursor: pointer; } .ksGXXR:hover:not([disabled]) img { width: 0px; margin: 0px; } .ksGXXR:disabled * { opacity: 0.5; pointer-events: none; } .ksGXXR:hover:not([disabled]) { text-decoration: none; } .iOhACs { display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-radius: 104px; color: rgb(43, 43, 43); width: 195px; border: 1px solid rgb(43, 43, 43); background-color: rgb(255, 186, 7); padding: 10px 0px; } .iOhACs, .iOhACs * { transition: 0.3s; } .iOhACs:hover:not([disabled]) { cursor: pointer; } .iOhACs:hover:not([disabled]) img { width: 0px; margin: 0px; } .iOhACs:disabled * { opacity: 0.5; pointer-events: none; } .iOhACs:not([disabled]):hover { background-color: rgb(43, 43, 43); } .iOhACs:not([disabled]):hover, .iOhACs:not([disabled]):hover * { color: rgb(255, 255, 255); } .iOhACs:disabled { background-color: rgb(179, 179, 179); border: none; } .ewtZHa { display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-radius: 104px; color: rgb(43, 43, 43); width: 184px; border: 1px solid rgb(43, 43, 43); background-color: rgb(255, 186, 7); padding: 10px 0px; } .ewtZHa, .ewtZHa * { transition: 0.3s; } .ewtZHa:hover:not([disabled]) { cursor: pointer; } .ewtZHa:hover:not([disabled]) img { width: 0px; margin: 0px; } .ewtZHa:disabled * { opacity: 0.5; pointer-events: none; } .ewtZHa:not([disabled]):hover { background-color: rgb(255, 255, 255); } .ewtZHa:not([disabled]):hover, .ewtZHa:not([disabled]):hover * { color: rgb(43, 43, 43); } .ewtZHa:disabled { background-color: rgb(179, 179, 179); border: none; } .ecyctQ { display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-radius: 104px; color: rgb(43, 43, 43); width: 216px; border: 1px solid rgb(43, 43, 43); background-color: rgb(255, 186, 7); padding: 10px 0px; } .ecyctQ, .ecyctQ * { transition: 0.3s; } .ecyctQ:hover:not([disabled]) { cursor: pointer; } .ecyctQ:hover:not([disabled]) img { width: 0px; margin: 0px; } .ecyctQ:disabled * { opacity: 0.5; pointer-events: none; } .ecyctQ:not([disabled]):hover { background-color: rgb(255, 255, 255); } .ecyctQ:not([disabled]):hover, .ecyctQ:not([disabled]):hover * { color: rgb(43, 43, 43); } .ecyctQ:disabled { background-color: rgb(179, 179, 179); border: none; } .hSZKhF { width: 20px; height: 20px; } @media (max-width: 1023px) { .khADcj { display: none; } } .kFQEKb { cursor: pointer; } @media (min-width: 768px) { .kFQEKb { display: none; } } @media (min-width: 1023px) { .kjyEQT { display: none; } } .egqokw { height: 8px; } @media (max-width: 767px) { .egqokw { height: 8px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .egqokw { height: 8px; } } .dyCaUa { height: 4px; } @media (max-width: 767px) { .dyCaUa { height: 4px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .dyCaUa { height: 4px; } } .dMctgX { height: 90px; } @media (max-width: 767px) { .dMctgX { height: 64px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .dMctgX { height: 64px; } } .eNYgnX { height: 16px; } @media (max-width: 767px) { .eNYgnX { height: 16px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .eNYgnX { height: 16px; } } .PBbll { height: 40px; } @media (max-width: 767px) { .PBbll { height: 24px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .PBbll { height: 24px; } } .cwCeqD { height: 24px; } @media (max-width: 767px) { .cwCeqD { height: 24px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .cwCeqD { height: 24px; } } .efiObd { height: 40px; } @media (max-width: 767px) { .efiObd { height: 120px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .efiObd { height: 120px; } } .dmyRty { height: 40px; } @media (max-width: 767px) { .dmyRty { height: 40px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .dmyRty { height: 60px; } } .dHRlsr { height: 12px; } @media (max-width: 767px) { .dHRlsr { height: 12px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .dHRlsr { height: 32px; } } .fforMF { height: 12px; } @media (max-width: 767px) { .fforMF { height: 28px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .fforMF { height: 32px; } } .fwCdeh { height: 40px; } @media (max-width: 767px) { .fwCdeh { height: 40px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .fwCdeh { height: 20px; } } .ZDowh { height: 64px; } @media (max-width: 767px) { .ZDowh { height: 56px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .ZDowh { height: 64px; } } .fPPnZn { height: 24px; } @media (max-width: 767px) { .fPPnZn { height: 16px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .fPPnZn { height: 16px; } } .jbENoA { height: 6px; } @media (max-width: 767px) { .jbENoA { height: 8px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .jbENoA { height: 8px; } } .jYZVIf { height: 88px; } @media (max-width: 767px) { .jYZVIf { height: 56px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .jYZVIf { height: 56px; } } .epIfyN { height: 26px; } @media (max-width: 767px) { .epIfyN { height: 16px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .epIfyN { height: 16px; } } .fhzpP { height: 20px; } @media (max-width: 767px) { .fhzpP { height: 16px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .fhzpP { height: 8px; } } .fbOSpw { box-sizing: border-box; flex: 0 0 auto; padding: 6px 8px; position: relative; } .fbOSpw:hover > a div { font-weight: 900; } .fbOSpw:hover > div div { font-weight: 900; } .fbOSpw:hover .submenu { display: block; } @media (max-width: 767px) { .fbOSpw { display: none; } } .CidXf { box-sizing: border-box; flex: 0 0 auto; padding: 6px 20px; position: relative; } .CidXf:hover > a div { font-weight: 900; } .CidXf:hover > div div { font-weight: 900; } .CidXf:hover .submenu { display: block; } @media (max-width: 767px) { .CidXf { display: none; } } .fNmkei { cursor: pointer; } .fzRuwF { display: none; position: absolute; top: 34px; width: max-content; padding: 24px; z-index: 5; box-shadow: rgba(0, 0, 0, 0.1) 0px 0px 6px; border-radius: 0px 8px 8px; background-color: rgb(255, 255, 255); } .fkJVGm { display: none; position: absolute; top: 34px; width: max-content; padding: 12px 24px; z-index: 5; box-shadow: rgba(0, 0, 0, 0.1) 0px 0px 6px; border-radius: 0px 8px 8px; background-color: rgb(255, 255, 255); } .joWLyk { width: max-content; } .joWLyk:hover { text-decoration: underline; cursor: pointer; } .cHLYQI { display: flex; flex-flow: column wrap; -webkit-box-pack: justify; justify-content: space-between; } .hOcUCI { position: relative; display: inline; } .hOcUCI::before { position: absolute; color: rgb(252, 89, 89); font-weight: 500; top: -6px; right: -21px; } .goDhOS { display: flex; flex-direction: column; padding: 0px; } @media screen and (min-width: 768px) { .goDhOS { gap: 16px; } } .kjGgdC { display: flex; gap: 2px; flex-direction: row; } .cjQVJE { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px; -webkit-box-pack: start; justify-content: flex-start; gap: 55px; } .fdhBrh { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px; -webkit-box-pack: justify; justify-content: space-between; } .kbzCgp { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 16px; line-height: 24px; margin: 0px; font-weight: normal; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .kbzCgp { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: normal; } } .gsPNmG { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 16px; line-height: 24px; margin: 0px; font-weight: 500; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .gsPNmG { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: 500; } } .cCpNQM { display: block; font-size: 13px; line-height: 21px; text-align: left; font-style: normal; color: rgb(255, 255, 255); margin: 0px; font-weight: normal; font-family: "Untitled Sans", sans-serif !important; } @media (max-width: 767px) { .cCpNQM { margin: 0px; text-align: left; font-weight: normal; } } .jFzSAh { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); font-size: 16px; line-height: 24px; margin: 0px; font-weight: 500; font-family: "Untitled Sans Medium" !important; } @media (max-width: 767px) { .jFzSAh { font-size: 16px; line-height: 24px; margin: 0px; text-align: center; font-weight: 500; } } .cCjdMi { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 32px; line-height: 40px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .cCjdMi { font-size: 32px; line-height: 40px; margin: 0px; text-align: center; font-weight: normal; } } .gWJWjC { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); font-size: 16px; line-height: 24px; margin: 0px; font-weight: 400; font-family: "Untitled Sans Medium" !important; } @media (max-width: 767px) { .gWJWjC { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: 400; } } .yLUjj { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); font-size: 16px; line-height: 24px; margin: 0px; font-weight: 300; font-family: Athletics-Black !important; } @media (max-width: 767px) { .yLUjj { font-size: 16px; line-height: 24px; margin: 0px; text-align: center; font-weight: 300; } } .fQALPl { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 12px; line-height: 18px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .fQALPl { font-size: 12px; line-height: 18px; margin: 0px; text-align: center; font-weight: normal; } } .jlTCLc { display: block; text-align: center; font-style: normal; color: rgb(255, 255, 255); font-size: 24px; line-height: 28px; margin: 0px; font-weight: 400; font-family: Athletics-Black !important; } @media (max-width: 767px) { .jlTCLc { font-size: 24px; line-height: 28px; margin: 0px; text-align: center; font-weight: 400; } } .kzTueV { display: block; text-align: center; font-style: normal; color: rgb(255, 255, 255); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .kzTueV { font-size: 14px; line-height: 20px; margin: 0px; text-align: center; font-weight: normal; } } .kyNzMD { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: 400; font-family: "Untitled Sans Medium" !important; } @media (max-width: 767px) { .kyNzMD { font-size: 14px; line-height: 20px; margin: 0px; text-align: left; font-weight: 400; } } .bcOxHc { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .bcOxHc { font-size: 14px; line-height: 20px; margin: 0px; text-align: center; font-weight: normal; } } .idiVjQ { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 32px; line-height: 40px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .idiVjQ { font-size: 32px; line-height: 40px; margin: 0px; text-align: left; font-weight: normal; } } .dKMpQE { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .dKMpQE { font-size: 14px; line-height: 20px; margin: 0px; text-align: left; font-weight: normal; } } .crvepP { display: block; text-align: center; font-style: normal; color: rgb(255, 255, 255); font-size: 24px; line-height: 28px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .crvepP { font-size: 24px; line-height: 28px; margin: 0px; text-align: center; font-weight: normal; } } .dhIpzI { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); font-size: 24px; line-height: 28px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .dhIpzI { font-size: 24px; line-height: 28px; margin: 0px; text-align: center; font-weight: normal; } } .ixeQhf { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: 500; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .ixeQhf { font-size: 20px; line-height: 28px; margin: 0px; text-align: left; font-weight: 500; } } .jsYGHJ { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 16px; line-height: 24px; margin: 0px; font-weight: normal; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .jsYGHJ { font-size: 16px; line-height: 24px; margin: 0px; text-align: center; font-weight: normal; } } .ltSOb { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: normal; font-family: Athletics-Regular !important; } @media (max-width: 767px) { .ltSOb { font-size: 20px; line-height: 28px; margin: 0px; text-align: left; font-weight: normal; } } .jnpHAe { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .jnpHAe { font-size: 20px; line-height: 28px; margin: 0px; text-align: left; font-weight: normal; } } .hCnMFK { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: 500; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .hCnMFK { font-size: 20px; line-height: 28px; margin: 0px; text-align: center; font-weight: 500; } } .jGueAo { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 64px; line-height: 72px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .jGueAo { font-size: 64px; line-height: 72px; margin: 0px; text-align: center; font-weight: normal; } } .dWJWfd { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); font-size: 24px; line-height: 28px; margin: 0px; font-weight: 600; font-family: Athletics-Black !important; } @media (max-width: 767px) { .dWJWfd { font-size: 24px; line-height: 28px; margin: 0px; text-align: center; font-weight: 600; } } .kChsjG { display: block; text-align: center; font-style: normal; color: rgb(255, 255, 255); letter-spacing: 0px; text-transform: none; font-size: 32px; line-height: 40px; margin: 0px; font-weight: 900; font-family: Athletics-Black !important; } @media (max-width: 767px) { .kChsjG { font-size: 32px; line-height: 40px; margin: 0px; text-align: center; font-weight: 900; } } .iLVZcV { display: block; text-align: center; font-style: normal; color: rgb(255, 255, 255); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .iLVZcV { font-size: 20px; line-height: 28px; margin: 0px; text-align: center; font-weight: normal; } } .biRVOr { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 48px; line-height: 56px; margin: 0px; font-weight: 600; font-family: Athletics-Black !important; } @media (max-width: 767px) { .biRVOr { font-size: 48px; line-height: 56px; margin: 0px; text-align: center; font-weight: 600; } } .lgNreo { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: 900; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .lgNreo { font-size: 20px; line-height: 28px; margin: 0px; text-align: left; font-weight: 900; } } .kqWoZO { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .kqWoZO { font-size: 20px; line-height: 28px; margin: 0px; text-align: center; font-weight: normal; } } .fpoLkH { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 48px; line-height: 56px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .fpoLkH { font-size: 48px; line-height: 56px; margin: 0px; text-align: left; font-weight: normal; } } .dMFELg { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 20px; line-height: 28px; margin: 0px; font-weight: 600; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .dMFELg { font-size: 20px; line-height: 28px; margin: 0px; text-align: left; font-weight: 600; } } .hhrxWw { display: block; text-align: center; font-style: normal; color: rgb(255, 255, 255); letter-spacing: 0px; text-transform: none; font-size: 48px; line-height: 56px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .hhrxWw { font-size: 48px; line-height: 56px; margin: 0px; text-align: center; font-weight: normal; } } .fVlGJb { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 48px; line-height: 56px; margin: 0px; font-weight: 900; font-family: Athletics-Black !important; } @media (max-width: 767px) { .fVlGJb { font-size: 48px; line-height: 56px; margin: 0px; text-align: center; font-weight: 900; } } .butrsZ { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 32px; line-height: 40px; margin: 0px; font-weight: 900; font-family: Athletics-Black !important; } @media (max-width: 767px) { .butrsZ { font-size: 32px; line-height: 40px; margin: 0px; text-align: center; font-weight: 900; } } .gceWrT { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); font-size: 16px; line-height: 24px; margin: 0px; font-weight: 600; font-family: "Untitled Sans Medium" !important; } @media (max-width: 767px) { .gceWrT { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: 600; } } .jlINWE { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 48px; line-height: 56px; margin: 0px; font-weight: normal; font-family: Athletics-Black !important; } @media (max-width: 767px) { .jlINWE { font-size: 48px; line-height: 56px; margin: 0px; text-align: center; font-weight: normal; } } .eqhpKa { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 32px; line-height: 40px; margin: 0px; font-weight: normal; font-family: Athletics-Regular !important; } @media (max-width: 767px) { .eqhpKa { font-size: 32px; line-height: 36px; margin: 0px; text-align: left; font-weight: normal; } } .ixYeSj { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 16px; line-height: 24px; margin: 0px; font-weight: 600; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .ixYeSj { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: 600; } } .dlGgbU { display: block; text-align: left; font-style: normal; color: rgb(255, 255, 255); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .dlGgbU { font-size: 14px; line-height: 20px; margin: 0px; text-align: left; font-weight: normal; } } .fGUdOA { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 16px; line-height: 24px; margin: 0px; font-weight: normal; font-family: "Untitled Sans Regular" !important; } @media (max-width: 767px) { .fGUdOA { font-size: 16px; line-height: 24px; margin: 0px; text-align: left; font-weight: normal; } } .icwwAS { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 14px; line-height: 20px; margin: 0px; font-weight: normal; font-family: "Untitled Sans" !important; } @media (max-width: 767px) { .icwwAS { font-size: 14px; line-height: 20px; margin: 0px; text-align: left; font-weight: normal; } } .POJZt { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 1px; font-size: 56px; line-height: 92px; margin: 0px; font-weight: 400; font-family: Athletics-Medium !important; } @media (max-width: 767px) { .POJZt { font-size: 56px; line-height: 92px; margin: 0px; text-align: left; font-weight: 400; } } .crUaHd { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); font-size: 24px; line-height: 28px; margin: 0px; font-weight: 600; font-family: Athletics-Black !important; } @media (max-width: 767px) { .crUaHd { font-size: 24px; line-height: 28px; margin: 0px; text-align: left; font-weight: 600; } } .HAZRF { display: block; text-align: center; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 0px; text-transform: none; font-size: 32px; line-height: 40px; margin: 0px; font-weight: normal; font-family: Athletics-Regular !important; } @media (max-width: 767px) { .HAZRF { font-size: 32px; line-height: 36px; margin: 0px; text-align: center; font-weight: normal; } } .eXPCDS { display: block; text-align: left; font-style: normal; color: rgb(0, 0, 0); letter-spacing: 1px; font-size: 56px; line-height: 92px; margin: 0px; font-weight: 500; font-family: Athletics-Medium !important; } @media (max-width: 767px) { .eXPCDS { font-size: 56px; line-height: 92px; margin: 0px; text-align: left; font-weight: 500; } } .cyqbUe a { font-size: inherit; line-height: inherit; } .inXwrz { width: fit-content; } .iKNGHH { height: 100%; } .dFMkdL { background-color: rgb(255, 186, 7); height: 100%; padding: 0px 40px; border-top: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); border-image: initial; border-left: none; cursor: pointer; transition: 0.25s ease-in; width: 260px; min-width: 260px; } .dFMkdL:hover { background-color: rgb(0, 0, 0); } .dFMkdL:hover div { color: rgb(255, 255, 255); } .fVStnl { display: block; height: 56px; min-width: 142px; padding-top: 15px; padding-bottom: 15px; } @media screen and (min-width: 1024px) { .fVStnl { border: 1px solid rgb(0, 0, 0); min-width: 256px; } } @media screen and (max-width: 767px) { .fVStnl { max-width: 124px; padding-left: 24px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .fVStnl { max-width: 148px; padding-left: 32px; } } .kokuVL { display: block; height: 56px; min-width: 142px; } @media screen and (min-width: 1024px) { .kokuVL { border: none; min-width: 142px; } } @media screen and (max-width: 767px) { .kokuVL { max-width: 142px; } } .XCDJk { width: 142px; height: 56px; display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-bottom-right-radius: 40px; } @media (min-width: 768px) { .XCDJk { margin-left: 0px; margin-top: 0px; } } @media (min-width: 1024px) { .XCDJk { min-width: 142px; } } .hjiRia { width: 142px; height: 56px; display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-bottom-right-radius: 40px; } @media (min-width: 768px) { .hjiRia { margin-left: 0px; margin-top: 0px; } } @media (min-width: 1024px) { .hjiRia { min-width: 256px; } } .dBYHjf { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; padding: 4px 8px; background-color: rgb(0, 0, 0); position: relative; } .gRUSqo { position: absolute; top: -6px; border-left: 8px solid transparent; border-right: 8px solid transparent; border-bottom: 12px solid black; background-color: transparent; } .eXHAFw { display: flex; flex-direction: column; position: relative; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); height: 100%; width: -webkit-fill-available; padding: 0px !important; } .eXHAFw:hover { background-color: rgb(0, 0, 0); } .eXHAFw:hover > a div { font-weight: 900; color: rgb(255, 255, 255); } .eXHAFw:hover > div > .link > div { font-weight: 900; color: rgb(255, 255, 255); } .eXHAFw:hover .submenu { display: block; } @media (max-width: 1023px) { .eXHAFw { display: none; } } .eXHAFw:hover svg path { fill: white; } .eXHAFw .tooltip-container { display: none; } .eXHAFw:hover .tooltip-container { display: block; } .iIjhHp { display: flex; flex-direction: column; position: relative; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); height: 100%; width: 64px; min-width: 64px; padding: 0px !important; } .iIjhHp:hover { background-color: rgb(0, 0, 0); } .iIjhHp:hover > a div { font-weight: 900; color: rgb(255, 255, 255); } .iIjhHp:hover > div > .link > div { font-weight: 900; color: rgb(255, 255, 255); } .iIjhHp:hover .submenu { display: block; } @media (max-width: 1023px) { .iIjhHp { display: none; } } .iIjhHp:hover svg path { fill: white; } .iIjhHp .tooltip-container { display: none; } .iIjhHp:hover .tooltip-container { display: block; } .cgMzcB { display: flex; flex-direction: column; position: relative; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); height: 100%; width: -webkit-fill-available; padding: 0px !important; } .cgMzcB:hover { background-color: rgb(0, 0, 0); } .cgMzcB:hover > a div { font-weight: 900; color: rgb(255, 255, 255); } .cgMzcB:hover > div > .link > div { font-weight: 900; color: rgb(255, 255, 255); } .cgMzcB:hover .submenu { display: block; } @media (max-width: 1023px) { .cgMzcB { display: none; } } .cgMzcB:hover svg path { fill: white; } .cgMzcB .tooltip-container { display: none; } .cgMzcB:hover .tooltip-container { display: block; } .rRMZG { display: flex; flex-direction: column; position: relative; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); height: 100%; width: 64px; min-width: 64px; padding: 0px !important; } .rRMZG:hover { background-color: rgb(0, 0, 0); } .rRMZG:hover > a div { font-weight: 900; color: rgb(255, 255, 255); } .rRMZG:hover > div > .link > div { font-weight: 900; color: rgb(255, 255, 255); } .rRMZG:hover .submenu { display: block; } @media (max-width: 1023px) { .rRMZG { display: none; } } .rRMZG:hover svg path { fill: white; } .rRMZG .tooltip-container { display: none; } .rRMZG:hover .tooltip-container { display: block; } .dcGfXt { cursor: pointer; } .fipsLd { display: none; position: absolute; top: 56px; left: 0px; width: max-content; z-index: 5; border: 1px solid rgb(0, 0, 0); box-shadow: rgba(0, 0, 0, 0.1) 0px 0px 6px; background-color: rgb(255, 255, 255); } .cnkLLn { width: max-content; } .cnkLLn:hover { text-decoration: underline; cursor: pointer; } .lUaiq { display: flex; flex-flow: column wrap; -webkit-box-pack: justify; justify-content: space-between; } .kaXSHp { position: relative; display: inline; } .kaXSHp::before { position: absolute; color: rgb(252, 89, 89); font-weight: 500; top: -6px; right: -21px; } .cIjCKz { display: flex; flex-direction: column; padding: 0px; } @media screen and (min-width: 1024px) { .cIjCKz { gap: 16px; } } .glWiwW { display: flex; gap: 2px; flex-direction: row; } .exPJjB { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px; -webkit-box-pack: start; justify-content: flex-start; gap: 0px; } .kcDVMr { display: flex; flex-direction: column; padding: 24px; background-color: rgb(255, 186, 7); } .kcDVMr:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .gQLLkX { display: flex; flex-direction: column; padding: 24px; background-color: rgb(255, 126, 59); } .gQLLkX:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .dNDNPD { display: flex; flex-direction: column; padding: 24px; background-color: rgb(61, 215, 113); } .dNDNPD:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .bhraxI { display: flex; flex-direction: column; padding: 24px; background-color: rgb(30, 181, 240); } .bhraxI:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .hfzaKg { display: flex; flex-direction: column; padding: 24px; background-color: rgb(255, 255, 255); } .hfzaKg:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .gSXZRl { display: flex; flex-direction: column; padding: 0px; gap: 24px; } .loPcXD { height: 40px; width: 40px; } .bAMPiS { width: -webkit-fill-available; height: -webkit-fill-available; display: flex; -webkit-box-pack: center; justify-content: center; -webkit-box-align: center; align-items: center; } .iLTCNW { position: absolute; top: 64px; } .fhEkla { display: flex; -webkit-box-pack: start; justify-content: flex-start; align-items: flex-start; } .ehoZKz { padding: 0px; } .ewgMvn { display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: end; justify-content: flex-end; gap: 16px; } .hcZklS { transition: border-bottom 0.2s; background-color: rgb(255, 255, 255); border-bottom: none; position: fixed; width: 100%; display: flex; z-index: 15; top: 0px; } @media (max-width: 1023px) { .hcZklS { display: block; flex-direction: column; } } .cLPGPS { height: inherit; padding: 12px 16px; margin: 0px; width: 100% !important; } @media (min-width: 1200px) { .cLPGPS { width: 1200px; } } @media (max-width: 1023px) { .cLPGPS { padding: 0px; margin-bottom: 0px; } } .dCAZzy { display: flex; flex-direction: column; padding: 0px; margin: 0px; width: 100% !important; } @media (max-width: 1023px) { .dCAZzy { padding: 0px; margin-bottom: 0px; } } .biWupO { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px; height: 36px; } @media (max-width: 1023px) { .biWupO { height: auto; } } .gYibgZ { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px; height: 56px; } @media (max-width: 1023px) { .gYibgZ { height: auto; } } .edjyEc { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; height: 56px; width: 100vw; } @media (max-width: 1023px) { .edjyEc { height: auto; } } .evUADQ { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; width: max-content; height: 56px; } @media (max-width: 1023px) { .evUADQ { display: none; } } .jhssUX { box-sizing: border-box; flex: 0 0 auto; padding: 0px; } @media (min-width: 1023px) { .jhssUX { display: none; } } .nVABN { box-sizing: border-box; flex: 0 0 auto; padding: 0px; width: 60px; height: 100%; display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-left: 1px solid rgb(0, 0, 0); } @media (min-width: 1023px) { .nVABN { display: none; } } .qUpKB { display: none; } @media (max-width: 1023px) { .qUpKB { width: 100%; display: flex; -webkit-box-align: center; align-items: center; -webkit-box-pack: justify; justify-content: space-between; } } .fcdker { width: 100%; height: inherit; margin: 0px auto; padding: 0px 16px; display: flex; -webkit-box-align: center; align-items: center; } @media (min-width: 1200px) { .fcdker { width: 1200px; } } @media (max-width: 1023px) { .fcdker { padding: 0px 12px; } } .epfmMf { flex-direction: row; -webkit-box-pack: justify; justify-content: space-between; display: flex; -webkit-box-align: center; align-items: center; margin: 0px; width: 100%; padding: 0px; } @media (max-width: 1023px) { .epfmMf { padding: 0px; border: 1px solid rgb(0, 0, 0); } } .gSizBD { display: none; } @media (max-width: 1023px) { .gSizBD { display: none; } } @media screen and (min-width: 1024px) { .gSizBD { margin-left: auto; padding: 12px; flex-shrink: 1; flex-basis: 100%; display: block; } } .dsFQdm { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; width: 66px; height: 56px; } .bNKLXz { display: flex; flex-direction: column; -webkit-box-pack: justify; justify-content: space-between; gap: 16px; } @media screen and (max-width: 767px) { .bNKLXz { flex-direction: row; } } .qsdCq { display: flex; flex-direction: column; -webkit-box-pack: justify; justify-content: space-between; gap: 8px; } @media screen and (max-width: 767px) { .qsdCq { flex-direction: column; } } .bXUFQo { display: flex; gap: 16px; -webkit-box-align: center; align-items: center; } .keQioH { display: flex; -webkit-box-pack: justify; justify-content: space-between; flex-wrap: wrap; gap: 16px; } @media screen and (max-width: 767px) { .keQioH { -webkit-box-pack: center; justify-content: center; } } .iSWnKH { display: flex; flex-wrap: wrap; -webkit-box-pack: center; justify-content: center; -webkit-box-align: center; align-items: center; gap: 24px; } @media screen and (max-width: 767px) { .iSWnKH { gap: 16px; } } .biotAT { display: flex; -webkit-box-align: center; align-items: center; gap: 12px; } .NbNAM { width: 2px; height: 12px; background-color: rgb(179, 179, 179); } .bqHjQB { background-color: rgb(43, 43, 43); z-index: 2; position: relative; } .wvfyv { margin: 0px auto; max-width: 1280px; padding: 0px 120px; } @media screen and (max-width: 767px) { .wvfyv { padding: 0px 40px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .wvfyv { padding: 0px 52px; } } .eyfRlP { border-bottom: 1px solid rgb(128, 128, 128); } .fNYYYU { display: flex; -webkit-box-pack: justify; justify-content: space-between; gap: 24px; } .doVUHz { display: flex; flex-direction: column; gap: 40px; } .iDozhw { cursor: pointer; display: flex; flex-direction: column; gap: 40px; } @media (min-width: 768px) { .iDozhw { display: none; } } .dcTpWe { position: relative; min-height: 100vh; } @media screen and (min-width: 1024px) { .dcTpWe .navbar-visible { display: block; transition: transform 0.3s ease-in-out; transform: translateY(0px); } .dcTpWe .navbar-hidden { display: block; transition: transform 0.3s ease-in-out; transform: translateY(-100%); } } .ffalSj { box-sizing: border-box; flex: 0 0 auto; padding: 0px 8px; text-align: center; max-width: 276px; } @media screen and (min-width: 768px) and (max-width: 1023px) { .ffalSj { max-width: 432px; } } @media screen and (max-width: 767px) { .llebXL { width: 40px; height: 40px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .llebXL { width: 60px; height: 60px; } } .eKWySe { display: flex; flex-direction: column; padding: 0px; gap: 96px; } @media screen and (min-width: 1024px) { .eKWySe { -webkit-box-pack: center; justify-content: center; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .eKWySe { -webkit-box-align: center; align-items: center; gap: 40px; } } @media screen and (max-width: 767px) { .eKWySe { -webkit-box-align: center; align-items: center; gap: 32px; } } .bGpEJS { display: flex; flex-direction: row; padding: 0px; gap: 96px; } @media screen and (min-width: 1024px) { .bGpEJS { -webkit-box-pack: center; justify-content: center; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .bGpEJS { -webkit-box-align: center; align-items: center; gap: 40px; } } @media screen and (max-width: 767px) { .bGpEJS { -webkit-box-align: center; align-items: center; gap: 32px; } } .ioVCTT { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; background: rgb(0, 0, 0); padding: 96px 0px; z-index: 3; max-height: 1277px; height: 1277px; position: relative; } .ioVCTT div { white-space: pre-line; } @media screen and (max-width: 767px) { .ioVCTT { padding: 64px 0px; max-height: 992px; height: 992px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .ioVCTT { padding: 64px 0px; max-height: 1246px; height: 1246px; } } .hnfeAP { flex-direction: column; align-items: flex-start; -webkit-box-pack: center; justify-content: center; padding: 24px 40px; border-bottom: 1px solid rgb(43, 43, 43); border-top: 1px solid rgb(43, 43, 43); display: flex; } @media screen and (min-width: 768px) { .hnfeAP { -webkit-box-align: center; align-items: center; } } .hqeQaL { flex-direction: column; align-items: flex-start; -webkit-box-pack: center; justify-content: center; padding: 24px 40px; border-bottom: 1px solid rgb(43, 43, 43); display: flex; } @media screen and (min-width: 768px) { .hqeQaL { -webkit-box-align: center; align-items: center; } } .fWQqdP { flex-direction: column; align-items: flex-start; -webkit-box-pack: center; justify-content: center; padding: 24px 40px; border-bottom: 1px solid rgb(43, 43, 43); display: none; } @media screen and (min-width: 768px) { .fWQqdP { -webkit-box-align: center; align-items: center; } } .bootHD { flex-direction: column; align-items: flex-start; -webkit-box-pack: center; justify-content: center; padding: 40px 0px; border-bottom: 1px solid rgb(43, 43, 43); border-top: 1px solid rgb(43, 43, 43); display: flex; } @media screen and (min-width: 768px) { .bootHD { -webkit-box-align: center; align-items: center; } } .fvYrNy { flex-direction: column; align-items: flex-start; -webkit-box-pack: center; justify-content: center; padding: 40px 0px; border-bottom: 1px solid rgb(43, 43, 43); display: flex; } @media screen and (min-width: 768px) { .fvYrNy { -webkit-box-align: center; align-items: center; } } .aRZGj { flex-direction: column; align-items: flex-start; -webkit-box-pack: center; justify-content: center; padding: 40px 0px; border-bottom: 1px solid rgb(43, 43, 43); display: none; } @media screen and (min-width: 768px) { .aRZGj { -webkit-box-align: center; align-items: center; } } .bRulUP { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: justify; justify-content: space-between; cursor: pointer; max-width: 80vw; width: -webkit-fill-available; } @media (max-width: 767px) { .bRulUP { padding: 0px; } } .gTYDpB { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: justify; justify-content: space-between; cursor: pointer; max-width: 1280px; width: -webkit-fill-available; } @media (max-width: 767px) { .gTYDpB { padding: 0px; } } .jMMwrn { max-height: 0px; overflow: hidden; transition: 0.3s ease-in-out; } @media (max-width: 767px) { .jMMwrn { padding-left: 0px; padding-right: 42px; } } @media screen and (min-width: 1024px) { .jMMwrn { max-width: 800px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .jMMwrn { max-width: 546px; } } .jVVbeA { width: 40px; height: 40px; margin-left: 10px; transition: 0.3s ease-in-out; } @media screen and (max-width: 767px) { .jVVbeA { width: 32px; height: 32px; } } .fHhMXD { display: flex; flex-direction: column; padding: 0px; align-items: flex-start; -webkit-box-pack: center; justify-content: center; } @media screen and (min-width: 1366px) { .fHhMXD { width: 1280px; } } @media screen and (max-width: 1365px) { .fHhMXD { width: 80vw; } } .fYQHMj { text-decoration: underline; cursor: pointer; } .hDmStY { padding: 0px 0px 40px; } .jYHcdR { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; width: 100%; background-color: rgb(255, 255, 255); } @media screen and (max-width: 767px) { .jYHcdR { padding: 0px; } } .hdwkYL { z-index: 2; background: rgb(255, 255, 255); } @media screen and (min-width: 768px) { .hdwkYL { width: 100%; } } @media screen and (min-width: 1024px) { .hdwkYL { margin-top: -2px; } } @media screen and (max-width: 767px) { .hdwkYL { width: 100vw; } } .gnrUxX { height: 40px; background-color: rgb(255, 255, 255); z-index: 2; width: 100%; } @media (max-width: 767px) { .gnrUxX { height: 40px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .gnrUxX { height: 40px; } } .cguloi { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; background: rgb(255, 255, 255); z-index: 2; border: 1px solid rgb(0, 0, 0); } @media screen and (max-width: 767px) { .cguloi { width: calc(10 * var(--grid-column-width) + 1px); margin-top: calc(var(--grid-column-width) * 2 + 1px); height: calc(2 * var(--grid-column-width)); border-bottom: none; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .cguloi { width: calc(9 * var(--grid-column-width) - 0px); margin-top: calc(2 * var(--grid-column-width) + 0px); height: calc(2 * var(--grid-column-width) - 1px); -webkit-box-pack: center; justify-content: center; } } @media screen and (min-width: 1024px) { .cguloi { width: calc(11 * var(--grid-column-width) - 2px); margin-top: calc(var(--grid-column-width) + 64px); height: calc(2 * var(--grid-column-width)); -webkit-box-pack: center; justify-content: center; } } .kqPhap { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; background: rgb(255, 126, 59); width: max-content; position: absolute; } @media screen and (min-width: 1024px) { .kqPhap { padding: 20px 32px; top: -153px; left: -256px; width: 556px; height: 98px; } } @media screen and (max-width: 767px) { .kqPhap { padding: 20px 16px; top: -104px; left: -164px; width: 340px; height: 80px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .kqPhap { top: -132px; width: 556px; height: 98px; padding: 22px 24px; left: -268px; } } .iGalNg { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; background: rgb(255, 186, 7); width: max-content; position: absolute; } @media screen and (min-width: 1024px) { .iGalNg { padding: 20px 32px; top: -153px; left: -256px; width: 556px; height: 98px; } } @media screen and (max-width: 767px) { .iGalNg { padding: 20px 16px; top: -104px; left: -164px; width: 340px; height: 80px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .iGalNg { top: -132px; width: 556px; height: 98px; padding: 22px 24px; left: -268px; } } .juHNxr { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; background: rgb(237, 108, 239); width: max-content; position: absolute; } @media screen and (min-width: 1024px) { .juHNxr { padding: 20px 32px; top: -153px; left: -256px; width: 556px; height: 98px; } } @media screen and (max-width: 767px) { .juHNxr { padding: 20px 16px; top: -104px; left: -164px; width: 340px; height: 80px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .juHNxr { top: -132px; width: 556px; height: 98px; padding: 22px 24px; left: -268px; } } .gIrWgT { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; background: rgb(30, 181, 240); width: max-content; position: absolute; } @media screen and (min-width: 1024px) { .gIrWgT { padding: 20px 32px; top: -153px; left: -256px; width: 556px; height: 98px; } } @media screen and (max-width: 767px) { .gIrWgT { padding: 20px 16px; top: -104px; left: -164px; width: 340px; height: 80px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .gIrWgT { top: -132px; width: 556px; height: 98px; padding: 22px 24px; left: -268px; } } .YPcun { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: justify; justify-content: space-between; position: relative; width: 100%; } .eTPxaZ { position: absolute; width: 0px; height: 0px; border-style: solid; z-index: 1; bottom: -10px; left: 59%; transform: translateX(-50%); border-width: 10px 10px 0px; border-color: rgb(255, 126, 59) transparent transparent; } @media screen and (min-width: 1024px) { .eTPxaZ { bottom: -9px; left: 60%; } } @media screen and (min-width: 768px) and (max-width: 1024px) { .eTPxaZ { bottom: -10px; left: 352px; } } .cHjAXY { position: absolute; width: 0px; height: 0px; border-style: solid; z-index: 1; bottom: -10px; left: 59%; transform: translateX(-50%); border-width: 10px 10px 0px; border-color: rgb(255, 186, 7) transparent transparent; } @media screen and (min-width: 1024px) { .cHjAXY { bottom: -9px; left: 60%; } } @media screen and (min-width: 768px) and (max-width: 1024px) { .cHjAXY { bottom: -10px; left: 352px; } } .fzqmzt { position: absolute; width: 0px; height: 0px; border-style: solid; z-index: 1; bottom: -10px; left: 59%; transform: translateX(-50%); border-width: 10px 10px 0px; border-color: rgb(237, 108, 239) transparent transparent; } @media screen and (min-width: 1024px) { .fzqmzt { bottom: -9px; left: 60%; } } @media screen and (min-width: 768px) and (max-width: 1024px) { .fzqmzt { bottom: -10px; left: 352px; } } .jnlgMv { position: absolute; width: 0px; height: 0px; border-style: solid; z-index: 1; bottom: -10px; left: 59%; transform: translateX(-50%); border-width: 10px 10px 0px; border-color: rgb(30, 181, 240) transparent transparent; } @media screen and (min-width: 1024px) { .jnlgMv { bottom: -9px; left: 60%; } } @media screen and (min-width: 768px) and (max-width: 1024px) { .jnlgMv { bottom: -10px; left: 352px; } } .nocJW { width: 1px; height: 40px; background: rgb(158, 47, 0); } .hJPNYj { width: 1px; height: 40px; background: rgb(214, 129, 0); } .iPbSKo { width: 1px; height: 40px; background: rgb(176, 56, 178); } .hTGCea { width: 1px; height: 40px; background: rgb(10, 128, 213); } .gwgula { box-sizing: border-box; flex: 0 0 auto; text-align: center; padding: 0px; } @media screen and (max-width: 767px) { .gwgula { width: 130px; } } @media screen and (min-width: 768px) { .gwgula { width: 240px; } } .bQhaya { box-sizing: border-box; flex: 0 0 auto; text-align: center; padding: 0px; } @media screen and (max-width: 767px) { .bQhaya { width: 56px; } } @media screen and (min-width: 768px) { .bQhaya { width: 73px; } } .ddYXLj { box-sizing: border-box; flex: 0 0 auto; text-align: center; padding: 0px; } @media screen and (max-width: 767px) { .ddYXLj { width: 77px; } } @media screen and (min-width: 768px) { .ddYXLj { width: 104px; } } .bdxHuZ { border: 8px solid rgb(255, 126, 59); object-fit: cover; border-radius: 50%; height: 160px; width: 160px; } @media screen and (max-width: 1023px) and (min-width: 768px) { .bdxHuZ { border-width: 6px; } } @media screen and (max-width: 767px) { .bdxHuZ { height: 80px; width: 80px; border-width: 4px; } } .EkDUE { border: 8px solid rgb(255, 186, 7); object-fit: cover; border-radius: 50%; height: 160px; width: 160px; } @media screen and (max-width: 1023px) and (min-width: 768px) { .EkDUE { border-width: 6px; } } @media screen and (max-width: 767px) { .EkDUE { height: 80px; width: 80px; border-width: 4px; } } .crawlt { border: 8px solid rgb(237, 108, 239); object-fit: cover; border-radius: 50%; height: 160px; width: 160px; } @media screen and (max-width: 1023px) and (min-width: 768px) { .crawlt { border-width: 6px; } } @media screen and (max-width: 767px) { .crawlt { height: 80px; width: 80px; border-width: 4px; } } .gFBLOP { border: 8px solid rgb(30, 181, 240); object-fit: cover; border-radius: 50%; height: 160px; width: 160px; } @media screen and (max-width: 1023px) and (min-width: 768px) { .gFBLOP { border-width: 6px; } } @media screen and (max-width: 767px) { .gFBLOP { height: 80px; width: 80px; border-width: 4px; } } .iWYOvu { display: flex; flex-direction: column; padding: 0px; position: relative; height: 160px; width: 160px; } @media screen and (max-width: 767px) { .iWYOvu { height: 80px; width: 80px; margin: 0px -10px; } } .goXGkx { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; color: rgb(255, 255, 255); text-align: center; } @media screen and (min-width: 1024px) { .goXGkx { font-size: 240px; line-height: 216px; font-family: Athletics-Bold; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .goXGkx { font-size: 208px; line-height: 190px; font-family: Athletics-Bold; } } @media screen and (max-width: 767px) { .goXGkx { font-size: 112px; line-height: 112px; font-family: Athletics-Bold; } } .bEPBXM { display: flex; flex-direction: column; padding: 0px; color: rgb(255, 255, 255); text-align: center; } @media screen and (min-width: 1024px) { .bEPBXM { font-size: 240px; line-height: 216px; font-family: Athletics-Bold; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .bEPBXM { font-size: 208px; line-height: 190px; font-family: Athletics-Bold; } } @media screen and (max-width: 767px) { .bEPBXM { font-size: 112px; line-height: 112px; font-family: Athletics-Bold; } } .cWfhBh { z-index: 2; background-color: rgb(0, 0, 0); padding: 216px 0px 112px; } @media screen and (max-width: 767px) { .cWfhBh { padding: 128px 0px 56px; max-height: 1021px; height: 1021px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .cWfhBh { padding: 220px 0px 96px; max-height: 1553px; height: 1553px; } } .eTLVTn { display: flex; flex-direction: row; padding: 0px; background-color: rgb(255, 255, 255); } .eTLVTn > :last-child { border-right: none; } @media screen and (min-width: 1024px) { .eTLVTn { min-height: 65px; } } @media screen and (max-width: 1023px) { .eTLVTn { display: none; } } .jizmk { width: fit-content; } .lejEct { background-color: rgb(255, 255, 255); transition: 0.25s; width: 200px; height: 56px; border: 1px solid rgb(0, 0, 0); cursor: pointer; } .lejEct:hover, .lejEct:focus { border-color: rgb(255, 255, 255); color: rgb(255, 255, 255); box-shadow: rgb(0, 0, 0) -100px 0px 0px 0px inset, rgb(0, 0, 0) 100px 0px 0px 0px inset; } .lejEct:hover > div > div { color: rgb(255, 255, 255); } .eNEpdI { background-color: rgb(255, 255, 255); transition: 0.25s; width: 240px; height: 56px; border: 1px solid rgb(0, 0, 0); cursor: pointer; } .eNEpdI:hover, .eNEpdI:focus { border-color: rgb(255, 255, 255); color: rgb(255, 255, 255); box-shadow: rgb(0, 0, 0) -120px 0px 0px 0px inset, rgb(0, 0, 0) 120px 0px 0px 0px inset; } .eNEpdI:hover > div > div { color: rgb(255, 255, 255); } .iZIdUm { background-color: rgb(255, 186, 7); transition: 0.25s; width: 640px; height: 200px; border: 2px solid rgb(0, 0, 0); cursor: pointer; } .iZIdUm:hover, .iZIdUm:focus { border-color: rgb(255, 255, 255); color: rgb(255, 255, 255); box-shadow: rgb(0, 0, 0) -320px 0px 0px 0px inset, rgb(0, 0, 0) 320px 0px 0px 0px inset; } .iZIdUm:hover > div > div { color: rgb(255, 255, 255); } .freasX { list-style-type: disc; list-style-position: outside; padding-left: 20px; } @media (max-width: 768px) { .freasX { text-align: start; } } .ghhDfA { display: flex; flex-direction: row; padding: 0px; -webkit-box-pack: center; justify-content: center; background: rgb(255, 186, 7); z-index: 2; overflow: clip; } @media screen and (min-width: 1024px) { .ghhDfA { max-height: 576px; } } @media screen and (max-width: 767px) { .ghhDfA { max-height: 735px; height: 735px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .ghhDfA { max-height: 1158px; height: 1158px; } } .dAswYe { display: flex; flex-direction: column; padding: 0px; } @media screen and (min-width: 1024px) { .dAswYe { width: calc(-576px + 100vw); border-right: none; } } .cgpCiF { display: flex; flex-direction: column; padding: 0px; } .cgpCiF div { white-space: pre-line; } @media screen and (min-width: 1024px) { .cgpCiF { padding: 80px 120px; } } @media screen and (max-width: 767px) { .cgpCiF { padding: 40px 22px; -webkit-box-align: center; align-items: center; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .cgpCiF { -webkit-box-align: center; align-items: center; padding: 56px 0px 64px; } } .jyegIp { position: relative; } @media screen and (min-width: 1024px) { .jyegIp { height: 576px; width: 576px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .jyegIp { width: 577px; height: 577px; } } @media screen and (max-width: 767px) { .jyegIp { width: 311px; height: 311px; } } .riHop h1 { white-space: pre-line; } .rfptb { z-index: 12; height: 128px; position: relative; } @media (max-width: 767px) { .rfptb { height: 63px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .rfptb { height: calc(2 * var(--grid-column-width)); } } .bsaemi { display: flex; width: max-content; height: 128px; animation: 30s linear 0s infinite normal none running dQyWRi; } @media screen and (min-width: 768px) and (max-width: 1023px) { .bsaemi { height: calc(2 * var(--grid-column-width)); } } @media screen and (max-width: 767px) { .bsaemi { gap: 0px; height: 93px; } } .gwempF { width: 280px; height: 128px; background-color: rgb(255, 255, 255); display: flex; -webkit-box-pack: center; justify-content: center; -webkit-box-align: center; align-items: center; border-radius: 0px; border-top: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); } @media screen and (max-width: 767px) { .gwempF { border-radius: 0px; height: 63px; width: 93px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .gwempF { height: calc(2 * var(--grid-column-width)); } } .hwAPyx { display: flex; flex-direction: column; padding: 0px; -webkit-box-pack: start; justify-content: flex-start; width: 100vw; max-width: 100%; bottom: -67px; margin-top: -1px; overflow-x: hidden; } @media screen and (max-width: 767px) { .hwAPyx { height: 110px; bottom: -11.5vw; margin-top: -2px; } } .hvUXHg { display: flex; } .bBHRYw { display: flex; overflow-x: hidden; -webkit-box-pack: start; justify-content: flex-start; height: 128px; } @media screen and (max-width: 767px) { .bBHRYw { display: none; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .bBHRYw { height: calc(2 * var(--grid-column-width)); } } .kkVndd { cursor: pointer; display: flex; gap: 10px 0px; -webkit-box-pack: start; justify-content: flex-start; flex-direction: column; } @media (min-width: 768px) { .kkVndd { display: none; } } .ewaGrO { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; background-color: rgb(255, 255, 255); } .kmaJGG { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; background: rgb(255, 255, 255); z-index: 2; border: 1px solid rgb(0, 0, 0); } @media screen and (max-width: 768px) { .kmaJGG { height: calc(2 * var(--grid-column-width)); width: calc(10 * var(--grid-column-width) + 1px); margin-top: calc(var(--grid-column-width)); } } @media screen and (min-width: 768px) and (max-width: 1023px) { .kmaJGG { width: calc(9 * var(--grid-column-width) - 2px); height: calc(2 * var(--grid-column-width)); margin-top: calc(var(--grid-column-width) + 2px); } } @media screen and (min-width: 1024px) { .kmaJGG { width: calc(9 * var(--grid-column-width) + 1px); margin-top: calc(var(--grid-column-width)); height: calc(2 * var(--grid-column-width) + 1px); } } .btJJAM { position: relative; display: grid; justify-items: center; width: 100%; overflow: hidden; } @media screen and (min-width: 1024px) { .btJJAM { height: calc(10 * var(--grid-column-width)); } } @media screen and (min-width: 768px) and (max-width: 1023px) { .btJJAM { height: calc(10 * var(--grid-column-width)); margin-top: calc(1 * var(--grid-column-width)); } } @media screen and (max-width: 767px) { .btJJAM { height: calc(13 * var(--grid-column-width)); } } .decrdU { --card-border-width: 6px; display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 384px; height: 512px; margin-top: 3px; padding: var(--space-24); position: absolute; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); border: 1px solid rgb(0, 0, 0); z-index: var(--card-z-index); cursor: pointer; transform: translate(var(--card-translate-x),var(--card-translate-y)); transition: 0.5s; } @media screen and (min-width: 768px) and (max-width: 1023px) { .decrdU { width: 288px; height: 384px; padding: 16px; } } @media screen and (max-width: 767px) { .decrdU { width: 187px; padding: 12px; height: 310px; } } .decrdU.active { background-color: rgb(30, 181, 240); } .decrdU:not(.active):hover { transform: translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px)); } .kXGaWt { --card-border-width: 6px; display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 384px; height: 512px; margin-top: 3px; padding: var(--space-24); position: absolute; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); border: 1px solid rgb(0, 0, 0); z-index: var(--card-z-index); cursor: pointer; transform: translate(var(--card-translate-x),var(--card-translate-y)); transition: 0.5s; } @media screen and (min-width: 768px) and (max-width: 1023px) { .kXGaWt { width: 288px; height: 384px; padding: 16px; } } @media screen and (max-width: 767px) { .kXGaWt { width: 187px; padding: 12px; height: 310px; } } .kXGaWt.active { background-color: rgb(61, 215, 113); } .kXGaWt:not(.active):hover { transform: translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px)); } .gSkqWi { --card-border-width: 6px; display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 384px; height: 512px; margin-top: 3px; padding: var(--space-24); position: absolute; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); border: 1px solid rgb(0, 0, 0); z-index: var(--card-z-index); cursor: pointer; transform: translate(var(--card-translate-x),var(--card-translate-y)); transition: 0.5s; } @media screen and (min-width: 768px) and (max-width: 1023px) { .gSkqWi { width: 288px; height: 384px; padding: 16px; } } @media screen and (max-width: 767px) { .gSkqWi { width: 187px; padding: 12px; height: 310px; } } .gSkqWi.active { background-color: rgb(255, 126, 59); } .gSkqWi:not(.active):hover { transform: translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px)); } .RKTuw { --card-border-width: 6px; display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 384px; height: 512px; margin-top: 3px; padding: var(--space-24); position: absolute; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); border: 1px solid rgb(0, 0, 0); z-index: var(--card-z-index); cursor: pointer; transform: translate(var(--card-translate-x),var(--card-translate-y)); transition: 0.5s; } @media screen and (min-width: 768px) and (max-width: 1023px) { .RKTuw { width: 288px; height: 384px; padding: 16px; } } @media screen and (max-width: 767px) { .RKTuw { width: 187px; padding: 12px; height: 310px; } } .RKTuw.active { background-color: rgb(255, 186, 7); } .RKTuw:not(.active):hover { transform: translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px)); } .ePLsdW { --card-border-width: 6px; display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 384px; height: 512px; margin-top: 3px; padding: var(--space-24); position: absolute; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); border: 1px solid rgb(0, 0, 0); z-index: var(--card-z-index); cursor: pointer; transform: translate(var(--card-translate-x),var(--card-translate-y)); transition: 0.5s; } @media screen and (min-width: 768px) and (max-width: 1023px) { .ePLsdW { width: 288px; height: 384px; padding: 16px; } } @media screen and (max-width: 767px) { .ePLsdW { width: 187px; padding: 12px; height: 310px; } } .ePLsdW.active { background-color: rgb(237, 108, 239); } .ePLsdW:not(.active):hover { transform: translate(var(--card-translate-x),calc(var(--card-translate-y) - 20px)); } .jasuIQ { text-align: center; background-size: cover; width: 248px; z-index: 2; position: relative; } .iZwRdi { display: flex; flex-direction: row; padding: 0px; transition: transform 1s; transform: translateX(calc(-49% + 30px)); } .dGgZWR { width: 100%; overflow: hidden; } .cUIABl { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 0; } .iWTAoK { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 1; } .jwPmxU { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 2; } .emrJRi { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 3; } .btlVdd { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 4; } .iQZxqQ { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 5; } .dcJZXe { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 6; } .jsybGH { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 7; } .dwtaZh { flex: 1 0 49%; margin-right: 20px; max-width: 248px; width: 248px; order: 8; } .hcGdi { font-family: sans-serif; text-align: center; } @media screen and (max-width: 767px) { .hcGdi { margin-top: -1px; } } .gLrpFC { position: relative; z-index: 2; } .kZOlxD { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 248px; height: calc(12 * var(--grid-column-width)); border: 1px solid rgb(0, 0, 0); background-color: rgb(252, 244, 228); padding: 24px 12px; } .hvOoLN { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 248px; height: calc(12 * var(--grid-column-width)); border: 1px solid rgb(0, 0, 0); background-color: rgb(221, 255, 228); padding: 24px 12px; } .frmzpr { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 248px; height: calc(12 * var(--grid-column-width)); border: 1px solid rgb(0, 0, 0); background-color: rgb(236, 248, 255); padding: 24px 12px; } .gCjJrP { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; width: 248px; height: calc(12 * var(--grid-column-width)); border: 1px solid rgb(0, 0, 0); background-color: rgb(255, 233, 221); padding: 24px 12px; } .dtAGSZ { height: 192px; width: 192px; position: relative; } .jGiifR { position: absolute; top: 50%; left: 50%; transform: translate(-50%, -50%); } .dlMPSA { background: rgb(255, 255, 255); display: flex; -webkit-box-align: center; align-items: center; z-index: 2; -webkit-box-pack: center; justify-content: center; border: 1px solid rgb(0, 0, 0); white-space: pre-line; } @media screen and (max-width: 767px) { .dlMPSA { width: calc(8 * var(--grid-column-width) + 1px); height: calc(3 * var(--grid-column-width)); margin-top: calc(0.5 * var(--grid-column-width)); margin-left: 1px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .dlMPSA { width: calc(-2px + 92.4vw); height: calc(-2px + 16.66vw); -webkit-box-pack: center; justify-content: center; margin-left: 3px; margin-top: 1px; } } @media screen and (min-width: 1024px) { .dlMPSA { height: calc(-1px + 10vw); width: calc(-1px + 60vw); -webkit-box-pack: center; justify-content: center; margin-left: 3px; margin-top: 1px; } } .fyjAEW { display: flex; flex-direction: row; padding: 0px; -webkit-box-pack: start; justify-content: flex-start; overflow-x: hidden; } .jTtzQM { display: flex; flex-direction: column; padding: 24px 24px 32px; border: 1px solid rgb(0, 0, 0); width: 544px; cursor: pointer; transition: 0.25s ease-in-out; background-color: rgb(255, 255, 255); } .jTtzQM:hover { background: rgb(255, 255, 255); } @media screen and (max-width: 767px) { .jTtzQM { width: calc(10 * var(--grid-column-width) + 1px); padding: 24px; } .jTtzQM:not(:last-child) { border-bottom: none; } } @media screen and (max-width: 1023px) and (min-width: 768px) { .jTtzQM { width: calc(7.5 * var(--grid-column-width)); padding: 24px 16px; } } .fPgIxj { display: flex; flex-direction: column; padding: 32px 24px; border: 1px solid rgb(0, 0, 0); width: 544px; cursor: pointer; transition: 0.25s ease-in-out; background-color: rgb(246, 246, 246); } .fPgIxj:hover { background: rgb(255, 255, 255); } @media screen and (max-width: 767px) { .fPgIxj { width: calc(10 * var(--grid-column-width) + 1px); padding: 24px; } .fPgIxj:not(:last-child) { border-bottom: none; } } @media screen and (max-width: 1023px) and (min-width: 768px) { .fPgIxj { width: calc(7.5 * var(--grid-column-width)); padding: 24px 16px; } } .exlyXs { box-sizing: border-box; flex: 0 0 auto; padding: 0px; } .kQhMgm { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px; -webkit-box-align: center; align-items: center; gap: 24px; } .hphiHt { overflow: hidden; transition: height 0.25s ease-in-out; } @media screen and (min-width: 768px) { .hphiHt { height: 132px; } } @media screen and (max-width: 767px) { .hphiHt { height: 120px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .hphiHt { height: 92px; } } .iFjVLo { overflow: hidden; transition: height 0.25s ease-in-out; } @media screen and (min-width: 768px) { .iFjVLo { height: 0px; } } @media screen and (max-width: 767px) { .iFjVLo { height: 0px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .iFjVLo { height: 0px; } } @media (max-width: 1023px) { .hRowEg { display: none; } } @media screen and (min-width: 1024px) { .hRowEg { margin-top: calc(var(--grid-column-width)); margin-bottom: calc(2 * var(--grid-column-width)); width: calc(11 * var(--grid-column-width)); } } @media screen and (max-width: 1023px) and (min-width: 768px) { .hRowEg { margin-bottom: calc(1 * var(--grid-column-width)); } } .kfFCpj { cursor: pointer; margin-bottom: calc(2 * var(--grid-column-width)); } @media (min-width: 768px) { .kfFCpj { display: none; } } .dHWutm { display: flex; flex-direction: row; padding: 0px; background: rgb(246, 246, 246); } @media screen and (min-width: 1024px) { .dHWutm { width: calc(17 * var(--grid-column-width)); } } @media screen and (max-width: 1023px) and (min-width: 768px) { .dHWutm { margin-top: -1px; } } .bnqdge { box-sizing: border-box; flex: 0 0 auto; padding: 0px; border-bottom: 1px solid rgb(0, 0, 0); } .bnqdge:first-child > div > div { border-right: none; border-bottom: none; } .bnqdge:last-child > div > div { border-bottom: none; } .bnqdge:last-child > div > div div:last-child { border-bottom: none; } .dJNDSg { display: flex; flex-direction: column; padding: 0px; width: calc(10 * var(--grid-column-width) + 1px); background: rgb(246, 246, 246); } @media screen and (max-width: 767px) { .dJNDSg > div:not(:last-child) > div { border-bottom: none; } } .bPwVcc { display: flex; flex-direction: row; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; background: rgb(255, 255, 255); width: calc(10 * var(--grid-column-width) + 1px); border-top: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-image: initial; border-bottom: none; padding: 18px 24px; gap: 10px; position: relative; } @media screen and (min-width: 1024px) { .bPwVcc { width: 704px; gap: 16px; height: calc(2 * var(--grid-column-width)); } } @media screen and (min-width: 768px) and (max-width: 1023px) { .bPwVcc { width: calc(11 * var(--grid-column-width)); height: calc(2 * var(--grid-column-width)); margin-top: calc(2 * var(--grid-column-width)); gap: 0px; border-bottom: 1px solid rgb(0, 0, 0); } } @media screen and (max-width: 767px) { .bPwVcc { width: calc(10 * var(--grid-column-width) + 1px); height: calc(2 * var(--grid-column-width)); gap: 0px; -webkit-box-pack: justify; justify-content: space-between; } } .jHCnNC { width: 151px; } @media screen and (min-width: 1024px) { .jHCnNC { width: 302px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .jHCnNC { width: 220px; } } .kQLVTA { width: 96px; height: 24px; } @media screen and (min-width: 1024px) { .kQLVTA { width: 196px; height: 48px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .kQLVTA { width: 190px; height: 40px; } } @media screen and (max-width: 767px) { .bRKAPc { position: absolute; top: 16px; } } .fhKgJP { z-index: 2; } .bEoyYR { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; } @media screen and (max-width: 767px) { .bEoyYR { border-top: 1px solid rgb(0, 0, 0); } } .dZcqxJ { display: flex; flex-direction: column; padding: 0px; background: rgb(0, 0, 0); } .dZcqxJ .background-grid { height: calc(100% + var(--grid-column-width)); pointer-events: none; z-index: 1; } .dZcqxJ .background-grid__vertical { display: grid; overflow: hidden; width: 100%; grid-template-columns: repeat( calc(var(--grid-column-count) + 0),var(--grid-column-width) ); grid-template-rows: 100%; height: 100%; } .dZcqxJ .background-grid__vertical--line { width: 1px; height: 100%; background: 0% 0% / 1px 5px rgb(224, 224, 224); position: relative; } .dZcqxJ .background-grid__horizontal { position: absolute; overflow: hidden; top: calc(var(--grid-column-width) / 2); left: 0px; width: 100%; height: 100%; display: flex; gap: calc(var(--grid-column-width) - 1px); flex-direction: column; } .dZcqxJ .background-grid__horizontal--line { flex-shrink: 0; height: 1px; width: 100%; background: 0% 0% / 5px 1px rgb(224, 224, 224); position: relative; } .dRhwJZ { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; background: rgb(255, 255, 255); -webkit-box-pack: center; justify-content: center; position: relative; overflow-x: hidden; } .kiLLAP { display: flex; flex-direction: column; padding: 0px; background: rgb(255, 255, 255); -webkit-box-pack: center; justify-content: center; position: relative; overflow-x: hidden; } .laHROg { position: absolute; inset: 0px; height: 100%; } @media screen { .laHROg { top: 0px; } } .bVpUvD { width: 100%; margin: auto; position: relative; height: 100%; } .bbBpXX { width: 100%; overflow: hidden; height: 100%; display: flex; -webkit-box-pack: center; justify-content: center; -webkit-box-align: center; align-items: center; } .iCiArs { background: rgb(255, 255, 255); display: flex; -webkit-box-align: center; align-items: center; z-index: 2; border: 1px solid rgb(0, 0, 0); } @media screen and (max-width: 767px) { .iCiArs { z-index: 2; width: calc(10 * var(--grid-column-width) + 1px); margin-top: calc(var(--grid-column-width) - 4px); height: calc(3 * var(--grid-column-width) + 1px); padding: 18px 44px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .iCiArs { width: calc(13 * var(--grid-column-width) - 2px); height: calc(2 * var(--grid-column-width) - 2px); margin-top: calc(var(--grid-column-width) + 2px); -webkit-box-pack: center; justify-content: center; } } @media screen and (min-width: 1024px) { .iCiArs { width: calc(15 * var(--grid-column-width) + 1px); height: calc(2 * var(--grid-column-width) + 1px); margin-top: calc(var(--grid-column-width) - 13px); -webkit-box-pack: center; justify-content: center; } } .fHyLmH { background: rgb(255, 255, 255); display: flex; -webkit-box-align: center; align-items: center; } @media screen and (max-width: 767px) { .fHyLmH { margin-top: -1px; margin-left: 1px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .fHyLmH { -webkit-box-pack: center; justify-content: center; margin-left: 3px; margin-top: 1px; width: calc(15 * var(--grid-column-width) + 1px); } } @media screen and (min-width: 1024px) { .fHyLmH { -webkit-box-pack: center; justify-content: center; margin-left: 3px; margin-top: 1px; } } .ejGmOK { background: transparent; display: flex; -webkit-box-align: center; align-items: center; } @media screen and (max-width: 767px) { .ejGmOK { margin-top: calc(1 * var(--grid-column-width)); width: 100vw; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .ejGmOK { width: 100vw; height: calc(11 * var(--grid-column-width)); -webkit-box-pack: center; justify-content: center; margin-left: 3px; margin-top: 1px; } } @media screen and (min-width: 1024px) { .ejGmOK { height: calc(10 * var(--grid-column-width)); margin-top: calc(1 * var(--grid-column-width)); width: 100vw; -webkit-box-pack: center; justify-content: center; margin-left: 3px; } } .dSOPjO { position: absolute; top: 50%; left: 50%; transform: translate(-50%, -50%); } .jAKijL { position: relative; width: 73%; padding: 10px; } @media screen and (max-width: 767px) { .jAKijL { width: 100%; border: none; } } @-webkit-keyframes dQyWRi { 0% { transform: translateX(0%); } 100% { transform: translateX(-100%); } } @keyframes dQyWRi { 0% { transform: translateX(0%); } 100% { transform: translateX(-100%); } } .iFjuIn { width: 1018px; height: 152px; border-radius: 0px; } .csCJuo { display: flex; flex-direction: column; position: relative; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); height: 100%; width: -webkit-fill-available; padding: 0px !important; } .csCJuo:hover { background-color: rgb(0, 0, 0); } .csCJuo:hover > a div { font-weight: 900; color: rgb(255, 255, 255); } .csCJuo:hover > div > .link > div { font-weight: 900; color: rgb(255, 255, 255); } .csCJuo:hover .submenu { display: block; } @media (max-width: 1023px) { .csCJuo { display: none; } } .csCJuo:hover svg path { fill: white; } .cZLOSI { display: flex; flex-direction: column; position: relative; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0); border-bottom: 1px solid rgb(0, 0, 0); height: 100%; width: 64px; min-width: 64px; padding: 0px !important; } .cZLOSI:hover { background-color: rgb(0, 0, 0); } .cZLOSI:hover > a div { font-weight: 900; color: rgb(255, 255, 255); } .cZLOSI:hover > div > .link > div { font-weight: 900; color: rgb(255, 255, 255); } .cZLOSI:hover .submenu { display: block; } @media (max-width: 1023px) { .cZLOSI { display: none; } } .cZLOSI:hover svg path { fill: white; } .fjnIEj { cursor: pointer; } .fORUVP { display: none; position: absolute; top: 56px; left: 0px; width: max-content; z-index: 5; border: 1px solid rgb(0, 0, 0); box-shadow: rgba(0, 0, 0, 0.1) 0px 0px 6px; background-color: rgb(255, 255, 255); } .iFekNq { width: max-content; } .iFekNq:hover { text-decoration: underline; cursor: pointer; } .iVXNcy { display: flex; flex-flow: column wrap; -webkit-box-pack: justify; justify-content: space-between; } .kCBCvV { position: relative; display: inline; } .kCBCvV::before { position: absolute; color: rgb(252, 89, 89); font-weight: 500; top: -6px; right: -21px; } .fwcwYt { display: flex; flex-direction: column; padding: 0px; } @media screen and (min-width: 1024px) { .fwcwYt { gap: 16px; } } .cSYnQr { display: flex; gap: 2px; flex-direction: row; } .jKuvhG { box-sizing: border-box; display: flex; flex: 0 1 auto; flex-flow: wrap; margin-right: 0px; margin-left: 0px; padding: 0px; -webkit-box-pack: start; justify-content: flex-start; gap: 0px; } .fiRPTV { display: flex; flex-direction: column; padding: 24px; background-color: rgb(255, 186, 7); } .fiRPTV:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .iyiuqg { display: flex; flex-direction: column; padding: 24px; background-color: rgb(255, 126, 59); } .iyiuqg:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .gGPIMr { display: flex; flex-direction: column; padding: 24px; background-color: rgb(61, 215, 113); } .gGPIMr:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .bhDFIc { display: flex; flex-direction: column; padding: 24px; background-color: rgb(30, 181, 240); } .bhDFIc:not(:last-child) { border-right: 1px solid rgb(0, 0, 0); } .jrYjMh { display: flex; flex-direction: column; padding: 0px; gap: 24px; } .inNmWJ { height: 40px; width: 40px; } .VzTIv { width: -webkit-fill-available; height: -webkit-fill-available; display: flex; -webkit-box-pack: center; justify-content: center; -webkit-box-align: center; align-items: center; } .gTtsPM { display: flex; flex-direction: column; padding: 0px; } @media screen and (max-width: 1024px) { .gTtsPM { gap: 4px; } } .cjqOgV { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; background: rgb(255, 255, 255); padding: 40px 0px; z-index: 2; width: 100vw; } @media screen and (max-width: 1023px) { .cjqOgV { display: none; } } .bpTXKl { height: 40px; } @media (max-width: 767px) { .bpTXKl { height: 40px; } } .jBknIC { display: flex; flex-direction: column; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; position: relative; background: rgb(237, 108, 239); height: 720px; z-index: 2; padding: 5em 3em; } .jBknIC .message { background: rgb(24, 24, 24); color: rgb(255, 255, 255); position: absolute; top: -250px; left: 0px; width: 100%; height: 250px; padding: 20px; transition: 300ms cubic-bezier(0.17, 0.04, 0.03, 0.94); overflow: hidden; box-sizing: border-box; } .jBknIC .overlay { position: absolute; top: 0px; right: 0px; left: 0px; height: 50%; width: 0px; background: transparent; overflow: hidden; transition: 0.5s; } .jBknIC .overlay-right { position: absolute; bottom: -64px; right: 0px; height: 100%; width: 0px; background: transparent; overflow: hidden; transition: 0.5s; } .jBknIC .overlay-up { position: absolute; top: 0px; width: 100%; height: 0px; background: transparent; overflow: hidden; transition: 0.5s; } .jBknIC .overlay-down { position: absolute; bottom: 0px; width: 100%; height: 0px; background: transparent; overflow: hidden; transition: 0.5s; } .iUmHZk { display: flex; flex-direction: row; -webkit-box-align: center; align-items: center; -webkit-box-pack: justify; justify-content: space-between; background: rgb(0, 0, 0); width: 272px; border-radius: 12px; height: 56px; padding: 18px 14px; } .bKYOmp { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; height: 28px; width: 28px; border-radius: 14px; background-color: rgb(255, 255, 255); position: relative; } .cIcHFj { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; height: 28px; width: 28px; border-radius: 14px; background-color: rgb(255, 255, 255); } .qMzeE { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; height: 32px; width: 32px; border-radius: 32px; background-color: rgb(255, 255, 255); } .egXhUE { display: flex; flex-direction: row; padding: 0px; gap: 8px; } .cfqgfh { display: flex; flex-direction: row; -webkit-box-align: center; align-items: center; -webkit-box-pack: justify; justify-content: space-between; width: 836px; background: rgb(0, 0, 0); height: 56px; border-radius: 12px; padding: 18px 14px; } .iUYGUG { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; height: 40px; width: 40px; background-color: rgb(255, 186, 7); border-radius: 40px; } .bUHrsE { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; height: 40px; width: 100px; background-color: rgb(255, 186, 7); border-radius: 40px; } .jYcLrO { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; gap: 8px; } .kkeBBZ { display: flex; flex-direction: row; padding: 0px; -webkit-box-align: center; align-items: center; gap: 4px; } .cOKauM { margin-right: 12px; } .kspoci { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; position: absolute; height: 15px; width: 14px; top: -2px; left: 19px; background-color: rgb(218, 81, 7); border-radius: 5.25px; } .bPNPUk { display: flex; flex-direction: column; height: 646px; padding: 20px 10px; width: 44px; background-color: rgb(0, 0, 0); border-radius: 12px; gap: 16px; } .Ckpzc { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; position: relative; height: 24px; width: 24px; background-color: rgb(61, 215, 113); border-radius: 50%; } .gTJJyY { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; position: relative; height: 24px; width: 24px; background-color: rgb(255, 255, 255); border-radius: 50%; } .kZoxJm { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; position: relative; height: 24px; width: 24px; background-color: rgb(128, 128, 128); border-radius: 50%; } .jFxkBI { position: absolute; top: -8px; right: 12px; } .hyKVDj { display: flex; flex-direction: row; gap: 8vw; padding: 0px 8px; } .icWjMV { display: flex; flex-direction: row; -webkit-box-align: center; align-items: center; -webkit-box-pack: end; justify-content: flex-end; width: 100%; background-color: rgb(0, 0, 0); padding: 8px 10px; gap: 34vw; } .cJruhC { display: flex; flex-direction: row; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; width: 109px; height: 28px; background-color: rgb(224, 224, 224); border-radius: 16px; padding: 12px; } .euyqLQ { display: flex; flex-direction: column; height: 100%; width: 256px; background-color: rgb(0, 0, 0); z-index: 3; border-radius: 0px 0px 12px; padding: 0px 8px 8px; } .euyqLQ:first-child { border-radius: 0px 12px 12px 0px; padding: 8px; } .hUsCIC { display: flex; flex-direction: column; height: 100%; width: 192px; background-color: rgb(0, 0, 0); z-index: 3; border-radius: 0px 0px 12px; padding: 0px 8px 8px; } .hUsCIC:first-child { border-radius: 0px 12px 12px 0px; padding: 8px; } .fjcKzJ { display: flex; flex-direction: column; padding: 0px; z-index: 3; } .iKgwR { border-radius: 8px; } .eQfnJx { position: absolute; top: 50%; left: 50%; transform: translate(-50%, -50%); } .hHMVmI { background: rgb(255, 255, 255); display: flex; z-index: 2; -webkit-box-align: center; align-items: center; border: 1px solid rgb(0, 0, 0); } @media screen and (max-width: 767px) { .hHMVmI { width: 83.3vw; margin-left: 3px; margin-top: 1px; grid-area: 2 / 2 / 4 / 12; height: 16.6vw; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .hHMVmI { width: calc(11 * var(--grid-column-width) + 1px); height: calc(2 * var(--grid-column-width) - 1px); grid-area: 2 / 3 / 4 / 12; -webkit-box-pack: center; justify-content: center; margin-top: calc(2 * var(--grid-column-width) + 1px); margin-left: 1px; } } @media screen and (min-width: 1024px) { .hHMVmI { height: calc(2 * var(--grid-column-width) + 1px); -webkit-box-pack: center; justify-content: center; width: calc(13 * var(--grid-column-width) + 1px); margin-top: calc(2 * var(--grid-column-width) + 0px); } } .AOUeM { display: flex; flex-direction: column; padding: 0px; -webkit-box-align: center; align-items: center; -webkit-box-pack: center; justify-content: center; background-color: rgb(255, 255, 255); } .AOUeM .carousel__list { display: flex; overflow: hidden; list-style: none; margin: 0px; contain: layout; isolation: isolate; height: calc(10 * var(--grid-column-width)); z-index: 2; position: relative; gap: 32px; } @media screen and (min-width: 1024px) { .AOUeM .carousel__list { margin-top: -1px; width: 1280px; max-width: 1280px; } } @media screen and (min-width: 768px) and (max-width: 1023px) { .AOUeM .carousel__list { height: calc(8 * var(--grid-column-width) + 1px); margin-top: -1px; max-width: 95vw; width: 95vw; } } .AOUeM .carousel__item { display: grid; position: relative; align-content: start; padding: 0px; flex: 1 1 64px; height: 640px; overflow: hidden; background: rgba(255, 255, 255, 0.2); transform: translate3d(0px, 0px, 0.1px); border: 1px solid rgb(0, 0, 0); contain: layout; isolation: isolate; } @media screen and (min-width: 768px) and (max-width: 1023px) { .AOUeM .carousel__item { height: 385px; flex: 1 1 48px; } } .AOUeM .carousel__item, .AOUeM .carousel__item * { transition: 0.6s cubic-bezier(0.55, 0.24, 0.18, 1); user-select: none; z-index: 2; } .AOUeM .carousel__image { height: 424px; width: 424px; position: relative; } @media screen and (min-width: 768px) and (max-width: 1023px) { .AOUeM .carousel__image { height: 224px; width: 224px; } } .AOUeM .carousel__contents { display: none; } .AOUeM .carousel__item:hover { flex-basis: 112px; transition: 0.3s; } .AOUeM .carousel__item[data-active] { flex-basis: 512px; -webkit-box-flex: 0; flex-grow: 0; } .AOUeM .carousel__item[data-active] .carousel__contents { display: block; } @media screen and (max-width: 600px) { .AOUeM .carousel__item { flex-basis: 10%; margin: 0px 5px; border-radius: 8px; font-size: 3vw; } .AOUeM .carousel__item[data-active] { flex-basis: 45%; -webkit-box-flex: 0; flex-grow: 0; } .AOUeM .carousel__item:nth-child(3), .AOUeM .carousel__item:nth-child(7) { flex: 0 0 10px; } .AOUeM .carousel__item:nth-child(2), .AOUeM .carousel__item:nth-child(8) { flex: 0 0 5px; transform: translateX(-50px); } .AOUeM .carousel__item:nth-child(8) { transform: translateX(50px); } .AOUeM .carousel__item:nth-child(1), .AOUeM .carousel__item:nth-child(n+9) { flex: 0 0 0px; margin: 0px; box-shadow: none; opacity: 0 !important; } .AOUeM .carousel__item:not(:nth-child(n+4)) *, .AOUeM .carousel__item:nth-child(n+7) * { opacity: 0 !important; } } @media screen and (min-width: 600px) { .AOUeM .carousel__item:nth-child(11) { transform: translateX(50px); } } .AOUeM .carousel__item .carousel_cover_image { display: block; height: 424px; width: 424px; z-index: -1; aspect-ratio: 2 / 3; object-fit: cover; } @media screen and (min-width: 768px) and (max-width: 1023px) { .AOUeM .carousel__item .carousel_cover_image { height: 224px; width: 224px; } } .AOUeM .carousel__item::after { content: ""; position: absolute; inset: 0px; width: 100%; height: 100%; z-index: 2; opacity: 1; transition: 0.66s cubic-bezier(0.55, 0.24, 0.18, 1); } .AOUeM .carousel__item[data-active]::after { transform: translateY(100%); } .AOUeM .carousel__item[data-active], .AOUeM .carousel__item[data-active] * { opacity: 1; filter: none; } .AOUeM .carousel__box { display: flex; flex-direction: column; height: 640px; padding: 32px 0px; -webkit-box-align: center; align-items: center; } @media screen and (min-width: 768px) and (max-width: 1023px) { .AOUeM .carousel__box { height: 384px; padding: 16px 0px; } } .AOUeM .carousel__contents.carousel__contents { flex-direction: column; -webkit-box-pack: start; justify-content: start; padding: 0px 20px; z-index: 2; background-size: 170% 200px; background-repeat: no-repeat; top: 0px; left: 0px; display: none; } .AOUeM .carousel__contents .user__title { font-family: lexend; font-size: 0.875em; letter-spacing: 1.25px; font-weight: 500; text-transform: uppercase; color: transparent; background-clip: text; opacity: 0.85; text-wrap: balance; margin-bottom: 0.5em; } @media screen and (max-width: 800px) { .AOUeM .carousel__item img { width: calc(var(--width) * 0.5); } .AOUeM [data-active] .carousel__contents { background-position: 100% 100%; } } .AOUeM [data-active] .carousel__contents { transform: translateX(0px); transition-duration: 0.66s; opacity: 1; display: block; } .AOUeM body, .AOUeM html { padding: 0px; -webkit-box-align: start; align-items: start; } .cFZZLb { z-index: 100; } .cFZZLb .wrapper { padding-top: 12px; } </style><style>/* inner styles set by WPT to match CSSOM */ .cc-color-override-666509981.cc-window { color: rgb(255, 255, 255); background-color: rgb(10, 187, 255); } .cc-color-override-666509981.cc-revoke { color: rgb(255, 255, 255); background-color: rgb(10, 187, 255); } .cc-color-override-666509981 .cc-link, .cc-color-override-666509981 .cc-link:active, .cc-color-override-666509981 .cc-link:visited { color: rgb(255, 255, 255); } .cc-color-override-666509981 .cc-btn { color: rgb(11, 37, 133); border-color: transparent; background-color: rgb(255, 255, 255); } .cc-color-override-666509981 .cc-btn:hover, .cc-color-override-666509981 .cc-btn:focus { background-color: rgb(255, 255, 255); } .cc-color-override-666509981 .cc-highlight .cc-btn:first-child { color: rgb(255, 255, 255); } </style><script type="text/javascript" async="" src="https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791515&cv=11&fst=1734655791515&bg=ffffff&guid=ON&async=1&gtm=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4"></script><script type="text/javascript" async="" src="https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791550&cv=11&fst=1734655791550&bg=ffffff&guid=ON&async=1&gtm=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4"></script></head><body><div role="dialog" aria-live="polite" aria-label="cookieconsent" aria-describedby="cookieconsent:desc" class="cc-window cc-banner cc-type-info cc-theme-classic cc-bottom cc-color-override-666509981 " style=""><!--googleoff: all--><span id="cookieconsent:desc" class="cc-message">We use cookies on this site to enhance your experience. To learn more, visit our <a aria-label="learn more about cookies" role="button" tabindex="0" class="cc-link" href="https://www.cuemath.com/privacy/" rel="noopener noreferrer nofollow" target="_blank">Privacy Policy</a></span><div class="cc-compliance"><a aria-label="dismiss cookie message" role="button" tabindex="0" class="cc-btn cc-dismiss">OK</a></div><!--googleon: all--></div><noscript> <iframe src="https://www.googletagmanager.com/ns.html?id=GTM-P5J5M4G&gtm_auth=&gtm_preview=&gtm_cookies_win=x" height="0" width="0" style="display:none;visibility:hidden" id="tag-manager"></iframe></noscript><div id="__next"><div class="_app__ContainerWrapper-sc-1dwqjeo-0 dcTpWe"><div class="modal__Container-sc-1fabgrd-1 cFZZLb"><div></div></div><nav id="custom-global-navbar" data-entry-section="Header" class="navbar__CustomGlobalNav-sc-10jeshi-0 hcZklS navbar-hidden"><div class="bundle__FlexView-sc-czofrr-4 navbar__NavbarContainerV2-sc-10jeshi-10 epfmMf"><div class="bundle__FlexView-sc-czofrr-4 navbar__CustomContainerV2-sc-10jeshi-2 dCAZzy"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 navbar__WrapperV2-sc-10jeshi-4 gYibgZ"><div class="navbar__MobileWrapper-sc-10jeshi-8 qUpKB"><a href="/en-us/" width="256" class="cuemath-logo__Anchor-sc-argthj-2 hjiRia"><img src="https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg" alt="cuemath_logo" width="256" class="cuemath-logo__UpdatedLogo-sc-argthj-0 fVStnl"></a><div class="sc-htpNat bundle__Col1-sc-czofrr-5 navbar__MobileCol-sc-10jeshi-7 nVABN"><div class="" data-parent-screen="HomePage" data-entry-point="Hamburger Menu Clicked" data-entry-section="Header"><div class="bundle__FlexView-sc-czofrr-4 navbar__HamburgerMenuContainer-sc-10jeshi-14 dsFQdm"><div height="20" width="20" alt="menu" class="image__PlaceholderImage-sc-14o5d8f-1 hSZKhF"></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__DesktopCol-sc-10jeshi-6 evUADQ"><div class="bundle__FlexView-sc-czofrr-4 navbar__MenuRow-sc-10jeshi-5 edjyEc"><a href="/en-us/" width="256" class="cuemath-logo__Anchor-sc-argthj-2 hjiRia"><img src="https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg" alt="cuemath_logo" width="256" class="cuemath-logo__UpdatedLogo-sc-argthj-0 fVStnl"></a><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 eXHAFw"><div class="" data-parent-screen="HomePage" data-entry-point="Math Tutoring" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__TextContainer-sc-a6p9x1-19 glWiwW link" color="#000000"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__PointerText-sc-a6p9x1-1 dcGfXt" color="#000000">Math Tutoring</div></div></div><div class="delta-menu__SubMenu-sc-a6p9x1-2 fipsLd submenu" width="272"><div class="delta-menu__SubCategoryContainer-sc-a6p9x1-10 lUaiq"></div><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 delta-menu__CustomRow-sc-a6p9x1-20 exPJjB"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 kcDVMr"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="KG" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/kindergarten"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">KG</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="1st" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-1"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">1st</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="2nd" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-2"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">2nd</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 gQLLkX"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="3rd" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-3"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">3rd</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="4th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-4"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">4th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="5th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-5"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">5th</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 dNDNPD"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="6th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-6"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">6th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="7th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-7"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">7th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="8th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-8"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">8th</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 bhraxI"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Algebra 1" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/algebra-1"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Algebra 1</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Algebra 2" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/algebra-2"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Algebra 2</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Geometry" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/geometry"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Geometry</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 bhraxI"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Pre-Calculus" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/pre-calculus"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Pre-Calculus</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Calculus" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/calculus"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Calculus</div></a></div></div></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 eXHAFw"><a href="/en-us/pricing/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="Pricing" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__TitleWrapper-sc-a6p9x1-14 kaXSHp" color="#000000">Pricing</div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 eXHAFw"><a href="/about-us/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="About Us" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__TitleWrapper-sc-a6p9x1-14 kaXSHp" color="#000000">About Us</div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 iIjhHp"><div class="delta-menu__TooltipContainer-sc-a6p9x1-25 iLTCNW tooltip-container"><div class="bundle__FlexView-sc-czofrr-4 tooltip__Container-sc-1kjrfra-0 dBYHjf"><div class="tooltip__Triangle-sc-1kjrfra-1 gRUSqo"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 cCpNQM">Contact Us</div></div></div><a href="/contact-us/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="Contact Us" data-entry-section="Header"><div height="40" width="40" class="delta-menu__SVGContainer-sc-a6p9x1-23 loPcXD"><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M31.7851 27.0713C31.0113 27.8451 30.091 28.4574 29.0769 28.873C28.0627 29.2887 26.9745 29.4997 25.8744 29.4939C24.7743 29.4882 23.6838 29.2658 22.6653 28.8395C21.6467 28.4131 20.72 27.7913 19.938 27.0093L12.991 20.0623C12.209 19.2803 11.5871 18.3536 11.1608 17.335C10.7345 16.3164 10.5121 15.226 10.5063 14.1259C10.5006 13.0257 10.7116 11.9375 11.1272 10.9234C11.5429 9.90922 12.1551 8.98895 12.929 8.21513L18.8835 14.1697L15.9373 17.116L22.8843 24.063L25.8306 21.1167L31.7851 27.0713Z" stroke="black" stroke-width="1.66667"></path></svg></div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 iIjhHp"><div class="delta-menu__TooltipContainer-sc-a6p9x1-25 iLTCNW tooltip-container"><div class="bundle__FlexView-sc-czofrr-4 tooltip__Container-sc-1kjrfra-0 dBYHjf"><div class="tooltip__Triangle-sc-1kjrfra-1 gRUSqo"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 cCpNQM">Login</div></div></div><a href="/login/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="Login" data-entry-section="Header"><div height="40" width="40" class="delta-menu__SVGContainer-sc-a6p9x1-23 loPcXD"><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M29.3192 29.7359C29.3192 27.2642 28.3375 24.8938 26.5901 23.1461C24.8427 21.3984 22.4727 20.4165 20.0014 20.4165C17.5302 20.4165 15.1602 21.3984 13.4127 23.1461C11.6653 24.8938 10.6836 27.2642 10.6836 29.7359M24.6596 15.7598C24.6596 18.3332 22.5738 20.4195 20.0007 20.4195C17.4277 20.4195 15.3418 18.3332 15.3418 15.7598C15.3418 13.1863 17.4277 11.1001 20.0007 11.1001C22.5738 11.1001 24.6596 13.1863 24.6596 15.7598Z" stroke="black" stroke-width="1.66667"></path></svg></div></div></a></div><div class="enroll-button__StyledDataAttributesWrapper-sc-1b94yh2-1 iKNGHH" data-entry-point="start_signup_missing_entry_point"><button width="260px" class="enroll-button__StyledNavBarSquareButton-sc-1b94yh2-3 dFMkdL"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jFzSAh">Get Started</div></button></div></div></div></div></div></div><div class="navbar__MobileWrapper-sc-10jeshi-8 qUpKB"><a href="/en-us/" width="256" class="cuemath-logo__Anchor-sc-argthj-2 hjiRia"><img src="https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg" alt="cuemath_logo" width="256" class="cuemath-logo__UpdatedLogo-sc-argthj-0 fVStnl"></a><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 eXHAFw"><div class="" data-parent-screen="HomePage" data-entry-point="Math Tutoring" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__TextContainer-sc-a6p9x1-19 glWiwW link" color="#000000"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__PointerText-sc-a6p9x1-1 dcGfXt" color="#000000">Math Tutoring</div></div></div><div class="delta-menu__SubMenu-sc-a6p9x1-2 fipsLd submenu" width="272"><div class="delta-menu__SubCategoryContainer-sc-a6p9x1-10 lUaiq"></div><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 delta-menu__CustomRow-sc-a6p9x1-20 exPJjB"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 kcDVMr"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="KG" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/kindergarten"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">KG</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="1st" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-1"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">1st</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="2nd" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-2"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">2nd</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 gQLLkX"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="3rd" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-3"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">3rd</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="4th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-4"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">4th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="5th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-5"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">5th</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 dNDNPD"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="6th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-6"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">6th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="7th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-7"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">7th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="8th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-8"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">8th</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 bhraxI"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Algebra 1" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/algebra-1"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Algebra 1</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Algebra 2" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/algebra-2"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Algebra 2</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Geometry" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/geometry"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Geometry</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContainer-sc-a6p9x1-21 bhraxI"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubMenuOptionsContent-sc-a6p9x1-22 gSXZRl"><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Pre-Calculus" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/pre-calculus"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Pre-Calculus</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__SubCategoryWrapper-sc-a6p9x1-16 cIjCKz"><div class="" data-parent-screen="HomePage" data-entry-point="Calculus" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/calculus"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG delta-menu__SubCategoryItem-sc-a6p9x1-7 cnkLLn" color="#000000">Calculus</div></a></div></div></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 eXHAFw"><a href="/en-us/pricing/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="Pricing" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__TitleWrapper-sc-a6p9x1-14 kaXSHp" color="#000000">Pricing</div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 eXHAFw"><a href="/about-us/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="About Us" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp delta-menu__TitleWrapper-sc-a6p9x1-14 kaXSHp" color="#000000">About Us</div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 iIjhHp"><div class="delta-menu__TooltipContainer-sc-a6p9x1-25 iLTCNW tooltip-container"><div class="bundle__FlexView-sc-czofrr-4 tooltip__Container-sc-1kjrfra-0 dBYHjf"><div class="tooltip__Triangle-sc-1kjrfra-1 gRUSqo"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 cCpNQM">Contact Us</div></div></div><a href="/contact-us/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="Contact Us" data-entry-section="Header"><div height="40" width="40" class="delta-menu__SVGContainer-sc-a6p9x1-23 loPcXD"><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M31.7851 27.0713C31.0113 27.8451 30.091 28.4574 29.0769 28.873C28.0627 29.2887 26.9745 29.4997 25.8744 29.4939C24.7743 29.4882 23.6838 29.2658 22.6653 28.8395C21.6467 28.4131 20.72 27.7913 19.938 27.0093L12.991 20.0623C12.209 19.2803 11.5871 18.3536 11.1608 17.335C10.7345 16.3164 10.5121 15.226 10.5063 14.1259C10.5006 13.0257 10.7116 11.9375 11.1272 10.9234C11.5429 9.90922 12.1551 8.98895 12.929 8.21513L18.8835 14.1697L15.9373 17.116L22.8843 24.063L25.8306 21.1167L31.7851 27.0713Z" stroke="black" stroke-width="1.66667"></path></svg></div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 delta-menu__MenuCol-sc-a6p9x1-0 iIjhHp"><div class="delta-menu__TooltipContainer-sc-a6p9x1-25 iLTCNW tooltip-container"><div class="bundle__FlexView-sc-czofrr-4 tooltip__Container-sc-1kjrfra-0 dBYHjf"><div class="tooltip__Triangle-sc-1kjrfra-1 gRUSqo"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 cCpNQM">Login</div></div></div><a href="/login/" class="delta-menu__StyledAnchor-sc-a6p9x1-24 bAMPiS"><div class="" data-parent-screen="HomePage" data-entry-point="Login" data-entry-section="Header"><div height="40" width="40" class="delta-menu__SVGContainer-sc-a6p9x1-23 loPcXD"><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M29.3192 29.7359C29.3192 27.2642 28.3375 24.8938 26.5901 23.1461C24.8427 21.3984 22.4727 20.4165 20.0014 20.4165C17.5302 20.4165 15.1602 21.3984 13.4127 23.1461C11.6653 24.8938 10.6836 27.2642 10.6836 29.7359M24.6596 15.7598C24.6596 18.3332 22.5738 20.4195 20.0007 20.4195C17.4277 20.4195 15.3418 18.3332 15.3418 15.7598C15.3418 13.1863 17.4277 11.1001 20.0007 11.1001C22.5738 11.1001 24.6596 13.1863 24.6596 15.7598Z" stroke="black" stroke-width="1.66667"></path></svg></div></div></a></div><div class="enroll-button__StyledDataAttributesWrapper-sc-1b94yh2-1 iKNGHH" data-entry-point="start_signup_missing_entry_point"><button width="260px" class="enroll-button__StyledNavBarSquareButton-sc-1b94yh2-3 dFMkdL"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jFzSAh">Get Started</div></button></div></div></nav><main><div class="bundle__FlexView-sc-czofrr-4 website-v3__Container-sc-tpgdyt-0 dZcqxJ"><div class="website-v3__GridContainer-sc-tpgdyt-2 laHROg"><div class="website-v3__InnerContainer-sc-tpgdyt-3 bVpUvD"><div class="website-v3__CenteredContent-sc-tpgdyt-4 bbBpXX"><div class="background-grid" style="width:auto;height:100%;align-content:center"><div class="background-grid__vertical"><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div><div class="background-grid__vertical--line"></div></div><div class="background-grid__horizontal"><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div><div class="background-grid__horizontal--line"></div></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 hero-logo__Container-sc-yx8oga-0 cjqOgV"><img width="1018" height="152" src="https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg" class="image__ActualImage-sc-1cdfmh1-0 iFjuIn" alt=""></div><div class="bundle__FlexView-sc-czofrr-4 hero-section__Container-sc-o8ob0u-0 ghhDfA"><div class="bundle__FlexView-sc-czofrr-4 hero-section__LeftSection-sc-o8ob0u-1 dAswYe"><div class="bundle__FlexView-sc-czofrr-4 navbar__Wrapper-sc-wvt06l-16 eTLVTn"><div class="bundle__FlexView-sc-czofrr-4 navbar__MenuCol-sc-wvt06l-0 csCJuo"><div class="" data-parent-screen="HomePage" data-entry-point="Math Tutoring" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp navbar__TextContainer-sc-wvt06l-10 cSYnQr link" color="#000000"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp navbar__PointerText-sc-wvt06l-1 fjnIEj" color="#000000">Math Tutoring</div></div></div><div class="navbar__SubMenu-sc-wvt06l-2 fORUVP submenu" width="272"><div class="navbar__SubCategoryContainer-sc-wvt06l-5 iVXNcy"></div><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 navbar__CustomRow-sc-wvt06l-11 jKuvhG"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContainer-sc-wvt06l-12 fiRPTV"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContent-sc-wvt06l-13 jrYjMh"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="KG" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/kindergarten"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">KG</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="1st" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-1"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">1st</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="2nd" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-2"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">2nd</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContainer-sc-wvt06l-12 iyiuqg"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContent-sc-wvt06l-13 jrYjMh"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="3rd" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-3"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">3rd</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="4th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-4"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">4th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="5th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-5"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">5th</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContainer-sc-wvt06l-12 gGPIMr"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContent-sc-wvt06l-13 jrYjMh"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="6th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-6"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">6th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="7th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-7"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">7th</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="8th" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/grade-8"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">8th</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContainer-sc-wvt06l-12 bhDFIc"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContent-sc-wvt06l-13 jrYjMh"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="Algebra 1" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/algebra-1"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">Algebra 1</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="Algebra 2" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/algebra-2"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">Algebra 2</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="Geometry" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/geometry"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">Geometry</div></a></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContainer-sc-wvt06l-12 bhDFIc"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubMenuOptionsContent-sc-wvt06l-13 jrYjMh"><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="Pre-Calculus" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/pre-calculus"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">Pre-Calculus</div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__SubCategoryWrapper-sc-wvt06l-7 fwcwYt"><div class="" data-parent-screen="HomePage" data-entry-point="Calculus" data-entry-section="Header - math-online-classes"><a href="/en-us/math-online-classes/calculus"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 gsPNmG navbar__SubCategoryItem-sc-wvt06l-4 iFekNq" color="#000000">Calculus</div></a></div></div></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 navbar__MenuCol-sc-wvt06l-0 csCJuo"><a href="/en-us/pricing/" class="navbar__StyledAnchor-sc-wvt06l-15 VzTIv"><div class="" data-parent-screen="HomePage" data-entry-point="Pricing" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp navbar__TitleWrapper-sc-wvt06l-6 kCBCvV" color="#000000">Pricing</div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 navbar__MenuCol-sc-wvt06l-0 csCJuo"><a href="/about-us/" class="navbar__StyledAnchor-sc-wvt06l-15 VzTIv"><div class="" data-parent-screen="HomePage" data-entry-point="About Us" data-entry-section="Header"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kbzCgp navbar__TitleWrapper-sc-wvt06l-6 kCBCvV" color="#000000">About Us</div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 navbar__MenuCol-sc-wvt06l-0 cZLOSI"><a href="/contact-us/" class="navbar__StyledAnchor-sc-wvt06l-15 VzTIv"><div class="" data-parent-screen="HomePage" data-entry-point="Contact Us" data-entry-section="Header"><div height="40" width="40" class="navbar__SVGContainer-sc-wvt06l-14 inNmWJ"><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M31.7851 27.0713C31.0113 27.8451 30.091 28.4574 29.0769 28.873C28.0627 29.2887 26.9745 29.4997 25.8744 29.4939C24.7743 29.4882 23.6838 29.2658 22.6653 28.8395C21.6467 28.4131 20.72 27.7913 19.938 27.0093L12.991 20.0623C12.209 19.2803 11.5871 18.3536 11.1608 17.335C10.7345 16.3164 10.5121 15.226 10.5063 14.1259C10.5006 13.0257 10.7116 11.9375 11.1272 10.9234C11.5429 9.90922 12.1551 8.98895 12.929 8.21513L18.8835 14.1697L15.9373 17.116L22.8843 24.063L25.8306 21.1167L31.7851 27.0713Z" stroke="black" stroke-width="1.66667"></path></svg></div></div></a></div><div class="bundle__FlexView-sc-czofrr-4 navbar__MenuCol-sc-wvt06l-0 cZLOSI"><a href="/login/" class="navbar__StyledAnchor-sc-wvt06l-15 VzTIv"><div class="" data-parent-screen="HomePage" data-entry-point="Login" data-entry-section="Header"><div height="40" width="40" class="navbar__SVGContainer-sc-wvt06l-14 inNmWJ"><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M29.3192 29.7359C29.3192 27.2642 28.3375 24.8938 26.5901 23.1461C24.8427 21.3984 22.4727 20.4165 20.0014 20.4165C17.5302 20.4165 15.1602 21.3984 13.4127 23.1461C11.6653 24.8938 10.6836 27.2642 10.6836 29.7359M24.6596 15.7598C24.6596 18.3332 22.5738 20.4195 20.0007 20.4195C17.4277 20.4195 15.3418 18.3332 15.3418 15.7598C15.3418 13.1863 17.4277 11.1001 20.0007 11.1001C22.5738 11.1001 24.6596 13.1863 24.6596 15.7598Z" stroke="black" stroke-width="1.66667"></path></svg></div></div></a></div></div><div class="bundle__FlexView-sc-czofrr-4 hero-section__ContentBox-sc-o8ob0u-2 cgpCiF"><div height="40" class="separator-sc-gf6uv9-0 dmyRty"></div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jGueAo hero-section__PreLineText-sc-o8ob0u-4 riHop" color="#000000"><h1>Learn Math The Right Way</h1></div><div height="12" class="separator-sc-gf6uv9-0 dHRlsr"></div><div class="layout__TabletMobileWrapper-sc-rfgcyz-2 kjyEQT"><div class="bundle__FlexView-sc-czofrr-4 tag-component__TagsContainer-sc-1k7o0r7-0 gTtsPM"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 ixeQhf">Online 1-to-1 Math Tutoring</div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 ixeQhf">Grades K to 12</div></div></div><div height="12" class="separator-sc-gf6uv9-0 fforMF"></div><div class="layout__TabletMobileWrapper-sc-rfgcyz-2 kjyEQT"><div class="hero-section__ImageBox-sc-o8ob0u-3 jyegIp"><div style="width: 576px; height: 576px; overflow: hidden; margin: 0px auto; outline: none;" title="" role="button" aria-label="animation" tabindex="0"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 576 576" width="576" height="576" preserveAspectRatio="xMidYMid slice" style="width: 100%; height: 100%; transform: translate3d(0px, 0px, 0px); content-visibility: visible;"><defs><clipPath id="__lottie_element_2"><rect width="576" height="576" x="0" y="0"></rect></clipPath><image xlink:href="data:image/jpeg;base64,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"></image><g id="__lottie_element_7"><g transform="matrix(1.3674193620681763,-1.7361637353897095,1.7361637353897095,1.3674193620681763,233.23423767089844,218.31797790527344)" opacity="1" style="display: block;"><path fill="rgb(255,0,0)" fill-opacity="1" d=" M129.6,94.79 C91.48,116.93 47.21,129.6 0,129.6 C-47.21,129.6 -91.48,116.93 -129.6,94.79 C-129.25,-1.1 -77.21,-84.77 0,-129.6 C77.21,-84.77 129.25,-1.1 129.6,94.79z"></path><g opacity="1" transform="matrix(0.44999998807907104,0,0,0.44999998807907104,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(210,0,255)" stroke-opacity="1" stroke-width="1" d=" M288,210.6510009765625 C203.2779998779297,259.8450012207031 104.91500091552734,288 0,288 C-104.91500091552734,288 -203.2779998779297,259.8450012207031 -288,210.6510009765625 C-287.2149963378906,-2.446000099182129 -171.58299255371094,-188.36900329589844 0,-288 C171.58299255371094,-188.36900329589844 287.2149963378906,-2.446000099182129 288,210.6510009765625z"></path></g></g></g><mask id="__lottie_element_7_1" mask-type="alpha"><use xlink:href="#__lottie_element_7"></use></mask></defs><g clip-path="url(#__lottie_element_2)"><g transform="matrix(1,0,0,1,288,288)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(1,0,0,1,0,0)"><path fill="rgb(247,209,107)" fill-opacity="1" d=" M288,-288 C288,-288 288,288 288,288 C288,288 -288,288 -288,288 C-288,288 -288,-288 -288,-288 C-288,-288 288,-288 288,-288z"></path><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(0,0,0)" stroke-opacity="1" stroke-width="0" d=" M288,-288 C288,-288 288,288 288,288 C288,288 -288,288 -288,288 C-288,288 -288,-288 -288,-288 C-288,-288 288,-288 288,-288z"></path></g></g><g transform="matrix(2.2200000286102295,0,0,2.2200000286102295,288,288)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(0.44999998807907104,0,0,0.44999998807907104,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(214,129,0)" stroke-opacity="1" stroke-width="1.2" d=" M224,288 C224,288 224.1820068359375,-287.010986328125 224.1820068359375,-287.010986328125 M96,288 C96,288 96.50700378417969,-286.510009765625 96.50700378417969,-286.510009765625 M32,288 C32,288 32.14699935913086,-287.1990051269531 32.14699935913086,-287.1990051269531 M-32,288 C-32,288 -32.209999084472656,-287.260986328125 -32.209999084472656,-287.260986328125 M-96,288 C-96,288 -95.28399658203125,-287.010986328125 -95.28399658203125,-287.010986328125 M-160,288 C-160,288 -159.24600219726562,-287.260986328125 -159.24600219726562,-287.260986328125 M-224,288 C-224,288 -223.33399963378906,-287.385986328125 -223.33399963378906,-287.385986328125 M160,288 C160,288 159.822998046875,-287.135986328125 159.822998046875,-287.135986328125 M287.510986328125,224.27999877929688 C287.510986328125,224.27999877929688 -288,224 -288,224 M288.51300048828125,96.12000274658203 C288.51300048828125,96.12000274658203 -288,96 -288,96 M-288,160 C-288,160 287.510986328125,160.1999969482422 287.510986328125,160.1999969482422 M287.5119934082031,32.16899871826172 C287.5119934082031,32.16899871826172 -288,32 -288,32 M-288,-32 C-288,-32 287.510986328125,-32.16899871826172 287.510986328125,-32.16899871826172 M286.010009765625,-96.12000274658203 C286.010009765625,-96.12000274658203 -288,-96 -288,-96 M287.010986328125,-160.34500122070312 C287.010986328125,-160.34500122070312 -288,-160 -288,-160 M-288,-224 C-288,-224 287.510986328125,-223.5709991455078 287.510986328125,-223.5709991455078"></path><g opacity="1" transform="matrix(1,0,0,1,0,0)"></g></g></g><g transform="matrix(1,0,0,1,288,288)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(1,0,0,1,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(0,0,0)" stroke-opacity="1" stroke-width="1.8" d=" M287,-287 C287,-287 287,287 287,287 C287,287 -287,287 -287,287 C-287,287 -287,-287 -287,-287 C-287,-287 287,-287 287,-287z"></path></g></g><g mask="url(#__lottie_element_7_1)" style="display: block;"><g class="jpg" transform="matrix(0.5,0,0,0.5,0,0)" opacity="1"><image width="1152px" height="1152px" preserveAspectRatio="xMidYMid slice" xlink:href="data:image/jpeg;base64,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"></image></g></g><g transform="matrix(1.3674193620681763,-1.7361637353897095,1.7361637353897095,1.3674193620681763,233.23423767089844,218.31797790527344)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(0.44999998807907104,0,0,0.44999998807907104,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(0,0,0)" stroke-opacity="1" stroke-width="1.2" d=" M288,210.6510009765625 C203.2779998779297,259.8450012207031 104.91500091552734,288 0,288 C-104.91500091552734,288 -203.2779998779297,259.8450012207031 -288,210.6510009765625 C-287.2149963378906,-2.446000099182129 -171.58299255371094,-188.36900329589844 0,-288 C171.58299255371094,-188.36900329589844 287.2149963378906,-2.446000099182129 288,210.6510009765625z"></path></g></g></g></svg></div></div></div><div class="layout__DesktopWrapper-sc-rfgcyz-0 khADcj"><div class="bundle__FlexView-sc-czofrr-4 tag-component__TagsContainer-sc-1k7o0r7-0 gTtsPM"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 ixeQhf">Online 1-to-1 Math Tutoring</div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 ixeQhf">Grades K to 12</div></div></div><div height="40" class="separator-sc-gf6uv9-0 fwCdeh"></div><div class="enroll-button__CustomDataAttributesWrapper-sc-17lqejj-0 jizmk" data-parent-screen="/" data-entry-point="Get Started"><button width="240" height="56" class="enroll-button__SquareButton-sc-17lqejj-1 eNEpdI"><div class="bundle__FlexView-sc-czofrr-4 dJYJGz"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 ixeQhf">Get Started</div></div></button></div></div></div><div class="layout__DesktopWrapper-sc-rfgcyz-0 khADcj"><div class="hero-section__ImageBox-sc-o8ob0u-3 jyegIp"><div style="width:578px;height:578px;overflow:hidden;margin:0 auto;outline:none" title="" role="button" aria-label="animation" tabindex="0"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 576 576" width="576" height="576" preserveAspectRatio="xMidYMid slice" style="width: 100%; height: 100%; transform: translate3d(0px, 0px, 0px); content-visibility: visible;"><defs><clipPath id="__lottie_element_23"><rect width="576" height="576" x="0" y="0"></rect></clipPath><image xlink:href="data:image/jpeg;base64,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"></image><g id="__lottie_element_28"><g transform="matrix(1.3674193620681763,-1.7361637353897095,1.7361637353897095,1.3674193620681763,233.23423767089844,218.31797790527344)" opacity="1" style="display: block;"><path fill="rgb(255,0,0)" fill-opacity="1" d=" M129.6,94.79 C91.48,116.93 47.21,129.6 0,129.6 C-47.21,129.6 -91.48,116.93 -129.6,94.79 C-129.25,-1.1 -77.21,-84.77 0,-129.6 C77.21,-84.77 129.25,-1.1 129.6,94.79z"></path><g opacity="1" transform="matrix(0.44999998807907104,0,0,0.44999998807907104,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(210,0,255)" stroke-opacity="1" stroke-width="1" d=" M288,210.6510009765625 C203.2779998779297,259.8450012207031 104.91500091552734,288 0,288 C-104.91500091552734,288 -203.2779998779297,259.8450012207031 -288,210.6510009765625 C-287.2149963378906,-2.446000099182129 -171.58299255371094,-188.36900329589844 0,-288 C171.58299255371094,-188.36900329589844 287.2149963378906,-2.446000099182129 288,210.6510009765625z"></path></g></g></g><mask id="__lottie_element_28_1" mask-type="alpha"><use xlink:href="#__lottie_element_28"></use></mask></defs><g clip-path="url(#__lottie_element_23)"><g transform="matrix(1,0,0,1,288,288)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(1,0,0,1,0,0)"><path fill="rgb(247,209,107)" fill-opacity="1" d=" M288,-288 C288,-288 288,288 288,288 C288,288 -288,288 -288,288 C-288,288 -288,-288 -288,-288 C-288,-288 288,-288 288,-288z"></path><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(0,0,0)" stroke-opacity="1" stroke-width="0" d=" M288,-288 C288,-288 288,288 288,288 C288,288 -288,288 -288,288 C-288,288 -288,-288 -288,-288 C-288,-288 288,-288 288,-288z"></path></g></g><g transform="matrix(2.2200000286102295,0,0,2.2200000286102295,288,288)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(0.44999998807907104,0,0,0.44999998807907104,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(214,129,0)" stroke-opacity="1" stroke-width="1.2" d=" M224,288 C224,288 224.1820068359375,-287.010986328125 224.1820068359375,-287.010986328125 M96,288 C96,288 96.50700378417969,-286.510009765625 96.50700378417969,-286.510009765625 M32,288 C32,288 32.14699935913086,-287.1990051269531 32.14699935913086,-287.1990051269531 M-32,288 C-32,288 -32.209999084472656,-287.260986328125 -32.209999084472656,-287.260986328125 M-96,288 C-96,288 -95.28399658203125,-287.010986328125 -95.28399658203125,-287.010986328125 M-160,288 C-160,288 -159.24600219726562,-287.260986328125 -159.24600219726562,-287.260986328125 M-224,288 C-224,288 -223.33399963378906,-287.385986328125 -223.33399963378906,-287.385986328125 M160,288 C160,288 159.822998046875,-287.135986328125 159.822998046875,-287.135986328125 M287.510986328125,224.27999877929688 C287.510986328125,224.27999877929688 -288,224 -288,224 M288.51300048828125,96.12000274658203 C288.51300048828125,96.12000274658203 -288,96 -288,96 M-288,160 C-288,160 287.510986328125,160.1999969482422 287.510986328125,160.1999969482422 M287.5119934082031,32.16899871826172 C287.5119934082031,32.16899871826172 -288,32 -288,32 M-288,-32 C-288,-32 287.510986328125,-32.16899871826172 287.510986328125,-32.16899871826172 M286.010009765625,-96.12000274658203 C286.010009765625,-96.12000274658203 -288,-96 -288,-96 M287.010986328125,-160.34500122070312 C287.010986328125,-160.34500122070312 -288,-160 -288,-160 M-288,-224 C-288,-224 287.510986328125,-223.5709991455078 287.510986328125,-223.5709991455078"></path><g opacity="1" transform="matrix(1,0,0,1,0,0)"></g></g></g><g transform="matrix(1,0,0,1,288,288)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(1,0,0,1,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(0,0,0)" stroke-opacity="1" stroke-width="1.8" d=" M287,-287 C287,-287 287,287 287,287 C287,287 -287,287 -287,287 C-287,287 -287,-287 -287,-287 C-287,-287 287,-287 287,-287z"></path></g></g><g mask="url(#__lottie_element_28_1)" style="display: block;"><g class="jpg" transform="matrix(0.5,0,0,0.5,0,0)" opacity="1"><image width="1152px" height="1152px" preserveAspectRatio="xMidYMid slice" xlink:href="data:image/jpeg;base64,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"></image></g></g><g transform="matrix(1.3674193620681763,-1.7361637353897095,1.7361637353897095,1.3674193620681763,233.23423767089844,218.31797790527344)" opacity="1" style="display: block;"><g opacity="1" transform="matrix(0.44999998807907104,0,0,0.44999998807907104,0,0)"><path stroke-linecap="butt" stroke-linejoin="miter" fill-opacity="0" stroke-miterlimit="4" stroke="rgb(0,0,0)" stroke-opacity="1" stroke-width="1.2" d=" M288,210.6510009765625 C203.2779998779297,259.8450012207031 104.91500091552734,288 0,288 C-104.91500091552734,288 -203.2779998779297,259.8450012207031 -288,210.6510009765625 C-287.2149963378906,-2.446000099182129 -171.58299255371094,-188.36900329589844 0,-288 C171.58299255371094,-188.36900329589844 287.2149963378906,-2.446000099182129 288,210.6510009765625z"></path></g></g></g></svg></div></div></div></div><div class="tutors-who-care__Container-sc-i3mccp-1 cWfhBh"><div class="bundle__FlexView-sc-czofrr-4 tutors-who-care__HeroText-sc-i3mccp-0 goXGkx">Tut<div class="bundle__FlexView-sc-czofrr-4 video-container__GifLayout-sc-uw3pii-1 iWYOvu"><video playsinline="" loop="" alt="All the devices" src="https://static.qumath.in/static/next/_next/static/images/fauzia.mp4" color="#ED6CEF" class="video-container__CustomGif-sc-uw3pii-0 crawlt"></video><div color="#ED6CEF" class="bundle__FlexView-sc-czofrr-4 teacher-info-tooltip__Container-sc-oj5mi8-0 juHNxr"><div class="bundle__FlexView-sc-czofrr-4 teacher-info-tooltip__ContentBox-sc-oj5mi8-1 YPcun"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 teacher-info-tooltip__CustomCol-sc-oj5mi8-5 gwgula"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dWJWfd">Palak Ghai</div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jsYGHJ">M.Sc. (Maths), B.Ed</div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 fmhnLK"><div class="teacher-info-tooltip__Divider-sc-oj5mi8-4 iPbSKo"></div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 teacher-info-tooltip__CustomCol-sc-oj5mi8-5 bQhaya"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dWJWfd">4+</div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jsYGHJ">Yrs of exp</div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 fmhnLK"><div class="teacher-info-tooltip__Divider-sc-oj5mi8-4 iPbSKo"></div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 teacher-info-tooltip__CustomCol-sc-oj5mi8-5 ddYXLj"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dWJWfd">2112+</div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jsYGHJ">Hours Taught</div></div></div><div class="teacher-info-tooltip__Triangle-sc-oj5mi8-2 teacher-info-tooltip__TriangleBottom-sc-oj5mi8-3 fzqmzt"></div></div></div>rs</div><div class="bundle__FlexView-sc-czofrr-4 tutors-who-care__HeroText-sc-i3mccp-0 bEPBXM">who care</div><div height="64" class="separator-sc-gf6uv9-0 ZDowh"></div><div class="bundle__FlexView-sc-czofrr-4 features__FeaturesLayout-sc-7e0m4e-0 bGpEJS"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 feature__FeatureContainer-sc-2kbt2l-0 ffalSj"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kChsjG">Expert</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 iLVZcV">Stringent selection, robust training, and continuous upskilling.</div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 feature__FeatureContainer-sc-2kbt2l-0 ffalSj"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kChsjG">Handpicked</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 iLVZcV">To match your child’s unique personality and learning style.</div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 feature__FeatureContainer-sc-2kbt2l-0 ffalSj"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kChsjG">Flexible</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 iLVZcV">Exam prep, Homework help, Advanced learning, and Remedial support.</div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 website-v3__WhiteContainer-sc-tpgdyt-1 dRhwJZ"><div class="website-v3__TextContainer-sc-tpgdyt-5 iCiArs"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 biRVOr">Helping 200,000+ students succeed!</div></div><div class="website-v3__OverviewCarouselContainer-sc-tpgdyt-7 ejGmOK"><div class="student-achievements__CarouselContainer-sc-7mk38t-0 btJJAM"><div class="student-achievements__CarouselCard-sc-7mk38t-1 decrdU" style="--card-translate-x: -976.5px; --card-translate-y: 27px; --card-z-index: 6; pointer-events: auto;"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Sanjay, Grade 6</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Received prestigious President's Education Awards Program from the President of US. </div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 kXGaWt" style="--card-translate-x:-883.5px;--card-translate-y:-19.5px;--card-z-index:7;pointer-events:auto"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Bela, Grade 6</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Tops her class with an outstanding score of 77.5/80.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 gSkqWi" style="--card-translate-x: -697.5px; --card-translate-y: 27px; --card-z-index: 8; pointer-events: auto;"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Vyom, Grade 8</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Received prestigious Pradhan Mantri Rashtriya Bal Puraskar from the Prime Minister of India.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 RKTuw" style="--card-translate-x:-589px;--card-translate-y:-19.5px;--card-z-index:9;pointer-events:auto"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Charani, Grade 2</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Got Level 5 in the STAAR exam at the Renaissance Institute for Competitive Exams.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 ePLsdW" style="--card-translate-x: -418.5px; --card-translate-y: 27px; --card-z-index: 10; pointer-events: auto;"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Samuel, Grade 3</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Secured Rank 1 at SOF IMO Level 1 2023, by scoring an outstanding 100/100! </div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 decrdU" style="--card-translate-x:-294.5px;--card-translate-y:-19.5px;--card-z-index:11;pointer-events:auto"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Sanjay, Grade 6</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Received prestigious President's Education Awards Program from the President of US. </div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 kXGaWt" style="--card-translate-x: -139.5px; --card-translate-y: 27px; --card-z-index: 12; pointer-events: auto;"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Bela, Grade 6</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Tops her class with an outstanding score of 77.5/80.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 gSkqWi active" style="--card-translate-x:0px;--card-translate-y:-2px;--card-z-index:13;pointer-events:auto"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Vyom, Grade 8</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Received prestigious Pradhan Mantri Rashtriya Bal Puraskar from the Prime Minister of India.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 RKTuw" style="--card-translate-x: 139.5px; --card-translate-y: 27px; --card-z-index: 12; pointer-events: auto;"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Charani, Grade 2</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Got Level 5 in the STAAR exam at the Renaissance Institute for Competitive Exams.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 ePLsdW" style="--card-translate-x:294.5px;--card-translate-y:-19.5px;--card-z-index:11;pointer-events:auto"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Samuel, Grade 3</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Secured Rank 1 at SOF IMO Level 1 2023, by scoring an outstanding 100/100! </div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 decrdU" style="--card-translate-x: 418.5px; --card-translate-y: 27px; --card-z-index: 10; pointer-events: auto;"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Sanjay, Grade 6</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Received prestigious President's Education Awards Program from the President of US. </div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 kXGaWt" style="--card-translate-x:589px;--card-translate-y:-19.5px;--card-z-index:9;pointer-events:auto"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Bela, Grade 6</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Tops her class with an outstanding score of 77.5/80.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 gSkqWi" style="--card-translate-x: 697.5px; --card-translate-y: 27px; --card-z-index: 8; pointer-events: auto;"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Vyom, Grade 8</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Received prestigious Pradhan Mantri Rashtriya Bal Puraskar from the Prime Minister of India.</div></div></div><div class="student-achievements__CarouselCard-sc-7mk38t-1 RKTuw active" style="--card-translate-x:883.5px;--card-translate-y:-19.5px;--card-z-index:7;pointer-events:auto"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 lgNreo">Charani, Grade 2</div><div height="6" class="separator-sc-gf6uv9-0 jbENoA"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kqWoZO">Got Level 5 in the STAAR exam at the Renaissance Institute for Competitive Exams.</div></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 website-v3__WhiteContainer-sc-tpgdyt-1 dRhwJZ"><div class="website-v3__TrustPilotReviewContainer-sc-tpgdyt-6 fHyLmH"><div class="trustpilot-reviews__TrustPilotContainer-sc-16pxkif-9 fhKgJP"><div class="layout__MobileWrapper-sc-rfgcyz-1 trustpilot-reviews__CustomMobileWrapper-sc-16pxkif-1 kfFCpj"><div class="bundle__FlexView-sc-czofrr-4 trustpilot-reviews__MobileViewContainer-sc-16pxkif-10 bEoyYR"><div class="bundle__FlexView-sc-czofrr-4 trustpilot-reviews__TitleContainer-sc-16pxkif-5 bPwVcc"><div width="180" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 fpoLkH trustpilot-reviews__CustomText-sc-16pxkif-6 jHCnNC" color="#000000">4.7<!-- -->+ Rated on</div><div class="trustpilot-reviews__ImageContainer-sc-16pxkif-7 kQLVTA"><div width="102" height="30" class="image__PlaceholderImage-sc-1cdfmh1-1 JBVmv"></div></div></div><div class="bundle__FlexView-sc-czofrr-4 trustpilot-reviews__MobileColumnContainer-sc-16pxkif-4 dJNDSg"><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 jTtzQM"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Priyanka</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 hphiHt"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">My son started Cuemath in Grade 1 & now he is in Grade 7. All these years, I have been reassured for math subject! I'm sure he will continue with Cuemath till it serves!</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Shivali Mehta</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Cuemath has helped my kids learn math concepts and practice them in an online setting. It is a great online platform with 1:1 learning experience.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Pawanesh</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Our daughter was losing interest in math. After 4-5 classes, I could see her asking for homework. She started liking math again and has now developed a lot of interest.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Garima</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Cuemath keeps introducing new methods, systems, & make it interesting for learners. Unlike the traditional teaching system, it has innovated a different way of teaching.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Debalina Das</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">My son has been taking coaching from Cuemath and is showing consistent improvement. It is mainly because of the standard curriculum, mentoring, supervision, & teaching.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Veeraragahavan</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Have been a great platform with multiple avenues to augment my 8yr old’s math skills. Good support from teacher too!</div></div></div></div></div></div></div></div><div class="layout__DesktopWrapper-sc-rfgcyz-0 trustpilot-reviews__CustomDesktopWrapper-sc-16pxkif-0 hRowEg"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div class="bundle__FlexView-sc-czofrr-4 trustpilot-reviews__TitleContainer-sc-16pxkif-5 bPwVcc"><div width="180" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 fpoLkH trustpilot-reviews__CustomText-sc-16pxkif-6 jHCnNC" color="#000000">Rated <!-- -->4.7<!-- -->+ on</div><div class="trustpilot-reviews__ImageContainer-sc-16pxkif-7 kQLVTA"><div width="196" height="48" class="image__PlaceholderImage-sc-1cdfmh1-1 izTBFe"></div></div></div><div class="bundle__FlexView-sc-czofrr-4 trustpilot-reviews__Container-sc-16pxkif-2 dHWutm"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 trustpilot-reviews__ReviewsColumn-sc-16pxkif-3 bnqdge"><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 jTtzQM"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Priyanka</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 hphiHt"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">My son started Cuemath in Grade 1 & now he is in Grade 7. All these years, I have been reassured for math subject! I'm sure he will continue with Cuemath till it serves!</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Shivali Mehta</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Cuemath has helped my kids learn math concepts and practice them in an online setting. It is a great online platform with 1:1 learning experience.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Pawanesh</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Our daughter was losing interest in math. After 4-5 classes, I could see her asking for homework. She started liking math again and has now developed a lot of interest.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Garima</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Cuemath keeps introducing new methods, systems, & make it interesting for learners. Unlike the traditional teaching system, it has innovated a different way of teaching.</div></div></div></div></div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 trustpilot-reviews__ReviewsColumn-sc-16pxkif-3 bnqdge"><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 jTtzQM"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Debalina Das</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 hphiHt"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">My son has been taking coaching from Cuemath and is showing consistent improvement. It is mainly because of the standard curriculum, mentoring, supervision, & teaching.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Veeraraghavan</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Have been a great platform with multiple avenues to augment my 8yr old’s math skills. Good support from teacher too!</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Saima Malik</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">We had a great experience with Cuemath. He started in 2021 and was quite weak but since joining Cuemath he has been getting better grades.</div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 review__ReviewContainer-sc-1n5xg33-0 fPgIxj"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 review__ReviewCardColumn-sc-1n5xg33-1 exlyXs"><div class="sc-bwzfXH bundle__Row1-sc-czofrr-6 review__ReviewHeadingContent-sc-1n5xg33-2 kQhMgm"><div width="160" height="32" class="image__PlaceholderImage-sc-1cdfmh1-1 klrriH"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dMFELg">Naisu Shah</div></div><div class="review__DescriptionContainer-sc-1n5xg33-3 iFjVLo"><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe">Cuemath's app facilitates teacher-student interaction. The teacher in India understands our Australian math curriculum. We couldn't find such a teacher even locally.</div></div></div></div></div></div></div></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 how-it-works__Container-sc-5xu593-0 ioVCTT"><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 hhrxWw">Private 1-to-1 tutoring that just works</div><div height="88" class="separator-sc-gf6uv9-0 jYZVIf"></div><div width="" class="video__VideoContainer-sc-1mgrsg1-1 jAKijL"><div class="video__PlayButtonContainer-sc-1mgrsg1-0 dSOPjO"><div width="200" height="200" class="image__PlaceholderImage-sc-1cdfmh1-1 kJqQuB"></div></div><video width="100%" height="auto" controls="" muted="" disablepictureinpicture="" id="about-cuemath-plus-video" poster="https://static.qumath.in/static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp" playsinline="" autoplay=""><track kind="captions"><source src="https://static.qumath.in/static/website/old-cdn-static/videos/about-cuemath-plus-class.mp4" type="video/mp4">Your browser does not support the video</video></div><div height="88" class="separator-sc-gf6uv9-0 jYZVIf"></div><div class="bundle__FlexView-sc-czofrr-4 features__FeaturesLayout-sc-7e0m4e-0 bGpEJS"><div class="sc-htpNat bundle__Col1-sc-czofrr-5 feature__FeatureContainer-sc-2kbt2l-0 ffalSj"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kChsjG">Flexible Schedule</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 iLVZcV">1-3 classes per week, with hassle-free scheduling.</div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 feature__FeatureContainer-sc-2kbt2l-0 ffalSj"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kChsjG">Join Anytime</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 iLVZcV">Customized learning plan for every child.</div></div><div class="sc-htpNat bundle__Col1-sc-czofrr-5 feature__FeatureContainer-sc-2kbt2l-0 ffalSj"><div class="image__PlaceholderImage-sc-1cdfmh1-1 cSxmoJ"></div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 kChsjG">Stay Updated</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 iLVZcV">Get regular insights on your child's progress.</div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 awards-and-mentions__Container-sc-1goaidy-0 ewaGrO"><div class="bundle__FlexView-sc-czofrr-4 awards-and-mentions__TextContainer-sc-1goaidy-1 kmaJGG"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 fVlGJb">Awards and Mentions</div></div><div class="bundle__FlexView-sc-czofrr-4 newsletter-mentions-wrapper__NewsLetterMentionsContainer-sc-1vgm6ui-0 hwAPyx"><div class="layout__MobileWrapper-sc-rfgcyz-1 newsletter-mentions-wrapper__NewsLetterMobileWrapper-sc-1vgm6ui-3 kkVndd"><div class="newsletter-mentions-wrapper__NewsLetterMobileContainer-sc-1vgm6ui-1 hvUXHg"><div data-entry-section="Newsletter" class="newslettwer-mentions__Container-sc-lvhe1u-0 rfptb"><div class="newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1 bsaemi"><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="159" height="75" class="image__PlaceholderImage-sc-1cdfmh1-1 dFxFmc"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="189" height="86" class="image__PlaceholderImage-sc-1cdfmh1-1 khqwXZ"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="198" height="30" class="image__PlaceholderImage-sc-1cdfmh1-1 EAbNz"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="200" height="69" class="image__PlaceholderImage-sc-1cdfmh1-1 kClogK"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="80" class="image__PlaceholderImage-sc-1cdfmh1-1 fKUpro"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="228" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 gHzhWX"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="182" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 cwUhcS"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="143" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 giWUMq"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 bDXRic"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="203" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 cidEpH"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="141" height="42" class="image__PlaceholderImage-sc-1cdfmh1-1 mAyGK"></div></div></div></div><div data-entry-section="Newsletter" class="newslettwer-mentions__Container-sc-lvhe1u-0 rfptb"><div class="newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1 bsaemi"><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="159" height="75" class="image__PlaceholderImage-sc-1cdfmh1-1 dFxFmc"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="189" height="86" class="image__PlaceholderImage-sc-1cdfmh1-1 khqwXZ"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="198" height="30" class="image__PlaceholderImage-sc-1cdfmh1-1 EAbNz"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="200" height="69" class="image__PlaceholderImage-sc-1cdfmh1-1 kClogK"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="80" class="image__PlaceholderImage-sc-1cdfmh1-1 fKUpro"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="228" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 gHzhWX"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="182" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 cwUhcS"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="143" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 giWUMq"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 bDXRic"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="203" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 cidEpH"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="141" height="42" class="image__PlaceholderImage-sc-1cdfmh1-1 mAyGK"></div></div></div></div></div></div><div class="newsletter-mentions-wrapper__NewsLetterTabletDesktopWrapper-sc-1vgm6ui-2 bBHRYw"><div data-entry-section="Newsletter" class="newslettwer-mentions__Container-sc-lvhe1u-0 rfptb"><div class="newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1 bsaemi"><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="159" height="75" class="image__PlaceholderImage-sc-1cdfmh1-1 dFxFmc"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="189" height="86" class="image__PlaceholderImage-sc-1cdfmh1-1 khqwXZ"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="198" height="30" class="image__PlaceholderImage-sc-1cdfmh1-1 EAbNz"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="200" height="69" class="image__PlaceholderImage-sc-1cdfmh1-1 kClogK"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="80" class="image__PlaceholderImage-sc-1cdfmh1-1 fKUpro"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="228" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 gHzhWX"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="182" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 cwUhcS"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="143" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 giWUMq"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 bDXRic"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="203" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 cidEpH"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="141" height="42" class="image__PlaceholderImage-sc-1cdfmh1-1 mAyGK"></div></div></div></div><div data-entry-section="Newsletter" class="newslettwer-mentions__Container-sc-lvhe1u-0 rfptb"><div class="newslettwer-mentions__SlideshowContainer-sc-lvhe1u-1 bsaemi"><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="159" height="75" class="image__PlaceholderImage-sc-1cdfmh1-1 dFxFmc"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="189" height="86" class="image__PlaceholderImage-sc-1cdfmh1-1 khqwXZ"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="198" height="30" class="image__PlaceholderImage-sc-1cdfmh1-1 EAbNz"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="200" height="69" class="image__PlaceholderImage-sc-1cdfmh1-1 kClogK"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="80" class="image__PlaceholderImage-sc-1cdfmh1-1 fKUpro"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="228" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 gHzhWX"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="182" height="72" class="image__PlaceholderImage-sc-1cdfmh1-1 cwUhcS"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="143" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 giWUMq"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="151" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 bDXRic"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="203" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 cidEpH"></div></div><div class="newslettwer-mentions__ImageContainer-sc-lvhe1u-2 gwempF"><div width="141" height="42" class="image__PlaceholderImage-sc-1cdfmh1-1 mAyGK"></div></div></div></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 website-v3__WhiteContainer-sc-tpgdyt-1 kiLLAP"><div class="bundle__FlexView-sc-czofrr-4 parent-testimonials__Container-sc-1c5oazi-2 AOUeM"><div class="parent-testimonials__TextContainer-sc-1c5oazi-1 hHMVmI"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 biRVOr">Happy parents in 80+ countries</div></div><section class="carousel"><ul class="carousel__list"><li class="carousel__item" tabindex="0" style="background-color: rgb(252, 244, 228);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Monalisa</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“I see a lot of improvement in my child”</div></div></div></div></li><li class="carousel__item" tabindex="0" style="background-color: rgb(252, 244, 228);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Marcia</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“I love personalized learning.”</div></div></div></div></li><li class="carousel__item" tabindex="0" style="background-color: rgb(221, 255, 228);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Moni</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“I am going to continue Cuemath for many years.”</div></div></div></div></li><li class="carousel__item" tabindex="0" style="background-color: rgb(236, 248, 255);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Fritzie</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“Cuemath helped him with his self confidence”</div></div></div></div></li><li class="carousel__item" data-active="data-active" tabindex="0" style="background-color: rgb(255, 233, 221);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Linsey</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“My son can learn at his own speed”</div></div></div></div></li><li class="carousel__item" tabindex="0" style="background-color: rgb(236, 248, 255);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Fritzie</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“Cuemath helped him with his self confidence”</div></div></div></div></li><li class="carousel__item" tabindex="0" style="background-color: rgb(236, 248, 255);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Abiodun</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“Kids are eager and happy to study Math”</div></div></div></div></li><li class="carousel__item" tabindex="0" style="background-color: rgb(255, 233, 221);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Olayide</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“Kids are eager and happy to study Math”</div></div></div></div></li><li class="carousel__item" tabindex="0" style="background-color: rgb(252, 244, 228);"><div class="carousel__box"><div class="carousel__image"><div class="parent-testimonials__PlayButtonContainer-sc-1c5oazi-0 eQfnJx"><div width="120" height="120" class="image__PlaceholderImage-sc-1cdfmh1-1 imTzFq"></div></div><img src="https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png" class="carousel_cover_image" width="424" height="424" alt="carousel_cover_teacher_image"></div><div height="24" class="separator-sc-gf6uv9-0 fPPnZn"></div><div class="carousel__contents"><div class="bundle__FlexView-sc-czofrr-4 cOVSlH"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 crUaHd">Monalisa</div><div height="20" class="separator-sc-gf6uv9-0 fhzpP"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 HAZRF">“I see a lot of improvement in my child”</div></div></div></div></li></ul></section></div></div><div id="" data-entry-section="FAQ" class="bundle__FlexView-sc-czofrr-4 faq__Container-sc-1vqpb5r-0 jYHcdR"><div class="bundle__FlexView-sc-czofrr-4 faq__TextContainer-sc-1vqpb5r-3 cguloi"><h2><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jlINWE">We love solving doubts!</div></h2></div><div class="faq__AccordionContainer-sc-1vqpb5r-1 hdwkYL"><div class="accordion__AccordionItemContainer-sc-10l7ou0-1 hDmStY"><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 bootHD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">What is the frequency and duration of your classes?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA" style="transform: rotateZ(45deg);"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn" style="max-height: 96px;"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">Typically, the number of classes is two per week for grades K to 8, and three per week for high school. But the schedule is flexible, according to your child’s requirements and availability. Also, each class runs for 55 minutes, extendable to an hour.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 fvYrNy"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">What devices do I need for attending your classes?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">A desktop or laptop computer that supports video calling is necessary for attending our classes. We also highly recommend a writing tablet for the best learning experience.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 fvYrNy"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">My child has specific learning requirements. Is your program flexible enough?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">Absolutely. Our tutors will always customize the classes according to what your child needs - be it homework help, exam or test prep, remedial support for past gaps, or advanced learning.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 fvYrNy"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">Can your tutors teach the topics covered in my child’s school or curriculum?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">Our tutors are trained to teach according to various curricula across countries. Further, we have a fully customizable curriculum, tailored to your child’s needs.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 fvYrNy"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">Can my child join anytime of the year?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">Yes. Our tutors always customize the learning plan according to your child’s needs, and the time left in the current academic year. If you wish to cover additional topics in the same time, you can always schedule extra classes.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 aRZGj"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">What if I don’t like the tutor?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">In the rare case that happens, please raise a ticket with our helpdesk. We’ll be happy to diagnose the issue, and find you a different tutor that aligns better with your child’s needs.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 aRZGj"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">What if I do not like your classes after I enroll? Will I get my money back?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">We have a no questions asked refund policy. If you’re unhappy with the experience, you can cancel anytime for a full refund of the unused classes.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 aRZGj"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">What happens if my child misses a Cuemath class?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">We have a flexible leave policy that allows for both planned and unplanned leaves. Just keep your tutor informed.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 aRZGj"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">How can I keep track of my child's maths progress?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">We have a dedicated parent app, that lets you track the progress of your child, and also lets you connect with their tutor.</div><div></div></div></div></div></div></div></div><div><div class="bundle__FlexView-sc-czofrr-4 accordion-item__Container-sc-1unasve-0 aRZGj"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__ContentContainer-sc-1unasve-4 fHhMXD"><div class="bundle__FlexView-sc-czofrr-4 accordion-item__AccordionQuestion-sc-1unasve-1 gTYDpB"><h3><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">How do I enroll for your classes?</div></h3><img src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTE2LjA4MzUgOC4yMjIyOVYyMy43Nzc4IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8cGF0aCBkPSJNOC4zMDUxOCAxNkgyMy44NjA3IiBzdHJva2U9IiMyQjJCMkIiIHN0cm9rZS13aWR0aD0iMi4yMjUwOSIgc3Ryb2tlLWxpbmVjYXA9InNxdWFyZSIgc3Ryb2tlLWxpbmVqb2luPSJyb3VuZCIvPgo8L3N2Zz4K" class="accordion-item__Icon-sc-1unasve-3 jVVbeA"></div><div class="accordion-item__AccordionAnswer-sc-1unasve-2 jMMwrn"><div height="24" class="bundle__Separator-sc-czofrr-16 fjfqOU"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe"><div><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jnpHAe anchor-text__AnchorText-sc-1mnrv5b-0 cyqbUe" color="#000000">Please tap on the ‘Get Started’ button. We’ll ask you a few questions about your child to understand their needs better. Once we receive the details, our admissions counselor will call you to match your child with the right tutor, and schedule a free trial class as per your availability. If you like the experience, you can choose a plan and make the payment to begin your classes.</div><div></div></div></div></div></div></div></div></div><div class="layout__DesktopWrapper-sc-rfgcyz-0 khADcj"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 hCnMFK accordion__CustomText-sc-10l7ou0-0 fYQHMj" color="#000000">See More</div></div><div class="layout__MobileWrapper-sc-rfgcyz-1 kFQEKb"><div class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 jFzSAh accordion__CustomText-sc-10l7ou0-0 fYQHMj" color="#000000">See More</div></div></div><div height="40" color="#FFFFFF" class="separator-sc-gf6uv9-0 faq__CustomSeparator-sc-1vqpb5r-2 gnrUxX"></div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__Container-sc-mj65sh-0 jBknIC"><div class="overlay"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__VideosContainer-sc-mj65sh-17 fjcKzJ"><div width="256px" class="bundle__FlexView-sc-czofrr-4 leap-experience__VideoContainer-sc-mj65sh-16 euyqLQ"><video width="240" autoplay="" loop="" class="leap-experience__CustomVideo-sc-mj65sh-18 iKgwR"><source src="https://static.qumath.in/static/next/_next/static/media/leap-teacher.a83ca59710e51e12eed5c426f6e15a64.mp4" type="video/mp4"></video></div><div width="192px" class="bundle__FlexView-sc-czofrr-4 leap-experience__VideoContainer-sc-mj65sh-16 hUsCIC"><video width="176" autoplay="" loop="" class="leap-experience__CustomVideo-sc-mj65sh-18 iKgwR"><source src="https://static.qumath.in/static/next/_next/static/media/leap-student.9f79a2d28b76f5f547aecd188bea2210.mp4" type="video/mp4"></video></div></div></div><div class="overlay-up"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__TopBar-sc-mj65sh-14 icWjMV"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__Timer-sc-mj65sh-15 cJruhC"><div height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 cfrNqa"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 ixYeSj">03:36</div></div><div class="bundle__FlexView-sc-czofrr-4 eTQClf"><div width="108" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 jrFKoB"></div><div width="40" height="40" class="image__PlaceholderImage-sc-1cdfmh1-1 FVcjM"></div></div></div></div><div class="overlay-down"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__BottomToolsContainer-sc-mj65sh-13 hyKVDj"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__ChatBox-sc-mj65sh-1 iUmHZk"><div color="#FFFFFF" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dlGgbU">Send a message</div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__IconsContainer-sc-mj65sh-3 egXhUE"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__IconsBackground-sc-mj65sh-2 bKYOmp"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__NotificationBlob-sc-mj65sh-9 kspoci"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 fGUdOA">3</div></div><div width="17.5" height="17.5" class="image__PlaceholderImage-sc-1cdfmh1-1 clCLdD"></div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__IconsBackground-sc-mj65sh-2 cIcHFj"><div width="17.5" height="17.5" class="image__PlaceholderImage-sc-1cdfmh1-1 clCLdD"></div></div></div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__ToolsContainer-sc-mj65sh-4 cfqgfh"><div><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__WritingToolsContainer-sc-mj65sh-7 kkeBBZ"><div class="leap-experience__PencilContainer-sc-mj65sh-8 cOKauM"><div width="24" height="48" class="image__PlaceholderImage-sc-1cdfmh1-1 Brqfu"></div></div><div height="32px" width="32px" class="bundle__FlexView-sc-czofrr-4 leap-experience__IconsBackground-sc-mj65sh-2 qMzeE"><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div></div><div height="32px" width="32px" class="bundle__FlexView-sc-czofrr-4 leap-experience__IconsBackground-sc-mj65sh-2 qMzeE"><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div></div> <div height="32px" width="32px" class="bundle__FlexView-sc-czofrr-4 leap-experience__IconsBackground-sc-mj65sh-2 qMzeE"><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div></div> <div height="32px" width="32px" class="bundle__FlexView-sc-czofrr-4 leap-experience__IconsBackground-sc-mj65sh-2 qMzeE"><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div></div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__CtaContainer-sc-mj65sh-6 jYcLrO"><div width="40px" height="40px" class="bundle__FlexView-sc-czofrr-4 leap-experience__DummyButton-sc-mj65sh-5 iUYGUG"><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div></div><div width="100px" height="40px" class="bundle__FlexView-sc-czofrr-4 leap-experience__DummyButton-sc-mj65sh-5 bUHrsE"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 icwwAS"> Check</div></div></div></div></div></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eqhpKa">Affordable and personalized. Try a class for free.</div><div height="40" class="separator-sc-n6m4tj-0 bpTXKl"></div><div><div class="enroll-button__CustomDataAttributesWrapper-sc-17lqejj-0 jizmk" data-parent-screen="/" data-entry-point="Get Started"><button width="640" height="200" class="enroll-button__SquareButton-sc-17lqejj-1 iZIdUm"><div class="bundle__FlexView-sc-czofrr-4 dJYJGz"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 eXPCDS">Get Started</div></div></button></div></div><div class="overlay-right"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionsStrip-sc-mj65sh-10 bPNPUk"><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 Ckpzc"><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 1</div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 Ckpzc"><div width="20" height="20" class="image__PlaceholderImage-sc-1cdfmh1-1 GbYhw"></div><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 2</div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 gTJJyY"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 3</div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 kZoxJm"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 4</div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 kZoxJm"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 5</div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 kZoxJm"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 6</div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 kZoxJm"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 7</div></div><div class="bundle__FlexView-sc-czofrr-4 leap-experience__QuestionIndex-sc-mj65sh-11 kZoxJm"><div color="#000000" class="text-comp__TextComp-sc-5oblai-0 text__TextWrapper-sc-13i85pz-0 dKMpQE"> 8</div></div></div></div></div></div></main><div class="footer__Container-sc-dr07ca-0 bqHjQB"><div height="90" class="separator-sc-gf6uv9-0 dMctgX"></div><div class="footer__Wrapper-sc-dr07ca-1 wvfyv"><div class="footer__TextSection-sc-dr07ca-2 eyfRlP"><div class="layout__DesktopWrapper-sc-rfgcyz-0 khADcj"><div class="footer__FlexView-sc-dr07ca-3 fNYYYU"><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">FOLLOW CUEMATH</div><div height="16" class="separator-sc-gf6uv9-0 eNYgnX"></div><div class="links__LinksContainer-sc-7hnk9x-0 bNKLXz"><div class="" data-parent-screen="HomePage" data-entry-point="Facebook" data-entry-section="Footer"><a href="https://www.facebook.com/cuemath/" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Facebook</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Youtube" data-entry-section="Footer"><a href="https://www.youtube.com/channel/UC24sjKTMy-d5Z-g2OsYYHqw" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Youtube</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Instagram" data-entry-section="Footer"><a href="https://www.instagram.com/cuemath/" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Instagram</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Twitter" data-entry-section="Footer"><a href="https://twitter.com/cuemath" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Twitter</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="LinkedIn" data-entry-section="Footer"><a href="https://www.linkedin.com/company/cue-learn/" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">LinkedIn</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Tiktok" data-entry-section="Footer"><a href="https://www.tiktok.com/@cuemath_program?is_from_webapp=1&sender_device=pc" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Tiktok</div></div></a></div></div></div><div class="footer__FlexContainer-sc-dr07ca-4 doVUHz"><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">MATH PROGRAM</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Math Program" data-entry-section="Footer"><a href="/en-us/math-online-classes/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Program</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Tutoring Services" data-entry-section="Footer"><a href="/en-us/after-school-tutoring/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Tutoring Services</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Online Tutors" data-entry-section="Footer"><a href="/online-tuitions/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Online Tutors</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Tution" data-entry-section="Footer"><a href="/en-us/math-tuition-india/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Tution</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Online Math Program" data-entry-section="Footer"><a href="/en-us/online-math-program" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Online Math Program</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Online Math Courses" data-entry-section="Footer"><a href="/en-us/online-math-courses" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Online Math Courses</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Summer Math Courses" data-entry-section="Footer"><a href="/en-us/summer-math-courses" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Summer Math Courses</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Home Schooling" data-entry-section="Footer"><a href="/en-us/math-homeschooling" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Home Schooling</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Tutors" data-entry-section="Footer"><a href="/online-math-tutor/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Tutors</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">QUICK LINKS</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Maths Games" data-entry-section="Footer"><a href="/math-games/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Maths Games</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Maths Puzzles" data-entry-section="Footer"><a href="/math-puzzles/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Maths Puzzles</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Our Pricing" data-entry-section="Footer"><a href="/en-us/math-online-classes/#pricing" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Pricing</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Questions" data-entry-section="Footer"><a href="/questions/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Questions</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Blogs" data-entry-section="Footer"><a href="/learn/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Blogs</div></a></div></div></div></div><div class="footer__FlexContainer-sc-dr07ca-4 doVUHz"><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">MATH WORKSHEETS</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Kindergarten Worksheets" data-entry-section="Footer"><a href="/worksheets/kindergarten-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Kindergarten Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="1st Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/1st-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">1st Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="2nd Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/2nd-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">2nd Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="3rd Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/3rd-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">3rd Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="4th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/4th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">4th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="5th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/5th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">5th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="6th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/6th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">6th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="7th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/7th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">7th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="8th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/8th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">8th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="9th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/9th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">9th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="10th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/10th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">10th Grade Worksheets</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">CURRICULUM</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="1st Grade Math" data-entry-section="Footer"><a href="/1st-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">1st Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="2nd Grade Math" data-entry-section="Footer"><a href="/2nd-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">2nd Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="3rd Grade Math" data-entry-section="Footer"><a href="/3rd-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">3rd Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="4th Grade Math" data-entry-section="Footer"><a href="/4th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">4th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="5th Grade Math" data-entry-section="Footer"><a href="/5th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">5th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="6th Grade Math" data-entry-section="Footer"><a href="/6th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">6th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="7th Grade Math" data-entry-section="Footer"><a href="/7th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">7th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="8th Grade Math" data-entry-section="Footer"><a href="/8th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">8th Grade Math</div></a></div></div></div></div><div class="footer__FlexContainer-sc-dr07ca-4 doVUHz"><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">ABOUT US</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Our Mission" data-entry-section="Footer"><a href="/about-us/#cuemath-mission"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Mission</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Our Journey" data-entry-section="Footer"><a href="/about-us/#cuemath-journey"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Journey</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Our Team" data-entry-section="Footer"><a href="/about-us/#cuemath-exceptional-team"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Team</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">MATH TOPICS</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Numbers" data-entry-section="Footer"><a href="/numbers/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Numbers</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Algebra" data-entry-section="Footer"><a href="/algebra/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Algebra</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Geometry" data-entry-section="Footer"><a href="/geometry/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Geometry</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Measurement" data-entry-section="Footer"><a href="/measurement/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Measurement</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Commercial Math" data-entry-section="Footer"><a href="/commercial-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Commercial Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Data" data-entry-section="Footer"><a href="/data/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Data</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Trigonometry" data-entry-section="Footer"><a href="/trigonometry/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Trigonometry</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Calculus" data-entry-section="Footer"><a href="/calculus/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Calculus</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Formulas" data-entry-section="Footer"><a href="/math-formulas/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Formulas</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Calculators" data-entry-section="Footer"><a href="/calculators/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Calculators</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Multiplication Tables" data-entry-section="Footer"><a href="/multiplication-tables/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Multiplication Tables</div></a></div></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">INTERNATIONAL</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="United States" data-entry-section="Footer"><a href="/en-us/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">United States</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="United Kingdom" data-entry-section="Footer"><a href="/en-gb/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">United Kingdom</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Canada" data-entry-section="Footer"><a href="/en-us/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Canada</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Dubai" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Dubai</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Australia" data-entry-section="Footer"><a href="/en-au/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Australia</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="France" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">France</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Germany" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Germany</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Indonesia" data-entry-section="Footer"><a href="/en-sg/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Indonesia</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Italy" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Italy</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Netherlands" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Netherlands</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Sri Lanka" data-entry-section="Footer"><a href="/en-in/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Sri Lanka</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Singapore" data-entry-section="Footer"><a href="/en-sg/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Singapore</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Saudi Arabia" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Saudi Arabia</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Oman" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Oman</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Bahrain" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Bahrain</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Qatar" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Qatar</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Norway" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Norway</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Sweden" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Sweden</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Ireland" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Ireland</div></a></div></div></div></div></div><div class="layout__MobileWrapper-sc-rfgcyz-1 footer__CustomMobileWrapper-sc-dr07ca-5 iDozhw"><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">FOLLOW CUEMATH</div><div height="16" class="separator-sc-gf6uv9-0 eNYgnX"></div><div class="links__LinksContainer-sc-7hnk9x-0 bNKLXz"><div class="" data-parent-screen="HomePage" data-entry-point="Facebook" data-entry-section="Footer"><a href="https://www.facebook.com/cuemath/" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Facebook</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Youtube" data-entry-section="Footer"><a href="https://www.youtube.com/channel/UC24sjKTMy-d5Z-g2OsYYHqw" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Youtube</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Instagram" data-entry-section="Footer"><a href="https://www.instagram.com/cuemath/" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Instagram</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Twitter" data-entry-section="Footer"><a href="https://twitter.com/cuemath" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Twitter</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="LinkedIn" data-entry-section="Footer"><a href="https://www.linkedin.com/company/cue-learn/" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">LinkedIn</div></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Tiktok" data-entry-section="Footer"><a href="https://www.tiktok.com/@cuemath_program?is_from_webapp=1&sender_device=pc" target="_blank" rel="noopener noreferrer"><div class="links__ExternalLinkItem-sc-7hnk9x-1 bXUFQo"><div width="36" height="36" class="image__PlaceholderImage-sc-1cdfmh1-1 hOveMi"></div><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Tiktok</div></div></a></div></div></div><div class="footer__FlexView-sc-dr07ca-3 fNYYYU"><div class="footer__FlexContainer-sc-dr07ca-4 doVUHz"><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">MATH PROGRAM</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Math Program" data-entry-section="Footer"><a href="/en-us/math-online-classes/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Program</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Tutoring Services" data-entry-section="Footer"><a href="/en-us/after-school-tutoring/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Tutoring Services</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Online Tutors" data-entry-section="Footer"><a href="/online-tuitions/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Online Tutors</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Tution" data-entry-section="Footer"><a href="/en-us/math-tuition-india/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Tution</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Online Math Program" data-entry-section="Footer"><a href="/en-us/online-math-program" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Online Math Program</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Online Math Courses" data-entry-section="Footer"><a href="/en-us/online-math-courses" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Online Math Courses</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Summer Math Courses" data-entry-section="Footer"><a href="/en-us/summer-math-courses" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Summer Math Courses</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Home Schooling" data-entry-section="Footer"><a href="/en-us/math-homeschooling" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Home Schooling</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Tutors" data-entry-section="Footer"><a href="/online-math-tutor/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Tutors</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">MATH WORKSHEETS</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Kindergarten Worksheets" data-entry-section="Footer"><a href="/worksheets/kindergarten-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Kindergarten Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="1st Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/1st-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">1st Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="2nd Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/2nd-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">2nd Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="3rd Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/3rd-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">3rd Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="4th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/4th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">4th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="5th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/5th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">5th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="6th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/6th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">6th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="7th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/7th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">7th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="8th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/8th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">8th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="9th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/9th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">9th Grade Worksheets</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="10th Grade Worksheets" data-entry-section="Footer"><a href="/worksheets/10th-grade-math-worksheets/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">10th Grade Worksheets</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">INTERNATIONAL</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="United States" data-entry-section="Footer"><a href="/en-us/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">United States</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="United Kingdom" data-entry-section="Footer"><a href="/en-gb/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">United Kingdom</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Canada" data-entry-section="Footer"><a href="/en-us/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Canada</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Dubai" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Dubai</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Australia" data-entry-section="Footer"><a href="/en-au/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Australia</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="France" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">France</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Germany" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Germany</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Indonesia" data-entry-section="Footer"><a href="/en-sg/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Indonesia</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Italy" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Italy</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Netherlands" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Netherlands</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Sri Lanka" data-entry-section="Footer"><a href="/en-in/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Sri Lanka</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Singapore" data-entry-section="Footer"><a href="/en-sg/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Singapore</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Saudi Arabia" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Saudi Arabia</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Oman" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Oman</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Bahrain" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Bahrain</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Qatar" data-entry-section="Footer"><a href="/en-ae/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Qatar</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Norway" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Norway</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Sweden" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Sweden</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Ireland" data-entry-section="Footer"><a href="/en-eu/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Ireland</div></a></div></div></div></div><div class="footer__FlexContainer-sc-dr07ca-4 doVUHz"><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">ABOUT US</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Our Mission" data-entry-section="Footer"><a href="/about-us/#cuemath-mission"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Mission</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Our Journey" data-entry-section="Footer"><a href="/about-us/#cuemath-journey"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Journey</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Our Team" data-entry-section="Footer"><a href="/about-us/#cuemath-exceptional-team"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Team</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">MATH TOPICS</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Numbers" data-entry-section="Footer"><a href="/numbers/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Numbers</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Algebra" data-entry-section="Footer"><a href="/algebra/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Algebra</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Geometry" data-entry-section="Footer"><a href="/geometry/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Geometry</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Measurement" data-entry-section="Footer"><a href="/measurement/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Measurement</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Commercial Math" data-entry-section="Footer"><a href="/commercial-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Commercial Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Data" data-entry-section="Footer"><a href="/data/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Data</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Trigonometry" data-entry-section="Footer"><a href="/trigonometry/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Trigonometry</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Calculus" data-entry-section="Footer"><a href="/calculus/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Calculus</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Formulas" data-entry-section="Footer"><a href="/math-formulas/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Formulas</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Calculators" data-entry-section="Footer"><a href="/calculators/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Calculators</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Multiplication Tables" data-entry-section="Footer"><a href="/multiplication-tables/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Multiplication Tables</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">QUICK LINKS</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="Maths Games" data-entry-section="Footer"><a href="/math-games/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Maths Games</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Maths Puzzles" data-entry-section="Footer"><a href="/math-puzzles/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Maths Puzzles</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Our Pricing" data-entry-section="Footer"><a href="/en-us/math-online-classes/#pricing" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Our Pricing</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Math Questions" data-entry-section="Footer"><a href="/questions/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Math Questions</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Blogs" data-entry-section="Footer"><a href="/learn/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Blogs</div></a></div></div></div><div><div color="#FFFFFF" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 ZrIFB">CURRICULUM</div><div height="8" class="separator-sc-gf6uv9-0 egqokw"></div><div class="links__LinksContainer-sc-7hnk9x-0 qsdCq"><div class="" data-parent-screen="HomePage" data-entry-point="1st Grade Math" data-entry-section="Footer"><a href="/1st-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">1st Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="2nd Grade Math" data-entry-section="Footer"><a href="/2nd-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">2nd Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="3rd Grade Math" data-entry-section="Footer"><a href="/3rd-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">3rd Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="4th Grade Math" data-entry-section="Footer"><a href="/4th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">4th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="5th Grade Math" data-entry-section="Footer"><a href="/5th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">5th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="6th Grade Math" data-entry-section="Footer"><a href="/6th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">6th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="7th Grade Math" data-entry-section="Footer"><a href="/7th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">7th Grade Math</div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="8th Grade Math" data-entry-section="Footer"><a href="/8th-grade-math/" target="_self" rel=""><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">8th Grade Math</div></a></div></div></div></div></div></div><div height="40" class="separator-sc-gf6uv9-0 PBbll"></div></div><div height="24" class="separator-sc-gf6uv9-0 cwCeqD"></div><div class="app-download__Container-sc-174osi2-0 keQioH"><div class="app-download__AppDownloadSection-sc-174osi2-1 iSWnKH"><div class="" data-parent-screen="HomePage" data-entry-point="App Store" data-entry-section="Footer"><a href="https://apps.apple.com/in/app/cuemath-learning-math-games/id1469210554" target="_blank" rel="noopener noreferrer"><div width="110" height="38" class="image__PlaceholderImage-sc-1cdfmh1-1 eezFmy"></div></a></div><div class="" data-parent-screen="HomePage" data-entry-point="Play Store" data-entry-section="Footer"><a href="https://play.google.com/store/apps/details?id=com.cuelearn.cuemathapp&pcampaignid=web_share" target="_blank" rel="noopener noreferrer"><div width="110" height="38" class="image__PlaceholderImage-sc-1cdfmh1-1 eezFmy"></div></a></div></div><div class="app-download__TermsAndConditions-sc-174osi2-2 biotAT"><div class="" data-parent-screen="HomePage" data-entry-point="Terms and Conditions" data-entry-section="Footer"><a href="/terms" target="_blank" rel="noopener noreferrer"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Terms and Conditions</div></a></div><span class="app-download__Line-sc-174osi2-3 NbNAM"></span><div class="" data-parent-screen="HomePage" data-entry-point="Privacy Policy" data-entry-section="Footer"><a href="/privacy" target="_blank" rel="noopener noreferrer"><div color="#B3B3B3" class="text-comp__TextComp-sc-1fas5kp-0 text__TextWrapper-sc-pds6v7-0 kORDmd">Privacy Policy</div></a></div></div></div></div><div height="40" class="separator-sc-gf6uv9-0 efiObd"></div></div></div></div><script id="__NEXT_DATA__" type="application/json">{"props":{"pageProps":{},"reqUrl":"/","loggedIn":false,"headerCookie":"_fbp=fb.1.1734177191362.886269029174042979; _ga=GA1.2.1177950190.1734177191; _ga_GNBBJJ7CG9=GS1.1.1734177191.1.1.1734177795.60.0.0; _gcl_au=1.1.619218617.1734177190; mp_30137be7dac047d9eeeff55e48b07616_mixpanel=%7B%22distinct_id%22%3A%20%22%24device%3A193c503ef472d0-0cc82ad2621b46-c427a78-61d78-193c503ef472d0%22%2C%22%24device_id%22%3A%20%22193c503ef472d0-0cc82ad2621b46-c427a78-61d78-193c503ef472d0%22%2C%22%24search_engine%22%3A%20%22google%22%2C%22%24initial_referrer%22%3A%20%22https%3A%2F%2Fwww.google.com%2F%22%2C%22%24initial_referring_domain%22%3A%20%22www.google.com%22%7D; cf_ip_lat_lng=%7B%22lng%22%3A%22-77.34290%22%2C%22lat%22%3A%2238.96090%22%7D; cue_country_code=US; source_details=%7B%22platform_channel%22%3A%22website%22%2C%22revenue_channel%22%3A%22organic%22%2C%22source_channel%22%3A%22organic%22%2C%22flow%22%3A%22regular%22%2C%22guest_id%22%3A%221eb09992-f160-4939-88c0-6fe484d7119b%22%2C%22referrer%22%3A%22https%3A%2F%2Fwww.google.com%2F%22%2C%22signup_page%22%3A%7B%22url_path%22%3A%22%2Falgebra%2Finverse-of-3x3-matrix%2F%22%2C%22page_profile%22%3A%22Content%22%2C%22timestamp%22%3A%222024-12-14T12%3A03%3A13.860Z%22%7D%2C%22first_page%22%3A%7B%22url_path%22%3A%22%2Falgebra%2Fcofactor-matrix%2F%22%2C%22page_profile%22%3A%22Content%22%2C%22timestamp%22%3A%222024-12-14T11%3A53%3A09.734Z%22%7D%2C%22landing_page_24_hours%22%3A%7B%22url_path%22%3A%22%2Falgebra%2Fcofactor-matrix%2F%22%2C%22page_profile%22%3A%22Content%22%2C%22timestamp%22%3A%222024-12-14T11%3A53%3A09.178Z%22%7D%2C%22landing_page_session%22%3A%7B%22url_path%22%3A%22%2Falgebra%2Finverse-of-3x3-matrix%2F%22%2C%22page_profile%22%3A%22Content%22%2C%22timestamp%22%3A%222024-12-14T12%3A03%3A13.807Z%22%7D%2C%22product%22%3A%22%22%2C%22flow_entry%22%3A%22%22%2C%22sales_process%22%3A%22%22%7D; cookieconsent_status=dismiss; __ab_experiment__=%7B%22version%22%3A%222.0.1%22%2C%22ecnaNoIntro%22%3A%22am%22%2C%22showChatBot%22%3A%22a%22%2C%22enableCloudflareCaching%22%3A%22a%22%2C%22websiteRevamp%22%3A%22f%22%7D","userId":"","abCookie":{"version":"2.0.1","ecnaNoIntro":"am","showChatBot":"a","enableCloudflareCaching":"a","websiteRevamp":"f"},"serverCountry":"US","statusCode":200,"initialReduxState":{"applicants":{"list":{},"items":{},"patches":{}},"applicantSetupbox":{"list":{},"items":{},"patches":{}},"auth":{"userId":"","loggedIn":false,"countryCode":"US"},"cmatSlotDetails":{"list":{},"items":{},"patches":{}},"cmatSlots":{"list":{},"items":{},"patches":{}},"cmatUrl":{"list":{},"items":{},"patches":{}},"consent":{"list":{},"items":{},"patches":{}},"emailVerification":{"list":{},"items":{},"patches":{}},"friendSignup":{"list":{},"items":{},"patches":{}},"leadDerived":null,"leads":{"list":{},"items":{},"patches":{}},"leadSlides":{"list":{},"items":{},"patches":{}},"login":{"list":{},"items":{},"patches":{}},"logout":{"list":{},"items":{},"patches":{}},"launchCdt":{"list":{},"items":{},"patches":{}},"launchAssessment":{"list":{},"items":{},"patches":{}},"modal":null,"mathAdventureFeedback":{"list":{},"items":{},"patches":{}},"otp":{"list":{},"items":{},"patches":{}},"parentReferral":{"list":{},"items":{},"patches":{}},"parents":{"list":{},"items":{},"patches":{}},"emailUser":{"list":{},"items":{},"patches":{}},"verifyEmailUser":{"list":{},"items":{},"patches":{}},"downloadResource":{"list":{},"items":{},"patches":{}},"eCNAParents":{"list":{},"items":{},"patches":{}},"ecnaAssessment":{"list":{},"items":{},"patches":{}},"eCNAForm":{"list":{},"items":{},"patches":{}},"parentValidate":{"list":{},"items":{},"patches":{}},"purchaseOrders":{"list":{},"items":{},"patches":{}},"studentPaymentLink":{"list":{},"items":{},"patches":{}},"olympiadPaymentTnc":{"list":{},"items":{},"patches":{}},"studentPaymentPlans":{"list":{},"items":{},"patches":{}},"studentPlanSummary":{"list":{},"items":{},"patches":{}},"students":{"list":{},"items":{},"patches":{}},"teacherDerived":null,"teacherProfile":{"list":{},"items":{},"patches":{}},"users":{"list":{},"items":{},"patches":{}},"instantUser":{"list":{},"items":{},"patches":{}},"demo":null,"slotDetails":null,"eventDetails":null,"eventAttendee":{"list":{},"items":{},"patches":{}},"getUnregisteredStudents":{"list":{},"items":{},"patches":{}},"resultEnquiry":{"list":{},"items":{},"patches":{}},"addStudents":{"list":{},"items":{},"patches":{}},"getStudents":{"list":{},"items":{},"patches":{}},"getPrices":{"list":{},"items":{},"patches":{}},"giftInvite":{"list":{},"items":{},"patches":{}},"parentStudents":{"list":{},"items":{},"patches":{}},"eventRegisterParent":{"list":{},"items":{},"patches":{}},"eventRegisterStudent":{"list":{},"items":{},"patches":{}},"mathleteRegisterStudent":{"list":{},"items":{},"patches":{}},"eventAvailableStudents":{"list":{},"items":{},"patches":{}},"teachersCenter":{"list":{},"items":{},"patches":{}},"centerDetails":{"list":{},"items":{},"patches":{}},"studentDemo":{"list":{},"items":{},"patches":{}},"featuredArticles":{"list":{},"items":{},"patches":{}},"blogArticles":{"list":{},"items":{},"patches":{}},"gradePrograms":{"list":{},"items":{},"patches":{}},"leapChapters":{"list":{},"items":{},"patches":{}},"leapWorksheets":{"list":{},"items":{},"patches":{}},"leapQuestions":{"list":{},"items":{},"patches":{}},"orgainizerEvents":{"list":{},"items":{},"patches":{}},"puzzles":{"list":{},"items":{},"patches":{}},"blogReaction":{"list":{},"items":{},"patches":{}},"blogReactionCounts":{"list":{},"items":{},"patches":{}},"billingDetails":{"list":{},"items":{},"patches":{}},"student":{"list":{},"items":{},"patches":{}},"authUserDetails":{"list":{},"items":{},"patches":{}},"parentProfile":{"list":{},"items":{},"patches":{}},"inventorySlots":{"list":{},"items":{},"patches":{}},"demoFeedback":{"list":{},"items":{},"patches":{}},"configs":{"list":{},"items":{},"patches":{}},"upgradePlan":{"list":{},"items":{},"patches":{}},"upgradePlanV2":{"list":{},"items":{},"patches":{}},"trialUpgrade":{"list":{},"items":{},"patches":{}},"shortener":{"list":{},"items":{},"patches":{}},"leapStudent":{"list":{},"items":{},"patches":{}},"parentReferrals":{"list":{},"items":{},"patches":{}},"referralv2":{"list":{},"items":{},"patches":{}},"referralCampaignReducer":{"list":{},"items":{},"patches":{}},"referralInvites":{"list":{},"items":{},"patches":{}},"referralReward":{"list":{},"items":{},"patches":{}},"teacherDetails":{"list":{},"items":{},"patches":{}},"paymentLinkDetails":{"list":{},"items":{},"patches":{}},"discountDetails":{"list":{},"items":{},"patches":{}},"signupAddStudent":{"list":{},"items":{},"patches":{}},"referralCall":{"list":{},"items":{},"patches":{}},"sendEmail":{"list":{},"items":{},"patches":{}},"parentReferralSignup":{"list":{},"items":{},"patches":{}},"teacherEcnaDetails":{},"parentShareInviteDetails":{"list":{},"items":{},"patches":{}},"cuePrepStudentDetails":{"list":{},"items":{},"patches":{}},"cuePrepOlympiadData":{"list":{},"items":{},"patches":{}},"cuePrepPaymentLink":{"list":{},"items":{},"patches":{}},"teacher":{"list":{},"items":{},"patches":{},"teacherId":""},"updateStudentGrade":{"list":{},"items":{},"patches":{}},"isMobile":true,"talkToAc":{"enabled":false,"ulr":""},"clientCountryCode":"US","serverCountryCode":"US","postTrialDirectAdmissionFeedback":{"list":{},"items":{},"patches":{}},"mathPlusIntent":{"list":{},"items":{},"patches":{}}}},"page":"/website-v2","query":{},"buildId":"X6ZKyFtraNVbboQrY6A3u","assetPrefix":"https://static.qumath.in/static/next","runtimeConfig":{"GOOGLE_MAP_KEY":"AIzaSyC0Vv2q68IDrSB78UQsC2wy0Yt3hfgrYmY","SENTRY_DSN":"https://a50a179a77e44945811bde318aa6b2a0@sentry.io/1361813","MIXPANEL_TOKEN":"30137be7dac047d9eeeff55e48b07616"},"isFallback":false,"dynamicIds":[44312,75485],"customServer":true,"appGip":true,"scriptLoader":[]}</script><script defer="" src="https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015" integrity="sha512-ZpsOmlRQV6y907TI0dKBHq9Md29nnaEIPlkf84rnaERnq6zvWvPUqr2ft8M1aS28oN72PdrCzSjY4U6VaAw1EQ==" data-cf-beacon="{"rayId":"8f4ba26d8e9a3af9","serverTiming":{"name":{"cfExtPri":true,"cfL4":true,"cfSpeedBrain":true,"cfCacheStatus":true}},"version":"2024.10.5","token":"401bf6a158e643b8b4e8e47d2ec64bfb"}" crossorigin="anonymous"></script> <script src="https://cdn.jsdelivr.net/npm/cookieconsent@3/build/cookieconsent.min.js" async="" id="cookieconsent" defer=""></script><next-route-announcer><p aria-live="assertive" id="__next-route-announcer__" role="alert" style="border: 0px; clip: rect(0px, 0px, 0px, 0px); height: 1px; margin: -1px; overflow: hidden; padding: 0px; position: absolute; width: 1px; white-space: nowrap; overflow-wrap: normal;"></p></next-route-announcer><script type="text/javascript" id="" charset="">window.ga=window.ga||function(){(ga.q=ga.q||[]).push(arguments)};ga.l=+new Date;window.ga("create","UA-75184559-1","auto");window.ga(function(a){if(a=a.get("clientId")){var b=new Date;b.setTime(b.getTime()+864E5);document.cookie="cue_gacid\x3d"+encodeURIComponent(a)+";expires\x3d"+b.toUTCString()+"; path\x3d/"}});</script><div style="display: none; visibility: hidden;"><script>var dataObject={event:"CuePageView",category:"pageview",label:"\/"};"undefined"!=typeof dataLayer&&dataLayer.push(dataObject);</script></div><script type="text/javascript" id="" charset="">var url=window.location.href,keyToFind="utm_source";try{if(-1<url.indexOf(keyToFind+"\x3d")){var valueFound=url.substr(url.indexOf(keyToFind+"\x3d")+keyToFind.length+1).split("\x26")[0];sessionStorage.setItem(keyToFind,valueFound)}var UTM_CAMPAIGN="utm_campaign";-1<url.indexOf(UTM_CAMPAIGN+"\x3d")&&(valueFound=url.substr(url.indexOf(UTM_CAMPAIGN+"\x3d")+UTM_CAMPAIGN.length+1).split("\x26")[0],sessionStorage.setItem(UTM_CAMPAIGN,valueFound))}catch(a){};</script><script type="text/javascript" id="" charset="">function getParam(a){return(a=RegExp("[?\x26]"+a+"\x3d([^\x26]*)").exec(window.location.search))&&decodeURIComponent(a[1].replace(/\+/g," "))}function getExpiryRecord(a){var b=7776E6;b=(new Date).getTime()+b;return{value:a,expiryDate:b}} function addGclid(){var a=getParam("gclid"),b=["gclid_field","foobar"],d=null,e,c=getParam("gclsrc");c=!c||-1!==c.indexOf("aw");b.forEach(function(f){document.getElementById(f)&&(e=document.getElementById(f))});try{a&&c&&(d=getExpiryRecord(a),localStorage.setItem("gclid",JSON.stringify(d)));var g=d||JSON.parse(localStorage.getItem("gclid")),h=g&&(new Date).getTime()<g.expiryDate;e&&h&&(e.value=g.value)}catch(f){}}window.addEventListener("load",addGclid);</script> <script type="text/javascript" id="" charset="">if(typeof fbq==="undefined"){!function(b,e,f,g,a,c,d){b.fbq||(a=b.fbq=function(){a.callMethod?a.callMethod.apply(a,arguments):a.queue.push(arguments)},b._fbq||(b._fbq=a),a.push=a,a.loaded=!0,a.version="2.0",a.queue=[],c=e.createElement(f),c.async=!0,c.src=g,d=e.getElementsByTagName(f)[0],d.parentNode.insertBefore(c,d))}(window,document,"script","https://connect.facebook.net/en_US/fbevents.js");fbq("init","1204704116541795");fbq("set","agent","tmgoogletagmanager","1204704116541795");fbq("track","PageView"); var current_category=google_tag_manager["rm"]["10554577"](40);fbq("trackCustom","page_viewed",{current_category:current_category})};</script> <noscript><img height="1" width="1" style="display:none" src="https://www.facebook.com/tr?id=1204704116541795&amp;ev=PageView&amp;noscript=1"></noscript> <iframe height="0" width="0" style="display: none; visibility: hidden;"></iframe><script type="text/javascript" id="" charset="">!function(a,e,f,k,h,g,c,b,d){a.AppsFlyerSdkObject=h;a.AF=a.AF||function(){(a.AF.q=a.AF.q||[]).push([Date.now()].concat(Array.prototype.slice.call(arguments)))};a.AF.id=a.AF.id||c;a.AF.plugins={};b=e.createElement(f);d=e.getElementsByTagName(f)[0];b.async=1;b.src="https://websdk.appsflyer.com?"+(0<g.length?"st\x3d"+g.split(",").sort().join(",")+"\x26":"")+(0<c.length?"af_id\x3d"+c:"");d.parentNode.insertBefore(b,d)}(window,document,"script",0,"AF","banners",{banners:{key:"a63bc228-dddd-4bc0-b76b-11d7a4e3471b"}}); AF("banners","showBanner");</script><iframe allow="join-ad-interest-group" data-tagging-id="AW-809392233" data-load-time="1734655791536" height="0" width="0" src="https://td.doubleclick.net/td/rul/809392233?random=1734655791515&cv=11&fst=1734655791515&fmt=3&bg=ffffff&guid=ON&async=1&gtm=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1" style="display: none; visibility: hidden;"></iframe><iframe allow="join-ad-interest-group" data-tagging-id="AW-809392233" data-load-time="1734655791558" height="0" width="0" src="https://td.doubleclick.net/td/rul/809392233?random=1734655791550&cv=11&fst=1734655791550&fmt=3&bg=ffffff&guid=ON&async=1&gtm=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1" style="display: none; visibility: hidden;"></iframe><iframe allow="join-ad-interest-group" data-tagging-id="G-GNBBJJ7CG9" data-load-time="1734655791868" height="0" width="0" src="https://td.doubleclick.net/td/ga/rul?tid=G-GNBBJJ7CG9&gacid=718517930.1734655792&gtm=45je4cc1v884152941z8810554577za200zb810554577&dma=0&gcd=13l3l3l3l1l1&npa=0&pscdl=noapi&aip=1&fledge=1&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=125125689" style="display: none; visibility: hidden;"></iframe><script type="text/javascript" id="" charset="">var jsonData={},pageName=google_tag_manager["rm"]["10554577"](62),pageData=google_tag_manager["rm"]["10554577"](63)||{},contentPageName=pageData.pageName,contentPageTopic=pageData.pageTopic,isSEOPage=pageData.isSEOPage,pageNamesArray=google_tag_manager["rm"]["10554577"](64)||[],routeFound=!1; if(pageName=google_tag_manager["rm"]["10554577"](66)||pageName){for(i=0;i<pageNamesArray.length;i++){var exactMatch=pageNamesArray[i].exactMatch||!1,route=pageNamesArray[i].route||"",routeAlias=pageNamesArray[i].pageName||"";exactMatch&&route===pageName?(pageName=routeAlias,routeFound=!0):!exactMatch&&pageName.includes(route)&&(pageName=routeAlias,routeFound=!0)}contentPageName?pageName=contentPageName:contentPageName||routeFound||(pageName="Others")}jsonData.is_content_page=isSEOPage;jsonData.url=google_tag_manager["rm"]["10554577"](67); jsonData.referrer=google_tag_manager["rm"]["10554577"](68);jsonData.page_path=google_tag_manager["rm"]["10554577"](69);jsonData.page_name=pageName;jsonData.cloudfare_country_code=google_tag_manager["rm"]["10554577"](70);jsonData.served_from_cache=google_tag_manager["rm"]["10554577"](71);jsonData.website_3_variant=google_tag_manager["rm"]["10554577"](74);jsonData.ecna_variant=google_tag_manager["rm"]["10554577"](77);jsonData.download_journey_variant=google_tag_manager["rm"]["10554577"](80);jsonData.ecna_no_intro_variant=google_tag_manager["rm"]["10554577"](83);jsonData.topic=contentPageTopic; typeof navigator!=="undefined"&&(jsonData.user_agent=google_tag_manager["rm"]["10554577"](84));try{sessionStorage&&(sessionStorage.getItem("first-page")?(sessionStorage.setItem("first-page",!1),jsonData.is_first_page=!1):(sessionStorage.setItem("first-page",!0),jsonData.is_first_page=!0)),jsonData.time_zone=Intl.DateTimeFormat().resolvedOptions().timeZone}catch(a){};</script></body></html>
- has_shadow_root
- false
- img-loading-attr
- []
- initiators
- null
- inline_style_bytes
- 13475
- javascript
- {"ajax_requests":{"xmlhttprequest":4,"fetch":6,"beacon":2,"total":12},"beacon_ajax_usage":2,"iframe":4,"requests_protocol":{"ajax_h1":0,"resources_h1":0,"ajax_h2":6,"resources_h2":4,"ajax_h3":0,"resources_h3":7},"web_component_specs":{"custom_elements":[],"shadow_roots":[],"template":[]},"script_tags":{"total":41,"async":16,"defer":20,"crossorigin":0,"integrity":1,"nomodule":0,"nonce":0,"referrerpolicy":0,"src":29,"inline":12,"type_module":0,"async_and_defer":1,"defer_without_src":0,"charset":0,"language":0},"noscript_tags":{"total":3},"sourceMaps":{"count":0,"ext":{}},"bundler":[],"document":{"length":288165,"elements":1790,"links":38,"stylesheets":6,"inlineStyles":6,"scripts":19,"inlineScripts":3}}
- lib-detector-version
- 6.1.0
- localstorage_size
- 62
- markup
- {"favicon":true,"rel_alternate_mobile":false,"compatMode":"CSS1Compat","noscripts":{"iframe_googletagmanager_count":1,"total":3},"buttons":{"types":{},"total":4},"form":{"target":{},"method":{},"elements":[],"total":0},"dirs":{"html_dir":null,"body_nodes_dir":{"values":{},"total":0}},"inputs":{"types":{},"total":0},"audios":{"autoplay":{},"total":0},"classes":{"unique_names_total":454,"references_total":3551},"ids":{"ids_total":21,"duplicate_ids_total":6,"unique_ids_total":15},"images":{"picture":{"total":0},"source":{"total":3,"src_total":3,"srcset_total":0,"media_total":0,"type_total":3},"img":{"total":23,"src_total":23,"srcset_total":0,"alt":{"missing":10,"blank":1,"present":12},"loading":{"auto":0,"lazy":0,"eager":0,"invalid":0,"missing":23,"blank":0},"dimensions":{"missing_width":10,"missing_height":13}}},"iframes":{"total":4,"loading":{"auto":0,"lazy":0,"eager":0,"invalid":0,"missing":4,"blank":0}},"amp":{"html_amp_attribute_present":false,"html_amp_emoji_attribute_present":false,"amp_page":false,"rel_amphtml":null},"data_nosnippet":{"valid":0,"wrong_tag_type":0},"obsolete_elements":{},"svgs":{"svg_element_total":8,"svg_img_total":4,"svg_object_total":0,"svg_embed_total":0,"svg_iframe_total":0,"svg_total":12},"app":{"app_id_present":false,"meta_theme_color":"#FFBA07"},"anchors":{"hrefs_without_special_scheme":[]},"dom-shape":{"bodyNodesCount":2177,"bodyLeafNodesCount":1120,"depth":{"mean":10.95625,"median":10,"mode":10,"stddev":2.4649065923333757,"skew":0.3879457351342379,"range":{"min":1,"max":17}},"bodyNonLeafNodesCount":1057,"branchFactor":{"mean":2.0501419110690633,"median":1,"mode":1,"stddev":12.38656543562902,"skew":0.08478071799051005,"range":{"min":1,"max":400}},"branchFactorByDepth":[{"depth":0,"count":1,"mean":23,"stddev":0,"skew":null,"median":23,"mode":23,"range":{"min":23,"max":23}},{"depth":1,"count":4,"mean":1.75,"stddev":1.299038105676658,"skew":0.5773502691896257,"median":1,"mode":1,"range":{"min":1,"max":4}},{"depth":2,"count":3,"mean":2.6666666666666665,"stddev":1.699673171197595,"skew":0.98058067569092,"median":2,"mode":1,"range":{"min":1,"max":5}},{"depth":3,"count":4,"mean":1.75,"stddev":0.82915619758885,"skew":0.9045340337332909,"median":1.5,"mode":1,"range":{"min":1,"max":3}},{"depth":4,"count":4,"mean":5.5,"stddev":3.840572873934304,"skew":1.171700198827415,"median":5,"mode":1,"range":{"min":1,"max":11}},{"depth":5,"count":21,"mean":2.142857142857143,"stddev":1.5208304212067918,"skew":0.7514691493021792,"median":2,"mode":1,"range":{"min":1,"max":7}},{"depth":6,"count":34,"mean":1.5294117647058822,"stddev":0.7370567109495099,"skew":0.7182781960208598,"median":1,"mode":1,"range":{"min":1,"max":3}},{"depth":7,"count":45,"mean":2.933333333333333,"stddev":2.815828277592383,"skew":0.6865948995250487,"median":2,"mode":1,"range":{"min":1,"max":14}},{"depth":8,"count":80,"mean":1.875,"stddev":1.399776767916942,"skew":0.6250996730729564,"median":1,"mode":1,"range":{"min":1,"max":9}},{"depth":9,"count":96,"mean":6.78125,"stddev":40.5136816203798,"skew":0.14269870741867677,"median":2,"mode":1,"range":{"min":1,"max":400}},{"depth":10,"count":139,"mean":2.237410071942446,"stddev":2.8094975966371765,"skew":0.4404382026962977,"median":1,"mode":1,"range":{"min":1,"max":19}},{"depth":11,"count":253,"mean":1.1897233201581028,"stddev":0.49858804841807025,"skew":0.38052119532359546,"median":1,"mode":1,"range":{"min":1,"max":5}},{"depth":12,"count":207,"mean":1.2077294685990339,"stddev":0.6141158872297857,"skew":0.3382577668460595,"median":1,"mode":1,"range":{"min":1,"max":5}},{"depth":13,"count":54,"mean":1.462962962962963,"stddev":0.6299019019146278,"skew":0.7349762900473185,"median":1,"mode":1,"range":{"min":1,"max":3}},{"depth":14,"count":54,"mean":1.4259259259259258,"stddev":0.4944825897340255,"skew":0.8613567692141088,"median":1,"mode":1,"range":{"min":1,"max":2}},{"depth":15,"count":45,"mean":1.3555555555555556,"stddev":0.4786813161897337,"skew":0.7427813527082076,"median":1,"mode":1,"range":{"min":1,"max":2}},{"depth":16,"count":14,"mean":1,"stddev":0,"skew":null,"median":1,"mode":1,"range":{"min":1,"max":1}}]}}
- media
- {"num_picture_img":0,"num_image_sizes":0,"num_srcset_all":0,"num_srcset_sizes":0,"num_srcset_descriptor_x":0,"num_srcset_descriptor_w":0,"num_srcset_candidates":0,"picture_formats":[],"num_video_nodes":4,"video_durations":[3,45,3.044708,6.089417],"video_attributes_values_counts":[{"attribute":"playsinline","value":"","count":2},{"attribute":"loop","value":"","count":3},{"attribute":"src","value":"https://static.qumath.in/static/next/_next/static/images/fauzia.mp4","count":1},{"attribute":"width","value":"100%","count":1},{"attribute":"height","value":"auto","count":1},{"attribute":"controls","value":"","count":1},{"attribute":"muted","value":"","count":1},{"attribute":"poster","value":"https://static.qumath.in/static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp","count":1},{"attribute":"autoplay","value":"","count":3},{"attribute":"width","value":"240","count":1},{"attribute":"width","value":"176","count":1}],"video_display_style":["block","inline","block","block"],"video_using_source_media_count":0,"video_source_media_values":[],"video_source_format_count":[0,1,1,1],"video_source_format_type":[[],["video/mp4"],["video/mp4"],["video/mp4"]],"num_picture_using_min_resolution":0,"num_picture_using_orientation":0,"num_img_not_in_picture_srcset_candidates":0}
- meta_viewport
- width=device-width, initial-scale=1, user-scalable=no
- num_iframes
- 4
- num_scripts
- 41
- num_scripts_async
- 10
- num_scripts_sync
- 19
- observers
- null
- origin-trials
- []
- parsed_css
- [{"url":"https:\/\/static.qumath.in\/static\/next\/_next\/static\/css\/e456642ec1ac08e4010e.css","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":[".typeformCloseClass"],"declarations":[{"type":"declaration","property":"overflow","value":"scroll!important"}]},{"type":"rule","selectors":[".lrn.lrn-assess"],"declarations":[{"type":"declaration","property":"background","value":"none"}]},{"type":"rule","selectors":[".lrn_widget"],"declarations":[{"type":"declaration","property":"padding-bottom","value":"24px!important"},{"type":"declaration","property":"min-height","value":"475px!important"}]},{"type":"rule","selectors":[".lrn_stimulus_content"],"declarations":[{"type":"declaration","property":"margin-left","value":".22em!important"}]},{"type":"rule","selectors":[".lrn_response_wrapper"],"declarations":[{"type":"declaration","property":"background","value":"#fff!important"}]},{"type":"rule","selectors":[".lrn-assess-content"],"declarations":[{"type":"declaration","property":"padding-top","value":"0!important"}]},{"type":"rule","selectors":[".lrn_absolute_keyboard_parent"],"declarations":[{"type":"declaration","property":"top","value":"-20vh!important"},{"type":"declaration","property":"left","value":"-10%!important"}]}],"parsingErrors":[]}}},{"url":"https:\/\/static.qumath.in\/static\/website\/old-cdn-static\/min_cue_base_1_1.css","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":[".geosuggest"],"declarations":[{"type":"declaration","property":"font-family","value":"Nunito,sans-serif!important"},{"type":"declaration","property":"font-size","value":"1rem"},{"type":"declaration","property":"position","value":"relative"},{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"margin","value":"auto"},{"type":"declaration","property":"text-align","value":"left"}]},{"type":"rule","selectors":[".geosuggest__input"],"declarations":[{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"40px"},{"type":"declaration","property":"border","value":".5px solid rgba(187,193,227,.6)"},{"type":"declaration","property":"border-radius","value":"3px"},{"type":"declaration","property":"padding","value":"5px 8px"},{"type":"declaration","property":"font-size","value":"14px"},{"type":"declaration","property":"-webkit-transition","value":"border .2s,box-shadow .2s"},{"type":"declaration","property":"transition","value":"border .2s,box-shadow .2s"}]},{"type":"rule","selectors":[".geosuggest__input:focus"],"declarations":[{"type":"declaration","property":"border-color","value":"#267dc0"},{"type":"declaration","property":"box-shadow","value":"0 0 0 transparent"}]},{"type":"rule","selectors":[".geosuggest__suggests"],"declarations":[{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"top","value":"100%"},{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"max-height","value":"25em"},{"type":"declaration","property":"padding","value":"0"},{"type":"declaration","property":"margin-top","value":"-1px"},{"type":"declaration","property":"background","value":"#fff"},{"type":"declaration","property":"border","value":"2px solid #267dc0"},{"type":"declaration","property":"border-top-width","value":"0"},{"type":"declaration","property":"overflow-x","value":"hidden"},{"type":"declaration","property":"overflow-y","value":"auto"},{"type":"declaration","property":"list-style","value":"none"},{"type":"declaration","property":"z-index","value":"5"},{"type":"declaration","property":"-webkit-transition","value":"max-height .2s,border .2s"},{"type":"declaration","property":"transition","value":"max-height .2s,border .2s"}]},{"type":"rule","selectors":[".geosuggest__suggests--hidden"],"declarations":[{"type":"declaration","property":"max-height","value":"0"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"border-width","value":"0"}]},{"type":"rule","selectors":[".geosuggest__item"],"declarations":[{"type":"declaration","property":"font-size","value":"1rem"},{"type":"declaration","property":"padding","value":".5em .65em"},{"type":"declaration","property":"cursor","value":"pointer"}]},{"type":"rule","selectors":[".geosuggest__item:focus",".geosuggest__item:hover"],"declarations":[{"type":"declaration","property":"background","value":"#f5f5f5"}]},{"type":"rule","selectors":[".geosuggest__item--active"],"declarations":[{"type":"declaration","property":"background","value":"#267dc0"},{"type":"declaration","property":"color","value":"#fff"}]},{"type":"rule","selectors":[".geosuggest__item--active:focus",".geosuggest__item--active:hover"],"declarations":[{"type":"declaration","property":"background","value":"#ccc"}]},{"type":"rule","selectors":[".geosuggest__item__matched-text"],"declarations":[{"type":"declaration","property":"font-weight","value":"700"}]},{"type":"media","media":"(max-width:767px)","rules":[{"type":"rule","selectors":["iframe#widget2"],"declarations":[{"type":"declaration","property":"width","value":"90vw!important"}]}]},{"type":"rule","selectors":["#nprogress"],"declarations":[{"type":"declaration","property":"pointer-events","value":"none"}]},{"type":"rule","selectors":["#nprogress .bar"],"declarations":[{"type":"declaration","property":"background","value":"#29d"},{"type":"declaration","property":"position","value":"fixed"},{"type":"declaration","property":"z-index","value":"1031"},{"type":"declaration","property":"top","value":"0"},{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"2px"}]},{"type":"rule","selectors":["#nprogress .peg"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"width","value":"100px"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"box-shadow","value":"0 0 10px #29d,0 0 5px #29d"},{"type":"declaration","property":"opacity","value":"1"},{"type":"declaration","property":"-webkit-transform","value":"rotate(3deg) translate(0,-4px)"},{"type":"declaration","property":"-ms-transform","value":"rotate(3deg) translate(0,-4px)"},{"type":"declaration","property":"transform","value":"rotate(3deg) translate(0,-4px)"}]},{"type":"rule","selectors":[".nprogress-custom-parent"],"declarations":[{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"position","value":"relative"}]},{"type":"rule","selectors":[".nprogress-custom-parent #nprogress .bar",".nprogress-custom-parent #nprogress .spinner"],"declarations":[{"type":"declaration","property":"position","value":"absolute"}]},{"type":"keyframes","name":"nprogress-spinner","vendor":"-webkit-","keyframes":[{"type":"keyframe","values":["0%"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"rotate(0)"}]},{"type":"keyframe","values":["100%"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"rotate(360deg)"}]}]},{"type":"keyframes","name":"nprogress-spinner","keyframes":[{"type":"keyframe","values":["0%"],"declarations":[{"type":"declaration","property":"transform","value":"rotate(0)"}]},{"type":"keyframe","values":["100%"],"declarations":[{"type":"declaration","property":"transform","value":"rotate(360deg)"}]}]},{"type":"rule","selectors":["select"],"declarations":[{"type":"declaration","property":"-webkit-appearance","value":"none"},{"type":"declaration","property":"-moz-appearance","value":"none"}]},{"type":"rule","selectors":["select::-ms-expand"],"declarations":[{"type":"declaration","property":"display","value":"none"}]},{"type":"rule","selectors":[".select-container"],"declarations":[{"type":"declaration","property":"position","value":"relative"},{"type":"declaration","property":"display","value":"inline"}]},{"type":"rule","selectors":[".select-container:after"],"declarations":[{"type":"declaration","property":"content","value":"''"},{"type":"declaration","property":"width","value":"0"},{"type":"declaration","property":"height","value":"0"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"pointer-events","value":"none"}]},{"type":"rule","selectors":[".select-container:after"],"declarations":[{"type":"declaration","property":"border-left","value":"5px solid transparent"},{"type":"declaration","property":"border-right","value":"5px solid transparent"},{"type":"declaration","property":"top","value":"50%"},{"type":"declaration","property":"right","value":"10px"},{"type":"declaration","property":"transform","value":"translateY(-50%)"},{"type":"declaration","property":"border-top","value":"8px solid rgba(187,193,227,.8)"},{"type":"declaration","property":"opacity","value":".5"}]},{"type":"rule","selectors":[".cc-window"],"declarations":[{"type":"declaration","property":"opacity","value":"1"},{"type":"declaration","property":"-webkit-transition","value":"opacity 1s ease"},{"type":"declaration","property":"transition","value":"opacity 1s ease"}]},{"type":"rule","selectors":[".cc-window.cc-invisible"],"declarations":[{"type":"declaration","property":"opacity","value":"0"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke"],"declarations":[{"type":"declaration","property":"-webkit-transition","value":"transform 1s ease"},{"type":"declaration","property":"-webkit-transition","value":"-webkit-transform 1s ease"},{"type":"declaration","property":"transition","value":"-webkit-transform 1s ease"},{"type":"declaration","property":"transition","value":"transform 1s ease"},{"type":"declaration","property":"transition","value":"transform 1s ease,-webkit-transform 1s ease"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-top"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(-2em)"},{"type":"declaration","property":"transform","value":"translateY(-2em)"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-bottom"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(2em)"},{"type":"declaration","property":"transform","value":"translateY(2em)"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-active.cc-top"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(0)"},{"type":"declaration","property":"transform","value":"translateY(0)"}]},{"type":"rule","selectors":[".cc-animate.cc-revoke.cc-active.cc-bottom"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(0)"},{"type":"declaration","property":"transform","value":"translateY(0)"}]},{"type":"rule","selectors":[".cc-revoke:hover"],"declarations":[{"type":"declaration","property":"-webkit-transform","value":"translateY(0)"},{"type":"declaration","property":"transform","value":"translateY(0)"}]},{"type":"rule","selectors":[".cc-grower"],"declarations":[{"type":"declaration","property":"max-height","value":"0"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"-webkit-transition","value":"max-height 1s"},{"type":"declaration","property":"transition","value":"max-height 1s"}]},{"type":"rule","selectors":[".cc-revoke",".cc-window"],"declarations":[{"type":"declaration","property":"position","value":"fixed"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"-webkit-box-sizing","value":"border-box"},{"type":"declaration","property":"box-sizing","value":"border-box"},{"type":"declaration","property":"font-family","value":"Helvetica,Calibri,Arial,sans-serif"},{"type":"declaration","property":"font-size","value":"16px"},{"type":"declaration","property":"line-height","value":"1.5em"},{"type":"declaration","property":"display","value":"-webkit-box"},{"type":"declaration","property":"display","value":"-ms-flexbox"},{"type":"declaration","property":"display","value":"flex"},{"type":"declaration","property":"-ms-flex-wrap","value":"nowrap"},{"type":"declaration","property":"flex-wrap","value":"nowrap"},{"type":"declaration","property":"z-index","value":"9999"}]},{"type":"rule","selectors":[".cc-window.cc-static"],"declarations":[{"type":"declaration","property":"position","value":"static"}]},{"type":"rule","selectors":[".cc-window.cc-floating"],"declarations":[{"type":"declaration","property":"padding","value":"2em"},{"type":"declaration","property":"max-width","value":"24em"},{"type":"declaration","property":"-webkit-box-orient","value":"vertical"},{"type":"declaration","property":"-webkit-box-direction","value":"normal"},{"type":"declaration","property":"-ms-flex-direction","value":"column"},{"type":"declaration","property":"flex-direction","value":"column"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"padding","value":"1em 1.8em"},{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"-webkit-box-orient","value":"horizontal"},{"type":"declaration","property":"-webkit-box-direction","value":"normal"},{"type":"declaration","property":"-ms-flex-direction","value":"row"},{"type":"declaration","property":"flex-direction","value":"row"}]},{"type":"rule","selectors":[".cc-revoke"],"declarations":[{"type":"declaration","property":"padding","value":".5em"}]},{"type":"rule","selectors":[".cc-revoke:hover"],"declarations":[{"type":"declaration","property":"text-decoration","value":"underline"}]},{"type":"rule","selectors":[".cc-header"],"declarations":[{"type":"declaration","property":"font-size","value":"18px"},{"type":"declaration","property":"font-weight","value":"700"}]},{"type":"rule","selectors":[".cc-btn",".cc-close",".cc-link",".cc-revoke"],"declarations":[{"type":"declaration","property":"cursor","value":"pointer"}]},{"type":"rule","selectors":[".cc-link"],"declarations":[{"type":"declaration","property":"opacity","value":".8"},{"type":"declaration","property":"display","value":"inline-block"},{"type":"declaration","property":"padding","value":".2em"},{"type":"declaration","property":"text-decoration","value":"underline"}]},{"type":"rule","selectors":[".cc-link:hover"],"declarations":[{"type":"declaration","property":"opacity","value":"1"}]},{"type":"rule","selectors":[".cc-link:active",".cc-link:visited"],"declarations":[{"type":"declaration","property":"color","value":"initial"}]},{"type":"rule","selectors":[".cc-btn"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"padding","value":".4em .8em"},{"type":"declaration","property":"font-size","value":".9em"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"border-width","value":"2px"},{"type":"declaration","property":"border-style","value":"solid"},{"type":"declaration","property":"text-align","value":"center"},{"type":"declaration","property":"white-space","value":"nowrap"}]},{"type":"rule","selectors":[".cc-highlight .cc-btn:first-child"],"declarations":[{"type":"declaration","property":"background-color","value":"transparent"},{"type":"declaration","property":"border-color","value":"transparent"}]},{"type":"rule","selectors":[".cc-highlight .cc-btn:first-child:focus",".cc-highlight .cc-btn:first-child:hover"],"declarations":[{"type":"declaration","property":"background-color","value":"transparent"},{"type":"declaration","property":"text-decoration","value":"underline"}]},{"type":"rule","selectors":[".cc-close"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"top","value":".5em"},{"type":"declaration","property":"right","value":".5em"},{"type":"declaration","property":"font-size","value":"1.6em"},{"type":"declaration","property":"opacity","value":".9"},{"type":"declaration","property":"line-height","value":".75"}]},{"type":"rule","selectors":[".cc-close:focus",".cc-close:hover"],"declarations":[{"type":"declaration","property":"opacity","value":"1"}]},{"type":"rule","selectors":[".cc-revoke.cc-top"],"declarations":[{"type":"declaration","property":"top","value":"0"},{"type":"declaration","property":"left","value":"3em"},{"type":"declaration","property":"border-bottom-left-radius","value":".5em"},{"type":"declaration","property":"border-bottom-right-radius","value":".5em"}]},{"type":"rule","selectors":[".cc-revoke.cc-bottom"],"declarations":[{"type":"declaration","property":"bottom","value":"0"},{"type":"declaration","property":"left","value":"3em"},{"type":"declaration","property":"border-top-left-radius","value":".5em"},{"type":"declaration","property":"border-top-right-radius","value":".5em"}]},{"type":"rule","selectors":[".cc-revoke.cc-left"],"declarations":[{"type":"declaration","property":"left","value":"3em"},{"type":"declaration","property":"right","value":"unset"}]},{"type":"rule","selectors":[".cc-revoke.cc-right"],"declarations":[{"type":"declaration","property":"right","value":"3em"},{"type":"declaration","property":"left","value":"unset"}]},{"type":"rule","selectors":[".cc-top"],"declarations":[{"type":"declaration","property":"top","value":"1em"}]},{"type":"rule","selectors":[".cc-left"],"declarations":[{"type":"declaration","property":"left","value":"1em"}]},{"type":"rule","selectors":[".cc-right"],"declarations":[{"type":"declaration","property":"right","value":"1em"}]},{"type":"rule","selectors":[".cc-bottom"],"declarations":[{"type":"declaration","property":"bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-floating>.cc-link"],"declarations":[{"type":"declaration","property":"margin-bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-floating .cc-message"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"margin-bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-window.cc-floating .cc-compliance"],"declarations":[{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1 0 auto"},{"type":"declaration","property":"flex","value":"1 0 auto"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"-webkit-box-align","value":"center"},{"type":"declaration","property":"-ms-flex-align","value":"center"},{"type":"declaration","property":"align-items","value":"center"}]},{"type":"rule","selectors":[".cc-banner.cc-top"],"declarations":[{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"top","value":"0"}]},{"type":"rule","selectors":[".cc-banner.cc-bottom"],"declarations":[{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"},{"type":"declaration","property":"bottom","value":"0"}]},{"type":"rule","selectors":[".cc-banner .cc-message"],"declarations":[{"type":"declaration","property":"display","value":"block"},{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1 1 auto"},{"type":"declaration","property":"flex","value":"1 1 auto"},{"type":"declaration","property":"max-width","value":"100%"},{"type":"declaration","property":"margin-right","value":"1em"}]},{"type":"rule","selectors":[".cc-compliance"],"declarations":[{"type":"declaration","property":"display","value":"-webkit-box"},{"type":"declaration","property":"display","value":"-ms-flexbox"},{"type":"declaration","property":"display","value":"flex"},{"type":"declaration","property":"-webkit-box-align","value":"center"},{"type":"declaration","property":"-ms-flex-align","value":"center"},{"type":"declaration","property":"align-items","value":"center"},{"type":"declaration","property":"-ms-flex-line-pack","value":"justify"},{"type":"declaration","property":"align-content","value":"space-between"}]},{"type":"rule","selectors":[".cc-floating .cc-compliance>.cc-btn"],"declarations":[{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1"},{"type":"declaration","property":"flex","value":"1"}]},{"type":"rule","selectors":[".cc-btn+.cc-btn"],"declarations":[{"type":"declaration","property":"margin-left","value":".5em"}]},{"type":"media","media":"print","rules":[{"type":"rule","selectors":[".cc-revoke",".cc-window"],"declarations":[{"type":"declaration","property":"display","value":"none"}]}]},{"type":"media","media":"screen and (max-width:900px)","rules":[{"type":"rule","selectors":[".cc-btn"],"declarations":[{"type":"declaration","property":"white-space","value":"normal"}]}]},{"type":"media","media":"screen and (max-width:414px) and (orientation:portrait),screen and (max-width:736px) and (orientation:landscape)","rules":[{"type":"rule","selectors":[".cc-window.cc-top"],"declarations":[{"type":"declaration","property":"top","value":"0"}]},{"type":"rule","selectors":[".cc-window.cc-bottom"],"declarations":[{"type":"declaration","property":"bottom","value":"0"}]},{"type":"rule","selectors":[".cc-window.cc-banner",".cc-window.cc-floating",".cc-window.cc-left",".cc-window.cc-right"],"declarations":[{"type":"declaration","property":"left","value":"0"},{"type":"declaration","property":"right","value":"0"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"-webkit-box-orient","value":"vertical"},{"type":"declaration","property":"-webkit-box-direction","value":"normal"},{"type":"declaration","property":"-ms-flex-direction","value":"column"},{"type":"declaration","property":"flex-direction","value":"column"}]},{"type":"rule","selectors":[".cc-window.cc-banner .cc-compliance"],"declarations":[{"type":"declaration","property":"-webkit-box-flex","value":"1"},{"type":"declaration","property":"-ms-flex","value":"1 1 auto"},{"type":"declaration","property":"flex","value":"1 1 auto"}]},{"type":"rule","selectors":[".cc-window.cc-floating"],"declarations":[{"type":"declaration","property":"max-width","value":"none"}]},{"type":"rule","selectors":[".cc-window .cc-message"],"declarations":[{"type":"declaration","property":"margin-bottom","value":"1em"}]},{"type":"rule","selectors":[".cc-window.cc-banner"],"declarations":[{"type":"declaration","property":"-webkit-box-align","value":"unset"},{"type":"declaration","property":"-ms-flex-align","value":"unset"},{"type":"declaration","property":"align-items","value":"unset"}]},{"type":"rule","selectors":[".cc-window.cc-banner .cc-message"],"declarations":[{"type":"declaration","property":"margin-right","value":"0"}]}]},{"type":"rule","selectors":[".cc-floating.cc-theme-classic"],"declarations":[{"type":"declaration","property":"padding","value":"1.2em"},{"type":"declaration","property":"border-radius","value":"5px"}]},{"type":"rule","selectors":[".cc-floating.cc-type-info.cc-theme-classic .cc-compliance"],"declarations":[{"type":"declaration","property":"text-align","value":"center"},{"type":"declaration","property":"display","value":"inline"},{"type":"declaration","property":"-webkit-box-flex","value":"0"},{"type":"declaration","property":"-ms-flex","value":"none"},{"type":"declaration","property":"flex","value":"none"}]},{"type":"rule","selectors":[".cc-theme-classic .cc-btn"],"declarations":[{"type":"declaration","property":"border-radius","value":"5px"}]},{"type":"rule","selectors":[".cc-theme-classic .cc-btn:last-child"],"declarations":[{"type":"declaration","property":"min-width","value":"140px"}]},{"type":"rule","selectors":[".cc-floating.cc-type-info.cc-theme-classic .cc-btn"],"declarations":[{"type":"declaration","property":"display","value":"inline-block"}]},{"type":"rule","selectors":[".cc-theme-edgeless.cc-window"],"declarations":[{"type":"declaration","property":"padding","value":"0"}]},{"type":"rule","selectors":[".cc-floating.cc-theme-edgeless .cc-message"],"declarations":[{"type":"declaration","property":"margin","value":"2em"},{"type":"declaration","property":"margin-bottom","value":"1.5em"}]},{"type":"rule","selectors":[".cc-banner.cc-theme-edgeless .cc-btn"],"declarations":[{"type":"declaration","property":"margin","value":"0"},{"type":"declaration","property":"padding","value":".8em 1.8em"},{"type":"declaration","property":"height","value":"100%"}]},{"type":"rule","selectors":[".cc-banner.cc-theme-edgeless .cc-message"],"declarations":[{"type":"declaration","property":"margin-left","value":"1em"}]},{"type":"rule","selectors":[".cc-floating.cc-theme-edgeless .cc-btn+.cc-btn"],"declarations":[{"type":"declaration","property":"margin-left","value":"0"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":["html","body","div","span","applet","object","iframe","h1","h2","h3","h4","h5","h6","p","blockquote","pre","a","abbr","acronym","address","big","cite","code","del","dfn","em","img","ins","kbd","q","s","samp","small","strike","sub","sup","tt","var","b","u","i","center","dl","dt","dd","ol","ul","li","fieldset","form","label","legend","caption","article","aside","canvas","details","embed","figure","figcaption","footer","header","hgroup","menu","nav","output","ruby","section","summary","time","mark","audio","video"],"declarations":[{"type":"declaration","property":"margin","value":"0"},{"type":"declaration","property":"padding","value":"0"},{"type":"declaration","property":"border","value":"0"},{"type":"declaration","property":"font-size","value":"100%"},{"type":"declaration","property":"font","value":"inherit"},{"type":"declaration","property":"vertical-align","value":"baseline"}]},{"type":"rule","selectors":["article","aside","details","figcaption","figure","footer","header","hgroup","menu","nav","section"],"declarations":[{"type":"declaration","property":"display","value":"block"}]},{"type":"rule","selectors":["body"],"declarations":[{"type":"declaration","property":"line-height","value":"1"}]},{"type":"rule","selectors":["ol","ul"],"declarations":[{"type":"declaration","property":"list-style","value":"none"}]},{"type":"rule","selectors":["blockquote","q"],"declarations":[{"type":"declaration","property":"quotes","value":"none"}]},{"type":"rule","selectors":["blockquote:before","blockquote:after","q:before","q:after"],"declarations":[{"type":"declaration","property":"content","value":"''"},{"type":"declaration","property":"content","value":"none"}]},{"type":"rule","selectors":["table"],"declarations":[{"type":"declaration","property":"border-collapse","value":"collapse"},{"type":"declaration","property":"border-spacing","value":"0"}]},{"type":"rule","selectors":["html"],"declarations":[{"type":"declaration","property":"box-sizing","value":"border-box"}]},{"type":"rule","selectors":["*","*:before","*:after"],"declarations":[{"type":"declaration","property":"box-sizing","value":"inherit"}]},{"type":"rule","selectors":["body.disable-scroll"],"declarations":[{"type":"declaration","property":"height","value":"100vh"},{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["img"],"declarations":[{"type":"declaration","property":"max-width","value":"100%"},{"type":"declaration","property":"height","value":"auto"}]},{"type":"rule","selectors":["sup"],"declarations":[{"type":"declaration","property":"vertical-align","value":"super"},{"type":"declaration","property":"font-size","value":"small"}]},{"type":"rule","selectors":["a"],"declarations":[{"type":"declaration","property":"font-size","value":"14px"},{"type":"declaration","property":"font-family","value":"'Untitled Sans', sans-serif !important"},{"type":"declaration","property":"text-decoration","value":"none"}]},{"type":"rule","selectors":["input:focus","select:focus"],"declarations":[{"type":"declaration","property":"outline","value":"none"},{"type":"declaration","property":"border","value":"1px solid #1F42FF"}]},{"type":"rule","selectors":["input:not([type=radio], [type=checkbox])"],"declarations":[{"type":"declaration","property":"-webkit-appearance","value":"none"}]},{"type":"rule","selectors":["h2 a"],"declarations":[{"type":"declaration","property":"text-decoration","value":"underline"},{"type":"declaration","property":"font-size","value":"inherit"},{"type":"declaration","property":"color","value":"#3594d4"}]},{"type":"rule","selectors":["html.no-scroll","html.no-scroll body"],"declarations":[{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["div"],"declarations":[{"type":"declaration","property":"-webkit-tap-highlight-color","value":"transparent"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"rule","selectors":["html","body","div","span","applet","object","iframe","h1","h2","h3","h4","h5","h6","p","blockquote","pre","a","abbr","acronym","address","big","cite","code","del","dfn","em","img","ins","kbd","q","s","samp","small","strike","sub","sup","tt","var","b","u","i","center","dl","dt","dd","ol","ul","li","fieldset","form","label","legend","caption","article","aside","canvas","details","embed","figure","figcaption","footer","header","hgroup","menu","nav","output","ruby","section","summary","time","mark","audio","video"],"declarations":[{"type":"declaration","property":"margin","value":"0"},{"type":"declaration","property":"padding","value":"0"},{"type":"declaration","property":"border","value":"0"},{"type":"declaration","property":"font-size","value":"100%"},{"type":"declaration","property":"font","value":"inherit"},{"type":"declaration","property":"vertical-align","value":"baseline"}]},{"type":"rule","selectors":["article","aside","details","figcaption","figure","footer","header","hgroup","menu","nav","section"],"declarations":[{"type":"declaration","property":"display","value":"block"}]},{"type":"rule","selectors":["body"],"declarations":[{"type":"declaration","property":"line-height","value":"1"}]},{"type":"rule","selectors":["ol","ul"],"declarations":[{"type":"declaration","property":"list-style","value":"none"}]},{"type":"rule","selectors":["blockquote","q"],"declarations":[{"type":"declaration","property":"quotes","value":"none"}]},{"type":"rule","selectors":["blockquote:before","blockquote:after","q:before","q:after"],"declarations":[{"type":"declaration","property":"content","value":"''"},{"type":"declaration","property":"content","value":"none"}]},{"type":"rule","selectors":["table"],"declarations":[{"type":"declaration","property":"border-collapse","value":"collapse"},{"type":"declaration","property":"border-spacing","value":"0"}]},{"type":"rule","selectors":["html"],"declarations":[{"type":"declaration","property":"box-sizing","value":"border-box"}]},{"type":"rule","selectors":["*","*:before","*:after"],"declarations":[{"type":"declaration","property":"box-sizing","value":"inherit"}]},{"type":"rule","selectors":["body.disable-scroll"],"declarations":[{"type":"declaration","property":"height","value":"100vh"},{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["img"],"declarations":[{"type":"declaration","property":"max-width","value":"100%"},{"type":"declaration","property":"height","value":"auto"}]},{"type":"rule","selectors":["sup"],"declarations":[{"type":"declaration","property":"vertical-align","value":"super"},{"type":"declaration","property":"font-size","value":"small"}]},{"type":"rule","selectors":["a"],"declarations":[{"type":"declaration","property":"font-size","value":"14px"},{"type":"declaration","property":"font-family","value":"'Untitled Sans', sans-serif !important"},{"type":"declaration","property":"text-decoration","value":"none"}]},{"type":"rule","selectors":["input:focus","select:focus"],"declarations":[{"type":"declaration","property":"outline","value":"none"},{"type":"declaration","property":"border","value":"1px solid #1F42FF"}]},{"type":"rule","selectors":["input:not([type=radio], [type=checkbox])"],"declarations":[{"type":"declaration","property":"-webkit-appearance","value":"none"}]},{"type":"rule","selectors":["h2 a"],"declarations":[{"type":"declaration","property":"text-decoration","value":"underline"},{"type":"declaration","property":"font-size","value":"inherit"},{"type":"declaration","property":"color","value":"#3594d4"}]},{"type":"rule","selectors":["html.no-scroll","html.no-scroll body"],"declarations":[{"type":"declaration","property":"overflow","value":"hidden"}]},{"type":"rule","selectors":["div"],"declarations":[{"type":"declaration","property":"-webkit-tap-highlight-color","value":"transparent"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkKEo18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkP8o18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkM0o18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkCEv18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xK-dSZaM9iE8KbpRA_LJ3z8mH9BOJvgkBgv18I.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"300"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"500"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"600"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJFQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hJVQNYuDyP7bh.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Quicksand'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"700"},{"type":"declaration","property":"font-display","value":"swap"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/quicksand\/v31\/6xKtdSZaM9iE8KbpRA_hK1QNYuDyPw.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu4mxM.woff) format('woff')"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu72xKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0460-052F,U+1C80-1C8A,U+20B4,U+2DE0-2DFF,U+A640-A69F,U+FE2E-FE2F"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu5mxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0301,U+0400-045F,U+0490-0491,U+04B0-04B1,U+2116"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu7mxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+1F00-1FFF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu4WxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0370-0377,U+037A-037F,U+0384-038A,U+038C,U+038E-03A1,U+03A3-03FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu7WxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0102-0103,U+0110-0111,U+0128-0129,U+0168-0169,U+01A0-01A1,U+01AF-01B0,U+0300-0301,U+0303-0304,U+0308-0309,U+0323,U+0329,U+1EA0-1EF9,U+20AB"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu7GxKKTU1Kvnz.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0100-02BA,U+02BD-02C5,U+02C7-02CC,U+02CE-02D7,U+02DD-02FF,U+0304,U+0308,U+0329,U+1D00-1DBF,U+1E00-1E9F,U+1EF2-1EFF,U+2020,U+20A0-20AB,U+20AD-20C0,U+2113,U+2C60-2C7F,U+A720-A7FF"}]},{"type":"font-face","declarations":[{"type":"declaration","property":"font-family","value":"'Roboto'"},{"type":"declaration","property":"font-style","value":"normal"},{"type":"declaration","property":"font-weight","value":"400"},{"type":"declaration","property":"src","value":"url(https:\/\/fonts.gstatic.com\/s\/roboto\/v32\/KFOmCnqEu92Fr1Mu4mxKKTU1Kg.woff2) format('woff2')"},{"type":"declaration","property":"unicode-range","value":"U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+0304,U+0308,U+0329,U+2000-206F,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD"}]}],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[],"parsingErrors":[]}}},{"url":"block","ast":{"type":"stylesheet","stylesheet":{"rules":[],"parsingErrors":[]}}},{"url":"inline","ast":{"declarations":[]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"auto"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"align-content","value":"center"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"576px"},{"type":"declaration","property":"height","value":"576px"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"margin","value":"0px auto"},{"type":"declaration","property":"outline","value":"none"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"transform","value":"translate3d(0px, 0px, 0px)"},{"type":"declaration","property":"content-visibility","value":"visible"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"578px"},{"type":"declaration","property":"height","value":"578px"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"margin","value":"0 auto"},{"type":"declaration","property":"outline","value":"none"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"width","value":"100%"},{"type":"declaration","property":"height","value":"100%"},{"type":"declaration","property":"transform","value":"translate3d(0px, 0px, 0px)"},{"type":"declaration","property":"content-visibility","value":"visible"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"block"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-976.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"6"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-883.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"7"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-697.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"8"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-589px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"9"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-418.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"10"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-294.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"11"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"-139.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"12"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"0px"},{"type":"declaration","property":"--card-translate-y","value":"-2px"},{"type":"declaration","property":"--card-z-index","value":"13"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"139.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"12"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"294.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"11"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"418.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"10"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"589px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"9"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"697.5px"},{"type":"declaration","property":"--card-translate-y","value":"27px"},{"type":"declaration","property":"--card-z-index","value":"8"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"--card-translate-x","value":"883.5px"},{"type":"declaration","property":"--card-translate-y","value":"-19.5px"},{"type":"declaration","property":"--card-z-index","value":"7"},{"type":"declaration","property":"pointer-events","value":"auto"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(252, 244, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(252, 244, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(221, 255, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(236, 248, 255)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(255, 233, 221)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(236, 248, 255)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(236, 248, 255)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(255, 233, 221)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"background-color","value":"rgb(252, 244, 228)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"transform","value":"rotateZ(45deg)"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"max-height","value":"96px"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"border","value":"0px"},{"type":"declaration","property":"clip","value":"rect(0px, 0px, 0px, 0px)"},{"type":"declaration","property":"height","value":"1px"},{"type":"declaration","property":"margin","value":"-1px"},{"type":"declaration","property":"overflow","value":"hidden"},{"type":"declaration","property":"padding","value":"0px"},{"type":"declaration","property":"position","value":"absolute"},{"type":"declaration","property":"width","value":"1px"},{"type":"declaration","property":"white-space","value":"nowrap"},{"type":"declaration","property":"overflow-wrap","value":"normal"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}},{"url":"inline","ast":{"declarations":[{"type":"declaration","property":"display","value":"none"},{"type":"declaration","property":"visibility","value":"hidden"}]}}]
- performance
- {"lcp_elem_stats":{"startTime":3364.39999999851,"nodeName":"image","url":"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUF","size":249984,"loadTime":2999.2999999988824,"renderTime":3364.39999999851,"attributes":[{"name":"width","value":"1152px"},{"name":"height","value":"1152px"},{"name":"preserveAspectRatio","value":"xMidYMid slice"},{"name":"href","value":"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSgBBwcHCggKEwoKEygaFhooKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKP\/AABEIBIAEgAMBEQACEQEDEQH\/xAGiAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgsQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29\/j5+gEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8\/T19vf4+fr\/2gAMAwEAAhEDEQA\/APD0uznk1y2OvmLUdzkDrU2HcnW4z3osAx7sL0NCQXIvtp7U7BzDxeeppWC5NDf+9JxHzF6O+VgOc1PKO45rlfWqSC5n3U+ScU0SZ7yuTxmqEEJYnvSY0a1nL5fWk0WtDYt7xeOahofMaMV6pWp5WK477WD\/ABU0h3Ea844NFgbKzagwbrT5Q5h6Xx7mnYLk63KkcmlYVyrdSbhjNCQNmLdxu5ODV2JuZU9vJ74qhXKUiuhPWmIYLhkPU0WuTct2+oFcfNRYdzVttWYd6XKVc1rTWOeWzUtBc6Cw1ZGAyalodzXivlZfvUibEolDDrRcloeDkVaIaF2irRAHpTEMIoAY0dAFrTRiQUAdfYdBQBrL92mIQDmmBKEyOlUAeXRYBNlIBCuKAEpAJmgBKAENAAKAHdaAF20AGOaAExSAQjigBjLQBEVoAbtoGNIpANJoAjJpDENADGFICCRc0hlYxANkUhibaQxMEUxCc0AG5qYDlkI60CHiTPWmA4NQAh5oEROgpjImTFACAUAGKAFxigY08GpAchxTQmTA0wQ4nikAxj1oGR55oAmQZXJpiHgGkxgRSATikAuPSgBMUwFHAoAeKAFxmgBcUCADFFwsOzTQCdqpMQ08U7iEJoAbSGLjikMQrQAxlpAMZaBgFNIB44oBjlNUhMkU0xEyjNFwsLilYBNtMAC0AKBQAo4oAcppiJVNIY\/NAXACmICtACYoATFADhTAKAFFAh1MBSMigZGyUARsnNADcYpAOU4pgSrzQA7b7UAxNtAhQtADttAAVoHcTZQA0pQAhU4oAQJQA9UpiJY0pgTKlADwtAC7KAPiwTHNZ2NixFMc0mirlpZCR1pWHcCc0rCuMY4FOwEbORQA3zivenYVx6XZXvRyj5i0t4W71LQ7jw5ekUTxW+7nFK4y2kCqOBSuUNkwlMTIPtPlknNVYm4+PUj60coXLMd+SevFJoLk4u+OtKwXK0l3zkGqsK4iXpJAzRYLl2G7yBk0rBcnWcN3osK4\/wCUjnHNMVyCZFIpiuZ9xbqe2aY7mbPajtQBTeEqeKYgVmXFIZZjnI6HmgLl621Fkxk0rDNi11gjHzVLQ7m1ZapuxlqloZv2l3vUZNCM5I0EYMOtWjMeozVCDy80ADRkc0gJbJcSimI6uwPyrQCNePlaaEKOtMCdOBVIB45oATbSAY60ARMKAIjSATNABmgBN3NACq1AEynNADsZoAQigBCKQDcUANKUAMKUARstIZEy80ARkUDIzSEIaQxpGaQEbLQMYUpDG7PagBpSmA0pQIQpQMAtMBwXmgQ7HFADDTAaaQxpGaYmKqCgBGXFAxmzJzSAXbSActMRIMGgBCuaBjCtAEiEYpkkgPFIdxGNAEZPPFIY4GgB6jIoAdsoANtACgGgBcUCuOApDACmAbaYgKZp3FYbsNFwE2UDsG2kAuOKBjCKADZSATZz0oAXZQAwjHSncBVNO4rEyGgCYc0CDFMBcUAGKQBimAoFMQucUgFVuaYEqtQBJ1pgJjmgBpFABjFAAaAFAoAcBTAdigQbaAGMlAyMrSAaF5pgTIKAJQuaAHbaYg20AG2gA20gE20AJtoANtAC7KYChKYEqLQInRRTAftpDDbTA+HVBqDUsRHFJjLKPgVI7jvMzQIOtA0MYGgCB1amIjCnNO4WLVuvSpZSNS22rUMtF1JVHSkMc06gUrDuULq6FUkQ2Zc1wSTitEiGyNZyDTsK5Ml2R3pWHzEn21v73FFguJ9qz1PNFguKlxz1osK5ciuDxzSGWlu9veiwD\/t\/vVWFcUXwPU0rCD7Srd6LDEZlYUBcgZFNAFaSMZoC5HtxQMULQMcCy9DSAu2l4yMMmk0UdXo+obtvNZ7BI6+xk8xRVIxkX1GCaskcDg0ANdx3pALbSASimI6nT3BUUAjah5UU0DHd6Yh6mmIerUwJAaQwYZpgQutICFlpARkUANIpAMNIYq80ATx0xE69KYC4oGIRQIbikA0igBMUARsKBkTLSAiZaQyF1xQBGaQDaADFIYmKAEK0AJtoAQrTAaVoAbtoAXbQMCtAhjLQAwrQMTFMQ4CgBNtIYbaADbQAbKAFxigBaAGsM\/WgQ1ePpQBMOaYhSuaQxhSgBMYoAkQUAidRQA\/YDQAeXQIQx0AG2kMXbxQAoWgBcUDArQAmymIQpQA0rQMaVFIAC0DF20AIUoERulAEWMUAPU4PemJkyt2pgPBoELmmAvagAoAWgAoAQUxEgOKAJkNNAP60AJikAmKYCgUAOAoEOApjFxQIXFABigYxkoAZs5oAeq4oETKKYx+2gAxQITFAARSGNIoATFAABQA9RTEOVaYDwKBEgpgSCgBQuaQHxGI8VmdAFcGgQ3d70wJIzSGTqwxxSGPyMUgIZMe1NCI9tMCVDikxkyy470rDTBrrHGaLD5itJfHoDTUSXIqyXDNyatIi5C0nPenYVxN9AXDfQFxPMNArh5hzTC5NHJSsUWlmqbBcf5pNAwMpHegQglYnrQBIszetAE6Tt60XHYnWbPBoAcTmgCJxQA3OKRQ5W5pASBfSkUaelzGNxzxUjO90SfKDntSMpo3w2VyKszI3kpgVZp\/egQy3uMTDJpgdlpEu5FpAjpLc5UUIGPI5qhDhmmAoNAiVKAJQM0xgyUAQvHSAiZKAGGOkAxoqQxBHikBKoxTQEq0xD6AAimMaRSENIpANIoGMYUgGEUARstIZE6ZoAgZeaQEZFACGgYlACigB23igBCtAhhWgY0rQAYoACKBjSKAGFaAG7aADFABigQuKAF20ALtpgJikAmKBjcUAOC0AOC4NAEiigQpTNADNlMQoXBoGSLQImSgCQAUgF2CgBpSmAhSkMTbQAYxQAAcUAOC0gArTAYyUCGFcUDE20higUALtoAa6UAROlIZHtxTEKKAJFNUJjs0xDs0AFACg0APFACYpiFHagCRDyKAJRQA7FABigQuKYxwFAh2KYC4oAMUAFAwxQITHNAwxQA9aYD88UCCmAlABSAQ0hiEUAAFMB4FAiRVpgPC0APC0APVaYEgWkI+IyR1rI6CvLJ2qhNkYPNAh4egZIJcd6VguNa496dhXIzNzRYLh53vRYdxfPxRYLjXuTT5RORC0pPenYVxu6gBpOaBABTAAKACgBDQAlADg2KAJUkxSAmSXgUrFXJUIY0mMmWPPSlcdiVITRcLEyQjvSuOxOsagU7hYlVB60rhYc0WRRcCtLCR2p3AhIKmgCeJvWpZRbtzhs+9Sxo7DRJjxzSbFJHWW8m5BTTuYNDJjtFWIoTE80AQRuRKKYjtNBlyi0hHYWZygoQ2WDVCFAoGwI5pkjk60AWEpjJAKAEK0AMMdACeXSGNaP2osBGUqQExQIKADdincBwbNAC9aBiEUAMNIBhpAMNADSKAGFaQyN0pAQMlAEZXFAxpFAhcUAOFADsCgBhWgY0rQA0rQAm2gBNtACFaBjStABtoEG2gA20AOAoAMUCExTAQikMTbQA4LQA8LQAuKAHCgBxFIY0rTExNtMQ5SRQBMhoAlXmgBxGaAE2UAIyUARlaQDaAHA0AOHNAxCKAGkUAJtoGJigAwKAGmgQhFIZGyUAM24oAULTAcBTEOoAOgoAMUAOBpiHdqYhQKAHrQBIpoAeDQA4UAKKYDwKBDgKYC4oAQigBKAFxQAbaAF20ALigYUwEJoENzQAooAcBQMULQAoWgBwFMRIooAkUUDJFXNAEgWgB6rQI+EXm7ZqbGtyLf707CuHmCiwXE8yiwXGmQmmK43cSaAFyaADdQAhagBuaAFBoAUUAOApAPC0DHbaQBsouAFKdwsRslADCKYgFAyRM96QFyDGRmpZSL0RGKkomDCgBwcZoAkDCgYobmkBPE2TQBPtDDmgCvJbA9qLjIPJZWouBZgU5GaljR0mkEjFSUzq7OX5RTRhIkmcHvVogpytTJKwI3imDOx8PElVoA7WxPyCkMuHtVEiqKBjsUwsOC+lArEqCgZMvSgB2M0AG2mAbaQDWWgCJloAiZaQEZpANY0gGhsUxEivRcY7PFMBhNADTUgMIoATFIBMUDEK5oAiZaAIylICMpQAwigAoAKAA0AJQAh9qBiYoATFABigBMUDDbQAm2gA20CF20ANIoAQ0xDaAFAzQA9VpAKBzQMeBQAoWgYuKBXFxQgF25oEJspgKFOaAJUFMCZRQBIFoENK0WGROlICJ1xQAzpQA4NSAM0DEJpXAM0DF60xDSKAGkYoEHWgYY5oGIUoATZQIXbxSGJtxTEGKADFMQYoAUUwHCgQ4GmA4GgBwagB4agCRTTAetAhwxTAfQAYoAAtAC7aAFxQAYoATFMBCKBkZFAgUUASBc0wHqtIYuKAFApgL3oEPUUDJFFICVRTAkUUASAUCPgDcaCw3UCCgYcmgQuKBigUCHAUDAigQmKAEAoGPC0AOC0hjsUAOA5pAPA4pDFAoAXbQA1kz2p3AYY807hYUQ0rhYcI8UXAchwaGNFqJ+1SyiZWzUgPBNADlY0xkiuRQBNG4pDLcbA0gLCqCKB2DyQRSuOwscOGpNjSN3TIuBxU3G1odDBG+z5QacWYSHeTIxwc1qjJseLB2H3TQIng0iQuPlpXA6rRdPeMDj9KYjp7WIooBoGWT0piHxigZIFpjHKKYh4FADloAfnimA7NIBQaAGmgCNhQAxlzQBC61LQEDjFICImgADUAOD07iHBqAFPNACYpDFxQAbaQxCtAEbLQAwrQA0rQBGyZoAjMdIBpTFADCCKAG0AGaAAUDHUAGKAExQAYoAMUDDFABigQhFAxhXigQ3bQIUcUwHg0AOxQMeKBEgXigBdmT0pAGzFMBQtIY7ZQFhNtMQoGKAJVpgSKaBDsA0ANZc0DK8qUgISuKAEApAI3FADCcUrDuKpoAkUcUwFK4oAaRQIQA0AOxQUOApAG2mAhWkA0imAmKYhCtAhNvFAABTAcKAFoAPemIM0ASKaAJFNMCQGgQ4GmA8GgB4NADxQA4CmAu2iwDSKAENAxpGaAG7fagB6pzTESpHxQMdswKAGlcUgGH3pgIDQBKlAE6CgCUCgB4FIB4piPz\/AMUygxQAoFIY4LQA4LSAXGKYAKACgQuKBgBQMeFpAOxSAQjFADc0wHg80hj1NIY\/NABmgB6KO9ADiKQxr0CIGbB4qgFRjmkwuW4jnvUsotRjIqRkwjp3HYUx0rhYcqkdqBk8Qb0pDRchDZpDsXYkJXpUtlJEqw88ClcdjotGtt+0YyagprQ7rTNI8yNcrVwOSojXi0Bcg7a3SMS9FoiD+CnYC1HpKKPu0WAuQ2SoOBiiwWJGjCinYCNqBBH1qRlheaYx4FMAamIYTigAD0xXFElAXHCSgY4NmkAHmgBpoAjYUgInTNICB4zSAiKn0oATBFIB60wJBQA4CmAoFIBaQxMA0AMZaYDCtIBCtMBhWkA0rQA0pQAxo6AInjpARFOaADFAx6rQA8JQA1loGNoEIRigAFADqBiYoACtADStACbaBCbcUAOBpiJF5oQEq0wJFGetIB22iwBilYAoGHagBKYhRQgHg0xDwaAHUARyCgCBkpDG7eaQDWXimBC680AKopWAmT6UwJNtIBCvFABt9qAG7aYBikO4UDCgAxQITbQFxNtMQFaAGlaYDcUAKOlAARQgDFMQ5aAJF4pgPBoEOBpgOBoAkU0ASKaYEgNADs0wCkMbigAxQA4LQBIqUwJAtACkcUAMZaQEDrTAYFOaAJUBFAFmOgCUUgHgUwHAUCPgLFBQAUAOC0DJFHFIYuKQDGFMQ2mIKAHLQMUUDHipAWgYGgBhFMQCgB4NIY7NADl460gJgcikUIWoAidqYERoJCmBYifFS0Ui9C+ahlouR8igZMFzikMlSPmlcdizFFk9KTY0i7Db57VLZaRehtye1TcpIvwWuSODmpbKsdFodvslXIqbjsemaPEvlL61vA46qN+KJNtdBzDtqimAhI7UBcjdgKBXKksoNAXIN2TUgSx8mgaLKj2oGSAUwEYUxETCgBhoENzQAoagCVDQMlFABigBpWgYxkpCGFM0gI2j9qVgIzH7UhjduKZIoFAx4oAWgAoAM0DE60AIRQAhHFAhm2gBNtACbaADZSsMjaOgCJo6AGiOkA4LimA7bQAxlzSGMKUAMZaAG4oAUUALQAYoGLjNAg20AIVoAbtoESKMUwHigBytTAkBoEOpDEIoAac0AApAOxTAcKYiJrm3jYB5VBPAFWoNickidJI5B+7lRj6Zwf1ocGgUkxzA9CMGoGMK5oAQpQMYyUCIWSgY0LQBIooAkU0gHUxBikMCtADCvpQAwjFIYwmgBQaAHA0xDwM0ABWmAhTigRGVpgJtpDDFAChaYh4WgBdtMBcUCCmAoPNAEimgCRTQMkBpiFzTAeDSAcKBi4oAcooAkFADhTAWgBGFAEbLmgBoSgB6rQBKgxQBIKAHg0AOWgR8B0FAKAHDrQMeKQwNIBppgMIoEJTEKDQMeDQMcDSAUGkMCaAGnmgQnSmA4HigB460hjqBjxSY0I57UgIie1MQhNMQ3NADlbmgdy3BJioaKRoQPmpLRdjbpzUspFuJulIZo24BxUspGnbIDxioZZpQQjjiobKRp2luCRgcUMpG9YW+1gRSuM7DSWIUCtYSOarE34S5WuqJwslWN261QidbdscigCC4tjgmgDIuVKtzSAjQ0gLMJ6UAW0PFMolBFAAcGmIiZaAGlaBjClAhNtAWHLxQBMpoAeKAFxQAFaAGlaQxpWgCNkpWAidKQDCuKAGmgBM0CAtQAZoAXNACE0AJmgBwGaAHbaBjdtAg24oGNIoAYUoEMKUgE20DExQAbaAE20AMZKQEZSgY0jigBuKAHCgBwFACmgBCM0AG2gQoFMBcUAKBQAqmmBIDQAtACEUgEAoAUUAcb8UvFw8KeH2li5vJz5cQ9\/X8K0gupLPlzUda1HULtri7vJ5JWOclzx9K0uKxt+H\/AB\/4h0VlEF880I\/5ZT\/Op\/PkU7icEer+GPjfZyhIdYt5LRuhcfvI\/wDEUOzFqj1XRvEOl6xCJbG6hlQ\/xQuHA+o6iodPqhqfRmttDrmNldfVTmocWiroaVzUjGFaQEbJTQxmKBDhQA4daQDgaBjqAAigBjJmgCFlwKQyPkUAKDQBKppiJAaYDsA0CGlaYDClABt9qAFC0AOC0xDttACFaAGke1ABigBwpgSA0APBpjHigQ4UwHikA4UDHLQBIKAHAUAFACUAFABimAuKAHigBc0AKDQBKpoEfAdBQUAOWgY+pGFAxppiGmmIbQIM0AOBoGOU0hjqQCE0wG5oATNAhymhjJAaQxQaAJAakoCM0ARlaYhm05piF2Gi4WBYzmgdixEuCKkZdibFS0Ui1G5JqS0W4H560mM1bV+lQyzZtHzioZojYtecVDKRtWQ6ZqS0b9kBxQI6PSAN4FaUzKqtDrLWIECuuJ581qaEUA44rQgsi3GOlOwEFxbjaeKAOd1W3xkgVLAykGDUgWIuooGi0h4pjH7qYhpf3oAQvmgBN1FwFHNIBDQAAUwHr1oAlWgB4FIAxmgBKAGkUANIoAYwpDIXFICJhQIY3FIBmaYCbuaYhwbIoGBNAhFzSGTxjNAEwXigYhWmIay0hkZHNAhuKAExQAhWgYm2gBuKQBigAIoAYyUAQutIZGRQAmKAHKaAHYoAMUALigAoAKYCE0gAGmIeDQA4GmA+gBKADFID5s\/aD1NrrxZDZhsx20XT\/aP+RW8diepwGg+HtX8QG6XRNOub97WPzpUt03sq5xnaOTye2adhXM6eKSCZ4p43ilQ4ZHUqyn0IPSgYygCxYX11p86zWNxLbyr0aNipoE1c9G8N\/GPXNOKJqSR38Q\/j+5KP+BDg\/iKdyXDseu+GPi14f1nZHNcrbTn\/AJZ3X7s\/g33TScUwu0d7Bc29zGrRygBhkbjwfoelQ6bRSmmSvGR1FZ2aK3ImSgBoGKAACgBQKBig0AOBpCDHFAxjLQBC60gI8YNAx60APBpoRIDTEPHNAC4zTAaV5oANtADgKAFApgGKAEK0CGYpgGKAFFAEqmgaJBTAcKYCg80gFzTAepoAlWkA8UAGKAExQAh4oAaWoAUNTAcGoAeKAFpAPXNMD4FoGOFAxwoGOpAHekMaaYhppiGGgQUDFFAEi0ihwoENNCAaaBCDrQMXNACg0gHBqAuPDZpFD91IAJoGJTEAOKAHg0ASpSGTIwHSkxkyNSKTLcL+9Qy0ads545qWWjasnOazZojetG6VmzRI2rNulSUbtnJ05ouFje0+bY6mqi7EyV0djp1wGRea7ISPOqx1NmCUcVsc5cRwRVAJKMg0MDE1OHcrcVLA5uRNrkVAx0fWgZZQ8UDH9RTuAwjii4DSOaVwAUgHqaYC9aYC4IoAcBTAkWkIeKAA0AIaAGk0AIaAGmkMjYUgI2WkBDItAFdsii4Ee45p3ESK1MCRTmgQ9RmkMtQqKYExTFACbaBjWSgCJkpAMK0AJjFACYoAQigBhFADaQCGgBDQAxhQMiZOaAGFaAADmkA8cimIWkMSmAlADTSAQmgBoNAEimgRIppgOBpiFoGDnajN6ChLUD4++I9\/\/aPjXVZw25RMUU+w4\/pWxJ79+xzpPl6R4i1hhzPNHaocdAilm\/PzF\/KriRI9m8W+BfDXi2Irr2kW1zIRgTY2Sr9HXDfrVWFc8J8Z\/szyKXn8H6tvXqLS\/wCD9BIo\/mPxqXEfMeF+KvB3iHwpOY9f0i7sxnAlZMxMf9lxlT+BqbFXMCgYUAb2geLtc0Fl\/szUZo4x\/wAsmO9D\/wABPFF7EuKe56l4Y+OMkeyLWrQoO8tucqfcof6U7p7k8rWx6voHjfRdciBs7uCRiPuowDj6oealwT2HztbnQxsk3MTq\/sDz+VQ4NFqSFxj2NQMKAAigBKAFoAD0pDI2oAj20gFAoHccBQA4VQh6mgQ+mA7FABtoAMUIAxTADQAhoAQ0AIRTAMUCFFADgaYx6mgB4NADqAHrQBItAEgoAUUALigBhFMBjLQAmCKAHJQBKtAEgFADwKAPgEUDHCgB4oGOFIYUgGmmA00AMNMQlAhwoGSDpSGLQA00gEpgGKAENACZoAUHmgB4NIB26gYbqLBcN1AXF3UAKHpDJFegCZG5pFFiM5qWNFqI1LNEaVqeRUstG3YnOM1mzRG\/aE4rJmqNe1bkVBRsWknSgZsWsvSnck6LTbsqAM1tCVjlrQujXt9Qw6gnrXXGVzz5I37OfcBzWhJojkUxlG9jyDSA5e\/j2uTUsZWQ4NSBajNIodQMMZFACFaQDCKAEFNASJTESjkUALTAcKBC0ABNADSaAG5pDAmgBBQAjCkAwigCJxSAryCkBXYc0AOC07gPUUXAlU4piLEbUwLaHcKYxSKBDcUgEK5oGRslAETLSAYRQA2gBCM0ANYUgGEUANoATFACY9qAGlKAGlKAExigBe1ACGgBtIYhoAY1ADBwaAHBsUASK1AhwamA\/PSmBQ8RXosNCvbonHlRM\/5AmnHcTPi65lM1xJKxyzsWJ+tbCR9ufs36SdK+EekF12yXhku2HruY7T\/3yFq1sZvc9OpgFAEV1bQXcDw3cMU8LDDRyIGUj3BoEeS+NPgD4R1\/fNpkcmi3h53WpzEx94zx\/wB84pWKueDeNPgR4x8Ol5bO1XWbJcnzbLlwPeM\/N+WaloakeWTwy28zw3EbxSocMjqVZT6EHpSKGUAPhmkgkEkMjxuOQynBFAHceG\/ih4g0cok0wvrdf4J\/vD6MOadyORdD1rwx8Z9I1ApFqLNZynjE43Ifow6fjRZMXvI9JsdVsb+JZLeZGRujqwdT+IqHT7FKaLpU4yMFfUcis2mi7oaBSAUigBtADWoAbikMcooAfigA20AKBimA4UCHCmA6gAoACKAGnigBppgJQAuaACmgFoAKAFU0ASKaYEq0gHgUwHigB4oGPFAhaADFMBCtACFKAE24NIB6imBKtAh1Az4AzQMAaBjwaAJBSGIaQDTTAaaAGmmIaTQAqmgCVTSGLSAaaYgzQMM0CENADaYCjrSGPFIAoAaTTAUGkAooAUUASKKCiVakpFuGpZSLsAqGWjStR0qTRG3ZDGKhlo3LU8VlI0RqQHpUGiNK3fFIZp20vSmKxtWUpJGKuDMqiNWPccEdq6Is8+ojqNKclBXUjnOghOVqkA25TKmhgc3qkXJNSxmPjmoYE0ZxSKJQaBi5pAAamFwNIY3FMQ4UCHA4pgODUAOBpgOFAAaAGmkAxqAEzQAopALQAhFAEbikxleRaQEDLzSECj1oGSjpTAaetNCHo+KYi1FJ0pjLCtkUAKBQAoFACEUARMlAELLSAZigBMUANIpARkUwEIpANIoAMUAGKAEK5oAaVoAaVoAQigBmKAEIoAawpDI2FAhKAHA0AOB5oAeDQBwnxt1P7B4FukDYe4xEPxPP6A1pATPlyONpZEjjGXchVHqTWoj9GvDWnLpPh3TNOQYW1to4f++VA\/pWhmaVABQAUAFABQBzPi3wJ4a8XRFdf0i2uZMYEwGyVfo64b9aLBc8K8a\/s0SL5tx4O1QOOos77g\/QSD+o\/Gp5R8x4X4q8G+IfCk5i8QaTdWfOBIy7o2+jjKn86mxV7mBQMKANHR9b1PRphLpl7PbMP7jcH6joaL2E0nuemeGfjVqNmyprNstwo4MsHyP+I6GnfuTyvoeueGfiRoOvBUhvIvOP\/LOT91J+R4P4UnBMXM47nYwTQzgeXIMnoG4NZum0WppkzREdRU2sVuRmM0hibKTATFADgKADFAgxTGFAC5oEKDQMcDTEOzQAhoGMK0CGkUwExQACgBwpgKBQAooActAEimgCVaAHigB4pjHCkA4UCHCmDHAUxDttACbKAE20AKBQA4UDPz\/NAxM0DJFNADwaQwNIBpNMBppiGmgBpoABQBKnSkMXNADTQAZpgJmgQGgBDQAooGSCpADQA00wAUAOApAOUUDsTIKRSJlXJqRlqJelSy0X4FAqS0aVuBUstGxa8YqGWjXtm4FZyLRpQN0xWbNEaMLUiy\/btigDb0xtzgVcNzOotDq7SHcgrpiefUNrTkKYFdEWcrN+2Py1aESyDK0wMLVI\/lNSwOdYYc1AyaNcipZQ\/GKBiEUxCUAKDQMUEUAL0piEJoATNAiRTQMeGoAdmmAGkA0igBpFACigBaQARQMYwzSGRMtICFgKQiKgQtMANADRwaYEsbYpiLMT0xllDmgCQdKBARQMYRQBGy0ARslICMjFADCKAGEUgExTAQikAwj0oASgBKAHUwEIoAaVoAZigBCKQCEUARlKAGkUAIRQACkAuaBniX7R2oHGmWAPHzSMP0H9a2gtCXuee\/CLShrPxN8N2TLvRr1JHXrlU+dv0U1otyWfoBVkBQAUAFABQAUAFABQBFd20F5bvBdwxTwOMNHKgZWHuDwaBHk3jT4A+EdfDzaZE+iXjc77XmMn3jPA\/wCA4pWKTZ4N41+BHjDw5vms7dNZslyfMs+XA94zz+WalxGpHlc8MtvK0U8bxSqcMjqVYH3BpFDKAAEgggkEdxQB1Xh3x94h0IqtvfPNbjjyZ\/nXHtnkfhTuyHBPU9X8KfHC1dki1mGS0Pdl\/eR\/l1FGj3FaS2PWdE8V6TrMIktLmGVT\/FE24D6jqKl009hqp0ZsqI5V3Qurj2NZODRopJkbJikMAKQCgUAGKAEIoAYRzTAbnmgBwNMQ4GgB4NACgZoAQrQMaVoAbtpgGKYhaAEzQA5TQBKpoAkU0DJAaBDwaYDwaAFBoAcKAJFNAh4pgOxQAbaADbQA4LQB+fRoKG0DQ4GgY8HFIQuaBiGgBppgIaBDTQACgBwNADs0DEJoEJQMKAFFAgoGApAPFIBaADGaAFAoAUCgY9VpFEyCkMsxCpY0WYxzUspFqL2pMtGhbtioZaNS2fpUlo1LZ+KzkaI1Ld+lZstGlC1SWX4G4pgbekt+9WnHciex3umAFBXXA86qasYw1bo5mals3ArQktHkVQzK1JPlNSxHLzLiQ1DGiaEcVJaJ9nFAyJlxTEMYUCIz1oATfigBwfNADhzQA7bQAdKAFBpAOVqYDwaACgAoAQ0AKKACkMaaQxjCkBA4pAQHimSIBQAtMA25pAKBg00BNGaYizG1MZZQ5FADzQIYRQMaRQA0igCNlpAQstADCtIBAKAEIoAYRimA3FFgGkUAAoAUUALjNADdtAAVoAaUoATZQIjZPakMjI5oAb3pAKFzQM+ZPjnf\/bPG8sQbKW8aoPr1\/rXQtiHudR+yZpIvviTcX7rlNPsndT6O5CD\/AMdL\/lVRJkfYdWSFABQAUAFABQAUAFABQAUAFAHNeLfA3hrxdCV17SLW5kxgT7dsq\/Rxhh+dFgueE+M\/2Z5FWSfwfqwfHItL\/g\/QSKP5j8anlGpHhfinwb4h8KzGPX9JurMZwJGXdG30cZU\/nU2KvcwKBhQBPZXlzYziazuJYJR0eNip\/SgTV9z0Lw18Xtc0xkXUAt\/Ev8THZIP+BDr+Ip3J5Ox674X+MOiasUjuZ\/s0p42XI2\/kw4oaixXlE9BtdSsrtVaKUDdyMkEH6EcVm6fYtTTLu3gdx7VDTRaaYu2kA0rQBGy0ARlaAE5oEKDTAkWgB4oGPAoAXbTAQpQA0pTAjZaBDKAFBoAepxQBIrUAPVqAJFNMB6mgB4NADwaQEi0wHrQA8UwHUCFxQBIBQB+exoKGmgYCgYZoEOBpAGaAEpjA0CGmgBKAFBoAdQMKAEoAUUAKKAHYpAGKAFFIAoAUUAPAoGSKKQ0PApFD1FAE8VSxotx1JaLCUii3Byallo1bYcVmzRGpB2qGWjSt2xWbNEaUDdKko0IG6GgDZ0xsSrTiSz0HSHzGtdkGedWWpsZ6GtkczLtq\/StESaAOVqhFG\/GVNIDlroYmNSxodBUMtFkdKAArTERulAFeRMUAyu3WmIFNAE8ZpDJlHFACFaAGkGkADigB6mmA8UAJQAuaAEzQAZoAQmkMa3SpYyJ1yKBEJTnmkA4R8UhhsqhBigAK8UxCjimBIjUAWY396YE27igBCeKAG0ABoAYaQyJhSERkUDGkUCENADDQA0imAmKAE20AKBQAuKAFAoEO20ABjpgN2UgGOmaAIWSiwxmyiwhlwwhtZZDwFUmhLUZ8b+L706j4m1K5JyHmbH0zxW5J9H\/sc6X5Xh\/xDqzL\/wAfF1HbKT6RruP\/AKN\/SqiRI+h6oQUAFABQAUAFABQAUAFABQAh6UAN6UAKG9aAI7m3gvLd4LqGOeFxho5FDKw9CD1oA8n8Z\/AHwjr++bTIn0S8bndaDMRPvGeB\/wABxSsO54N40+BHjDw4Xls7dNZshkiSyyXA\/wBqM8\/lmpsPmPK54ZIJminjeKVDhkdSrA+4NIoZQAUAbOgeKNZ0GUPpl9NEo6xk7kP1U8UXsS4p7np\/hr433MLqmsWpA7y2x4\/FTTunuTyyWzPW\/DfxF0bW1UQXUUkhHKg7XH1U1LgnsNTa3Otgure4x5UgJ9DwahwZammSsh9KhopEZWkAwpRcBAuKYDhQA9TTAeDTAeKEA7GaoAIFICNk5oAjKUAM20CACgBRQA8ZoAkUkUwJFNAEgNAEi0ASLQBIBQA8UwHigB4FAh4oEfnoaDQaaAEoASgBwNAC5oGFACUCEoASgAFADqBi0AAoAUUAOApAOoAKACkAGgBKAHqaBkqmkUSp70hkyjPakMlRcUmMsxrUlotxJkjIqWWi9BHz0qWUjUtkqGaI0YQAOKzZaLkRqGWjQgbGKks0YGoEzWsH\/eLVIlnf6K+Y1rogcNZG9u+WulHIyxayc1cWQzTR8rVCILrlTQBzF+MS1LGhkB6VLKRbUcUhjqAEagCF1zTBlaSMdaBEBUg0xEsZxSGTo2aYEoGaQCFKAG7KADbQAoOKAAmgBuaAFpALQAgoAUjNAxpWlYBpSlYYm2gBCKAEK0xABQAMtADQMUxDwxFAEqye9ADw2aAHA5oGOIpiGEUARMKkYw0gExmmAhWgCNlNAhuKYCYoAMUALQAoFAD1XmmIeAKAHbRTsAhWkBEy0ARMvNAEZXmgRg+Pb0ab4R1G47iJsflTitR9D40kYvIzHqxJrUR9y\/s76X\/Zfwj0JSu2S5V7p+Ou9yR\/47tq1sZvc9IpgFABQAUAFABQAUAFABQAUAIaAG0AFABQAob1oAcCDQBzXi7wN4b8XRFdf0m3uZMYWfbtlX6OOR+dDQXPCfGn7NEiiS48H6rvHJFnfDB+gkH9R+NTyjUjwvxX4O8Q+E5vL8QaVc2YzhZWXMbH2cZU\/nU2KumYFAwoAVGZHDIxVhyCDgigDsPD\/wARdf0cqv2n7XCP4LjLfketO7IdNM9Z8KfG2xmCxaor2j9Dv+dPz6iiyYvej5nqGleJ9N1SISQTRMh6NG4YfpUOmuhSqdzajKSruidXHsazcGi1JMGQ+lSUNK00IQUALmncQ8GmMeDTAcDQAvagBpXNADStMBuz2oAXZ7UgF2UAGKBEiimA8UAPU0ASqaAJFoAlFMB6ikA8UxDwKYH56EUixpoAaaBDaAFBoGKKAFoGFACUABFAgFADhQMWgAoEFADqBjhSAKQBQMWgBMUCFAoGSrSKJUzSGWYxUsZZRakpFmNaTLLkI5FSUjQgWpZSNCHtUs0iXIs4rNmiLcdQy0XYWxUlGhbtyKBM1LNvnWqQjvdCfMa1vA466OkTlK6UcLFhfa9UiWa0L\/LWghJjlaAZzupr8+aliRWgNSy0XUPFIY40AMNADSM0ARstMCJkoEREYoEOQ4pgWYm45oGTrQAFaQDCKAGkUAMNACUgFHWgB1AwxTELQApFAxpFILiEUgGEUDENIBKAHDmmIRloAYeKBDc0wJFfFAEytQMkDZpiAigBhWkMYVpDG7cGgAxQIQgUxDSgNADTHQAnl0AJsoAcFwOaYhwxQAuaYBuxQAZoGIRQBGwoERsKBHl\/7QOpCz8HG3BO+4YLx9f\/AK1VEGfMlvC9xcRQRDMkrBFHuTgVYH6OaDp8ek6Hp+nQjEdpbxwKPZVA\/pWhmXqACgAoAKACgAoAKACgAoAKACgBtABQAlACUAIaAFDkdaAHqwNAEd1bw3dvJBdRRzQSDa8cihlYehB60AeTeNPgD4R8QCSXTY30S9bkPaDMWfeM8fkVpWGmzwbxp8B\/GHh3fNZ26azZryJLIEyAe8Z5\/LNS4jUjyqaKSCV4po3jlQ4ZHGGU+hB6UihtABQBb07Ur3TZhLYXU1u47xuRmgTSe56F4a+LuracyrqKC6Qfxodj\/wCBp83cz9nb4Weu+Fvi3pGq7I5J1SQ8eXN8jfn0NJxTHzSjud\/aapZ3agxyKpPqah02i4zTLmzIyvI9RUWLuNKkUgAA1SEOXNMBwoGOBoAdmgAoAXFAC4oAQigBMUAKBTAeBQA4UAPBoESKaYEqmgCVTQBIpoEPFMD89DSLGGgBpoENNAAKAHCgYUDFoAKACgBKAHCgBaAEoAUUCHCkMdikAUAFABmgAoAetBRKtSMmQUDRYjFSyi3EKgtFqNaTKLcIpDRegzgVLKRfgFQzWKLkeazZoiylQWWYz0pAX7duRQBsWfUUxHaaC\/yqM1vTZzVkdfBygrqiefLcRuGzVEl+3f5atEkjtxTAxdSHU0mIoxdahloup0pDH0ANNACYpDEIpiGOvFMCB1oERkYoAejYNMCxG9AE6nNACMKQDDQBGwoAbQA4UALQAZoAXNAC5oAKAEIpANIoGMIqRjTQAgNAEgORQAxxQJkdMQmcUAPV6YEqNQBOpyKYC4oAaRSGIVoC4zFADSKAG0CEpgGKAEoAac0CEJpgITQAm6mAoagB26kA0nNAEZFAHz5+0lqW\/ULGxVvlUFyP0\/xq4iZwvwc0k638T\/Dlnt3J9rWZ\/wDdj+c\/+g1a3Ez78qyAoAKACgAoAKACgAoAKACgAoADQISgYlACUAJQIQ0DGmgBKAHK5HuKAJFcGgB1AHNeLPA3hvxZEV17Sba5fGBNt2yr9HGDRYLnhPjL9md08yfwfqxcdRa3+M\/QSKP5j8anlHzHhfirwb4i8KTmPxBpF1ZjOBKybom+jjKn86mxV0zAoGFABQBvaF4u1rRWX7FeyeWP+Wch3L+VF7EuKe56f4Y+NckRSPVYWj9XiJZfyp3vuTytbM9d8NePNL1yIG2nhlOOdjcj6jrU8iew\/aW+I6mC4t7gZikUn0zUOLRakmTbCO1BQbTQIMUhhQAop3AcDQA6gAoATFADhTAcooAdigQuKYDgaQEimmBKpoAlBoEOU0wPz1zSLEoAQ0ANNAWCgAFADhQMKACgAoASgBRQAZoAWgBR1oAeOtIB9IYHpQAw0AJmmIUGkA9TQMmSkUWIxUspFmMVJSLUQ6VJaRehTOKm5aRehi4qWyki9DF0qWy0i7EmMVDZokWkXiobKRKoqSiRTzQBctm5FIDbsW6UCOu0SXaQM1rBmNVaHa2ThkFdkDzprUmkHerMyW3bAxVIkldqYGbffMpoYGahw1QxlqN6QydWyKBi0AIRQAlAxtADGTNAiJkpiIypFAD0NMCwjUASE0ANNIBjCgBuKADFABQAUAFACigBwoAXFAAaQyNhQBEw5qWAgoGOFACnmgBhWgVhjCmAzpTEPR8GgCzG\/FMCZTxQA7FACYoAaVoGRsMUgGEUAJigQYpgIwoAYRigBuKAEIoERsCKaAbmmA4NQAbqQCg9z25oA+SfjPqP9oeObvBysICD27n+daCO2\/ZI0r7X8Q73UGXMdjZNg+juwUfoHq4kyPr6qJCgAoAKACgAoAKACgAoAKAHUANNADTQAlACUABoASgBpoASgANACGgByuV9xQIlWQH2NAx1AEV1bw3du8F1DHNC4w0cihlYehBoA8m8afAHwj4g8ybTYpNEvW532nMRPvGeP++dtKw02eD+NPgP4w8O75rK3XWrMf8ALSyBMgHvGfm\/LNS4jUjyqeGW3meGeN4pUOGR1Ksp9CD0pFDKACgCS2uJraUS20skUg6MjFSPxFAHaaB8TNf0oqss\/wBriHaT73507kOCex6x4W+NNhcbY75mtn9Jfu\/99UtGL3o7anqOleKdO1FFaOWMhh95WBFJw7Fc\/c20eOUZjdWB9DUWZd0KyEUhjdtABigBwpgLTAXFACigB4oAfQITFABQA5TTAlU0CJVNAx4NAj89c0FhmgBKACgAoGFAC0AFABQAlABQAUAAoAcKAFFAD1pMCQUhgelAyNqCRppgKKQEiChlIsRD1qSi1GtSyi3GtSWkW4E5FSy0jTt4uRUNlpGjDFUNmiRcjjx2qWykiyi1DZZMq4FSMd0pDAGmIsQHmgDZsXxiiwM6GwuhEw5q4mctjstIvg4ABrqgzhqxN4NuWtjmEjOGpoRKzZqgK0y7gaQjOkjKmk0NADikMkR6QyQSUhjw+aAEzTAKACgQ1sGmBGy0CEAoAkWmIeDQMXNADTSASgDO1vWLHRbUT6hL5aE4GBkk\/SuvCYKri5ctJHPiMTTw0eaoTabf2up2aXVjKssD9GH8qyr4eph5+zqqzLo1oV489N3RZrE1CgBaAFBoAdmgAzQA00DGsuaTAYVqRiUCDNAxaAGsKYiFxTER5waBE0b0DLEb0wLCtkUAOoEIaBkbCgZEwpAIaAEpiENADDQA3NIAzTEMagCMigBM07gGaBEOozi3065lJxtQ00M+K\/El2b7Xr+5Jz5kzH9a0JR9OfseaX5HhPXdUZcNdXiwA+qxpn+ch\/KriTI+gKYgoAKACgAoAKACgAoAKAFHWgBT0oAaaAGmgBKAEoAKAENACGgBKAEoAQ0AJQAtADg5XpQBIsgPXigB9ABQBzXi3wL4a8WwlNe0m2uXxxMF2Sr9HXBosFzwrxn+zO6+ZP4P1XcOSLS+6\/QSAfzH41PKNSPC\/FPgzxF4UmMfiDSLqzGcCRl3Rt9HXKn86mxV7nP0DCgAoA0NL1rUdKkD2F3LCfQNwfwoFa+56L4c+MGoWW1NRi8wD\/lpGcH8qLk8nY9a8L\/FfTNS2p9oQsf4X+Vv1osmLmcdzv7DXbG9A2SqCfepcGi1NM0htcZRgR7VNirht9qBhigApgFADgaAJBQIWmAmKAFFAD1PNAD1bFAEgNAH570FCUCCgYUAFAC0DFFAC0AGKAEoAMUAJQAUAKKAHCgB4pASCkMU0hjCKYhuKBChaB2JUFJlIsxAVLKLkQqWUi3EvSpNEX7dMkVDLSNe1j6VmzVI0YkAHSouWkTAUhkqipY0Sjp0qSxrd6YhAaYiWNsGgC9BPt6U7Etlz7dhevSqRm2dR4UvjIQM5raBjVWh6LZNujFdKOF7kr5DUySROaYEqxZ7VQiGe346UrAZs8ZU1LRRElSMWaWOFN0siouM8molJR3N6OHqVny01craVqUGqtINPMkuzqfLZR+GQM1EasZOyOvEZXiMNFSqJL5ouCStbnnWsO3g96AGiZTI0YPzKAT9DRcB+6mKwA0xC4oAKYC0ALmgBN1IBjyKiFmOFAySewpxTbsgbtqz55+LHih9T1vyYpMQQcAD1r73KsMsJRV92eBip\/WKnkj0P4GPJJ4RlkkJO65bGfTC187n9TnxK9Dvy6mqdN27noteGegFABQAZpgGaADNIBRQAtADW6UrDImFIBmcUgFDUDHA0wGuuRmgRC64pisMHFAEqPQBYjemBOr5oAdmgBrDNADCKBjCKQDTQA00CGNQAw0AJ0oAQmgQ00AMJpgNNAHN\/Em\/Gn+DNQmJwfLIHPtVR3E9j47Y7mJPUnNaCPun9n7Sf7H+EmgRMMS3EbXb+\/mMWH\/jpUfhVoh7nolMAoAKACgAoAKACgAoAKAHAcUABoAa1ADaAEoAKAEoAQ0AFADTQAYoAQ0AJQAooAQ0AJQAquy9DQBKkwPXigCTr0oAKAIrq3gu7d4LqGOeBxho5FDKw9CD1oA8n8afALwhr4km02F9EvW532nMRPvGeMf7u2lyjTPBfGnwH8Y+HTJLZWy6zZLz5tlzIB7xn5s\/TNTyj5jyueGW3maKeN4pUOGR1Ksp9CD0pFDKACgABKnKkg+ooA6PQvGmtaOQILppIh\/BL8369aFoS4p7nqHhX4zLHsj1IPA2eW+8tO6e5PK1seu6D4+07VIlaOeKQHurZpcl9h89tzqbW\/trpQY5F\/OpcWilNMs7c9OaRVxpBpDAUASCmIcDTAUUALigApAANMCRWoEfn3QUFABigYYoAMUALQMUUAOpALigBcUAJtouAbaAG4oASmAooAkBpASLSKQ4CkAbaB2E20ALigB6CkMsRUhluKoZaLsI6VJojTtV6VDLRs2qcc1nI1RfRfas2aEm2kA5R7UAPHSkUMY8e9ADSaokN2KAFEuKpEMejtIQq9TxVImx6F4MsiqqSOtawRjVdkelWSbYxmulHA3qSuKBDoDzTQF1MVQhs5G2gDIuSCaljRl6rew6Zp1zfXH+qgjMje+O349KynLlVzqwmHlia0aUd2zwXUPGV\/qt1d3N1d3MQHEMUDBUT2964JScmfpOHwlHDQ5KUVpu+5zzeINXkbaNSuue3mkZ\/WqWmxE+RvZHv\/gjUzqfhu0lY\/vY1EUnOfmArpoyvGx8HmtD2OIdtnqbwetTzTEuZ7uHxpp8byxpaXMBVVxyxBNT9pItR05jo8kEg9qokUsFGSQB71UU27ImTSV2LFKkozG6uPVTmrlTlD4lYmNSM\/hdyTNSUGaAGk0AMLUAcj8SNeTSNEZA2JZgeM9FHX+gr18mwvtq3O9onDj6zpw5Y7s+YNQvGuLuSRzyzEk19RUra2OGlT01PoT4falD4c+GulzzoWe4ZnVAcE5Y\/0r43MKntMRJmtbGLA4bnau29Edp4a1+LXIpWjiaNoiAQTnrXC\/I0yzMXjoSbjZo2s0HphQMaTQIbmgBQaYDs0ALmkAhNADGNSxkTUgG5oAUNQA8GgYjDNUIjZaQDOhoEOV6EBNHJVATq9MCTOaAExSAaRQAxhSGRsKBEb0AR5oAM0ANNAhDTAYwpANoA8s\/aF1D7N4VjtgcNM4H+fyrSAmfN9rbyXd1DbQKWlmdY0Ud2JwP51YH6PaPYppmkWNhFgR2sCQLj0VQB\/KtDMt0AFABQAUAFABQAUAFACgZNADjQAhoAaaAG0AJQAUAJQAUAJigANACUAIaAG0AFABQAhoASgQUDBWZehoAmWYHhuKAJQQRxQAUAFAHN+LPA3hrxZEV1\/R7W6fGBNt2Sj6OuG\/WiwJnhPjL9mdx5k\/hDVgw5Itb7g\/QSAfzH41PKVzHhfirwZ4i8KTmPX9JubQZ4kK7o2+jjKn86mw7nP0DCgAoAntLy5s5BJazyQuO6MRQB3Hh34o6zpmxbki5jB5P3WouRyLoeteFfjFYXhVLibyZD\/DLx+vSjRid0el6X4r0+\/QFZUyfQ0nHsNTN2KSKVQUcEH3qbF3JNtAwFADh60wF+tACGgBM0APWgR+ftBQtAC0DCgAoGLQAopAOoAdSAcBQULikFg207hYaVoFYYVpiExQA4GgCRaRRKoqRkoXilcYmyncdhNlAWALSAniFIZbhFSykXoBzUM0RrWg5FQzRGzarxWUjVGgg4qGaEmKQDSKYBQIY1MCMn8KYEbNxQADJNMk2vD9kZ7lSRkZpg9EeveH7IRxLxXTFHn1Z3OmQBUArc5hjnigCOOTa1ICcXIA5NO4EVxdDaeadwMma4DPwalsDjfi1dGLwTcKpI82REP0zn+lc+Ifun0XDUL4vm7JngduxWBm4+93rjW59tTfuMpS\/K5wc+4rVHnzep7F8C7\/zLO\/smPKkSAfoa1paSsfOZ7TvGNQ9SxXQfNk+pR2LR6ZdvYpLcWxOx2Y4B+lFldXNYKTTsyS6l8yQSkAeZzhRgCnLcztY83+M+uNp+kWtlFKY2u2JYj+6uD+HOK93IacXUlUl02PJzXmlFQW3U808KeIW0XW7SeK7mG+VFliDnYyZ5z6172YRhUoS5lrY8zBqrGtG2iPpVXBr4U+oFLUARs9Ahpb17UbgfOnxZ8Sf2nrFykLkwofKTnsO\/4mvtsDQWEwqvuzxKlR16zfRHmC7pZ1ReWZgBXHXq2TZ1KNke0eIrspdafpUB\/wBG062SEY6FwBuP518tObk2zxs5qKUlTX2TsPhRcs15eQswwUDAeuDUlcPNRnOPkj0vNB9SITSGMJpiEJoAM80ABNMBd1IA3UAIxpDImapAYWoAA1ADg2KYh24UDELZoAjbmgQwnFIByPzTuBOklMCdXpgSg0ALQA0igCJxSAgkoAhJ5pAJmgBc1QgoAbSATbmgD54\/aP1HzdZs7JW4jUsR+lax2E9zkvglpf8Aa\/xV8OWxXciXQnb6Rgv\/AOy1a3E9j73qyAoAKACgAoAKACgAoAKAHIO9ACmgBDQA00ANoASgAoADQAlABQISgYUANNACGgBKAEoAKACgBKAENABQAoYr90kUASpN2YfiKAJVIIyDmgQtAwoAiubeG6geG5hjmhcYaORQysPQg9aBHk3jT4A+EfEBebTYn0S8YfetAPKJ94zx\/wB84pNFXPBvGvwH8YeHC81lbprNivPm2f8ArAP9qM8\/luqbDUjyueGW3meG4jeKZDhkdSrKfQg9KRQygAoAKANTSdf1PSnBs7uRVH8BOV\/KgTSe56N4c+MF3alUv43A7vGcj8qd+5PL2PXfDHxPsdRRALiNz3GefyosmK7W53dhrtneKCsi5PvU8rKUrmpHIkgyjA0rFKQ6gAxQMQigBRQB+f8AQMUUDCgYtAC0AA60AOpAKBSAeBQMeopFIcBSGBFADSKAsMK0xNDSKZNhMUAPU80DJkNSUiynNSMkC0hi+XRcBBFincB6pSGWIhipZSLsHWoZaNaz7VLNYmzajispGsTRQcVmaEmOKAGGmSxppgMagCNhmmAwLk0ATwxZIouB3vhCxACkjmrgrmVV2R6bYRBIxXXBHmzd2WmNaGZC7ZpDKsr7TTEVJrggdaVwMy6vnzjNTcLEEdzuPJpXGcl8YZs+FIFH8VwP\/QWrCu9EfT8Mx\/fTfl+p42EIsi3GN+OvtXKtz7DaFjOl6k1tE82rud\/8EbvyfFwgJ+WeJl\/TNVHSSPKzWHPhn5HvzJiuo+PHyASafIp4K880m9TanroV1dprNZAPlXv71ctURJcr1PCfj1dGTxBYQZ4jtw2Pcsf8BXv5SuWi33Z5eM1mvQ8xilK3SYPQj+derKXNFxOeCs0z6+0i5+0aXZzf89YUf81Br4uWjZ7Jd3cVIDGNMRzPxB1waJ4cmdDi4n\/dR+vPU\/lXqZThfrFdX2WpyY2v7Gnpuz5b1m5MkzHOea+nxtX7KODC07K7IdCONWtnxnY4bH05r5\/FVNLHRiJ8lNyR6TCxkdnkO5mXLH3Jrwo63Z8jXm5ycn1Z2HwrkSPxPgsPniZQCe9V0PUyWfLibPqmd9qXihbG6uY3gDRw5+YHnisPaO5+vYPIKdajCT3kZVl8RNOuZNjxvH9aFV7nRX4ScVeEjqtPv7fULcT2cgkiPGfetIy5j5LG4Kpg6ns6hYzVnGGaAFzQAZoAM8UgGMaAI2PNADDSAcKQxaYWGlsUhDN+KQxd3pRcBCc0DEJp3JFR8U0BPHJ70wLMb0wJgeKAFNADGoAgdaljK8g5pCIicUwANTQhQaYC5zQA5SBknoOaQ0fIvxf1D+0PHF8wbKxnYK2RJ6D+yJpQuvHep6k65Wxstqk9mkYAforVcSZH1zVEhQAUAFABQAUAFABQAUASDgYoASgBDQA00ANNACUAFABQAUAJQAUAJQAhoAbQAUAJQAlABQAlABQAlABQAUAAJB4OKAJUm\/vD8RQBMrBhwc0ALQAUAFAHN+LfA3hvxbEV1\/SLW6kxgTbdsq\/Rxhh9M0WA8J8Z\/szuPMn8H6sG6kWl\/wAfgJFH8x+NTyj5jwvxV4M8Q+FJjHr2k3NoucLKy5jb6OODU2Kvc5+gYUAFADo5HjcNG7Iw6FTgigDqND8d61pTLi4M6Ds55\/Oi5Limeo+FvjJD8iXxeF+5fp+dO6J5Wj1fQ\/HljfRqRKrA9DkGjl7BzW3OrtNTtblQUkHPvUtFpl3hhkHNIdxMYoGfn\/QMWgoKAFFABigBwFIBwFIdhwWkOw4CgY8CkMcKBhSGNNMVhpFAWGkUCsGwnoKLhyscsTelHMPkY8IQelFwtYmjOKTGWEYEVLAlBFIY7FAxwWkOxIgpFIuQdqllI1bQdKhmiNq0HArORsjSQcVmaD8UgGNTJZGwpkjTTAQigYgHNMZdsVDSqKAPTfDCAIlbQRx12dvDxGMV0xOF7jnqySB6BlWYUmBnXSnBqRGNdIcmkMihDBsGkM5j4uAnwvbn0uB\/6Cawr7I+o4af7yovI8ma4B0tINihllLbx1IIHB\/Kubrc+qs7cxl3A2uRW0ThrqzN\/wCHN0bTxjpcmcfvgp+h4py01OOvHnoTXkfUhFdh8OO8kSW0gc8EYApNXRdOVpIo6LErWl1C7kFTkL604O6NMSrO585fGebzPGtwp\/5ZxxoP++Qf619JgFy4dHh4h3qs4AnF3GPcV0394IRvofWXgqUyeEtHc9fssY\/ICvlauk2eojdBzWYDsZNAHgXxi177fr0tvE2beyHkjB4L\/wAR\/p+Ffa5Rh\/q+G53uzw8XP21ay2R5DdNukNYYmd2d0I2R0XhPTS9jcai4+VZFhT3JGT+mPzrwMXU0scuOX7ls7WJQltI3fOP0rhitD5GTvJIv+AbjyvF9kxOBvI\/Q1MnZNnt5TC+Lppdf8jd8UXRa11CbP32P6mudH9E4SmoKEeyOCsmJlY56Cg3q1XY958BW\/keFrP1kBc\/ia1pKyPzLO6vtMXLy0NqeZIVBkYKDwM9z6V00qUqsuWCPEqVI01zSM3RfEGma0G\/s66SV1+8nRl+oPNbYjB1sP\/EjoZUcTTrfC9TWzXKdAuaACkAhFAETLQA3BpAL0oAQmkMjZqBkTGkAivikMkDUxATTAYTQSOV8U7gWIpMUwLUcmaYEwamAE5pARtQBA4qWMruKBEbcGgADUwHg0CIdUnFvpV1KeixmmtxnxVr1ybzWr64Jz5kzN+tbEn1H+yBpP2fwZq+qsMPeXvlL7pGo5\/76dvyq4kSPfKYgoAKACgAoAKACgAoAcoyaAHUAJQAlACGgBpoASgAoASgAoAKAEoAQ0AJQA08daAIWuYVbDSoDnHJoAkzkZHSgAoAKACgBKACgBKACgAoASgABI5FAEyTEfeGaBEysG6GgYtABQAUAR3MEN1A8FzFHNDINrxyKGVh6EHrQB5L40+AXhHxBvm06OTRLw5Ie0AMRPvGePyIpWHdng3jP4D+MPDpklsrZdasl582z\/wBZj3jPP5ZqeUakeVzRSQTPDPG8UyHa6OpVlPoQelIoZQAUAFAFqx1C7sHD2lxJEf8AZPB\/CgDt\/D\/xO1LT2UXQ81R\/EpwfyouQ4Loer+F\/i9bXOxJJlDn+Fjg09As0el6V4ysL1FzIgJ9TSsFz4mqTYKAFFAxcUgFA5oAcBSGPUUhjwKBocBSKFxQAAUhoMUDENABjJxRcLE8FsXPSs5TsawpNmnbadnHFYyqnVGloXV0zj7v6VHtSvZEc2m7R92rjUM5UjMuLYoTxW8ZXOacLFYMVODVmRKj0rDJ1apGSKaQ0SJyaRaLsA5qWUka1oOhrNmqRsWvQVmzRGlH0FQzREnakMaRQJojIqkSMI5piGMcUAQtKFPWqsFyezugrgjtTUSXI9B8M6quxQTW0UclXU76wv0lQDNdCZxNGgHDDiqEMfpQMgkFJgUp0zUgUJ7fNS0O5Clvg5xRYDmPitbb\/AAbMwH+qlRv6f1rCt8J9Dw5O2Jce6Z4Vn9231rn6n2N\/dZHfAZUjuBVwOTELZjtDmNvqtrKDgpKp\/WqnscsVzRa8j66jfeiN2YA11wfNFNHwlSPLJpkkYZslQSFHOO1USilpkZTWZkLKiMpOWOKim9WjuxC5qaaPmb4usP8AhP8AUwCGCy7QR7ACvqcLb2EbHz1aEo1ZKSscSebtau+pth1eVj6v8A8+DNG\/69lr5mv\/ABJep2rY6RRWQWM7xNqS6Pod1eH76oRGPVz0H512YDD\/AFmsoHPiq3sabl1PlXxE9xHO8V2GWfcWkDjBDHnmvtq04qmlHY8jDwcpXObc5P1rwa0rnqNcqPWTpp0rwB4diZdsl3JJdP8AjgD9AK8LES5pM8\/M244eK7u4kjYtmHvWa2PlYr3hvhRz\/b8TD+EFvyFYV37h9fwvhvbZhTXY2vFc6jS0VTne+evpWa2P3qmrXZzOmKWYgDJJAp9DnquyPoizkh0rw9bNcuI4oYF3E\/Su3C4eVa0Yn5BnOYU8POdap3PKfi94uBtFtrNziQceu31\/H+VfSZfhvqqcpbnjV66xajy7HG\/D3W7i48XaaggSa6eQJ5pJVgO5ODzx61046tD2EuYmhhWqqcWfSYavjT3R2aAFBoAUc0ALigBCoxQBGwoAiakBGwpDIzSGRkUgHKSKAH5pgNbpQIjLYNMB6S4oTEWI5qq4FuOTNO4EoYGgBCaAGNSAhcUhkDigQzvQA9aAOa+J+of2b4J1CXOCYyB+VXDViex8eE5JJ6nmtRH3f8BdL\/sn4SeHISuHmtzdN7+axkH6MPyq1sZvc7+mAUAFABQAUAFABQAUASKML9aAA0AJQAlACGgQlAxKAEoAKBBQMTBPSgCO5lhtITLdyrFGOcscVLlYai2cHr3xg8I6Mzo07XUi9Vhw3P1zip50aeyfUo6R8d\/C17MI5LS\/gU9HMQYfjg0c4\/ZNnY6f8QvCGof6nWbJW7q8gUj8DT5kS6bXQ2ptO0rWYVkC29yh5V1wfyIp3JtY5vUPDmtaQTN4bvY5UHJsb37jD0Vxyp+oNO4epb0TWU1EyQywS2eoQ4860mGHT3B6Mvow4NO4mrGtQIDQAlACUAFACUAFABQAUAJQAoJH1oAlWUjryKBEquG6GgY6gAoAKACgDm\/Fvgfw34tjK6\/pNtdSYwJiu2Vfo4ww\/Oi1wPCfGf7M7gyT+D9WBHUWl+MY9hIv9V\/GpcR8x4X4r8G+IfCc\/l6\/pVzaDOFlZcxv9HHB\/OpsVc5+gYUAFABQBraZ4i1LTivkXLlR\/CxyKBNX3KdSaBQAooGOUUgHAUhj1FADwKRQ4CkNDgKQxQuaB2FxSuVYCtK47AE5xRcaRbtbUuwOKynM3hSudBYWHQkVyzqHdTpG7aadx04rnlUOhU0jRSxUDkUua4OJWu7NcdKuMjGUbnPajZjnArphM5akDnru2KsTXVGRyTgVQpFWZWJUzSYydDUlIsRKSallo0raPOKhs0ijVtlxjioZojTt6hlo0I\/as2aImHIpDENAhhGRVEsYwOKZJXmOAapCMq5lO6tEiWyfT1LtVozk7HUaaJYSCucVpE55u53nh+6ZlAOc1ojnkjr7aUlRVIgsFuKYETc0gI2GRSYEDIKQERQUWAwfHdt9o8H6qgGSIS4\/4Cc\/0rOqrxZ62SVOTGw89D5vA+8K4T71LdDboZt4zVw3OfEK8EytbsUnU+hrSWxx09JH1d4ZuvtWh2chOT5S5\/IVz5ZX51Ok94s+Vzeh7OtzLZm3ZvibGeCCK9Q8tHKePr2TTbdJIXKSStsDjqPWvOxlRw0j1Pr+HcPDEO81flPmjxjM0+uzSu5dmdiWPU89a+ywF\/qlO\/Y+Pzq316rbuYURzdKfetmzlwulRH1d4HuYk8OaTbMyh\/sybeevFfKTq3qNPufR4nLZRpKtTWltTqkFM8g8s+O+rSwWOn6XasRNNJ5px146fr\/KvdyeMYKdeXRHNXoyrzhRS3Z5h498OahDMl3czm5lmUF2P3t2Oa4sLxNRxTcJrlsevW4bnQ96g+Zee5yGmaXPc6lBB5ErbnAIVST1rtdWE1eMkeRiKVSn7sos94+Ldstra6BHGuyOOMoF9MY4rxJdTzs5+CJw9y2IKfQ+Wpq8iTwiM6hNJ\/ciP6kD+tc9foj9J4Fw\/PjPadkS+I2GyFR3LH+n9KXQ\/YZaRZT8Pq8us2MCdJJVB49TVON4nn4yShSlJ9Ez1j4kapGvlaez4giXzZwD1x0X+n419Xl2G9nTu92fzvj67x+Nt9mH5nzx4j1OTU9TlmkOcnjHQV2TlrZHqUYcquzvfgHpButfutUdcxWsexD\/ALbf\/WBryczq+6oI9DDx6nv614h1inNAhy0APFMY6gBaLAMZaAInWlYCIrQAwrUtAhhWlYoQpQAhFIBMUANZc0AREEH2oAfG+DTuFi3FJxVIktI+aoB+aAENICNulICJxQBF3oAcKAPKf2iNQ+z+GYrVWwZmAx+v9K0p9xSPnSwtXvr+2tIRmWeVYlHqWIA\/nWiEfo\/p1pHYafa2cAxFbxLEg9FUAD+VaGZYoAKACgAoAKACgAoAUDJxQBJQAhoAQ0ANoAKAEoASgBKBBQMUDJouBx3xA8f6d4QgWIf6TqUn+rt0PI929BWFSqonRRoOoz5v8f8AjbWvEExbULkpGMhYYmIQD+tcym5vU73SjSVkea3MhllVc9fxroijjnLU14GNnpjMDGGB6A1b0FEjuY5oNHSeRWXzmyNw5IrPqWy14S8Y6\/4cuVm0fUJ4gDny9xKN9R0q1oZuzPqL4VfGay8VbNP1pI7PUscc\/LJ9M\/yqlIzlC2qPS9U0m3vvLnAxNHzFMnDJ9D6e3SquQVkEifJMBvHcdG9xVEjqACgBKAEoAKACgBKACgAoAWgAoAKAJFkI68igCVXDd6AHUAFABQAUARXNvDdwPDdQxzQuMMkihlI9waAPJvGnwC8I+IN82nRSaJeHkNaY8on\/AGozx\/3zilyjTPB\/GnwH8YeHfMmsrZdasl58yyGZAPeP735ZqeUakeVTwy28zw3ETxTIcNHIpVlPoQeRSKGUAFAFqpNAoAcBSAeBQA8CkMeBSKSHhaQx4WkMdtpXGO20mykhdtK5dg20rjSJreLc1RKVjWELnRabaDjiuOcz0KUDpbGzHBxXLKZ1xia8cQjXpUJ3G0QXEwTNaJGUmZ0t0CcVqkZNlG4USA1a0MpK5j3lpuB4reEjmnEy5LUjPFbqRg4jBb4NHMLlHpDg9KLj5S3DFUNlJGnbR8VLZokaES1DLSL0IxUstIvRVDLRPmkA2gAApiYpXimQ0VbiM7TVJkmNdREPWqZLRpaHFumAI61dzNxuj0HS7JWVQRVpnNNWOhsLIQvwK0TuYNnQ2\/AFWQWC1MBpNAhhNIZGxpARE0CKupwi5066gPSWJ0\/MEVMldM6sHP2deE+zR8uMpS4dW6jIrzj9MXxtEco3WxHpzVw3Oeqr0ykDhwa1ZwJ2kfSXw1u\/P8M6eSc5h2\/ipxXj4OfsswnD+Y8rOqfNS5uzOzgfEqH3r6M+XRynxdt2bQVmQf6mXJ+hFcGNjqmfY8JVUq0qb6o+Y\/EJP2\/n3\/ma+zwqth4LyPis1fNjKr82Zdsf34z03U29Gc1Fe+j1PQ9bkMSQpIy7OYiD0NfF1nao2fseDpxnhoJrokz3DwTqo1jRlur3EXlApIxON7D0q4z51qfKYrLI4TENQV77eRkeIdX0S4kSC+s4btImyjvyyEHOVbqKy+suCcYvRnq0sqnUSnszhvGu25kjmtm820PAPdT6GvGhQ9i3ZnRKlOmrTR1\/wm0hI7O4vWQbnIjQkdhya9bL4tpyZ8lnFW8+VEHxstt2l6fMB9yUr+Y\/+tXpM+Ozhfuk\/M8qvW\/0ZSfSq6Hy1Je+XvCAxbXcnYkKP1J\/pXLV1mfr\/ANC0alR+hW19wblFHRUH68\/1oP0iext\/DfT1l1qTU7ni001PObPRm\/hX8\/5V6WBoe1qJdj4XjfOFl2BlCPxT0+XX\/IwPH2vPctO5cmWdy7fTt\/n3r62VqULI\/IcuoOMfe3erPOWJJwOWY1wuR7iR9QfCXRBo3g2zVlxPcj7RJ+PT9MfnXgYqp7So2ehCPLFI7cCucsCKQCYoActMB4oELTGJQAhGaQiJloAjK+1IBpFAxNtKwDStKw7jdtKwxCtICNkzQMhIwaAJI2ximhMtxPVXEWFfimIdmgBrUARN0oERGgYq0gPnn9o3UfO1q0s1PyxgsR+n+Naw2FLc5r4E6SNY+LHh2Bl3RxT\/aX+kYLj9VFaLcl7H3jVkBQAUAFABQAUAFABQA9B3oAcaAENADTQAhoAKACgBKAENADaBHLfErxhD4N8Pm4CiW+nJjtoe7v6\/QdaynKxtThzOx8t6hd3V1cT6jqlwZryYlpJCemf4Vrz5y5mexTgoROV1e5aQ\/L8q1rTjbc56077GPCyJOCTznmulHG0bxSG5u7ZZCUhJG4AdBTkVFk\/jpwLxLeH\/URqFUA5wPWoihyZHpNgvkhZBuVvmRxWhma0Nh5cqSwsEljOQynn2NTIuJ778IPiWWEWj67L84Ijjmdup7A\/yB70Qn0YqtO3vI9muoVdNy8g8gitUczRnsMHBqhCUAJQAUAFABQAlABigAxQAtABQAUAFABQA9XI9xQBKrg+1ADqACgAoAKACgDm\/Fngfw34tiKa\/pNtdORgTbdsq\/Rxhh+dFgPCvGn7M7AyT+DtWyOSLS\/6\/QSKP5j8anlK5jwrxX4M8ReE5jHr+k3VmudomZN0Tf7rjKn86mw7mSKk1HAZpAPAoAcKQx6ikUiVRSYyRRmpGPVaLlDwvFSUkKBSuWkOxSuVYQjtSuNI0tNg3EZ6VhUkddKB1um2w4yK4akj0KcDoreMIvSue50WEuHCrVwVzKTMHUbjGea6oxOacjDa6Jk61rykJ3NG3JcA1A5Fh7fcvSqTMZIzprP5ulbJmDRXe1x2p3JsRGDFO4WHxx80gSL0IxipZaLcfWkykXoahlouRcVJRLmkA3PPWgB6mmIlUA0EsWSHIpolmdcWmTwK0TJLuk2pilU471VxpHomkIGjU1cWYVYnRQoMCt4s4JrUtIcDFaEClqAGl6BDd1IBhagBpNA7CA880AnZ3PmjxHa\/ZPFN7b9lnZR9M15sla5+oUJ86hPukU7azEyfvZPLUnAwMk9s4r38qyKrmFN1YuyW3mfNZ1xJQyyqqEouTe9uhmXdu9vMVYhlyQrjow9RXDisLUws3TqqzOnDYqnioKrSd0z3P4R3G7wtaDP3JnT+v9a+Xrv2eYwl6DzCPPQkvI9FVq+oPi0Q+MIEu\/Dl6spwphL59MDNZV6ftEoo9PKsX9UxCq9j5B8QPvvc+2f1NfXQg6dOMH0R4GIqqtWlUXVsy4jgEjswrFvRl0tJI7q6sJdLtdMugJPs17brNE7evRh+B\/QivkK8ffdj9LyrHqVOz0sauna\/dRIIXnfyRyF3dPwrmcWtD3eelJ3svUsTX5cFt2c96i3c6opLYbZ6mY5Nsh3xnhlPQipnS5kFSnGrHlZ7v4GktW8M2n2JtyAHdnqGzzmvQwaSppI\/LM5w9TD4qUJ\/L0Mv4tQibwfK\/eKRW\/XFdL2PmszjzYeXyPDtQ4tk\/wB0VS2PkaPxs1\/DymPRAccu7EfoK5JazZ+7cF0fZ4BS7sydSbzL2T64H4Ubux9hM7HUHXw94KtrH7t1eH7ROO+D91T+H86+vyrD8kOZn8+cU4\/+1s2lGLvCn+n\/AAdTx3Wrlrq7Ylsrng+tdVeV2Th4cqNL4e6GfEHiu0ttpMCuGkI7KOTXnYmryQbO6lG7Pq2BVRVVAFVRgAdhXhXO0sCgBTQA2kAZoAN1AChqYhwoAPrTASgBrLSAjIoAQikMYaAGmkAdaVh3GsKQyGRc0hkQ4NAEsb00xFmNqq4iZWpiFJFADHNAEDc0AOQ4BJ6AZpAfJPxa1D+0PG14wOVjwg\/mf51vHREvc9H\/AGQdJNz411bU2XKWVmIwfRpG4\/RGq4kyPrWqJCgAoAKACgAoAKACgCUDAoAKAGmgBpoASgAoAKACgBKAGsyxqzuQEUbiT2FJgj5c+KPilfEXiiecSA2VofKgIPGB95vxrirSvoj0cNCyuzzrUroOfPkJRR\/qkPXH94j1NTCmVUrXehz9w5nbK7zn1rZKxg3cv2dpHFB5siAt6OK1VkQ02y3pGm3urXWIh5cSnJJOFFZymaRg0bXjXTYLL7G7XHm3CgB8dMUoS1FKLKMV7DbuFjACFc7c8Y9q1bM4kq36BiFYlW+4fX2+tZtmqRZhvoyyvuChvlyOx7VJXkfS3wM8df8ACSaTLpOpS7tVsflYt1lT+F\/r2PuPet4u6OSceVnoV3HtY+1WjNlWmAUAJQAUALQAlABQAUAFABQAUALQAUALQAUAOViKAJA4PtQA6gAoAKACgAoAiuraC7geG6hjmhYYZJFDKR7g0CPziArA6R4FIBRQMcKAJFpFomUelSykSqPSpHYeopDQ8LSuWkSbOKi5okBXAouOw1VywFJsqKuzotKh+Va5KjPQpxOs0+IACuGb1O6CNYDHT0qUWyld8g1tAwmcxqhIzXXE5JmNCpaWrlsKO50WnR5UCsGWzWEI2cimmZSRTmiGTxWqZi0VJosZ4qySlMnPFNA0RqKBWLKVJSLMVJlI0LcfnUMtFxc4qRikkUANzTAelAieM80CLkQ3DmhEsljtA7DvVIRo29ljBxVoR0OlHyyFNUnYmaujprcZSuiLOCpEcTitTnGlqYDC1AhpakAsLJ5yebny9w3Y64qZ3UXYuFuZXIdU1VBKqf8ALJSR0xivjaWaYilVbbur7M+q\/sunVp2tZ9BY5FkUMhBU9xX1mHxMMRDngfNYnDTw8+WaPB\/itbfZPGk8gGBLtlH4gf4VhVXvs+7yurz4OlLtoc1dzPbgqmBtZlHHTPP+NfbcKYv91Kj21PiuNcAnXjiLb6MzUn3\/ALuT5kY8g9j617GZYWnjKTU1qtmeLlONqYKqkvhe6PqLwT4M07RdAjtPPmacqJ2mJ+QsR2r84q5XRqyU5bo+irZzVm2klyvobcmm3Ee0gBkY4Dg4A+vpXRNciueXH3nZEmsaVJdeH7q3M0aSSQvGvOeSCK4v7QowlFt9TojQm7pHxr4ssn07WJbWWMpJH8rA+o6819lGvCtFSi7nkOhOnJxkrGImWYog5LDFc9SfLGTOihFyqRiurPYtT1+O78HaLp06J5mnLtVscpxj9f6V4nDmEl9drYio7xtovNnrca0J4GlSo03rPfzsv8zi9QuUuH3IclflZsYz71155ShzqrTW+5rwdjajoSw1V7ar07EljO7JsJJxXz0l1P0bCV21ysshuaR2qR6F8K\/Fp0O9lt7hFltZxyjc4YdCK5cVUrUYOdHc8nO8uhjqSn9qJ3njrX9K1bwdfRQRFJ2C7QG4zmsMBnFWvVVGpCx+Y51g1Rws5Hh+rLiJVHXAFfSp6HwGF96Zv26\/ZdJtE7hA3581xR95tn9GcP0PZYKnDyNPwh4VkuLKbxPqqTLpVpIHCRxeY9wQcnauRkAcnHoetdNGk5O5z57ndPB3oQ1m\/wADj\/iXrT6jr8xjIEZCshAIBUjKnHbg5r7PDTtQVj8Zq4elCvKVNWTdzz6Z8kkfQVhOVzphG2h738C\/D\/8AZ+iS6nOmJro7Uz1Cjr+v8q8THVeaXIuh3UY2V2epqcVwmxIrUwHA5oACKAE20AGKAFAoAeKYCE0xDc4pAOzmgBjUAMNADDSAYRQMSkAEUmhjCKVh3GMtIY3ZQIlTiqQmTKaokUtQMY70AQlsmpuMh1WcW2k3cxONsZ5prVgfF+s3JvNWu7gnPmSs3610EH1X+yHpX2bwLqeouuGvb0qp9UjUAf8AjxariRI93piCgAoAKACgAoAKAHIOfpQA+gBKAENADTQAlABQAUAFACUAY3jXUF0zwnfzuwXKbRkZ5PHSltqxpX0PizxTqUdjctFu3yu5kf8APgfhXFGPPLmPQnL2cVAXw1oV74olabDCEHr6mipU5NEFGlz6s7uz+GDBA0g+pFYOuzqVCJfh+HMt1cqqpJ5S8fN0NHtmw9jBHoGl+A4bezdI49hAG3FSm2DlFHlPjvwxcWd23nIxjQ5BP92umk9bMwrJWvE8z1tIIpE+zMVKnDIT0+lbyOWJWW4YJgNx6HqDWSZq1oWPtjDcSTsP3x\/X+tMN0dN4Q8U3HhbxTY63GWP2eQLOFP8ArIm6\/mOfqKqLszOauj7htruHVNLt721cSQzxiRGHQqRkGt0crKpGDVCEoAKACgAoAKACgAoAKADFABQAUALQAUALQAUAOUZagCWgAoAKACgAoAKAPzfArA6BaQDqBiikMkWkUTLUsonUZqWUSKKRSRPGlQ2apEoSpuWkRuMUXHYS3XMgqZPQ0prU6vSY87a46jO+mjqrNAFFcctzsii5ihDZWuk4JraBzzOV1YcsK6onKzNtI\/npyY4o6TTo+BxWbBmowwtCIZTlXvWiZk0U5kq0yWijMvWqEVuhoESqaRRZi5IqWUjSt+lSykW+1SUBoAb3pkj1PNAEyGgRdgPPNAWNiwUEjNUmJo3IYRtqzJij91KCOlBS2Om02QOgreDOWtEtXEfGRWyZxyiU2PNUZjM0ANJoAQmgCjfWL3tzDHD96ZgnPrXyeY4GSxK5F8f5n1uWY2Lw7c38P5Fe1mtLU21tBcyx30u5ltbsBGkXOAy+hbkhTyRXrUsrq4aPtKDu1uu5x4nH0cRL2VdJJ7NdPU87+NMKyzWF4qlWKmJ1IwVIOcEfjWsqiqWezPayWDhQnSetndPyPO9RxO7Mh4cAj\/er0cnxf1WupPbZj4gwSxeEa6rVGC7sjBh0Nffyqn5hCLa80fT3gq\/fxD8P9JlErCVIxCx3chkO3P6A\/jXyVeHsqkonpJXszvtL1NZNPjjlCmX+MHsehFcpTWpkXyl0jvdNc+Ru+eMgjb68dq8bGZXSxUlXp6SR3UMVKj+7qao8I8ex2t3fa9JLFG8kaRiNiOQWmPI\/CtKVWdOaSff8j0KtOM1drojznXbSOz8QCC2QRgSJjHrXu025YTmk76HHOlGGZKnBWSkjpPFto2mxxJuB82MSfTkiryfTDSmurI43r+3x9OH8sfzZylvKTMyn+IfrSxa9pTaPLyer7DExkjT0ybZOjHpnmvmqiurH6fhp30NvUbGS12y7T5EhIVu2e4\/WsKU+danfh8SqqceqK1vKY5AynBBzWrV1ZnZCfRnpmg6Ta6ppCXlxfiCObKFMZ2OPX6jn8a5qNCNKp7Rs\/OuJ8FzSnhtk9TktZsQNZ+xxOXG\/aGIxn3r151Eqdz85wOBUcaqHRM7vwh4YbxHrUUEgK2EA\/fPnGVAxiooQ5j9tx+ZLLMKow+KyS8vM1\/iV4iWGzlh0hVjsNOUW9rGgwJLhvlQAe3WuqL552jsj8+rSk051HeUj508SXRk1O4TzDI6kQ7yckhRgnPvivpKHu0kjxZ6zuQ+GdKl1vXrWxhXdvcA\/nWdeooRcn0NKcbux9YafaRWNlBaW4xFCgRfw7185KTk7s9FKxbAouFhwNAWHqaYEi8igB2KAExTAB1oEBoAaaYhtACg0AFADSKAGkUANxQAmKAExSGNK0gEIpWKExQIeopiHYoAQ9KYED5qWA0daRRzHxU1D+zvBN44OGZSB+VaQ3FLY+Rj15rYg+9vghpX9j\/Cjw1bFdrPaLcsO+ZSZOf8AvutEZvc7igAoAKACgAoAKACgCRRgUABoAQ0AJQAhoEJQMKACgAoENOApJICjqScAUDPKPjprk9honlubcWzH90MnfI2OuOwFZVXpZdTooRV+Z9D5OsLC48T+JxBGSd74LdcDuazclTjctRdWZ9OeB\/DsGkWMNtGn3Bycda82UnJ3Z6cY8sbI7qC2Q4yBiixLZfhhCgAYx9KpEtlyBgo5HBrSLsZyjc5nxvolvqli+QCcUOVtUVBX0Z8geO9Im0jWZ0cMFDcV006nMjCtT5XdGHDKe4V+MjP8qLE3FMpK5XqP5elMm5LaTFomjbJH3foO39aYrn15+y74jbV\/AUmmXDlp9MlMI3Hnyzyv9R+Fawd0YTVmepyDDmtUZDKACgAoAKACgAoAKACgAoAKACgAoAWgAoAWgCSMcZoAdQAUAFABQAUAFAH5vVgdA4UgFoGKtIaJU6ikUixGOKllFiNc9qhstE6rSZoiwi4FQzRIkK4FQXYryCmOw+zXMtRN6G9JanX6SmAtcVRnbTR01sPl6Vys6kTr9KaFIr3zbYzW0DCZyeoHcxrpRzNEVrHg8ChgdBZrhRSYmWHbtQjNkJ5qiWV5V4qkS0UZ1qkxFF+DTEKppDRbgHNJlI0oKhlos5oACaAG5oEPU0ATIeaBFqBue9IZr2Em0imFjprVw0Y5q0zKSsQ3rbRxVAtCzompAMEY0KVhzhzI6uKdZU69a6IyOCpCxVuEwxx0rVO5yyViv3qiQzSAbTACCykKxR+quDgqw6GuXF0PbQst1qvU68HWVKp72z0foebeMtJubvzbuPfJeWxBmU5Jdez+vOME\/wB4Z71vh68pQVRfMKlGKqulJ\/PyMi68Rw6lpAtvEMQuoipji1A8ywtjAEp747N36VvVwsMVHnp6TX4ndhMTXyut7Oo\/cZzGo6Q9jo8UkjROWkbBjYMRjFeU4ypztI+1oYmji4NU9bHJ3USq\/lEjbIN8Z9D3WvsMuxbrUknuj87zbB\/VMS0tnqeqfs\/640Y1LR5WO4EXESk8ejY\/8dqMfC7U0c1LVHromJl3Dg98V5b0ZvKHVFqK5aC5ZlK+UwG9T0asKt4NTjsNRUlZ7nk3xa0OK2c6tYuGtNQeBMDswY1jVguZTjtqduFqu3s573X5nkWtq0vi1Yx94zKv416l+XA\/ImElPN0+nMjcvIhe67p9neuwjlmjicg9FLAcfnWuAko4JW8zyuKqk55pVl2St9xreI9H0x4Y\/sdvDZXkbfuwjZEi+jc9fQ1wwxLk2pnyeU5lUlUtU+84qHMc7IwKsrYIPavMqpczsftWXVOaEX5I9ytNGtdX+G0IdXe7eIzQsgztcdj9cYyfWuSCjC9zieLnh8e2tr2foeQsSjEHgj1qz67n6o9G+EWpyLe3NgsEc5lQuqucdOuPw\/lSV1K8Vc8PiKiqtCNbrHT5Mn8YWMGiXP8Aac0ikFi+B654X61uoup7qPzinS9jiY1Uutza0bxzp9v8PyNKZf7YuX8q4hXhk+bCqPY5yT9a7nHkjyo9Wvip4ufNU6HGeI7947tY2bdFolu19cN\/C1y3EY\/BmX9a1w1O1orqcOInzNt+h48XZi0jHLMevvXvJ2R5rVz2n4D+H\/Lin1i4T5j8kWR69T+X868vH1doI66EftHsqcivMOodQKwZxQA4U7iJVPFMQ8GmMXNMkQmgBM0AJ1oAQ0ANJpiEBoAdnNACUAJQA00AJSACKBkZpDG5oAcDQIkByKYCMKAImFIBgXmpGeVftE3\/AJHh23tQcGVhx+P\/ANataaCWx896XYy6nqdpYW\/+uupkgT\/eZgo\/nWpB+j9lbR2dnBbQDbFDGsaD0UDA\/lWhmTUAFABQAUAFABQAoGTQBJQAlAhKBiUAIaAENACUALQAlAFfUbYXNkyvwoO7NAHyR8b\/ABS2r6\/NDHIHtrTMUeDwcd\/zrmb5pNnalyQSKnwQs7aHzNRvZEiVmwGc4yPaufENt8qNsNZR5mfRGjyWlyd1tMj+w61zcjR0OdzokhGFIxTsTzEioc4Ip2C5KYsLmqsRzFC7GQwYfLUM0R4p8ZPChu7driKLdjklRyBVUpcrKnHnifOMiNbzNE3Y8V3b6nn7aDiRw3QEYNIVxIXMb5JIGev9KYj3n9lLUJoPH99ZRI7W93aeY+0HClSME\/8AfRH41VPcmofUc6sCWIwM45rZHORUwCgAoAKACgAoAKACgAoAMUALQAUAFAC4oAAKYEw4pAFABQAUAFABQAUAfm6DWB0C5oAcKQD1pMpE0YqWWi1EvSpZSLaJxWbNEiZF5pNlpFhFqGapD2X5akuxVdaCkiaxH7yombUzrtLGNtcUzsgdHBxHWB0Jj1PNNEyZQ1CTg1vBGE2c9cLkkmt0YjrVQCOaTJubMJCrxSEx55NMliYqiSOReKaEyjcL1q0SZso5NMQIOaTGi7bipKRoQ9KQybNAxCe1IAFAh60ASpQBZiPSgRft3IxzSKOg02Y4AzTTFJXJ7zLKatGZzktxJbXGQT1pmiZ1eh6x5ihWbmnGVmZ1aaaujpVkEqZrqgzzKsbETLWpgMNIQlMBwFIZm60GtpYNRgUs8IImQDPmxn7y\/XAyPdfeueL9lW5XtL8\/+Cdcv3tHmXxR39P+Aec\/Eyx07QoxrFjJC1pdj57Yn5Zg3oK7UmtUbRxcKlF0a2rWx47o+oXjXrW1rA06XLBVgGWIOeMe\/aliFGprLceWYivQqpUdb7o7nXPh5fWunRXN5e29vLncqEM2D6EgYzSwNSdCTaWh9Pjct\/tWNqfxI5TRtUn8O+J7W9KtG8TgSqP4lPX8MV7bqRr09D4ythqmEqulVVmj6Ttr1bmKKaN90cihlI9DXlzOqnG6LyTj+I9Kj4lZjVLU5OyiOsweINBu\/nW0uEubVj6jDcfiD+ZrmXup02OWlWM+zPHbG1S9+K1tbzAmNr3DY64Ga78Q1DAq\/Y5qM2sa6ke5L44R9G8VKG4MEqt9cHNTl8r4W3qc+e2qYzn7pFnWGMyu6H5kY5x6VxNWdj42FNUqjRjzw\/a0+0xDMyD96PUetctSNj9E4czNO1Ko\/Q97+FxmPhG2jgdI3XcHMgyG+grnp82vI7ep25pb27bPKfiPp6ab4pu1hBEMxEycevXH\/As01bofTZbiPbYaLe60KfgvUBp\/iKxneUwxiQB3BxtU8E5+hpNHVioqthp032KvxJ8Ytr2otFasBp1u5EPrKehc\/XnH1r06FJU4+Z+aVXZ2OKtL64tLtLq2laOZDlWHY1vuZJmrqWr37aTLDPLvfUpRcztjltuduT6ZJOPpXXhY3dzCq+hk2sT3VxHCgySeld0pWV2YJN7H1h4Y06XSNAsLK4iEUyRKzoOxPOP1r52dZVpyku56KjyJJmyrYpDHb6QClhQAB8UxDw9MVh4emAu6mIXdQIXNMABoADQBGetMQmaAFFACg0ABpDGtQAygQoPFAwIpDGMKAGDikA4NTEO3ZouAGgBFGWpDR86\/tE6h5+v29qp4jBJH6f41tDYmW5h\/APSjq3xa8PRbdyQTG6fjgCNSw\/UCtFuQ9j7tqyQoAKACgAoAKACgB6DvQAtABQAlACUAIaAEoASgQUDFHNAHLfFjX08OeDb25DbZSnlx467jwP8AGs6krRNaUeaR8OavPLeTv1Z5Gx9STWS0N5anpmgaXp+lWlvFqcTSFlATL7QP1FccpylL3TuhRhGPvmxdW0+nOl7oNzPCqnJXzd6foTihTltNA6EXrBnpXw88W3Or5t9QUrNGOp71DaT0Hytbo7HUtdstLCtezBM9M076kcotl4t0K6cxx6jblx1G\/BrVK5jK6NB3t7hN0M0bqeBtNTKA4zMjU7OOaNo5VDK3BFYtWN4s+ZfjH4DfR7g39kubVyScD7prqoVL+6zKvTuuaJ5VGcnDZxW70OMsrAxiZjnHT\/P6UID3X9kmPf461KT\/AJ52G383T\/CtYIibPqi85iX61S3MnsVBVCCgAoAKACgAoASgBaACgAxTAWkAUAGKAFoAcg5zQA+gAoAKACgAoAKACgD83KxOgUUgHCkBKgpMpFiIVLLRchXms2aIuIvFQzREqr60mWkTxioZoh7L8tSWV3TmgaJLQYlqJbG0NzqNLPK1yVDrgdFC2E5rA3THButNCZmX78kV0ROeRgXs+0nmt4q5hKVivDegEU3Ez5jVtbwPgZqGrFJmvbkOoNIGSlcUySKRePaqQmULkdapEmbMvNMQka80MZegHFSUi3HSGSZoGKKQCgUAPWgRKlAFiM0AWompDRr6fJtIoBmwSHQVSMzF1K2B5FaDWhUs2aCdcdKRaZ32jzGSJc1vTZ5uIVjSkWuk4iBhigQ3HNADgaAEkCvGyOMqwwaicVJWZpTm6cuZHzn8TvDNxoWrhXMr2EwLWzOSQF\/u\/hTo1vaJpvVblVYKMrx2ex13htbPw14QtJbIW41GZDLJIwG\/J6AHtxTpR505y7n6BlWWx5I80dLIwtb1ie9uGeVnIPAVmzit51+WNj6JKNBcsUYF\/axajAEk+WQfcfuvt9Kyw+J9keRmmV08yhfaS2Z23w01qSPSpNM1Bws1q2I8nqh6H6da6qklJ80T4uhhp05ulUWqOsutehSFikgeRRwoOc\/WojB3PShgZX1WhQ0fU5P7SsLmFS8n2gLNt7oQRk+uCQayxfLSTqvoc+PwbTXLszuLbQtC0a5N1badAb1nMrXEihn3H0PbrX5hjc9xWLq80JOKWyuZ08MoxseKfHWONtVtbiJQpkjKtg9SD1\/X9K+44WxrrYWVKp8Sf33PCzai1VjPpY5uyvcxws\/zCSJc\/XGD+tenVVpM+WxVPlqNoYzi0uklhbKk8g1lJKSsbYSq6c00e0\/CzUYLzSri1liaVYm3pGvJww6\/0rzkkm4yVz7zFS9tSp4iL3WvqjJ+N9rI+naXfFUCIzQDH3gDyAfyNa2k1d7HbklZKU4LrqeI393tUxKeT94j0rpoUrvmZebZk6UHRg9WZbMXPtXcfIFiwtTd3sUC9CeT6DvSA9A8GaFb+JfE9tZTpmyHzyHpiNRwM9s9fxo9rKn8LL9mpLVHfeFPAfh+18eIlqJ5o42DmORgQmPmAPHPQVwY\/NaqnGjHrudmHwMFTdWW56x4hIOpZHGUGaxw0vekvQyqLYzq7DEaTSGN34oAdu4oAcHoAcHpiHh6dxDw3NMQ4NTAcDQIM0wGtQAlAhQaAEpgANACmkMjPFACg0AOzSGhp5oAjIpDG0gAHFO4EinPWmIkUAAsegGTSYI+RPivf\/b\/ABpeuDkIdv8AWt4qyJbuz0\/9j7S\/P8Wa3qbL8traLCp\/2pGz\/JP1rSJEj6vqiQoAKACgAoAKACgCUDAoASgBKAEoAKAENACUAFACUAAOOaAPnz9p\/Xt72Wko3CgzyfXoP61zVZXlY7KEbRcjwrwlYNqniXT4MEhpt5+i1nUlyxbLpx5ppHtfxI8JyXun2txaho\/LGC4H8646NTkep3VaXtFZbnPeFfDV3ZW1y7T3DXZA8kxkMh9QwzyDXU68ZKxzLDThK60PTvAmkypeiWSAwl4wWjPOxu4rja97Q65TvE2vGuixXYDMhaRBxiibcXoTT97c8iubXToNV8i6WFH\/ALrSBGNaQ9o9UOpGktJHb6dpMdtAjabqF1bykblilbcp9x6\/nTdV7SMnQ6o6TStankkWz1WLy7kjCyLyj\/jUuzCzRH4l02HV9LuLW4UMkikcjpUXszRM+Rtf0R9K126tHBAjkIBx2r0YS54pnn1Y8kmju\/h98ObzxkzOshtNNi+V5yudzf3VHc\/yrVI55Sse4fCnwN\/wr7VpnjDS2138rX0gHyqBwh5wBkZz7+1aJEXuetzo4GWbJFNIlkFAC0AFABQAUAFAAKADFABQAUALQAUAFMBaQDwMCgBaACgAoAKACgAoAKAPzbrE6BwoAeKkaJoxmpZSLUQqGWi7EKhmiLaDioZoiQCkWiaOoZoiZhxUlEDDmgpBCMSA1MjWG50GnNjaa5po6oM6KF\/k61z2Nrj93ymqQGRfMdx61vE55nMatIV3GummrnLUMNrsg8E1vyHPz2NbSbvcwyaxnGxtB3O10yQMornehqaZAK5oRJWkHWrQmULlc1aIZmSrzTAI1waALkQ6UiiytIY8UgHCkMcOtADl60CJUFMRMppDJ42oGaFo+CKQzZjl\/d1SIZBcuGWquFitbQGWZeKNxN21O10iIogrqhE86vO5quOK3OQhdaYiMrSATpQAjdKQyx8QvC9r4k8DW9vIoEiqfLkxyj9jXy+Ix7wThiUtHKSl9+n3HpU6Ptm6b7Kx88FZkV7WSPbf2nyTwN\/EBxuX8K+jp4h8i5XeEtUfbZLmvtKSw0tJx0sLeacBbJdwzC4tZOjAY2n+6w7EelbxpKa5mz3adaNa6ejXQxZlaObdn5BXNWVtEYyUoT5r6CWV+be6SYfw5Hvg1pTqWVjy8TShX97Z9zp\/tMcqJcQHcrfersjM54KSXLItaXefZ7kFD33ZqK6VSLjLZmWIg5RNqH4maRdWx+1NNBdJ8rxFc8+xr89r8OYilVapK8eh4scZTcbvQ8j+ImvvrOsbl+W3RRsXuPXPvX1mUYL6nRs93ueJjavtp+Rh6feMihCcqDkA9q9WquZXPHr0VLc1ZpvNTINcyONQUXodV8N9eutL1dDauQ5+Rl67lNctdOL5on2GRThiaUsJV66r1O8+NE0H\/CILMyy\/aBcIS5HBO059hU0kpStbU6MPKWDqNz2SPnZpDLIzHvXqRXKrI8atVlWm5y6kqjamTVGRt6NGILSSVsh5QV9wvf8APp+NS3qXFXPUPBbL4d0G7v54v9LuU+UEdF9B9eB9M1w1K652l0O2nRul5na\/DG3uLP7RqN\/zdXGWOexP\/wBavlsRj4yxDcdlojvlB8iidfdTtdTGZu9e5lknUg6j6nm4i0XykVekc4UAIVzQAm3mgBcGgBRTAcKBDw1MQ9TTEPFMQ6gYhFAhMUwFxQAEUxDccUAJmgBpNJjE3UrjDNAC5pDDOaBDSKQxvekAqnmncCPV7j7Lo95NnG2I\/rxTWrA+LdduTd6zeTk53ysf1roRmfV\/7I+ki0+H17qLLiS\/vWw3qiAKP131pHYiW57jTEFABQAUAFABQA5RzQA40ABNADTQAlABQAUAJQAUAJQBDeP5drK\/9xSaG7Aldnxr8WdUOr+K725LblL7F57Dj+lcKlzSbPU5eSCiL8F7ZZ\/Fhcj\/AFcXH4ms8Q\/cKwy9+59TWEEZthG+GUDGDXNE6JtkFzZWVoS0UEasfQYoaSEpN7l\/Q7ZV3ScZPetIQ6mNSXQkukEkhZuc1LWtyk9LHhfxJ8CtJqr3HMbStuSbHXJ7n\/GtIVOTcqVL2qujOg0vX9MSCPT5ftUHGY5W745Ix0rSpKnUWpnSjVpPQ9T0O2u5rGP+0bQpLgE5IPP1FctrG8mmzSKYTa3akhHg\/j\/Q5Nb+JNrptiAJrsKrHH3eTlvwFd+G2scOKdnc+l\/C3h+20jS7LSrGPZBCoH1PUk+\/f8a6zg3OvkhUWxjjRW+XAVuh+tNDM2ytLi0sEguZlmmXdh8YABJIA+g4ok1caIhTJFoAKACgBaAEoAWgAoAKAFoAKAACgAoAUDmgB9ABQAUAFABQAUAFABQB+blYnQKKQDxSAmjNSzRFyHrUMtFyLtWbNEW16VLNESLUstEyDOBUspE5FSWiN1pFDVHNJlxNOykwRzWEkdEGdBbSZA5rFo3TLYOaSKKd3AWBIrWLMZo53U7MuDwa6ISsc0o3ObuLB0Y8GuhTuc8qY6yjeKQcUpO5cFY7TRpjwK5ZGx0aNmOpQmQS1aJZQuKpCKDrmncQiLzQBZjFA0WU\/SpYx4pAOoGLigQ9RTESpQA8GgZJGaQy7A+CMUgNWKT93VIlkTl3OEFMZt6LZnALDrWkInNWmdVbRiNBXXFHmzldkxNWZjSKAGlaAIytIY1loA6vSGS90l7ORsblyp9DXyNanGpVrYGppze8j04ScVGrHofP\/wAYdEmtdVW9gRobuL+Nf4sU8ixUqClg6\/Q7sTH2kViaLtJHHaLrBdpXhjQzsP8ASrPosw\/vL6NX0mtJ36Ht5bmkcUrS0qL8SbUbGKW2F7p7mayfg5HzRn+6w7V1xcJ6rc+ghX9urM5i6hMZyvSuepT5XdHHWpODuhtpqEtk5GSYm+8tOFRxOGVTleuxt6fehmBQ\/L2Oa6XaUbo0dpK6OZ8YWhs9UF1GCsVzlgR2buP8+tTF3R8hmmG9lVbWzOelZmfexyTzk1aPIYW0UjOxQcLyaUpqOj6kuNzVt5Mpg1i0efOFmSWd7LYX0dxCxWRGyCKmcFONjowdZ0KinHoWvF3ie81aCKykmZoVbzCMnk44pYak4+8z6bN8wp4lRjRXr\/kc5AmTXUeEW4I\/NnVf4QaUnZDWrOu8K6a2t6\/a2UasY8h5Cv8ADGv+J\/pWEm0jVWR6nZ6TLe3wlvxhE5jRenHT8BXyWY5goJ0aTu+rPYpQ05mdVHIFCW1vyx44rxaFKVWahHdlzlZczN1YdiBfQYr9Bw9FUaaproeJOfPJyEKVtYkNtKwXDbRYBdtFguIVosAmKADFIYCmIetO4iQUXCw4GmIWgBQKYhcUwAigBCKAI3HFAEDGgABzSGBOKQCbqBihs0AOHNACMOaQCA88UgOZ+KOof2f4LvHzgspH6VcFqF7I+Qickk966DM++vgzpH9ifC7w3aEbXNos7j0aT94R+BbFaIzZ2lABQAUAFABQAUAPXgUABoAQ0AJQAlABQAUAFACUAFAGF4y1BdN8N39wzAFYmC5PcjAqKjtFmlGPNNI+M9YjM10\/cg4rjhsenU1Zt\/Cq6Fh4mlJ4Ux4\/WscR8JeGXvNH0hpWqK9uGRgfxrlUzplAzrrV4X1MxXUoUnCxqT1yeTVRld6icLLQ7aFRFaFkkG3Hr1rptZHJe7tYp+cwUs4JTPWs2upryq+heSKDUrQLhJYmGMEZq4pSWhlJuD1KkXhWyt5fMjt1jPX5RQ6PUf1hvQdcxeUCFAArOSKi76mLdSBCxPAqUVuch4E0+K9+IWtazJhltkW3jPueW\/TFejh1aNzzsW\/ese26Cu6Iyt1PA\/rXQcqNUkAFj2oGUZXwrOenWobuMyLOUzQBm61qiGWKAEoAKAFoAKACgBaYBSAKAFoAKACgBy9KAFoAKACgAoAKACgAoAKAPzbrE6ABoAeppATIallotwnpWbNEXYT0qGaItoahmiJlNSy0WYR0qGWiYipKEZc0FDMe1JlIngbDCoaNYs27KXKisWjoTNWLmoLuWfK3r05oJkQS2IbPFaKRk0ZtzpAbPFaKZm43MyTStj521fOJRRdsrcx4wKzbGbUJIUCkiWMmNWiSjNVAVGGTQIcq80ASpSAmWgZJn1pAKDQMeKBDlpiJVoAkoGPWkBPCeRigZv6dbGYD0q0jOcrG\/a6UuAcVrGByzrGzaWgiA4reMTknUuTucfStEYsaG5oAfmmIUUAIVoAYy8UhlzSp2il2qcN1XPc+lfP53gJ1UsTQ+OP4rsdmFqpe5LZi+KdNtfEmnEMgMoGCO9fNVMX9ZSr0tJx3R6dK9F2ezPmLx\/4M1XQL1rywjllt1bdvjHzRn3FfS5VnFHEx9lVdpeZy4ijOlP2tL8CjoPiB5C8sYVb3GJ7dhhLlfUDs1etODpO6eh9FluZrEpRelRfiad5bQXcBu9POYv44m+9GfQ1vDERqe7LRn0Uaiqqz0Zzd5bgZx0NZ1I2ehxYihpoVbS4e0m4bAPtmqpSs9Tz4SdKVnsWdX8zU7XEjl5F5TJ6fSup2S0DG4WOJoNR33Ri3Wk3dnZefPGoTgZBzjNctPF06k+SL1Pi6uHnTV5FKzm8pnDfdcYNaVY8xzlhZAJSBx7Ubq5z1YX1GXUmOc1UUZ04XZSGWYsetaHWTK4UEDg1IGr4d0271S7WC0jLF227jwqjuSe1YV69Okr1HY1p05S2R9AeBPDNl4StZZ53S71OcfOw\/1ca9gPWvks3zd1V7Kg9D0sPhuV3kX7m8e6uPJtV+Zj1HavBo4dt6nbKVkbvhyC0DN5cyzXKD5sfw19Vk2HhCbb1kedi5tryN7ZX0Z540xUwGmKgGN8vFIQFKAuNIosAwjk0DGkVIxMHNADhTAcKQC5piHBuKYDgeKYhQ1AhwOaAFxxTAjccUAVZBigRDuINAx4fIpANOaQ0KvWgCZaBjuDQABMmkB5R+0Pf\/AGfw7HaqcGQgfmf\/AK1aUyZbHz1o9g+qavY6fFnzLueO3XHq7BR\/OtiT9IIIkggjhiULHGoRQOwAwK0Mx9ABQAUAFABQAo60AOoASgBDQAlAD5Inj2lhjPSi4WGUAFACZoAKAG54oEeR\/GrWA0cWmRNyv72Tnv2FceJnryo9HB09Odnj2gaVHfX7ifAhjy7segUdamCvua1H2KFhDDB4mZbZdgC8jOeeMj8P6VhV1Vjalo0z1vw408B2k742XctcTR2OSaH6rYf2rEbhFIkHIwehFaQRN7aEVrd+KbmBbSDCMjYEsik8fSqSY2oLU6LToPFP+p1C4tmgPV0jIf8Anim77GfNT3Rr6HfNpmpSWkrHy3+eMn9RRTlyysTUh7SNzrDqPmLyRiuj2lzj9lbYz724HOSKzkzSKON129Cq4B6Ams7msUUvhbNH\/Y1xI23zLm6klOepAbAP5AV6dLSKR5VfWbZ7Rp+IrOJR1C8\/WtzEnlf5AoNSwRn6hIFhC5+8doFStxlK0GxSvvmtUSyzQIKACgAoAKAFoAKACgBaAFoAKADFADqACgAoAKACgAoAKACgAoA\/NqsTcKBj1pMCVKllItwnmoZoi7EazZoiyhqWWiZDUs0RbgPzVDLiWj0qCwApDQbaCkJjBzUlpl6zlwRzWckbQkb9m+4Cs2jZM14O1SDJ8DFUiGGxW6iqIZVntVJ6U0QVGgC9KYhPu00JkEjc1SJKknNMCPbTEGKAHjrSAkFIY8GgBy0APFAEqimBItAh4oAcvWgZatl3Oo96Bnc6BbYjXIreETirTOpiiVUHFdMUcEpXFboaokryUxEZ60hDg3FMBQ1ADw1ACnkUDGkYOR1pNASzzNHHHNv2OeM9mNfn2d4P2OKc6Gj3PZwtTmppSIbkW18hWdVDkYJPQ14Tq8zvsztV1seb+K\/hnpmoyPLaqbW5znfDwCfcV7OB4gr4f3J+8vMmWFp1PeWj7o81uvBHiPw9eNNZYvIj99VOCw9wa+mpZ1hMVFKXusMPDFYSr7WnLmXXzMzUBKjHzreaI9SroRiu+FZTWkrn1DxtOpFPZ9jHlIfJFdETz6slPVCW85ibDZ21qpWM6VZ03Z7G3DMl5Yy2cxGJFIUn17V5mJpOlVVaBwZhRTba2Zybwhw6yjbNHmMgdz2NepGWzWzPmZKzsyvaRNK7REHzgOMdyO1VJqOvQiMOfQntdJ1PUnVLOxuZieyRk1E8TRpfHJL5jhRm9kdjpnwp8R3CK91BFZRt\/wA9pBu\/75GTXmYrPcLQWj5n5HXTwU5+R1ukfCnTrNhJqVw10w\/h+6n+NeDiOJK1XSkuX8zsp4GEdZanXW1np+lxCOzgjRV6BVwK8idWrXd5s64wUVaKGzzSS8yN5cWcdOv0HetaNC+wpTUTUhh8hWS3VXGQCTnLEdeR2zgfnXpRoxp7M5pTct0bnhdXEsw+wrbpgfvOcufTmvSyp\/vX6HNivhR0PSvojhCgQYosFxhFFgGlaLAROuKAIippWC4YpWGJikAYpDEPSgAzTEANAC5piHA80xEi0APpgIwzQBBLHQBVkXH1piINxBosBKjAikMf0pAKJMUhjlcGgCeLqKBnzz+0dqAm1q3tFbITkj6CtaexMjB\/Z60oat8XNCR13R2zvdt7eWpKn\/vrbWq3Iex90VZAUAFABQAUAFACigBc0AIaAENAEtpH5kw9ByaGCFvZN8xA6LxSQ2QUxCUAFABQBV1G5W0s5ZnIAjUtSk7K44x5nY+dPHd60+pzSSZLM+Tn1\/8ArdPwrzJe9PU9mmuWA7S7aPS\/DNzcyr803Y8ZUdvxJrZvliYJc87I80a9NhrVnLMfmllG72zxXMlzXOqb5LHt3heUSlYieQCB9CK52jV7HL2ujazF4pvbaLUjHE6l4DL93d\/cJ\/lXTBJrQ29rKlHnteJ2lhP4s0wMsum\/aEiGS8bA5+gPNOzXQHWwtXfRs0JvG8trxq9hc2wBwzGI8cflUtsj2FFq9OZDJqNnrhFxpdyjtGNwKnv0INc87phH3VZktprN1ExjuI2G3gtjg0lUa3CVOL1RbbU3mPQgVSlcxcLHPeIAy2spH3n+UZ9+Ksm5i\/D\/AFi2hhhs\/OWRraR0Ljj+LvXZCptc4KtJ3dj3W11eJ4lIcYrrjNM5XBo1rWYXCb1OR0obuKxiS3yX+rOkDBorfchYc5bjP5dPwNKDuypLlWpdQYfHtWpkSAfWgBaACgBaACgApgLSABQAUAKKAFoAUUAFABQAUAFABQAUAFABQAUAfmzWJsKKCh4pASJ1qWNFuGoZqi5FWbNEWVPFItEsZ6VLKRbhPNQzVFxeV5qChR1pDRIlJlIV144pFIITtPpSaNIs2dPm5AzWUkbRZ0Fq+VrIu5YLVaExpkK4pkMUy5HNWkZNkExBzinYjmKErc00hkDHNMkjbOaAI2H4UwGE0DHr1pCJB3pDHLQBKtAEi0ASLQBIooAkApgKooA1tHg3zLxVRRMnZHoukwBY1rpgjza0tTUY44roOYhZqBELUARk0CGM9ACB+aAJEemBOrcUAOpDHTpI+nMIVSRs8q4BGPx+tfH8QwSrRlboengn7tjPvHaKxEs5ijfdy5b5TxnBx0rxqmGo1qXuRfN3\/rsdsJSUtzLsNasr+R4rW5V5I2KshBBBH1rza2Cq0UnOOjOlO5anUP8AfTNYRui1K2xnXGn2swxJGrfUVvCvOOzL9ozNl8MaNIT5tjA2f9gV1RzHEx+GbJ5mU5\/BPhyUc6fGvuGYf1reOc41fb\/ITbZWHgnw7CygQKpJ+Uea3+NaPOMbNWcvwRMveXK9iQeCvDiyNIbCNnb7xYsc\/rUf2tjLWUzB4ak3dot22haJZNug062Vh\/EIxn86wnjMTV0lN\/eNUYR2RfFwsK4hQIvooxWHK27tmlkV5byQk7eBWiprqLYyNR1aG3gaaWbzAONsQ8xifQAV10cLKcuVK3roROpGKuR2l+H0s6lNCLeIMQqT8uwAznA4H69a9ajltnzNqXl3Zx1MV02M7TfM1bUluluZWmmIEcZTAUD0HpgV31Yzpw9m4K3l1f8AwDLDuMpOpc7eOOPyx5avGu0YYg5xggH8Tk\/gK47aaQNOurNLw35I1KQC8klkKcREHCj15rpyxpYj5GOI1gdK1fSnnjc0AITTEGaACgBj0AR7c0gF2UhjWXFIYwikAxqBkLNikIA1Ax6mmhD1pkkq1SAeKACgBSM0AV5Y8imBSlTFAiNTigCTfxSGMY5pDCNiG5qRl+FgoyegGaQ0j5M+Lt\/9u8Z3RDZVOB\/OumK0M5bnp\/7HmkibxHrurOuRbWyW6H3kbJ\/RP1rSJEj6qqiQoAKACgAoAKAFoAKAENACUAXof3Fo0h+83SperGij3yaoQUAJQAUAIeKAOK8fatHb2bRBsqo3OM\/e54H58\/hXNXnZWOvDU7u54dcH7fqSNcP8m\/LEn1PWuSC1uz0JuysiDxTrIu5I7S2GIS\/QHnA6Z\/z3oqS5nYdKHIr9TzHxVcbrosCRs4WqpxsjOtO7PZfhxqov9P0+7DZdlAfn+IcH+tc848smjanLngmdPqzGDV5Hkj8yB8bhjOPeiMktGehhppLlZuaXrioHRdReBGA5b58fTOTW0ZPuOthKMveUL+mhBeibxAGhmeSeFjy\/Ke2RjHak566mEsPh6Sv+BZ03wzYaHLvsoVi3r84BPzH1Oawqyu9TBSVrJWLlyqv8iqMnr7VnYV7FOZY7dcZHHWqSE3c8l+MviqS3it9O06bbcuwZivVVFdVGnzvXY5atRw23PG9O1rUNIvnmtJzvY5cNyGPqfeuuVOMjkU5JnqXgj4z\/AGNng8UWtxLbMhCy2ZAdW7HDHHt1rNUuXZ6FSq8y21Ov0D4\/SSaO+m2OlTDUpZCsVxJICsaHuQBy2O3TNNydONmOMFUnc9d+HVsYtBikYlmk+ZiepJJYn8yfyragvdMsS7zOsUfOT+FbHOPoAKAFoAKACgBaACgBaACgBaACgBRQAUAFABQAUAFABQAUAFAHJfFjXv8AhGvhzr2pq22aO1aOE5xiR\/kQ\/wDfTA0MEfA1Ym4ooGOWkBNGKllRLUVQzRFuM1BoieM1LLJkqWUi3D2qGWi\/F0FQy0KwIPFIY5TQUiVeRipHca64OaCkyzaS7TUNGkZG9ZXIwMGs3E1TNNJAwqSrjJTiqRnIi83Bzmt4o55Miebk1djNMqyNkc1DNUxlIANAETdKYEdAD0oAdSAeuaQyZaAJVoAkWgCVeaYEgFICWJMmmhPQ39CUfaAK0juZVHoegWWFjH0rrgeXVepNI1amZAxoERsaAInagCBic0gBTQBKppgTxtQBMpoAkkEbWcizB9vXKdRxXzfENO8ISO\/BPVoy5kgm0aZIoGuVxnyHP3+O3bPSvGpOo6es1H+v0O5NKWxyujR3QvgDpkNjalcJKcByB\/C2fmyPyrlxKpuPvTcn26eqtpY64mjr1sxRZhdXEDKBh7c7dw9xyKG2mv3as+\/UmmuZONzmjrfiOWcJHaW9uI25N0fkmU4xtYY59sUfVMHFXcnK\/bdeq7Ep1XK1rWLN34rKRstpZi9ukOGhjYoRgckbhz+FYwy67vOXLF9X\/wAA3ldK6HL4ptDF++tniudm42pkUy\/Tbmj+zajl7srrvrb7yVK7sMs\/Etlcw+ZJaz2\/zbcT7UyfbJ5qquW1abspKXpqW00Z6eNLV7iaOTT7u3hjyTPPhI\/zrZ5TNRTU02+i1Zg6ttyjceMbiW5B03S1uLEffuzONg4yenNbQyuEY\/valpdramE8TJfCrruUNR8UXeoq\/wDY91bWcMR\/eTzxHGPbdxXTRy6FBr28XJvZJ\/nYyeL9r\/DdrdzLu7zUdTiC6nHK2lqBiZJcNOeegQ4xXVSo0aMv3LSm+jWi+\/UiU5SXvrT8yKCG2fUbZInuLe6xtt7UrlUH9849eetdD9pyyVlKPV9\/Jf8AAIbjdPZ9Eddq0hFraQwmENGArByMyccA57nOT+FJezcnz03F26dF306mcnK3uyv+r7FrQFuDfQpOI4kVSZJl\/h46DH5Vz1J0m\/cm0ul\/xfzOyEXCneS959jr1Vio3lXJAyoHT249F\/U1DtbWf9f8MZL0L2g+eNRbNnHFEV+aXGCT6Vvl2mIRFf4DoXr6c85kRpiEzQAmaAAmgBM0wHLSAkFAxjilYLkLCkFyBwaQXK8hpMZHuwaQyVH4piJkNMRKppoQ\/NMAzQAoagBCQaAK8yA0AVJE20xDO1IBUFSykTIvPSpKG6nL9n0q6lJxtjNCV2B8aeJLr7Zrt7PnIaU4+ldRle59X\/slaUbP4cXN+64bUL12U+qIAg\/UNWkdiGe20xBQAUAFABQAUAFABQAlADoU8yVVHfrQCLGoP8yxr0Uc1KGypVCCgAzQAUAVb+4W3t3d22qAST6Ck3YcVd6HiPjzWROJUVwzSMSSB0HYfl\/KvOqz5nY9ehT5FdnAG6SGJu8pztHp71L0Rpa7MTzQszt1ZRjPvUJXZo3ZHE+IMy3LMPujOK6oqxwTd2dj8GNWMNw9jM2E8zemffqKxxMdUzXCt2aPpGTTYrwxSg87BXNa51xlYSLQIo2DeVE2PVRT5SnVNe3hS3j3bQMdsYqloYybbKF\/MS2SfmPaspalJGfPdJaxFmI3epNTew7XPO\/GfjGPTbSaXcGcKSq5q6cXN2JqNQV2eFtez6peSX96xeWUk89h2FerGKirI8uUnJ3ZmtFvmY9hk0risQ7OT7c07hY6z4bWnna\/b5xgHPP1rnqyOyhGyufbfhu2+x6JZxHlggLH1J5rtpq0UjzasuaTZpqOasgdQAUALQAUAKKACgApgLSAUUAFAC0AFABQAUAFABQAUAFABQAUAfP\/AO19rv2bwvpGiRt897cGeQf7EY4\/8eYflUyHE+WKzNRRQUSLSYE8dSy4lmKoZaLCHmoLRMhBxUsssR1LKRbhqGaIvwmoZSJiOKRQ0DmgZIlIZLjPFAyPBU5FA0y1bXBXvUOJcZGxbXeR1qHE0uWWnBFCRLZXklxW0TGRCZc96olIM5x6VDLQ7pSGNY8UARtTAaBQIeopDDHNAD1pDJloGSL15oAlT1pgTpSAlReaBFuKMkhUGT7VaJep2nhPQJpSJJgVB6VvTptnPXmoqx6LY6DEqjcSa6407HlyldlwaHb9xV8pFxf7Dte6j8qLBccNDtP7g\/KnYA\/sOz\/uL+VFguOGh2X\/ADzX8qLILijRbIf8sl\/KiyC44aPZ\/wDPJfyosFxw0m0H\/LNfyosA4aVa\/wDPMflRYZS1yxSHTna2VVfPUjpXk51TUsK3a7R0YWVqiRxcnmG0k8+QRqEJJjOcYPUY+tfJUFTcNKbf9b\/5nq6825w1lHZR61uN9eXdyfmOF2o46A9\/mHQ4pVlWcLKCivxX\/AZ1RZ3It42sSY4T5zDLQ46DrvGKzr0YSoP3nKfZbLzVjCM2p66LucN4g0yEIXujcXsDHKxr95D6g1y4XEyb5YWi+\/c9D4kZdxFcCB\/M2WNht+W5jJWZR2DdSa6YyhzK3vS7dP8AIVlsYNzbqJ4nt9PbU5scap8m6NscEqfT\/aNd0JuzUp8i\/k11\/wCH8jnqRcXt8yKXyZ4R\/aEkfiGVGwDa4BQZ53Ec\/h0963g5J2pL2K8+ptCSlpfUr38T7tt1PFfRbQY9G2orr2C9eMe2TThJbwTi+s9bevn+RzV0rd\/IqCKCNbc3ss+iHOU0+JuDx1O0ZGT3NapzldU0qn95\/wDB\/Q8uo43Tm3HyLmpxT+QX1nT4buHrDbWqnOTjBJ9PqM1lRlDmth5uL6thJTetWN10SKYEcd9b+Rdvb6pIuILJ8mO3577Rjp2P41r7zpvmjeC3l1l9\/wDXY0jZSve0u3Y6Tw1HJa2lxeXM6Xt0nC3EQBLHuoIHQD9TSvR5k3eHaP6sb57O1n3f6FdZEu71LjULSWKUZMYLfdUfxEdAa7Fzxi+SqpLr5vsjlSU5K8Gn0\/zN7wkkU13vtRLMjNxGw\/1rE9ffnH5VxT9tOXvRTf8AVkejiZRpqMG9TtHsZYsh4NrAkZAByQRuP\/fRAq50px3gc6mn1DRo4l1mMefK8xBCxgfL060YJNYmN0Kq1yM6iSNweUYfhX1FjzrkLAjqDQIYaAG0xhQISgY4GgQ8GgYhNIBjUgInHFKwyrKtKw0VnGDSsFwRsUgJkfpTAnV6aYiQNVCFzQAhNACZpiFzQAx0BFAytJHtJpAMXikwRNGallGF8R74WHg68lJxlePyzVQWoN2R8euxZmY9Sc10GZ9+\/CDS\/wCxvhl4bs2Xa4skkcf7Tje36sa0RmzsKACgAoAKACgAoAKAEoASgC7ZKI4nmb8KljRSkfJZ3OM8mm2oq7FuzHvtRcbvs5wB0OOp\/wA5r53HZvKMnGi9j0qGDTV5mLLd3kjEtJKP91v6V4FTMMTN3lJ\/JnfHD01skR+ddlcpdS\/99GojjcRa8Kj+8r2NPrFGfqPia90qJpGn3bRnbJzmu3C5tiublUtfPUiWCpT6HLXvj271eFo7tFtoDgfu8nivo\/rcpq0jCOCjTd46nCa3e\/aJWZRheg9AKlamz0Vjl7i4O5mxyBwPc\/8A66pom9ihuZI8A52g5PqauKMpy6HO6iis5zwCuPxrZHPLYv8AheF7dhcRZV1bcCKxra6G2GVlc+g\/BvjS1uLGOG9cxzIAobsa43Lldmd3s+bVHb2mtWohJMqMDyDuq1VVjOVNtmRrPia2iGFkDHso5rN1EUqbOduPEkUYZ5HBkPQZ6Vm5lqm2cnrfiC5vcpbqQD3pJ8xfIonmPxA3wWkMMjlp7hsnJ\/hFehhY637HnYuWlu5zMb7VCL0Udq7LnFYIuY2J7ioLSIioIcg8A4oGkep\/A7TRdeIIy0YdB1JGcY5\/pWKV5pHQ3y02z68t12RqvoMV6J5LJR1oAdQAUAFAC0AFABQAtACigAoAWgAoAKACgAoAKACgAoAKACgAoA+LP2n9d\/tf4pXNrG2YdMhS1Xnjdje36tj8KiRS2PK6g1FFAyRBSYyzGKhmiLCDFQyiQH1pFIljNSykWojmoZaLkPaoZoi9CeBUlFlKkoUp3oGCigZMvSkArLmmBCQVNAXJoZip5pNFKRejuCRyahoq4rPk1SZLFSm2CJkHFSMcaBDDTGMNAhRSGPFABikMeooAlUUDJFoQEyCmBPGOaALcKUIlnoHhLQRLCk7qGJ7V00qfNqc1etyaI9DsLERKAFxXbGNjy51HLc14xtUCtDMdmgBc0gFzQAZoAWgBc0AGaBhQAoNAFLXUEmk3IZSyhclR3rjzCPNhpryNaLtNM84Rk3mKOGQnJ\/1hJ2HqPwr4rDc0oW57I9h2TvYy44buO4uGdLezi65RQNzf3s9a5ZxpXacnJ\/1odl1yqx0+lky2ICXCpECVefHzISOR67T716eFjUlR5YWhHq3uv+Azgrcqnd6vsc5qcEkbzIpSJ1YjzBjB96+YnBUarhL3rHpU5c0UzkbuGCK\/LHzJtQccdRFJ6A+v8q9KnOUqdtoL70bNX1Rn3qSbIk1C8XSH5H2eEgpIO5x09uc1tTcbt0o+083uv68iWuZHPTq8KXDQWyeF485N\/wDKRMOy+vPXC8V6EWpNKUvbP+XXT+vM8+bcf7vmOhXzJw8VkkmFy2ursAznlwOgx+dDdo2lO3\/TvX7v60Ma1STVktP5iWxEzJjTJI9clDZe4uDzF9M8j65pVORP98nSXZdf0OaLltSfP5voUofsrX9wmk3FxBqO0+ddzgtGgx8wBP8AMit5+09nF14pw6RW77afoFJQ5nyNqXVvYfDHc3YSOCG3vrNvluNRyN8o4JUbefap9yMtW4y6R6Lzd9Dod2tNV1Zr6pHp+m26afG8qQI48uJOd5Gcn6bvzwK7accQ5OzU3bV9vJHLUqU0ldNdl3GeXOlvJt1VWZpAZZHONo\/uqOntXPV5LRbo2\/lS\/N9TpwafM\/e5u513g4XK38bSzRWzMWCOhx5Yxyc\/TNZYdUVUXLJr+tWPGTblyxW2\/wDkd3O1t5R8u7ldMDYDjIUcJn3zlj7V6VT2Tj8b\/rb\/ADONOSexH4eAXxFaeREqQFsMzgBsdgKwwnIsTHlZpVcvZu56a0ELdY1\/KvpzzrkbWFs3WJaLBcgfR7N+sYFFguV38P2jdMijlHcrv4aiP3JCKXKFytJ4ak\/gkH40coXK0nh+7X7pU0uUdyu+kXidYyfpSsFytJaXCfeiYfhRYLkDI6\/eVh+FKwEbUhkLgGkNFdo80gIzERSAVVxRYZIMikA9WqkSSA0wA0CEpgKDxQA4H1oAGQEUDK0kfPSkAiKc0mhnm37QF8bbwqtuDgynH5mqprUHsfPPhzTW1jxDpemJnde3UVuMf7bhf61siD9HI0WONUjUKigKoHQAdq0Mx1ABQAUAFABQAmaACgCtqF0tnZzTv0jXNRUlyRciqcOeSiZS3sqhZw7MvUgngiuGNeSfM2d8qEGuVI2tX1SGC1SKAhiUDn0AxkZrpnVS2MKeHctXscrFq0t\/B6K0j49wGOP6V4GZY6UpOknojrw9BRXONuGKlUGcj0Pevl69STlZXPQhFWEG4e\/seDURqST7lWRVvZEjjaTlWqnaesdGOKex5l4zv2ubj7NKAAMPJj07L+fP4V62BpP43v0NGlY5mW4LNtGAo5P0r3IRsrGEmZWozfK+DxjH510xRzyZg3TnAHIYnP8An8KtIzb0IJHwHX0x+daJGLZiaj8qKD3yauJnPU67w7ZY06LI5xXHVl7x3UY2ibEdo8Z3x5X6VzTVzrhoX4bi5AClmI9jiudxa2N0+5MqTO2QDk9yc1FmPQs2+lSzN84LVSiZynY1E0dYky4Ax1FbR0MJSueJ\/E2487xQ0YPyQxgAD35r08OrQPMxLvP0Obj+VGJ6sMD2rYwJNwEQXuWFSWNj5LL64pNlRWp9Ffs7aeu4zFfm70qKvMvEvlp2PolR+ddx5gtADqACgBaACgBaACgBaACgBaACgAoAKACgAoAKACgAoAKACgCC\/uorGxuLu5bbBBG0sjeiqMk\/kKAPzn1\/VJdb1zUNUucia9uJLhhnOCzE4\/WszQhqTQMUgJUFSykWoxUs0ROBxUFAKAHxnmkykXoeoqGWi9EOazZoi1HmpLRaSkUTDkc0hht5oAeo9aQyQCgQ10zTAiKYoAljzSZROnNIZMlAywvGKQAaBDWoGNx7UxAOtAD8c0hoUUhj1oAlXpQMmUUATxjmgCxGtMRq2FnLPIiopOTVpEvc9h8LW5ghjVl7CvQpRsjysTLmkdlGiFBxW5yDHhI+7QBHgg80CAUDFoAUUgAUALQAtABQMWgBl0vmW0qdypqKkeeDj3HF2dzzGUsJwJLxGRW+71JPTFfntJcknFwvZnuXuk7kAiicMI43k4IAc4zjsa6VGtL4Uo\/1t6oq6W7NDRiPJj8y22uG2xRdmGfusOvPY0qPstPaPnfRdH5NE1Ob7OhS8QQxJczKlvKinBMD9Qfb2rycypqniPcg4Lszow0m4au5zl0kr27KirBFg5HIbHcjHNc0HFSu9Wdaa6nMBQgMekWp1TDbmW6bmMZ\/hB\/nXqXvrXlyenX1CV0zFvBFJeyRm8OsXbcf2VM48tWxzyRg7fRcV2U7qCfL7OP863\/p+ZwV\/LV9hbgRQvCl3enS2VeNKjYbGGOh4wMn1FXC8k3Th7Rfz9f83byOCbs\/ffK\/5ehDrBiSzA1iJ9Eh8z5I7Vh+9\/Adx61eH5nP\/Z37V21cuhM4rl\/erk9Oo6f7VNZr9qigudI8sGOBAWnmAOBnODn3\/Spj7OE7QbjUvq\/sr9PkdS5nHXWP4sl0S2EEVvqs1tNpsULbLeyY7lyQfmwADnjvXVCVRylTpNVP5pfoZyUUlKXu9kTZ1AzyrFPbXdyz5csRiBc9AOvemlhuVOUJQj0395mLdW7UZKT\/ACI7hUM4SfS2+zxMBAEyPMfjJI6Y+tRKUnJ2q3fXyXY9LCwUY6Kx3PgyELfRLGd2UZ3WRuq91zjqelaYX2jnfR\/5f8E83EzjKq\/L8f8AhjvL03hD+alvExzvw2cMU5\/75Tj6mvSm6ttl\/X+SMbRMvTnUeJLBp382fzflWPG0EnnOK5KPP9Yi5WNJ29m7HrFfSnAGaAFzQAUwFzQAUAFABQAhVT1UH8KLBcie2hf70Sn8KVh3K0uk2cn3oR+FLlQXKU3huzf7u5fpS5EO5Sl8KLz5Ux\/GlyBcoz+F7pc7GVqXIO5nzaHexdYSR7UnFhcpy2k8f34nX8Kmw7lc5XqDSAcrUAODUwFzkUxCZoAA1AEitQAuA1ADki5pDPAf2kb\/ADfWlkp+7yR9B\/8AXq4BLsc5+znpJ1X4uaLkZitPMu39tiHb\/wCPFa1juRLY+5KsgKACgAoAKAEY4oEV2u4VcIZU3Htms3VgupoqUn0Kl5qLxk\/Z4fPx6HrXPLEv7KOiGGv8TsZV2U1q0cTeYkbrgqpIxXNKbqas6oU1SehTsJSbERs+dikZPfHes46qxvJJO5mXtzImmTqjfvCTgk9u1Jz5Vc6FFM0tMgW1tFBHyxoAP8\/nXy1ervOXX+v8yYq+iGx5luMsFJ6nmvKXvu7sbvRFiVsD19j1FaPXQlHO6\/dJbwNPM+1IxuJPUAU6MHOem5rE8d1TUjdXU0khwXfe3P5D9K+swtLlRNR20M83B25OQXPTPau5I5mzPnlDfKfu53VukYSZmFi8jyEHaKpIzbImzh2I5PJ+tWZmd9kkvboRjJAIHFDlZCUeZno2m2b2sVujjsAc1wzd9T0qcbKx1NppazKOKxuXexp2nh7efuZFTYbqWNm18PxRgZjH40chm6pcNlHCpCKF+gp2J5rmZqEZZGRBQgufM\/xAUp4x1JTnhlx9Nor0qXwI8+r8bMJztjjxWpmSMDsTP1\/SpLSH2YBnOamT0LgtT6v\/AGfLMx6Q8jDBIGPpk\/4Grwq3ZGOeyPYgOK7DzxTQAtABQAtABQAtAC0AFACigBaAA0AJQAUAFABQAUAFABQAUAFAHm37RGujQ\/hPrJV9s98osYx6+YcN\/wCOb6T2BbnxJpdv9r1G3gxw7gH6d6gsULUGo9VpXKsTRpUtlpFmNeKhstEvapGNIoAfGOaGUi7AKzZaL8XGKhlotxDpxUlIsx1LKJl44oGSqMikUOC4oAkC0ABFADGXnIoAQLQMlQUATpUlEooEKaAExQMTHoKYgx6UgF6UAOHWkUSKKAJFoGToOOtAFmJaALkCZYZpoTPQPCsMQCnAzXTSRx15M9G0xVAQ46V3RPLk7s10f04NWSShznkUAKQrDpQAz7Ox+7QBG0bJ94UCG0hgDzQAtAC0ALQACgY6gDy\/VR5GpuqWiHLFQ5PFfAypr6xUUZbNnswk+SN0Nk80IwaVIuSMA44\/DuKiTpdby\/r80apsNAkDrcRQzmRs5cvwHHovuPwrsw8akY\/uoqN\/xX+ZFTl+1qXvEYd4YWN2JlC\/JJ0aMejCvOzqLcYS9p7Tf5epWDsm1y2OPl2JdfNvlkP8QGAPY140buOmiPSVzJ8UxQf2cH1C4lscOTi3zz0wePx69K9bDuMmnh43l1vsT1sc++827ypFHBp5TB1QSfvtmeSTjJPtj8a6IKKaTd53+C2n9eZ5mInKTdvh7lPT2Z4I\/wCx4hrKKfnurlsSQn0GR8o7963qpKT+sP2b7LZ\/dv8Agc8LvSkuZd3uitaOjXFzHo18dZvjy0V4xMaepGeGPvxWlSL5YyxEPZw7x3f+RVJK7VN8z8ytcR2za5GstvcN4gcY8xFaSCFj3AJ7fkK0g5uj7sl7LttJ\/d\/w5pJLm1Xvfgjdle+FtDZWjw31xBlbm4lbO0knOB1Hp+FHLQT56sXTT2S6+pEnUa5YNSfVvoUS1jDbzO9pcWlrGQSQeZ29MHt+NdqliYyTjNTn26RRzwp06j5OVxX5sfZkm4k8rU2E7oD5bqVEEfpjJAPSuGfeVO6v\/wCBP\/I9yK5Ukd94RKDVbbzd8+FO0Rk7i+OG45wOtPB+y517rWv4\/wDAPFrObqS5mv8AJHV3bWeMLFc3AAwCSfn55PP95sflXoTdHzf3\/wBasiPMUtOZ01O1aJEtovMXcWI3MK5qbiq0eVPc1knyO563mvqzzhaAFoEFMAoAXNABQAUAFABQAUAFABQAZoAQ0AMeKN\/vop+opWHcqzaZZzffgT8qOVBcoT+GrGT7gKH2qeRDuZ0\/hL\/njP8AgRS5AuZ8\/hu+iyVCuPalyjuZ8+n3cP8ArIXGPalZgU3DKcMCPqKQAsnNAE0clAF63wx+lBSPkz44ah9t8bzgHKxjH5mtIrQl7no\/7HWl+ZrviHVWXiC3jtlOO7sWP\/oA\/OtIkSPqaqJCgAoAKACgDl\/F\/iGLR\/KRuWYZK\/y\/rXHiqvLaKOzCUHUuypp17BrMYYsHVh27f4VyJ8+52yg6a0LOl7lWeHe2YnK89fb9KcFa6FU6Mbotyr2bqeWyVx75xSpy0sFWPvXLNtZf2HL9mvCJPNt3bd\/T8Ca7KVP2d0zkr1va2aOYvI2dowQFErjj2JzXk4ufJBs9SDujWlbCbM8LyeOp9K+Oryc3ZPY2irK4tvGVjLkA7uT2qY02lfcG9SK4fjLHI\/UVD18\/zKR5P8TtfUMtpGwLf6x8f+Og\/wA69rKsM5N1WaN8iPN0lZgC3U\/oO5r6OKscsncZNPnk9COPYVqkZSZVZ2fcO7HH0FaIwYjkcLwBnJqkQxqwy3PyQoSep\/HpSckty1BvY9H8K+D1S2SaRdznDfQVzzqcxpGKizp5dHDKAy+2RWDOqLNDS7KSFgrDIHes+oS2OntRHGnJANaowkmwmuI1H3qTYrMoyeZcNtQED1NTZsd0h72YSBifTJJqrWFe7PG\/iD8P59Y+16zY\/wCsVRsjxzLjOSP89q53mUaE1CWz\/AqWH59VueLFPmZX+Ur2PUe1eyndXRwNaiOxcgdgAAKLlWLOmL\/pXP5VE3oaU1qfYXwVTb4agIUj5f6mt8L8JzY34z0pGBFdRxDjQAtABQAtABQAtAC0AKKACgBaYCUgCgAoAKACgAoAKACgAoAKAPmL9sTXd91oOgRt\/q1e9lGe5+RP0D\/nUyHFHi\/w8tBPrRmYZWFc\/if8mpL6mQqVjc3SHqntSuUkTomKlsuxMoOOlSMXFAwA5pDRIi80myki3AKhlJF6IVLLRdiHSpZSLCVIyUUDJU7VLGToM0DHhaAEK9aBibRQAwjBpgOWgCdOlSxkgFAC0ALigAxSASgA70DHAUDJF6dKAJFFAyzEOaALkY9qAZbiGBkVaM2zc0PWDZ3CrJ9wnGa2pyszOcPaKx6zod6LiFCOQR1rvi7o8qtT5HY3VHIIqzAs53YoGPjHrQBOpGKQAxGOaBld4welMRE0ZWkA2gBaACgYtACigDzvxFBBLqssc07g7y3l9fyr4fFc8MdNJXuetRs6SKUiR7GCwu44PJ5PHXiiUavVpL+tf8zVOPqN0gSPJMlzbKkOSQsZwxP97HXippyhzNSk5+S\/NWKd3toW9bu4\/NjgSJY5nQbgmNsg7EjtV42MsTQlCEVC2rf83\/BIpXpzUm73OYv1kTBR47Vc8hsfNXy1Np7q56aYzxDHPcaFZXVn9lmnjLWyRyggkYySw6Ee59a9qinUoRnWaUIu2nxf16HFWqOnJxgtX32OAv5LddVRr+6mTVsfLZxufIY\/wqTjofQV2U4zlStSinT\/AJn8XmcEmlO837\/boUdXk2GH\/hJ5m0QK\/wC4SxbiTnklRnGPXP4VdBXv9TXtO\/N0+ehU1onX930H6g8z2Uh1S2jstGdBi6tWJml4O3OB8xPfIFTSUYzXsZc1Ts9l39Ddp8vvq0e63LXh5xFaRyWU+3RkRhGs64mlfHq3Xn04rSaj7R+2i3U7r4V936kpvl9x+757lec20sTPf2tzplvvykStlpz6kYzXdR9tzfuZqrK2re0fQ46zhb97FxXS3UtTS3asIre6t5rx0DR28nyiNMdSD3AFc1VUuW0qbir6yXV\/5HbhYScueUr9l2Ft45R5nnWEUsXBkmiHM7+ox2rHmjdctRp9E+i+Z6MnaN0dx4Qd01mDy2WzYoQZX6IuOa6cI6nOuWa\/4Hf5nz8uXnfuu\/fz7HZXz3Ct817BBwvyDjZ\/dH4DLV31HWv8S\/rb\/MceTqYULxf2hbkNLdyK6lR2Xpz0rhu1Vjd9TZ25HY9iU5VT7V9Wjzh2aYBmgQuaADNABmmAooAKACgAoAWgAoASgAzQAUAFACZoAQ0AJQAZoAa2COQDQFytNZ20w\/eQoc+1Kw7mbceHLCUkhGQ+1LlQXM6fwoBzb3H4NU8g7mffaZeadZ3E7gMkaE5B9qXKxppanxD4zu\/tvifUJ85zKQPw4qydz6s\/ZP0v7F8MnvGXD395JJn1VcIP1U1pHYlntFMQUAFABQAjnAoA838aWbaxf3luG2tBgocZHKjIIrzMRrUZ6+DahTTOP8DarLpOuT6feYVD8ytuyM5xisH7ruds4860O2j1Bf7Yutjgh1Rvx6f0FLm95mXJ7iLXgILda\/5JkyIjJM6jpw3GfxOfwrXCRvP0McbLlp+ozxVK+teNY5YiwtNPQwgg4D7uWPuOAPwrWtO8tCMPTUafvbsZKyzanEqn5YwXP8hXg5pW5YWXU7KcdB0Mhnl2e+TXzNNXOiWhpH5QBXU9DFHM+MtXi0rTJZ35YDCgdSaKdB16iijamj551W9lvbya5nIaR2LmvrKNJU4qMTKpK7KSylickYHA\/r\/n2rosY36leWfc5xyBx+NaRRnNiwt1BbA6sasy3JY0aU9CS56f0pTkooqnDmZ654E8IpaW0FzfR7p3PmFD2HYfWvl8fmMudez2TPRhTUU0el6ZpcP2ZoWRMkn5T3FehgcZDEq20uxx1k4O\/QkudKAYAAev4138gQqaEKWxhYfLxScS27lgwrgF8Y96LGV7DWt0I+VKLInmYyJIklwx3Snoi8n8qjmSdupVnYlnsjKoa7+WLtEO\/wBfX6VyYuuqMby36Iqnq9CpcxrKAgUBR1x0+lfKV5utNp\/P\/I7YrlR85fGDwTd6fqdxrOn2zHTZTulZB\/q3PUkeh6596+synHRqQVGb95fkcGKo2fOtjzJckbh2r2mcydzQ0rDXIJPU1lM2pn1\/8HsroMKbs4QY9x1H8zXThfhOTG6zPR05rqOIfQAtABQAtABQAtABQA4UAFAC0AJQAUAFABQAUAFABQAUAFABQB8H\/HfXR4g+KeuXEbboIJfskRzkbYxtOPqwY\/jUMtbGr8ItKNx5I2\/NczAf8BB\/\/XUspbnErF0rnudSRIsdTcdh4Wgqw7GKQCAc0DHqvNK40iZVpFosxLUMpFyEVJRcjGKljJhSGSrQNEqjFIZZSkMnXkdKQxGWgBhWgYxlx2piEAoAmQUhko5FAC0AIDQA7saQDT9KAFFBQ9RQA9RQBPGKALMQ\/OgZcjWmJlpRgVaM2IkbSSqqg5JqkEdz2DwhE8dpEGzwB1ruo7HnYuSlLQ7WMAxitziJF4FAD88UAOVueKAFZgKAAcigBcUARMqng0AMeMr7ikMZmgAoAcKQHE+JUlTViY445FJBJYcivi83jGGN5tVex6uFbdIzLpiwbzJ1Q4BYr2Prx2NZSdJu6Tk\/6\/BmsebuZmitbxa5JsnmEzDlyCEX3\/pTg6i2ioJdeq\/4BVk93cxvFc195gltrm101g+DPLtCv\/s884PtWWFlQqOaqp1P7qv96saYmLgo8j5fN\/kT3wWSzRnjN2cdF\/zmvno+7Uai+VeZ1J6JnJ628kkU6X1wg04Jl7OEf6Qg7YAP6nivbwqjDldKPv8A8z+F\/f8ApqeZXlKbfM\/d7dTItmuTp8f9gW6Pp4BWSa8dlmTj5iG7YHTbmuiqoKb+tP3+ijs\/l\/mRS5pL90vd89\/69DK0poSbiLws7avOGLSpqJJVBnqoOBye5Oa6K6lpLG\/u105evqaU2tVR19SSP7ONdcQXFxNrzcG2kd2tkfPTOOQPfik1N0FzJKkuqtzNf18x6Kbs\/e7dC9qB2\/ZI9SsZL6+\/vWy\/uoz79j9PataHwy+r1OSH97d\/qZ1XquePM\/LYdC84mlS01GLUb0\/M\/nH5YV4yQOlXNU1GLrUnTh0tvL16mUOdtqnPml59CrcmJ5bgXOnSxW2MTXqZVpT6KOcgms3OTacJ3fSL6Lz8z0sPT5Vtr1LVj5H7jyZp7Vyv7qF1yIV9T9ff1rOo6lnzRUl1fd+Xoa121T0dvM6myZkdXSZXCgHa2cNz3qYOMX79N+du\/RHjqM5ytGXov1O4LxTW0csVm0gZSfNORvOQXP4cKPrXoP2bV+R\/1v8A5DtOOl0UZTMky+dPFaoG+YLnJ56f0rmlZTVlY015Xdnrdswa2iI6FBX10dkeYSZqhBQAUCFzQAUAOpgGaADNABQAZoAM0AFABQAUAFACE0AJQAlACUAIaAEJoENJoAaTQByXxS1Iab4I1OYnGYyooCWx8A3EhlmkkY5LMWP40ikfoD8K9JGh\/Drw7p+3a8dlG0g\/22G5v1JrREM6qgAoAKACgCGRst7UCOQTEmv6kp5PmAf+OivNqfxGetS0pI858eaVJo+sxaiiM8TMd20dB3rKUeh3UZ8y9CjoOoyXmpTBZGCFUBc\/Rjmp9knZImVZxi5NbHQ+CdW8vTr42m43l44tvO7qAx3YHrXRBKnFpHHVm6tSN9kdjcmKxs1UYzGm3PqKxqNJGsLyZk6TcCaG9u24XlRn0Ar5TNK3PPl6I74RtZE+hNvDSNjLc151JWHVNW6lEUbO5AAGee1dGpnFXPE\/H2qnUbyYFz5EQ5x2GeB+OP0r2cFR5Eu7N5WjE80nYsxfouc49u1e4o20OByvqVZpjGuB94imlcTdkNiU\/KByxrRGUiwo52KMgfqaLiseh\/Dzw4Lw\/bLtAYgQRn0\/zivEzHF2bpxPQo0+SN3uex28HlxtvXDcEEDjHYV85VXNBl31LFsxa7BBOQdy81GGcvbJw3vdCmly6m9NI8eGmtiRkcq4P+FfbVq6ox56i0PMguZ2iyNzDIwOw4Hcdq87+2KLezsbKlNLcDBauAxdz\/shP6mtoZlh56pv7hck1oQ3cEckar5jRR99p+ZvxrOrmNGMbtscacr7DbaKOBNtvCI1P\/fTfU9a4JZjUmrQXKvxf9f8MaezW8nciuPmOCckdh0FeZWqObstX+RtFWKvl+Y2AcL3NZWUEkv6\/r+upVyGa1hvY5LeeJJLZwYmRhkN65q6c3Gaa3QPbU+bPip8Nrnwzdy3+kxyTaSx3EKpJh9j7e9fXYDMI4hck\/i\/M8+rRcHzR2OG0QZvot\/C7hn6Z5rvmKmz6++D4LaBCeCVXbuA64JrfC7HLjPiPR1Hua6ziJKACgBaAAUALQAUAKKAAUALQAtACUAFABQAUAFABQAUAFABQBj+MNYTw94U1fV5Pu2VrJMB\/eYKSB+JwPxoA\/OyR5Li4eSQl5ZWLMe5YnmszQ+lfgpowS7tsj5baEE8fxGpl2Gn7p4gI65LnfYNlFxWFxigY3HNMQAUhk0YpMpE6rzUlInjXGKm5SLcIzUsotoOKkCUCgZIlICZRQUTpSGToKQyTbxQA1hQMiYUAAHODTAkUYpAP7UgCgAHWgAoAUCgYu2gY5RntQBKgpAWIxTAsxgZGaQFuIYxiqQmWDVohl\/R5Et7pJpUDqDnFbU4czMalTkR7VoTWV3ZxTWjDYR3rvjGx5VSXM7m0Y2C8HIqjMYHIPNAEqyUAOz3oGG\/8aAHq+eKAJF5oAGAoAiZ8CgCAnJpDFFADhSA43xsIUuY2uC4DAbdgJOa+Sz73a8ZeR6WD+Box2VGjAijJDAjLf56GsHztK8lE2XLfa5kubqG5fLwWkO3pxu\/\/VXm13Tvbmcn\/WjOmje+xx\/iSSxkEiSRz6rP1FoPlWb3UnuPaunL\/bxptxtTj\/N1Xr5PzDG8raTV\/LuTx3OzwqOW0e3BI+cFXhTsCDkk54rkdNPGX\/iS\/Bv8kYznajb4V+KOdj+zvfxyWtpJeXrDMWq7MxFv9pVPb3\/EV2y5+RqclGPWHX5N\/oc3u3uld\/zdPmZmvm2Wezl8T3kpud2IG00t5eAf4iOBz\/d5rXDc7Uo4OPu9ea1\/lfX7y5JKzrPXyH6iJzpkzeI0j0\/T2YGF7AnzHJHG4dTx3bFTR5PaJYT359ebZen\/AADSV+X97ovIuacZWtVkt9jaIsZxOwY3EgHX3J\/Sk+SM\/fv7W+2nKn+X6lauOnw\/iVbJla3ZtLun0uz34kN0vzSnnoT\/ACruqJuV8TD2sunLsjkv\/wA+5ci8+pZjCG3la5sPslmcbWiILT8cE44wevpUc0vaJU6nNPs9o\/ed2HglG\/Lb9SJ2Vb2Bbe+8mbZiCzcHavPV8fnzWVS7UueF11kuvodcUXIFumEQdra7jz+9lG3Mh4+UfTisJumtrxfRa6ebMsXflSt8jXlYJBK0lm7Yj4CDryKqm07clX0v+LOGgpKtdxt5m34d1lpALa6jngjRMKCCRnrtHtnGTXbCckre0Vv6\/M6K+Hi\/eS1NWWNfPBt7Fpjnh5M4+vX8fxrKo7u97nMo2VrHrOnsWsLckgnYM4+lfW0neCZ5b3LGa0EFAgoAAaAFzQAuaADNMBc0AJmkAtMAoAKACgAzQAZoASgBKAA0AJQA0mgQhoAaaAGNQB47+01qn2HwE8IbDTNjH6f1oE90j4+0xbZ9Ss1vpPKs2mQTPtLbU3DccDk4GaRofof4a17R\/EGnR3WgahbXtrgANC+dvsR1B9iBWhma1ABQAUANdtqk0CK+aAOI8\/7P411GInh9jj\/vkV5tbSqz16C5qCOivLS21G0eG4jWRXGDkU2k0JNwd0eaa94TNrqrtpYEa7AoXPFYvRnRzKcLMs+F9Ji0OImWbewJKjsCepppmckm9EWNUu2vriGxt2+eQ5ZhztXua4cbiFRpuTN6MNbsLqRbTSdQijG0K2xR+Qr5BtzevU74r3kzU8OgeQuOgHWnT3Mahk+K9SLmS0t2+6CZX7IB613UoW96XyLpxtqzxzxA6rGEDcynzZM9cdh+X86+iwUG\/ffTQxxM7e6jkrl\/ve5\/Su45Sgv76T07U0S3qXeIUJI+Y1ZHU09A09ry4ihAy8jAZ+tcuIrKnBs6aNPmd2fQ3h\/SPsWkwR7Nipj5e\/4+9fJVKjnJtnVKSvZG\/MwW5VRgAIPpWb0M1sK0SFg6Lhh3FOOjutAu7WZNvd2V23S44wT0FKvWqV2nN81hRhGKstCRGQnBYEj+HOMVEIpv3vuB3JDMGO2Mbj69hWrqXfLTV\/yFy21YfulG53Un1PSjkhH35u77sWuyIJrjdxGH56kCsZ1+Z8sdPMtQtuRxo0inaoVe+48mlBPl9xWXn1Bu25JJgIV2FR64zVyn0lGxK9SOKDCARkY9\/wDP0qYUnb3H\/X9WKcu5FcRCRTHMitEwwQwyCKqM5U32Fozwrx\/8MJbDVDq3h+AvZMweW3jGTH6lR6e3avocFmKqLkqP5mMqaTvE9m+EcRj0UgqBgg4+or6LC7HmYz4jv8YrqOMWgBaAFoAKAFoAKAF70ALQAUAFABQAUAFABQAUAFABQAUAFAHjH7VmujTPhoNOR8TapcpDtB58tPnY\/TKqP+BUpbDR8l+GrQ3ut2kQGRv3H6DmoLPrv4SWH2fSJrkjmRsA+w4qL3ZT0sj5k2Vx3PQsIU46UXCxGy0xWG7aLhYULQBMi0mUTovNS2UidF5qSi1GuKkosoOKQElADlpATpSKLEY496QydKBkvOOaQxCKYhjCgYAUAOAoAU8UgEJoABQAtADhSGOFACgc0xkqdaQFmOgCxH2pgWYjTRLLUY3EYq0QX5rSRERhwhGcmu2hB9Djqyu7F4eIzpulmztpmVs7g2cV6UYpannVI3djsvhx4vub5JoL\/LiMZWTHUVlUsnoKKZ29lq9jfSmONxvB6HrUXKtc0pI1dOnPYrQJoozCSHqcg0xCQmWU4Tk0ASmK4H8BpXAQfaE5IYCgCcXDGL5+tAyu8p6GgBUzjNIY8UAKKQzmPF6kyKYtvm7f41yAK+T4iUfaQbR6GCbs0jClyUjMs6k5K\/JyCcdK4rU3FcsOZ\/1odKvfVnO3S2ouVZYJrqfBUFuAPY1z1fbtW0ivz\/4KNIcqdzm75dVeGSNEg0a0YHzTuCyw+rqedwrLDOgm73qS6dn5Muu5PW9l+KMu4e0juolQ3Gp6lIgEc2CsFwem1sZ5\/Kuq9SUGrKnTW63lHzRwtx5r7y79H6kF39oVEt7y4tdJEikPpSqjeaMc7QCDk47nNRBwfv006lvt66et+3kNRk3Zvl\/u9zK0tZViZfCFh9hCyDz11NW+bngKxOB9BzXRXcW746fNppyW\/FLX79DSndK1FW9SysEcV08GlGWXV8EP55doCTyx5647bqJSlKCliLKn0tbm8v6RSjyu1P4vPYS6WOB4RqAnl1Ycp5KsYg38OQP5DitqfPOD9g0qXW9ubz\/pkTaUvf8Ai8thLkXOzOpww61dBsKluABFz3I\/litKPJFfuG6MerfX0uZSi5S\/eJTfl0LkbKkxEF0Te7fuSf6uEY5HHHH5VE03C9SH7vut5frqeqlZJIqRx3EgJaC3u4SD9ovI8bn6fKu3njpWDlTT0bi+kX083c1irIWMWYubQNaXMEqn9zGDkIP77Z7\/AOFNuq1K0lJdfPyRwY1wdSN7t\/l5m8zEW1x9nvfJOwgs65C8jLUWmtZ015\/ojkoyh7TST9P1Kun3Q2ps13KbQVyrZ25xk+5P6dKvl11p\/wBf8A9XmTOqsb2GWBIZtVMgXOfLQ5b8aJ37WOaqlueyaGwbSLQoCF8sYB64r63DO9KL8jw57l7NbkBmgBaADNAC5oAXNACZoAWgAoAWmAUAFABQAUAFACUAFACUAJmgBKBDTQA00ANNAHzp+1DOt3PZae5OwDfwe9CVxbM+brvS5YcmI+Yvt1pWLTF0PWtU8P363mjX9zY3S\/xwuVJ9iOhHseKNh7nvvgH9pK4h8q18bWXnrnBvrRQrD3aPof8AgOPpVKRLifQ3hfxTonimyF34f1K3vYsDcI2wyezKeVP1AqiTaoApyzh7mSJekYG4+57flj86BCZoA8j8R6r9l8b3U4P7vIj9uBivJry\/eNnu4SH7lI7LTdahmgXDDJHrTjMU6TuU9XvEOXByccEfWs5SGo9Dj9Xv5EDFeT\/Ks3Kxqopml4Ps5IRLc3XM74Bz\/CPSvmMfifbT02R0WsrGb4uvTbreKDgGRW\/QVx0oc0rHVTWxY8G6415oqR2+DdsxjX2x1Y\/St3QdOTb2MqkVza7EPilI9O0kxBixl+aVz1YDn9a3w16tRfgClu2eO6ncGeSR2PJavrKcFCKijz6kuaVznrl8uBWljO5LZw4TfIDjrVWIuDMZGXcDk849BSk7FQV2eu\/B\/wAPiaVryZMiMgAn+93\/AM+9fOZliOZqCPRS9nE9naNTFs6DGK8hrSxjcpyWzSSswPPT8BU8rcv6\/r8y1Iit3dGaN+SKE3a39f19w3qXUkRFWNcFj2HUmk5qKSWrZLTepNhUUlsMT1759qdlTi3LVsncWOJFDOyKCeWwMfhTpwUE5P1f+QOTehHsHPABPJwOgrFq716lXAfe64LHOfQUJ632v+gFqR5JEx5hPvwa7qlSpVjbm\/IyUVF7EI3jsGz6HBrC81ur\/gVoNPlk5YFW+mKlypvWWj+4evQTYx+6wI9\/8f8APSrUZbxf9ev9bCbQ1kOOYz+HP+eoo1Wrj9wfMl0h4bKR1RQI5Dk4HQ19DlWaRg\/ZVHddzhxeGc1zR3OiUggEV9Snc8rYWgBRQAUALQAtAC0AFAC0AFABQAUAFABQAUAFABQAUAFABQB8i\/tca4L7xzp+kxPuj0213OB2kkOSP++VT86iRUTgPhnZmS9uLrbnYoRfqf8AIpFdT6+8MWg0\/wAP2kGMEIM\/WoRT3PkjZ61wXPTsNZeKYiJlpiG7KYDlSlcEidE5pXKsTIlTcpEyJ0pMaLMa8VNyiYA4pALmgBy9aAJk44oAsxn86kpFhKQyUdKYxKAENIQmPWmAtIYGgBtADhzSGFMBw60AOFAxRQBKhoAsJSAsKaAJY3qkSaWn4eVQfWrW5LOr1OzkuNDxbLulQhto7jvXpUXaJ5ld+9c5TR\/B9\/qd151+zQ2oPRuGNaOq9omSp31kehWsVvpdsIbJQoAxkd6lJ9RyktkPs9PtH1BZzf8A2a9OG278bvwptGV1e19T0qC48qBd53NjqKa1E9B\/mQ3cZx1pi3K6xvbSb4ySBQLYmbUFIGAQ3eiwXHC6wvOSxHQ0Bcqs350MaBVzy1IY8UAKDQAoNAHOeMFBWLzRmMg\/KByTXzHESdoO534J6tHMI8aRqIbJ0TOBvySfevMU3yKUpcqOyMddEZV9NKrr595BaIWK4BALe3rmuKo6Unpeb\/rU1UZHIX1vptpcRzN9t1OckpDIcgR552ORyVJ9RVUKlapGSjaEeq6vzXS6MKijBq92\/wAvJkB\/tPDpItro1sVbzbQYDP6uhX5jReg2pJuo+ku3k76Gfv7WUV1X6owY5bK4ER02xn8Qoj4M0wHmWp5AG04JHfk4rsnGrFv201Sv0W0vn\/kOny29xc\/5onEJm3T+ItRh1ZLZ98KWigPE3HDbePw5qIPlfLhIezbWrls\/S5pa+tSXNbsas\/mNaubhUTTWXIRN3nbe2e5P14rKkoqouTWpfd25b\/kaTbUdfh\/EzQbhkjj0qaG304HEgulzJJxzgnrx6Yrsko87eJi5T6cuy9bfqc93y2puy89yC1EIeUWkE+kQL96eQZ8329R64FdNV1G4+0kqz6JdPPt948HGPM3CDj+pPebpLQh4Y59PYclP9bOM9sYPWuV8sZaNxqdvsxPR3KMItVktRJHc2cg\/1NovIX\/bb\/6\/pVfvGpWakusv0RsloXbaSRpf3WrRSRiXEzv1Lf3FyMY+lYSjG\/vUmnbS3TzZ5mKk3P3ZJLr\/AJG1OrtbXHmW0U\/y8IMc8\/dP\/wBes70uVWk123+8whz8+qT\/AK2KMMN2pQrolqzsRuweA3T16AZ\/GtYThb+I\/wCv8ztTlbY67R4bpLVZFs7K2kPRSBkDt+lEp32dyJtnrnh1y2jWxaQSNt5YdCfavr8E70I+h4lT4maWa6zMM0ALmmAZpALmgAzQAuaADNMBc0AGaADNAC5oAKADNABmgBKACgBCaAEoEJQAlACYoAYzIv3mVfqaAPnj496XNqmtSPaje8SqVx0YY5ANNCep4NdpLbyFJkZHHUMMUDTM64jjmB3qM+vekNGfNZsvMZ3D070hi6XqV\/o18l3pd3cWV0n3ZYXKMPxHb2oGe7eAv2kNSsRFa+MbP+0YRwby3ASYe5XhW\/DFUpEuJ7p4E8VaN4nsprrSdTtruWWQyPGrYdM9AVOCMADtVENHRX9ytpZT3DnCxoW\/IVM5cqbKhHmkkjxC7kS8EhuBuLsWJ75NeJJ3Z9FTXLoh2nR3UHEU2U7bu1I05kX\/ALdJagPM6yJ6U72MmuYTTFTUrlrtl\/0eI\/KP7zev4V4uaYtwXsobvc2pR6s6fS\/lsg56t82fevDvc0lucX40BmMuRww2t9K3wmtQ6YaRJ\/ANkunxpGpAZ8lj3GetdGLrc702MJbGV8UdUU3QtYjnaOa9PKaGntGYVZcsbHmF6xWPHGc8ivfRxN2M23iMshNUQy7KMLsB4GCR\/SjYN3Ys+HrI3uor8uUB6ew7ficD8a48XV5IM68NTu7n0t4O0oaXosMOPnxl\/c18nUk5ycmbVZXZtyMQPeobsZj4lAGMUbaCZWkjUXQah6a\/1\/XzKT0B4VkusgYKL19\/8mspR5q110X9dx81okir+\/UZyEXP4\/5xVWvUS6JC6D5WO4KegG5veis\/e5ei1YooZnse\/J+lY77+rKJ0eMQ\/PEd5zh1P9K6o1Kap+\/DV9UzNxlzaMhzknGPqDiuW\/b\/I0Hbznk\/gwrRVZLRv7ybIXzOPnU49uRVqrde8v1FbsIqRscocH2OKpRhL4Xb0DVbjiHB4Ib2PBqrVE97\/AIBoyvIAx5yr\/rU8yk9dH\/X9fcUXdKvzHMLeYnB4Hsa+lyjMXf2FV+h5uMw117SJu19MeYAoAUUALQAtABQAtAAKAFoAKACgAoAKACgAoAKACgAoACQqkk4A5JNAH55\/ETW\/+Ek8c63qwYtHc3TtGT\/zzBwn\/joFZstHo3wd0gyjToyvM8vmt9Bz\/QVL2Kjvc+myNiKg6AYpAj4+IrgPVI2HNAmMK0xWE2c0XCxIE9qVxkqLk0mMnReKkpEyLSKJlHHNSMdimAUCHLyaAJUNAFiM0mUizGakZNmmMTrQAuKBCUhh70AIf50AJjmgY4CkAtAwFAh4pgKKQyRKAJ0Oe9MCQHigB6t70yTY0b5p0HvVR3Jlsen6RIkUSlgN2K9CmzzKm5NeTROuMYHtWyRi33KAiEzYgUl+3pmqsQ32H2sV3Y2xu9Vt4JWQZJRfu\/jRa5m5OOrIJPHckDFkt1kU8Y3dKNAuzoPCniOfVJi32Pyk7tuzSuUrs7FJBJ1ODTAhlii81WbjnkDvQKw25kGS2PmPQegoGVkbnJ60hkwagBwNAC5oAUGkMxfFCsYImRMvkgP2Tjqa+e4hhzUotLqdmDdpM8q1+a4W7zfa6qR87YYvmZl74A7181Sm5pWhdrq9l\/wD2IJWMBp7CWTbb2V7rErDOH+VJR3IA\/jX3wa2l7aK96Sgvy\/4DHJpdLlrUW1YfZx9sstHQ\/KqHAM64+4R94MBXPBYez92VS3\/AJK+66WZxt1JO7aV\/wAfLvc52SXSgY1gg1HXGWTG8532p7ZAw5XNdlsRq5ONLT5S\/S5hFU79Zfmv1I9Ua9jWI65qtvoWZf3TWZ+Wf2dPYeppUFSk2sNTdXTXm6ej\/wAjeXMre0ly+nX1K1j+7kuTo+mjRpcZbUbhVMUq+ufurn2zXXOKcV9Yqe1X8ivdP83bzITs\/cjyvv0LduYn1ZPMjmuNU27zdxqfsxPr15Hv0qJKaotJqNP+V\/FYd05aq8u\/QhuV3Mk2rwrq1wWxG1kMqi5PBI4P5V0Ye6TWGl7KPXm3foYVrNr2sed+XQsQ+f8AOHuY9UlblLRgAIxj09vQVnPkWqi6a6y7\/wDD+Z6NCMlH3nf9Cjc+QdXiE0NwmpqvDKN0Nv6HnA4H4CpcpOm1CSdP\/wAmkbRWupYtXnaI\/Z9RguoQxE1xN1J\/uKD2\/GspKCfv03F9Evzdjdj7dJPMha40VFbzD5KRnhF7sxHGelRzLVRrdNb9fJHkV03O7hd9P+CbIiSaK5jRJVJGevJOeoz3FbfvnGzknp\/S+Zyw5PaaJr+tzKs4tOXAM+oYAIwRzjPJ\/wCBHiueUql9Uv6\/yO6PL0bOm0hLFWJUXs7f3W4BP+f5Uoyb3E0uh7D4VnzpUMZi8naMBM9BX1WWVuanyvoeZiIWdzazXqHOANMQ7NMBc0ALmgBc0AGaADNAhc0DDNABmgBc0AGaADNABmgBM0CDNAwzQISgAoAZLIkSF5GCqOpNAHOajrkkzNFZfKvdz1P0qrC1ZlGJ5Dulkdz6k07isYviCzWSBsqCB60kOx5prWjWl8GS6gWQepHI+hptC6HneueC5ICz6dLvX\/nnJw34HoalorY466t57WUx3EbxuOoYYpDK0iLJ98A0DKstqRzGc+xpAJY3l3pt5HdWNxPaXURyksLlHU+xHIoGeuaB8ddYOmHSvFaNqFo+FN3CAtwoz3HCv+hPrU1Fzx5WVTl7OXMkdxod5p2v2rSaHfxX20bmjX5ZkH+1GeR9Rke9edUw84a7o9WlioT02YpvJbclMkH1rA6rFOa6lu2S3RizuwVQPU1FSajFyYJHeR26WNgltGAAqBOO57mvjKtWVWo5vqdUUa1swW0UD07UQd\/6\/r+tCHuefeNZisUkaH5pCAMH1rvwsVHc6FtcvokltpTahbzANGMOprOHvzVNrczb1szzXVLyS+vJLiUguxr6+hSVKCgjzqk+aVzCvACSRnriukwHoohVzjoP1PShuwkriGMrEATl3OTxSbLUT0T4U6N9ou1kdflU7jx1PUf59q8HNa1vdR6FNckLnucA2RgV4q2\/r+v61MWCHdJntS63X9f16iJh04ot\/X9f8ARCQGuCx+6g5P8An\/PNJau72Ra2Ft8lTI55Y5P0\/wA5oo6p1Jddfl\/XmKXZD4v4nP8AEc59qdLrN9f6\/rUJdiI\/Mef4jk\/Sue\/M7vqytiSGJ5mwgGSc9ccVrRoTru0ev5Eyko7jpFKsQy4ccEA4NKpGUZNNWf3AndXRESOc4z\/tDBrJ26\/iMTGOuVH5ihppa6fihjRknI\/NTQl1X4CFyCP4T9eDRv8A1YYocjgEg\/3WrRTktE\/kxWQrESAqy8+h\/pWqkqi5ZL+vIW2xXlTD\/wCeK3p3i9BS1R09nJ5ttG+ckjn6197havtaUZ9z5+rHkm0T1uQLQAtABQAtAC0AKKACgAoAKACgAoAKACgAoAKACgDjvjBro8OfDXX9Q3bZRbGGIg8+ZJ8i4+hYH8KGCPga3iaeeOJPvOwUfjWZofU\/wZ0sC7MoX5LaIIv1NSx7I9Zl6mkNHx+RXnnqjCuTTEKEpBYUJii4WHBaQ7EqrxQOxKi1LKRKq0hkoH5UgsKBQAY5oAUCmIlUUDJU7UgLEZpFE2aAHCgBe1ABSAXBoGAWgBwT2oGKUoEIVpAJt5pjHAUhjwKAHj2oAkWmA7NAhQ1MRtaG2J1NVHcmWx3tlITGMnmvQpnl1tzZstKnuiHl\/dxe\/U1ujmZoSCCyUR24Ge5piucT4q1SfUbo6TDM0Eakb2B4Y+4obsTbmNnQvh\/CkSSXly8rEZx2qVdluNjrtD0O30dGWGQknk7jTsLY0JJA4Kj86YhfMCjj5moGROxdiWqXqMbQAoYigY8SUgHq+aAJVpgZfibH2AZm8pd3P+17V4Wev9xZOx1YX4rnlGsRDz99jpC3Dk\/M8vO3B4YDpwf0r4\/Dv3WpT5Ue3B6GTdvqEayHUtUtdPgUbpYrX73tIu0Z5PBB9K3pqk2vZQcn0vt6O\/4GOIlaOrt\/W5mTppUvmrFp93rMjYkkVuFkH\/PWMDv+IrpvXVm5qmtl5f3X5HCuS+icv180Q3kmrIsZvtRsNEVnAheMD98vGI5F65A96yhHDu\/s4Sqd12809rM6G5r4mo\/r5MxbQWqvd2+gaVLf3QcGe21DIjI4y8anI59zXbJTajPFVOSPRx39G9PyIjZXVKN31T\/QW98tzcR396dSUDJ0VAhaNvRSMAY\/2ea2pcytKjDk\/wCnmuvm\/XzJlrdSfN\/dNKBUi0CK3gSLTrecZ+xSgGQrj5lHOST65FYOpGdVuadSafxrZdvuK5XGKUXyx7dSiYYjYtBYb9ChZsMZhzLzwAc5\/CuxuUZJ1bV30t0MYLn0p3p+vUklV4AzmM29iF2m5iADydsjHqe1Zqaatzc0\/wCV7L\/hj1EuVEFrKz26fZrxY9NyR5M4\/ezN3HPY+3FYVIrnbnC8+62RtC1tCSaNlVPtmk4k3Yhggb5VHq3bNTCW\/s6unVv9CpOy0H6aLVYA0Oo3W0vmWV+TIc\/dB9uac1Wclemnpou3mzxJuH87Xfz8joPNdBMRfIrDBBPROR\/PpWcVTSTdJ+Xn3fy6CTnztc6\/yHCS7kmBins17MCQfm7Dp+Nc1X2Ll7idv61OyPPbVo3IJJ44B5l\/BEMcsnf9KqNlsgfqdv4JmRrRmimkmVpMb3GM8V7uWS5Zpdzhrq6bOsV+xr6M4CQNTAcDTEOBpgLmgBc0CFzQAZoAWgAoAKAFzQAZoAKBhQAUCCgAoAKAKd\/qENmvznc\/ZRTsK9jk9R1Ca9c72+Tso6CnYRTUY6ZFMCwJVijLzuqRjqzHAFIZn3F7Y38TLa3UMrDqEcGmgunscZqtqY5Gx0oAwrmMEEMAR70guYeqaVFdxFHRJV\/uyDOPoeopWGcPqvhUIxNpJ5bdo5jwfo3T88Uh3OWuoJLadoplKyKcEGgZA6BhhgDQBXktu6H8DSsMjgmnsrlJ7aWW3uIzlJI2Ksp9QRyKAPQ9C+KV2EW38T239pw9BdRkR3KD1LdJP+Bcn+9WNShCe61N6WJnT2eh6b8PJ9J1zWLefSdRhuQqlzby\/u7hDjgGPv65UsOOteLmmGrRoNU1e\/Y9KhjKc9JaM7zUyVkVT1z3r4h3vZnqQ1VyZ5tlqMHkitqeu+xNtTkrm3W\/1LewzHCcAnoWreVRxVu5reyOf8WXL2SNZxTfLNgutezlVBVJe1kttjmrztGxxpbe3y\/cHfNfRI86T6EAQySjg4zn\/P5iqJ3J54D58aEccO\/9BWSlzao15eXQmNqZG3AE7m2CpnO2hpTjd3Pdvh7pq2OlIzLtkfk18liqyqVWzqqfyo69myMDqaxv\/X9f15mBIEwo9aev9f1\/mK4Z2AlsgAdaV7asNyuxO0Rj78h3MfSspu69mt2Wu5OwGFROM8fQVpNbQj1\/Ild2LJwoVe\/H4UVHZcsev5At7sj57d+BXP0066IolgA3EjgdBW9Fa3XoRIdIinqM\/wCf8\/nWk4Rlq\/6\/r9QTIjEex49G5rF0X0f3j5hkmV6qV91rNxcd1b0HuNGDyAG\/3eDRa+2vpuGwhORxhvY8Gk3dd\/zGIDk7R1\/utRB30\/Bh5kkjiGMDocV1L3FYncqFstliP8\/hVxev9f5A1odBor7rZh6NX2GTVOai12Z42NjadzSFeucgtABQAooAWgAoAcKACgAoAKACgAoAKACgAoAKACgD58\/bB1v7P4b0TRI3w95ctcyAH+CNcAH2LOD\/AMBqZDifOHgy1+06\/BkfLHlzUFM+vPhZZ\/Z\/DonIw07Fvw7Uimdc4zSA+P8AGa889YULSAdtwelAwC+gpDsPVKLhYmVKVwSJQtSUOA5pAOAoGOFAABTAUcAUCHrQBItCAnjNDKJRSAkFAC\/0oAUDnmgCZEJpDLCQEjpQA\/ycdqLCuNaMelAyNo6AGmOgAC0DuOC80DuKFoEOAwKYgPFADlFMDb0GJnuFCjnNXBXZFR2R6hoVrDb7ZJvnb0PQV6MI2R5FWV2bV7qa+WVj61qYGP5h+8x70wPOdaupLbWJxbyK0xbLOOxPYUpISudB4aOuO6bb2cDPViTSuCj5npNsJhAn22UnA5PQmmUxJLvnbGMJSuFiZJd3NK4yYNmgBcigBpPpQMciZ60gJ1XFMQ8UhmZ4kZlsl8uESsWxg9vevns9kuSx24RanlvixU2r9t1V7fa\/CxZPJ\/hPbBr5TDNqclGHMetB+ZzlhBZMjSaPpk91PGcRG6Jwjd4yB0XvzxzXotVJJ+1morrbqu68znr2duVXfT\/Ig1OW\/jtNt9qVvoFiCD5cJHmW8meFIXgqevOKzjGk5e5B1Z+e0l312aMveS958q\/J\/wCRmW1lYSvem00u51SQHNxFP8sUpxnzI155J9+9VUrVVyKdRQXRrdeUnpt6FRhHW0b910fmitqnmnT5hreorb6WhUxw2YKz2x\/hRlXIwPeuvDxiqi+rU71O8vhl3ab\/AEJnfkftJe75boXTg01wktpYxizC\/Jrjupk4PJbIHPb1rPFPki41J+9\/z71t8v6sVTV3dLT+bqW79ILi5tnNl\/a8wGRcrjEZ7cd\/xqcDeMZXq+yXZ9f68gxL1Voc\/n2IFHnTyb7mPXZkJKw4A8o+uf8ADiuuVopWi6C79\/68ww0LyblPn\/QV3X7cFjuH+37fltGyYoz6HHFYVW\/Z\/D7j+11fmdzetupnQw3STo09pFf3Jzm4jYBYfx9qtzpuNoy5F2e7NFdDo2thBMLXU7i3i3\/vrmQcyH0U\/wD1qmaqXXtKak+iXT1JrO0dXY2bdrhoojttpjjMaccL\/fOec4rlSpK9+aPd9\/I8uo6nMrWfZfqW51lME4TT0kyRhScbjkc\/TvVucVH+L\/wF29TOMXzv93\/wWO062iDLjT5Ac9dx\/E1yuTk9ZHYkrfCbErSIq+VpiyHgfPkgVrFrqxO62R2\/hZ2j+zwkIpAywQYAPfFehk03VxDa2OfFR5YWOwznmvrzyx6v60wJVamIkBpgKKAFzQAuaBC0AGaAFzQAZoAM0AGaAFzQAUAFABQAjMFUljgDuaAMTU9bVVZLU5Pd\/wDCmkK5zUsjyuSxJzySe9USAXAGaBlDWtZtNHiTz90lzJxDbRjMkp9h6e9AnJI4i7vbjVL1J9atzdRRnK2EMm2GP\/eb+Nv0osRdt66nSadqfh+9C28EMdndEf6iRQjfgeh\/ClYtSW2w3ULRXyqyc9g\/+NMo5rULCWI\/MpA7GkOxkSoVPIoAgt\/D9nr4uIdU1A2zE4gReFP+8fXNKwLzOL8a\/D3WNLlM8cZuLfACsnoKRRwMkbxuUkUqw6gjFADDxQA1gGGCARQMryW46ocexpWAhUyQSo6Fo5EO5WU4II7g0AeleGPjDrNgqW\/iCMa1aLgb5X2XCD2kwc\/Rgfwrz8ZlmHxetSOvdbnRQxVWh8L07HsGheL9E8U2ezQr4PfFf+PG4Hlz\/RR0f\/gJP0FfOYjIa1H+E+Zfj9x6tDMac3aej\/AkV1sbWRZgVePJcMMHNeRGDqTcGtT0G76o8t8Rag1zfSSMcknAr7HB0VTpqKOCvPUqQbhBhRyeldhyl3TIDLcDrtQc1jVnyxZtThdl2OHzZJJSOB6+vYVCfKkjRq7N\/wAPaX9r1XTbXsGMsnHT6\/lXBiq3LCUvkbRjyo9utrdI4wuOBXzTgupDk2WY4s8np2oURNkw9KokhuW5C8H+JvpSnJJFRQkK4Bd+GPJPoKmlGy557v8AIcn0RLEN5LnvwM9hWlJc7c31\/BCemhG7b2LDv8q\/SsJy525LroikraAOuRyB8oz\/AJ\/zmknZ3XogLRMewGOMqe43ZH+f8a9Bunyrkjb53RilK+rISxY88Vjdssf0Hp\/n\/P5VWqX9f1\/wwiNutJtAhpjVj7+orN04y1K5miOVCgJbDD361lOk0ve1GncbEcR7yTk9M9hTp6RuN72K0rtI5Y8KOB71o23qv6\/IEQO\/I5H+fxpp\/wBf0waOi8PnMMh9xX12RfBL5Hj474ka4r3ThFoAWgBaAFoABQA6gAoAKACgAoAKACgAoAKACgAoA+KP2nNcGsfFS8gjfdDpsKWgx03D5m\/VsfhUSKiYvwy09pfOnA+aRxEn1\/yaRS1Z9gaNaiy0m2t1GAiAfpUhvqW8UDPj9Oa809YlAxSGLikMXbzQMlQUmBMq0hjgKAFxQMDSATrQACgBwpiJF9qQyRaYEyCgZItIB4NAh680xksaEmkBoW0PIJp2uFy6sYA6U7EkbrjtRYZAyEnpSsMb5bDqCKVgGlD6UWANv6UWAAnNADxEcdKYxGTjpQIjK80DJYoiT0pgdV4ctmRg2ME1vSjqc9eXu2O3gkKqAenrXfE8mTFllC89fStLEFS+eZbKaSNSXxhB7ngUbCM\/w54NM8iS3QLEfMc9zUFI9Cgt4LCIJGoLAUw3K8kjyt1JpNgkSxxgYzyaQyyigCkA\/dimAoy1AEqJjmkBMBTAcKAFpDMnxFEZ7N4w7JuGNynkV8vxDemo1eiO7BrmTiea37vNcXVtaacjvDgNJPyGyPevmElHlm5b9j0oS3SWxAJpba1LajqCx4XcFgGSVA54HcdPwr0aPs0r06bb7vo\/8mYzcm\/el\/wxh6da6Tqd9PeW9i968i7Gnl+7MvcFRwSMd6zxNWvb35ciT2W69PXyCnCDd0r\/AKkPij\/RtN8ifUk0ywjI2m2yJIj\/AAjavUfWpy6PNWc4Q9pJ99n31fUK3uws5cq8uhzdqqC6kOi2LPqciHbqc65guB3YhflB+terVb5P9pnaC+wvij5dzKK1\/dr3u\/Rmn5TwFJdTumN86gNZxuTCxHRQSMAH0rzXL2t40Y+4vtPc6I6P33r26EEzukYN1INCXdgQrg+Z7\/8A6666MI\/8u4+28+xsvP3RgCLaNI9sNLgfk3ELAtKO3TrnrxW6k3Kyn7SS+y9l\/wAMOEIxV0rDS0s1oTH5cunlSDI2fOlHcDoa5J2VX3tJ9vsopczlpsZqfZIoE2tdaTbbuIerzH1J610\/vJPpUl36I2Lri7lmzKlndygAxQDH7ocfM3eueXs4xtG8V1ffyMK1+iuXYIkKnzLeROfndWPzHPQZ7UoTnZcs15J9PP1POq04tvmi\/UuNHFskZpJl3DHH8Iz0oqynyWaT\/XzIp04qbd3\/AF0LJnis4kMtxIC5AUY5\/KuWMX\/KdbaXUvaRbBpxeSTSupGUV+NvGM4rKvX\/AOXUfmOFO\/vM73wpGWkac9MYWvqsjwjo0uaW7POxdTmlZHWKa984h9MQ5Wx1pgShqAHg0wHA0ALmgBaAFBoELmgAoAKADNABQAtABQBXvLyG0jLytg9l7mgRyuo6xLeMVX5I\/wC6P61VhXKABPJpiHAelA0ctrXicB5bXRTHLNH8st4\/MMB9B\/fb2FBLl2MTRrq4sbt7uO3iup5RiW4vMmWQegxwg9hmnYSutUatudOuJFW3kFhcHpb3WPLY\/wCy\/T8DRqO622MDxnppSLbdWTxPnIP8J9wakGujOQt\/E+qaTJ5byG7tRx5cx+YD2br+dO40dRovi+z1DCRSbHPW3m7\/AE9fwoGajw2V79w\/Z5fRvun8aCkZOoaZPbE70O087h0NIBbDWb2wAiD+bb94pOV\/+tQJeRjeObfQtS0prmDTZE1AnG1Og98jtSaKueO3unzwEnblPUUgTKByOtBQbqAEIBGCMigCF4AeU49qQEDKyEZyCOQaAO80H4oaxZwraa4o1uwA27blysyD\/Zm5b8G3D2rnq4WlWfNOOvfqa0q9Sl8DN+xi0nxJIH8Pakpuj\/zDr7EU+fRGztk\/Ag+1J0OVe6dCxSm\/f0Ce2ntbtra7gkguFIRo5FKsv1BrGXu7nTD3tUbVsPs0MigYdxtyPr0rik\/aSR2KPJE1dNsRKhbokXU+sh\/wFYVqutu\/5IuEbHbeANOQXM96Qc\/cT2ArysXV0UB1D0GJeAO36V59tDAthau39f1\/XmSNcqgJbgAZOaHpuNalJgWAL8PIcn2HYfhXPP3kl3NNvkTSYZQqfxHge1aVdVyx6v8Ar+rEx7sfKcJtXnJ2iqrP3eWPXQI7kR4yR\/uiud6ar0RQ9FPBwdv3QcfnVxg3rbTb\/MlslbpjP+f8\/wAq6bf1\/X9aEjVGO2f8\/wD6qS\/r+vuBg7DH+f8AP\/66G1b+v6\/4cBoyeuKTv\/X9eo0KxCDJIGPX\/P8AnFN6f1\/X9IW5lfaGvbrZGT5a9T61zOo5vQ3UeVXZecDdt6HPPsK16\/1\/X5GVylO48wqvQelJuxSKrtk8ZxTi7vT+vxGzpfDn+ok+or6\/Il+6l6njY74kbNe6cItAC0ALQAUAOFAC0AFABQAUAFABQAUAFABQAUAV9RvItP0+5vLhgsNvE00jE4AVQSf0FAj85tb1CTVtZv8AUZyTLdzvO31Zif61mantnwb0ffdaTCV6fv3\/AM\/U0mC2bPpEjAA9KQIKAPkCMcV5jPYRLjNIY7HFIYqjmgCVRSGSCgBwpDCgBDQA080AFAD1pgPBoESKaBkqmkA9TQBIKYE0Yz0oBGhax5IoSGzVhjwAMVSRNzQhsHkAJGK2hScjKVRIlbR5mYCNN1dawumpzSxKXUXT7rS9Pumg1PbM+cHyeSn17UewsT9Zf2Tp18P2N7CsunHzo2\/i6n8u1S6CKWKb3Irjwdb28JmvJFhTtvIFQ6CL+toox+E7e5TfbSF09cVn7E0WJXVEb+EmQnOaXsSvrERqeHcHABxR7Ej6widPDCPxsLZ9OtV7AX1lDJfCG3JAP0o9gUsTEIPDBQggZPpTVAl4ldDXtbMWq\/MNpHqK6IQscVWrzEjTyO4jiX5T3ra1jnvct2lq5ILZx707gdJZacTHmcCOLuW71Iyee7SNNluNqjv3NAtyqu+TluB6VLKRYjTHQUDJlUD60CH59KAHpHnrQBOq4oGPAoEOFMBaQAaBlS+TzYiK4MwwqxVF02a0ans5pnn\/AIh0sXMoPmSROOG2nG4elfmXNUwFSVGoj3OVVUppnKTebEjQ22lyGTofOfcEOeHwOxPWvSjiHKNnU93y\/FGXJbaOv9ajYHuVVo9Tu7e3PVoLfH\/fQx6+9KM4N\/uouT6N\/ky7O3vO3oc\/qex9XlbTtIkmvtm2O5uctBKO4YDgfjXrU1KNFKtUUY9Yr4l6f8A5nrP3I3fd7MgghmnuTHqd5EsIUGTSIdrBCOQVIxj171hWqRhG9GDb6Tf6lxTbtN\/9u\/5GjcT3EiKLWGKK0ClS82RKvqQfp6CuagqSl+9b5vLZ+pur9Fp57mPHGfLKaUv9qMHy5vukYz2zXqVLxs8R+7\/w9fUtLpHX1HySL9qkW1nee9xgxTZ8lf07UpXVO84pQ7r4mW323KlwA0qPcWzT3YH+tg\/1MfHB5OOPyrmpt6qMrR7Pdkx3u9\/wGxyzyF2tb6C+lDfvJrgYWMZ\/hrZwiklODiuiXX1N7pkTmGKKRpbGeGFsZkiPzzt9OeKJOUpJKab7PZf8E5a0lbXYuW96wiaGC6aHOCUdMiFR2z61g421lG6\/Mweuzt+haiubmSNvs80czEfIuOT7msZxjf31Ya5ujualpbyOySXpSSRQMfL0PeuSpUWqgbRh1kb+mQveSqq5EIPLevtXqZVlTqyVWotDmxOIUVyo9D0iNYYFVRgCvtYRUVZHkN3NVelaEkqmgQtMBynFAEqnNMB4NADhQIWgYtAgoAWmAUAFIApgLSAyNT1qK3BSAh5fXsKdhXOZuLiW4lLSMWJ71QhiR4FAEWoX1rplm1zfzpBAvVm6k+gHc+woDRbnHa\/qGoajYi4uo5tN0N3CKmdss+ehdv4FPp1oJb01KkECeXGqKqxIP3aIMKo9h\/WqFYtpGcEgdBk0FEV2I5Ytvlg8YbPINIRnW97qNtOljpn+mK\/\/AC4zDfGV7kd1+ucUmFraIo+LdG8PXV7Jb6dqttbagDhrdnym703dj7ZpFaJnmuu6Re6XOUvIHjPVW7H6GgbOj8L6hf2di9xrcvl6ft\/dNN99j\/sjqRTBHS6N4ttbkmOzukkHeGUYz9Af6UBc12h07UQSjfZLg\/wsflJ+vakBmX+l3Nk37yM7OzDkH8aYzCv9JtrsEsuyT+8vf60mM47WPCrpuYISv9+MfzFSGxyl3pk0ByF3KO4oHcokFTgjFAwzQAuARz0oAhe3B5Xg0AV2Rl6j8aQHZ+HfiNq2mJFbakkOtafGMJBfZLRj\/pnIDuX8yPapnCM1aRUKkqbvFnoOi6x4e8TSJ\/ZeoiwviSfsGpOqFmP9ybhG9gdprgqYNxX7tnpUsenpUVjubnTZNOigsZI3VkXe2Rjcx7+\/NfP1OdTbqKzPUpyjJXi7neeH7VbPTIosYOBn3rzKkueTf9f1\/VzKbuzbtl5Ldj0NZx7mbLFWSRzbWIVvuryaUmnuVG5XU+a5c8Z4Wsqa9o+d9dEN6aDUVnYshyBwKmMXOXNHZaIG7KzEaVw\/zDcF4BHrUTqPm12RSSHLIvHbH86UZpfL8waLUErxoVRztxyOoJ+ldtGtUpx5Iy07GUoqTu0QFmDc8j\/P\/wBes7yT8v6\/4P8AmXoDTYHp\/n\/P5U+b+v6\/rQVgU7v8\/wCfamtf6\/ryEyQYHT\/P+eKr0\/r+tAMTXr0ovlRn5jxXNWn0RvShfVk2kReRbDj525P5VNPRBUd2Jqd+LVlggUS3kn3U9B6n0FbrQmMb6vYgjjMMeHYvKeWY9zU2He+xG5JarjuJ7HU+HP8Aj0c\/7VfY5Gv3Mn5niY740a4r2jjFoAWgBaAFFADx0oAKACgAoAKACgAoAKACgAoAKAPMf2j9cGifCjVAr7Z78rYx++85b\/xxXpPYFufFOk2xvNStrcDO9wD9O\/6VBZ9X\/B3Tx511dFcLGoiX+Z\/pSY2tEj1EnNIAFAHyHEOK8tnspE6rx0qRjttAxQuKAHigY9RSAUigYh60CGFqAG59aAFB4oAcDQA4UxEimkBIGoGSIaYE6c0AWoVzigZr2iYAzVIlmzpcBnnAAyK0px5mRN2VzevdQ0zQ4d1\/MHmx8sEfLH\/CvVpQtseTWq3dkcdqOuav4icx26Gw08cFU4LfU10qBzJOT1G2UFlYuEndFU8eYx5HvinKMYq50RtFBceLL3R9TD6FeKIFA\/4H7EVzt3WqFJXeh3ngbWbDWnFxr0cq37NmJrhyYyfZa53JXsUoOOp3d5d6fZY+1XMce4cAc5+gFUlcTlbcqWt7p+osy20hbH95SuaOUnnLEemeackbE9e5p8oczLK2UMKYQAe\/c07CcmPW1Rk5FFg5ipJbojnatFg5iOa2jljPmoCBTQnqQ22lgyKIl3HPAouM1GjttOAe4KyT\/wAMY7UCvYoz3c95JluF7KOgpNgkSRRdzyallWLKJigCQcUAOUFj7UgJ0TFMCZRTAcBQA6gAoAKAENJgQyGkMxdWshOpeP7\/AKetfP5xk0MbHmjpJdTsw2KdJ2exyt9brLHJBcKdrDaw6cV+f1sPXwVS01Zo9mMoVY6GDd6MscIeyjikuo\/9W03O0envWlPFNytNtJ72E6dvh3MPXLG7uLMvqM0i2hG2W2iTO73BB4r0cLioQklSXvdGzKpBte9t2Mq0iaxSJbC1\/wBFA\/4+riQNJEfqeMCuipV9s26stey2ZKjyL3Vp36kF8sMjxtcrNqchb5ZoQQF+uDz+lVTckmoWguzFJK\/ve8V7uS6hRm1ORbiEN8kNkuHU\/wC1z\/OumhUUX+40feW3yK5px1m7+hHMbmSL9+0ZsSMrZhCJ2HbJzn8aOaN9Pj\/m6FNya127dSJE\/cKFkm06AdLTHL+5Pp9aTfvapTffsJfcuwyeGRgr6jaRGPP7mG3JUZ9WxxVwqKOlKTv1b\/Qpye7Ldlpdzh7iKWcXDAALJwqD0HasKuJg3yySt5dSVB\/EtzWtdMAh2XbrJnlsDBJ+tck8ReV4Kxcaf8xbXybZQkagDoFUc1EKdSvKy1Y24wRq6bpk10Q9wDHF\/c7n617+BydRanV1OCvi+kTrrC3SFVRFAA6ACvpYQUVZHmyld6nQ2fCitkSzRQ8VQh4PNAiQUwFoAUHFAiVTmmMeDQIcDQMWgQUALQAUwFoAjnmjt0LyuFH86AOZ1TWJbktFBlI\/UHk00ibmSqEnJ60wHrGc4GTQBja34hh0+b7HYxHUNVP\/AC7o2FjHrI38IoC5y0iSy3gvNSuFvb8fdbGIbf2jX\/2Y807Emja6jcwhldzNE\/Dxy\/MrD0INDVw2GnTLG5bfpFz\/AGXc97aXL2zn27p+HHtS1DToUr2efSn8vW7ZrPP3Zs7oX+j9PwODTuP1ILYyayZDp0kcVjFzNqEn+qjHov8Aeb6cUhb7GfqeoBbWSw8NiS3tX4n1B\/8AXXH0PZaBp9jjrizjt0KxqMd885+tAx1trt7pLLC58yDr5E\/zKB7d1\/zxQCbHa9HbeLXjltbn7NequwW8x+Rv91umaTQzjrnSLzT7rF9HJbFDnPQkeq+tIGjS0\/xbcWMvlylru2HAZ+HA+vf8aoSPQ\/DXixLyEi0lEsa\/fglGdufb\/CgaZtNbadqYzC\/2K4P8DnKH6HtSKMrUNLurIkTxEIejjkH8aBHP3+j291klNjn+Je\/19aLDTOR1jwyybm8vcP78Y\/mKkDl7rS5YslBuX1FA7meQVOGGDQMM0AB5oAikgU9ODQBXeNl6jIpAdr4P+JviLwyIoFnTUdNQj\/Qr4GRAP9g\/eT8Dj2NZ1KUKq5aiuioTlTd4Ox794K+MHhbxIsdtdSf2HqBAAivHHksfRZeB\/wB9Yr5\/F5An72Hfyf8Amd1LHdKiPU4R5SqDypGQw5DD1B714NWjUw8uSomn\/X3napxqK8WTZ4J7VAyg7mRii\/ec5J9BXLNub5Fu\/wAjTbUklwsYRB8zfKorao+WKhHd6L+v+AQtXdiP+6i+Ug44HufX\/PtRP91DTpp8\/wCv0BashG5D\/ufzrmV4\/L8y9x8PEi+apZV5YdKum4xkvaK6Wr\/r7hPVaFqdooxmPcAeSG6g+nv2rrqunHWnf573\/qxEeZ7lIEuSVPFcjTeqL23DY2eef61T11\/r+v6sA\/oDz9f8\/wD6qpaL+v6\/ICK4uvKjJPBPT\/P+elDqWWv9f1+g1G5gQf6ZqZZz8kfzHNc0neR0\/DEmn1sqJGtVUW0Z2tM38TdNqjua1je1kT7L+bcXTIWiDXNwN97Pyc87V7L+FaX2Jl2Wxbckckc9+P8A61V\/X9aEFXd8\/SqgtRS2Ov0AbbAH1Ymvtsmjy4ZPuzwsY71DUBr1TkHUDFoAWgBV60APoAKACgAoAKACgAoAKACgAoAKAPl\/9sXW9+o+H9Cjb\/VRveyr7sdif+gv+dTIqJ418O7Xztbacj5YIy34nj+WakZ9cfDey+x+F7dmGHm\/eH8ealj6nTZ5pDHg0xHyPEK8pntosKKkYoXvQAuO9ACigBwpDF\/GgBrdKAZE1MQwmmIAeetAEimgCQc0hiigQ9TVATxDnmkMtRigC\/bLkihAa0IwBVollj7ZcQxmO1bYzdWA5rpoq2xz1ddAstEE8yNcZkmc8Lu5b6k16tKFldnn1IpHUzeHUtrUNqeq2OlxY+7uDv8AgB3rR1baRRg5vpoefeItIs9RvVg8PyXt0B\/rLmf5QfoOMD61hOpbWRVOEmXdM8NWmnpvuyjSD+N+i\/SuSdVy2OuNNR1Yuoaqqt5dhyBxvI5\/D0qVHuE6nYs+HL3W7m9SCK3a9gJ+ZXP3B67u1bJM55SSPbdCtrO2tIwkYSYj5g3XNX6kehoSTop5amIhMyHk9KAIZb9F4VSfoKAuIsryLnYQPU0hliKzZ4zJOwigHLM3HFAFWfWIlQw6auF6GXHJ+lIL32KiRNI25yST1J6mlcaRciiCjgUhlhRigBc9hQA+OMk5NAFlVwKYEiigBwFADqBBQMKAEoAaxpARPSGVXpNAZ17ZQ3QO8Yb1HWuLFYKliY8tSNzanVlTfus5290y5gJMX71fyNfK4vhlrWg\/kz0qWPT0kZE0pTImRk9mFeDVy3EUH70WdsK8J7MpzpazoVkjjdT1GKxj7SDunY0tFlMWNrErLEmxW6hTjNautOWrdxckVsUoNItLZ2aDejHjIPStpYqpNWkJU0thjaTZi4M+CZCc5Ld6axNTl5egezV7iPY2hYNKiuw7scmmq1TZMHCPURpbaAfLsXPPFNQqTC8Ykf2iSY7baGSQ+y8fnXbRy2tU6GE8RBdS1baRe3B\/fMIEPYcmvXoZMlrUZyzxfSJvado8Fscqu5+7tya9mhhYUlaKOKpVct2bUMQWuyMbHO3cu26cirSEbFsMCqBl6OmIkFMQ8UAPoEFMBw45oAepzQA8GgBwNAC0ALQAUwM+\/wBUhtQVUh5PQdqLAc3dXUt3IWlY47D0qhESgA0CCaWG1tnuLqaOG3jGWkkOABQM5C71+41uXyNLmOmaWxw1\/IMSyj\/pmvUD\/aIoJuZWpQHQTIsNu39kOQwvIv3gc45MpHIOc8nigCzafZLq3Vop1HGd2cg\/iKYEftmgQucUAWrbVri1Xy8rLAesMo3KfwoGiXWriy8R6fb2sc0enSQEsIZB+4k+uOmMcfWlsPc5LV4LrTCE1K0e3jP3JVO+Jh6hhx+BwaBWMTU\/IaBBbsXk+8zg4H0H+NAHN3Ns0jfNuyxwMDJY+gHUmkNFmW1tfD6R3GrHfeZDxWCN8wI5BkI6c9qBsii8a3NyzR6za211aN1iKY2j2NAag3hzR9ckEmiX32Z2+9bTDLD\/AHfWgehlancSeHJXsNNR4ZB\/rZ3HzuR\/IUAX\/D\/jS7Rlgv4Ddqejp8sg\/oadxbHoOjeJ45VMdtcJMo+\/bTD5h\/wE8\/iKATNNrfTNU\/1L\/Ybn+45yjfQ9qQ7mPqWk3Vkx8+I7D0ccqfxoGYF\/o1vc5JXy5P76cfn60DOU1fw1IgLeWHX+\/GP5ipCxy13pcsWTH8y+1AXKDKyHDAigYg6UAGKBkbwq3Tg0hFd4mXqMigDsPBHxL8TeDnRNNvjNYg5ayuv3kTfQdV\/4CRUVKcKseWorocZOLvFnv3gv44eG9fRbXVydCv2AA85i1u59nx8v\/AsD3rwcVkUZJyw7s+z2+\/odtLGtP94j0+3wIFm3q6SDeJY2DKw9iODXzssHVwi\/fqze\/wDX\/DnfGrGr8DHQ5cmU9TwvsKwpJyftH128kVLTQY8mW3D7q8LWU6nM+ZbLRFJdBMgDnovJ9zU7advzAmRGXAcEE\/Mcj8q1VOUdJrz\/AMhXT2ILkhmCdTSlq7DQ6OLYuF4ppWVv6\/r\/AIAm7jtzL1FO4EcsyKucgYocuw0jm9Y1BVJAbIrC7bOiETOtpZZLFlibYJWO5+mB\/h1NGidjVpJ6l\/T9La4eGWVdltFxBEf\/AEI+9aXbWhnKdvU3mQRr79605bGF7lOf8fy\/+tRb+v6Qyupyw+taRRMjuNKTy7CBf9nP5199gKfs8PCPkfPV5c1RsuCuwyFoAcDQAuaAJE6UALQAUAFABQAUAFABQAUAFABQAUAfBnxx1z+3\/inr90r74Yp\/ssRByNsY2cfUgn8ahlrY0\/hdp7SWYIX5ruYRg+2cf40hr4j6zs4VtrGCFBhUQDFSCJaBi5xQB8mR8YryWz2ywtSMd0oAMcUAJ3piFByaBi0hjWoERMfWqJZGTTAQGgQ9WpDJlPFAD6AHLTQFiLk0DLsIqQNO0TJFUhM1oY89K0iruxDZNOY7SMuxG7HbrXo0YqO5yVJ2OX1Ce6vbgfvXRRwFTvXVzuxySbZs6N4YkkKTXnmKpPAJyzf4VzTq9EVGkt2en6V4NaK1BuZILCDGeSCT9azUXLVlOoo6Io6no3g23JOqa7Lcv0CQvuwfYIKtU0ZSq36mrpnhPw2bVJ7ewm2nkG5J3MPXBPFUokc1ya9ktLCHyobmCzhH8ESjP6VZDfmc9PfxSODbvfTsOQVytMRt6Jr74KamkUKj7rNIC34ipKv3OnhkiuYlkheOSM9CvIoHYfGqs+yOPe\/tQBLczW2mgPet5k5+7CvNILmLdT3OqP8A6QdsP8MS9B\/jSbC3clhtkjACqBikUW0TFAEnAFACrljgUMCeOLHXrQInVeKYDwKAHCmAtAC0AFIANAxpoAaaQET0AVnFICvIMHNIoicBhik1cLlG5gRsh0DD3FZSpp7lqTRk3Oi2UpJMAU+q8fyrmqYGjP4oo0VecdmZ03hy2P3JJl+j5rklk+Gf2TVYyoupTk8NDPF1OB+FZf2Jh+xX16p3IT4ZXPzXU5H1Aqlk+HX2Q+u1O4o8M2uf3jSv9XNawy2hHaJLxU31JotDsoTlLdM+pGa6oYaEdkZyrSfUuJbKowFAH0rZU0jJybJFixVcpNyxFHz0q0hNlpEqkhFuFeaoZowDpQSXEpgSimIWgCReRTQhcUALQADrQBIpoAcKAFoGJLKkMZeVgqjuaBHP6hrbSbktQVTpu7mqsK5kDLMSxyaYDtp7UAZOt65aaOywuGutQcZis4eXb3P90e5oFscZfzXOqTibWZEnZTmO0jP7iH6\/329zxRYl6jt5aQNId3TOaYy1BfTWsrNbHy0brH95SPQg9aQbFabTdOu3aWxkbRb1jktEN1vIf9qPt9RijYCpdTX2kAf21beXAThb2A+ZA\/uSOV\/4FTCxaSdJY1eJ1dG6MpyDQBXvruG0t2muJVjjXqzGgCpHYS6hAL7WpJdL0RvuRYxc3nsq9VX9fpSGa03ia\/aMQw29tBpiKI0tJIxJlAMfMT7UCuzCudK0XU5Q1lcNol0TzGwMkDfTJG388Uhtmd4p\/wCKNWBbYfaNRuU41KRPkjBzlYx0B\/XmmNHn0wMjvK7tLK5yzsckmpAYbcxeXPcRFrcnBw36e1MCtdSx\/aA9kjwqO27JzQB0\/h6+m1ydNP1i0GoWqD552+V7cevmdfwNAypd6PbLLKvh+\/t7pgeImO2RT\/stwGpBa5zF19otbom4MsVwp53ZVgf50wsdvoPiC4sdHeTxBuyzA2xbmV1wc5Hp0wTQFjqvDnja3uP3MNwGU9be4HX6Z\/pTA6CS30vVP9Q\/2G4P8D8xk\/XtSC5kajo91ZH99Edp6OvKn8aRVzn77Sra5BZk2Sf304P\/ANegRy2reGnAZtnmr\/fjGCPqKVhnK3elSxZaL51Hp1H4UBcziGU4YYoGANAC9aAI3iVu2D7UgK7wsvOMj2oA6Xwb4\/8AEnhCQf2NqUi2xOXtJv3kD\/VDwPqMH3qZwjUjyzV15gm07o998GfHTw\/rSLbeIYzod8wCiUZktmP1+8n45HPWvExeR06kX9XfK\/w\/zR2UsbKL9\/U9VhdJbaO5tpIri1ZQY5oXDo+e4Yda+WxWBr4R\/vI6LZ9D0adaFX4WKODgjheT7muS1tHsvzNSw1ywtyu\/I64PPPt6V0rEydPlcronkV72M9HO8ueT2Ncjk73X9f1\/TNLEF7qBhU7OcVbnZ2X9f1\/THGFzm77xa0DFdhzVKDfU1VFM5zVfGM5BMaketbQw3NuaqkkZttrTamqbDlnbYB3znBqp0HTdmaKK3R31h5NvHHFKjO+BhAOtcTkrsxld6o6OFn275eD6A9K2i23d\/wBficzXYidjISxzjtWm+obFWfvkf5\/Kmv6\/qwEdtGZLlEHUkCuihTdSpGK6mVWSjFs75FCoqjoBiv0OMeVJHzjd3cfmmA4GgBaAHDk0ATUAFABQAUAFABQAUAFABQAUAFAGL401hNA8JaxqzkD7HaySjPdgp2j8TigD87Xd5pWdyWkdizE9yazND6K+EukD+0NMgxlbaLzW+vT+tDYujZ7sz4OKkpDlbNAC0AfKEdeOz2ydelIodTEBoAbQIBTAM8c0hiNQBE1USRE80xDaYhymkMmQ0DJVPFIRKtMZYiHNDGX4aQGxYrwKpEs0jJ5afKPmropqxzVJFKOwu9RmPlhio+8x6CupSUTmabZqwQ6ZoqlpmV5gPvt1z\/siplNyGoKOpnXmuXl4rRafEYUPWRupFCiRKd9ibTNC1XXGaMTXNyRjMsshMaDv1\/pWqMWeg+H\/AA7o\/h2JZbpkur0DlzyB9B2q0iLkmseJrduI4WfsFL4UflTsQ9TmbrVnOWWOCIey5P60AZrXN9evst2mbP8Ac\/8ArUDRoaZoz7iZ3UOf4V+dj\/SlcaVj0Hw1ob2URnmke3gIy29uv4dBQNFu51wIDb6QnPQzsOv0pC1ZSt7ZmcyzszyNyS3JpMpKxfRABgUhk6qBQApb060APjjLHJoAtRxgDimIlC0AOApgOAoAUUALQAUAFACGgBDSGMNAEbUgIH60AQOOtICA0DGOu4YNICpLFgmlYZXZKLDIylKwiMx0WAY0Ro5QGeXRYBPKp2AUR0WBkqJTsIsItMCzEvIoAvQimItJTESigBaBDlNAD6YC0AFAC4oAcDQBS1HVYLJCCd8nZRTsBzN1fT3rbpmwvZR0FMkiGOAaYDmdY43kkZUjUZZ2OAB9aBnJ6l4omvleLQHENqOH1OVcg+0Sn7x9+lAmzKthpZ0+5tMXMM9wQX1EtvmLAg5bPbjp0xRYRQnbUNEPm3sCXdh0F9agugH+2vVT+Yp3CxehvLC+hEtu4GRnKHcpNAh0sMkYBIyDzkcigZDzikBNZ3tzZ5WOTMbcNG3zIw9CDxQBBLpem3cxk0+dtDu2+8I132zn3T+H8MUDH3mhReG7aHVtWlTWrx22QMV22tuf7xUZ59z+lG4MoyyS3dx9rvp\/tM7chyflA9FHQD6UC9SaOCOeFnaQZBwRuA2jj5jntz2oBnP36IsziNi6AkK2MZHY4oAjhvL1WGnxRC\/aYfLYOodSPVs8KPfijcaKXiHw1oy6gy6Fq0dpfocm2di0St6B+x+tIenU47W4dTtbjZrEMsZJyHPKN7gjj8qB2LOnaIJLb7dqUpsdMHSVhiSb2jX+tAiprGtmeD7DpUX2HTF6Rr96T3c9SaBmRaRyyTpHbg+Yx4AOKAN+21+7026EGpRRXYj7SYcr9G5oEW9Ts7bxNO11p12q3RAH2ab5T9FPQ0DMSGxfTLljqUDIyg4jcYz7g9\/woBo0LPxXcWDqsbvcwdSkvVfoev55oEj0Twr4v+2QN9mcvGmPMt5hkD8P6igdzdaDSdUyUb7BcHs3MZP17UBcydT0e7sDmWImM8iRPmUj60DRz19pkF1nem2T++nB\/wDr0gOZ1fw23LBBKv8AeQYYfUd6QHJ3ekyxEmL5wOo7j8KBpmcwZThgQfegABoGFIYx4lbtg+ooEV3hZenIoA3vCPjXxD4QuPM0HU5rdCcvAfnhf\/eRsj8evvSaUlaSug21R734K+PWi6m8dv4qtW0i6J5uoAZIGPqy\/eX8MivFxWR0Kr5qXuv8Drp4ycNJao9YaWDULRLywnhurRxlbi2cOh\/KvmcdldXDu84\/NbHo0cTCps\/kU5JWQHI3KO4rypXitNTqSuULiZG9T7VCmm\/6\/r8zRJoy7v7CVPnwEn121quboy1foczq\/wDZpjYJbTdP4V\/xrppOpfc0in1Kvw\/0tVaa7CuEZ2MSvj5RmujHVnpHrYnZHp2mWghO9sGQ9\/SvPhH+v6ZjOVy40vmPsU\/KOvPX9a2i+xnawSEYxnIq0IpS9eDVRBl7w7B5upK38KDf\/hXtZLR9piFLotTgx0+WnbudhX2R4otACigBQaBk0Qzk0CJKBhQAUAFABQAUAFABQAUAFABQB4p+1hrg074cw6aj4l1O6VCPWNPnb9Qg\/GlIcdz5N8OWv23W7SHGQXBP0HNQU9j6w+EViBbXl6V+8wiU+w\/\/AF0mPayO7fOaQxUbBoAspzQB8npXkHtkynGKQxwNABQAhpiEoAKAGseKBMhY1QiM0wE60CFWgCRTSGTIaBk6HmgC3D2oGX4ASRQI3bJDtGBVRRDZt2emGTD3HCDnFdETnlYmv9Zt7WL7LYxiSQjAVBx+nWtEmzGU0tCvp\/g7WdVb7XeoLK2PO+4GCf8AdTqf0rZQMZVO5vWvh3SNKYGZXu5vSU8f98jgVaiYuZeudRcRiNDsjHCxRDAH4Cq2I3MW\/ubgj51WBD3lbaT+HWi4kZSyRTSqqGa4buIo\/wDH\/Ci4LU2dP8O3+pSfuNPSFAMl7p8\/p\/8AWouOz6I6Gw8IyPIEmvDIB1SAYUfj0p3BXOg+z6X4cjyIvOucfLGvJ\/8ArUDbSMiS8vNYuS1w+yEfdiX7q\/4mk2CTerNG2tkiUYFQWW1SmA8cUAHLHApAWIYMcmmBaVKBEgFMBwFADhQAtABQAUAFACUAFADaAGmkMjakBC45pARMKAIJFwc0wGYpDGuoYYosBWkjwaQ0QmOgBhT2oATy6AGmOgBClMA8ugQ9UxQBKi0AWYlxQDLUQpoRZUUxEgoAUUCFpgPWgB2KAFoAbI6xoXdgqjqTQMw9Q1cnMdtkD+93qkhMw3BZizHLHvTEIooEU9Z1my0ZF+0s0lzJ\/qbWIbpJD7DsPc8UDOK1q8utRuSuuEKqYK6XE3yJkZBlP8R5Bx0oEyOTz5UWR1PlgfKFGFVfYdhTJIgcHAoAtWd5Navut5WQnqB0PsR3pBcguNM0y+mM1sW0W\/bkzWq5hkP\/AE0j6fiKB3GPfaroODq9uGtP4b61\/ewH3PdPxoCxPDPHcRrLBIkiNyGQ5BoAGPXimBmvdXF3f\/2folub2\/8A4wDiOAesjdh7daGOxtaRq\/8AwjthcadBKut3k8m+6lfi2jOANiDuMCluF7FRoNMvGzbf8SK7P8AG+0c\/7v8AB+GKNQT7mbqUN5pTD+1LfyoW+7cxN5kD+4cdPxxRcLdhlrbPqETzWkiW1jH\/AK7Upx+7X2jB++3v0+tAWMrUNXjhtpLLw4stvbP\/AK69k\/4+Lk+pbqB\/nigDmmtXETPDG21SAWA7n+tIZPpniK904hCwmgBz5Ug3L+R6UAaWuSWHjNYG+1mwvYU2qknMR\/H+GgZx2raFfaPcKuq20scGcedGNykex6fhQBSv5LQxQJaAmRB88vTcfTH9fegFfqVYLeW4nSOJHklc4VFGSxpBY6WGC08MGO41BludVHzR2kbfLEf7zn1\/z70wI18YXV0xTVoLe7tmP+rZMbfoeo+tAEsOj6RrMg\/s7UGs3Y8wzqGI\/wB1sjNA\/UZrwk8OsdP0xZIVYBpLg5Dyn6+n0pAN8Oa7qgm8rzBcRDkiZuR9D1\/nTJeh6HofjBoWWBnMJbg28+CjfTsfw5phc3Xj0jV+n\/Euuj+MTH+lJoq5k6not3YfNLHuiP3ZU+ZSPY0AYN7pttd5Lptfs68GlYZzWreGmILKgnX+8oww\/DvSsByd5o8sO4xfOB1GMEfhQFzMdWQkMCCKB3EzQAA0hjXRX6j8aAIHhI+7yKBGv4W8V674UvPtGg6lcWbk5eNWzHJ7Mh4b8RR5MR7f4R+Oml6mUt\/GFkdNuDx9uslLRH3ePqv\/AAHNePi8kw+IfND3JeW33f5WOyljalPR6o9MRItRshf6XcW2pWLdLi0cOPxxyD7Gvl8Zk1fD6zjzLuj1aGMp1NE7PszPkXGeWH1ryXSts2jtTuY2tjbbEKELSEIAR1J4rWhF8+5otjb0O0S2t4oY1G1AFH5UqknUm2yJOxvtMY0WNW+Y+\/8A9enz2sv6\/MxtfUnhXbH\/ADOf\/r1pHb+v8yGNkYYz2q0xFMtuPtWi2EzpPC8G23lmI5c4H0FfW5FR5aTqd\/0PGx07yUTcr3TgFFACigBaBllBtUCgBaACgAoAKACgAoAKACgAoAKACgD5B\/a21v7f8QLLSo3zHptoNwz0kkO4\/wDjojqZFRPPPh1b7tQuLojiJNo+p\/8A1VI93Y+vvA9h\/Z\/heziIw7Jvb6nmpG3dmw6ZoGRbMGgCSM4oA+UkNeQe2SKaAHj3oGOpABFMQ09OtADe1MQxqYiN6YERNAgFMBw60gHrQMkXrQBYjNAF2DrQM07RcsKAOr0lIgV82RIwe7HAFaRRlOSR1e7w5bwbtS1N7gYz5NsDz+NdcILqcFSo3ojqfCk2lCwe9t9EXToBxE8wXzJB\/e9cfjWyRhKVkUtT1afUbnbahmwcZx29vStNjK9ys6WVkpl1OaMP3Un+lILHOa74oj2GLSk8lM4Mu0An6elFwuUfDcRubp7m8tWn4+TJyCfU1LZUY9ztLK3uJWCwQ28Oe27\/AApXuVsdLZ6ZO0ZN\/PtgXnYnyg\/WqSEx1zqUaQ+Tp4EcY4LgcfhTFYyQDIx285OS56mkwS7FmC2C9OtLcotKmBzSAceKYCpGzmgRbiiCjpQBMq0APApgPAoAWgBaACgBaAEoAKAA0AIaAGmgBpoAjNICNqQyNqAInGRQBDigYmKBDWTcKQEDJg80DIylAxpWkAm2mAm2gA20CHhaAJFWgCaNaYi1GKBE6imA8UAOFAhaYwFADgaBFPUNShs1\/vyf3R\/WnYDAubqe8YmV8KD8qjoKYiuV2544pgNfAUscBRyWY8CgRx+q+KmuPMg8P7NqnbJqMo\/dofRB\/G36UD23MC3ujaXLz2zvJeP\/AKy7mw0sn552j2FOxLZauLiy1hg2sRvHdgbVvrbCyAdgw6MPY0WC5Xmg1PSojLldR07\/AJ+LUZ2j\/bj6r+GaVxtdiEXkV7tmgMZQjGUPWgnYcGHegBwcgcUDLdjfz2pJgkKg8MvVW+o6GgRDLpel3UjTWTtol6xyWgXdbyH\/AGo+g+ooKT7kn\/CL65c20k2pX1ja6TEpklnsHaSWRR1Cggbc\/jii41Yr+av2EWGkW\/8AZ2jnkohzJcf7Uj9Tn60CbJLW137YoVUADpkACgkTULY28phkKlgATjt7UDGaff3unMws5gIBy8cnMeO5IPA+tAy\/riReM\/DlvcfaU0swSsIvNOIZ+nzAHBx6H69aB+R57rFnqGjsF1W1McR+7cRndE30b\/HFIVuwyy1iS1gKwhHTDbccEE98jk8e9ANXMK6UyuZJAqKSAAiYyfQAdTQM1U0m10i2S88RlkDfNDpyH95L6F\/Qe3\/6qBkE3jjU57mQzrAbR+PspjDJj0ORk0xEYsfDuuSK0Mr6RcH7ygb4z9MkYpDuWPEdu3hCyij0eIvJcJ+81Ejcf91ey0AjgvmnkyS0kjnqTksTSGW5bCewaKW\/tnEJYjaW2lsdRTJuQ3tys148tvCtuhPyonQCgZ03he+v9SkWxuoVvbIf60zDKxL67uxpAT3GlafLNKmg6jD5hyPJlPGf9l\/WmBzOrw31vcBdSEqyKMDeO3t60gt2Om8N6tc6Zpzy6y7i2YD7Oj8yN9Ae1O4bHW+HPHEDt5VtcmPPWC4A2t+HSmB0rrpGrdQNOuj\/ABDmJv8ACpHcytS0S808b3j8yA9JozuQ\/jQCMG90+3u+ZUw\/ZxwfzoA5vVfDZKllUTr6qMOP8aLDOTvNHkjJMJLY6qRgikBlujI2HUgigY3vxQAUAIyKw5FICB4SPu8igDR8O+ItY8M34u9C1G5sZ\/4jE5AcejL0YexBoEey+F\/jbYah5dt4004285wv9pacuAT6yRdPqV\/KvJxmTYbFapcku6\/VbHZRxtWjpe68z0KG1TWRDf6He2mr6YmWMts25lPYMvVSM+lfN4jJcRhFKXxLuv8AI9ihmFGrps\/M27UC3i3sMN2WvI+Dfc6H72hctF\/5aTHJPQe351EO\/wDX5ky7ItfNJzkhB0Gev61snfr\/AF95GxDdSBU6\/r\/9erT\/AK\/pisVQep7gE1rHVpES2O40uLyNPt4zwQgz9a\/QcHS9lQjDyPna0uao2W66TIUUDCgCSIZYe1AFigAoAKACgAoAKACgAoAKACgAoARiFUknAHJNAH54\/EDWj4i8ba3qxYst1du8ZP8AzzBwg\/BQorNlo7f4UaSbhLOIjm7uAT\/uj\/8AVQC3bPrOKMRwRoBgKoFSC2HbeKChjR+lAEJXBoA+Y209h2r59V0fQchGbRl7GtFVQuUBAw7VXOmTYChHammmA0g81RJGaBDWpgRmmIic0xERNMQA0wJFwQKQx4FICRaALEVAy9bj1oGbWnpkigTN2CGSZ1ihRpJG4CqMk10U0ctRne+HvBsVkE1DWYzNMuClug3Kp7Z9TXZCHc4Kk+xqarfTN8zWe1R93z2Cgfga1Mdzlb\/VpnVll1CKCP8AuW\/P8v8AGkBzU99aNLi2invJT1ZztXP6mjQdjR0rS7q+nUi3jDddqJuI\/E5qGy1E7vSvDjuAs8hYjqoOQPqegoSC9javr3SfCtl5t3IicfKo5Zz6Ad6qwt9jzrUfHt7q98vlJ5NmrcQg5Lf7xqebU2VKyuzoNOuHvMPIcL2UdBRcho6G3j+UZFBJbVABTADk9KBEscOeTQBZRMDiiwEgWmA4CgBwFACigBaAFoAKACgBKACgAoASgBtADTQAw0gImpAMNADCKQyFhg0wGkUAFADWUNSAhZaBjCtAXEK0AJigA20AOAoAkUUCJkFMCwg4piZKKBDxQA6gYtMQ13WNCzsFUdzQMw9R1dmzHagqO79\/wppCuZB3McsST1yaoQ9cj3oAlzkUgOS8cafe3sTSKJJ9PgjDGzhyDMxbktjkqBg4HXmmBxltMl2VzKiovyqFGFT\/AGQO30pkBINrlcg4PUGmAoPrSAX+1W0qRJYZnSVjtRI8lpD6BR1PtQNI2ptLsr+wiutWaPRNdkyzfZxkkZ+XzEHBOMZ7+9SVoZF5aX+mqZbuJbiyHS9tMvH\/AMCHVPxyPencm3YIpI5o1aNlZGGQynINMCRGVeBSESZz3pjJ7XUbnTGMtvOY1x82T8pHuOlIEX9MtbPxBptxqUYXRVWTak5wLe54yWCHGOeMgjPqaRe5m6hDcacA99GqwE\/JdRNvgb33\/wAP0OKdyXHsVZ5lBVpmd5JT+7jjG+SY+ijv9aBblfUHhsWT+1I0urwYaPSomzHGezTN\/EfboPfrQVsZN4bnULn7VqcvnTYwqD7kY9FFArk1lq93poaNGWW2bh4JRujYfQ0ARPpGg6zLvsbj+w7xjzG\/zwN9ORt\/lRYdybxBp6+BrGG7Cf2jqU+VS7ePEVuP9leefx5pXGlc85uppLyd7i4maeeQ5aRjkmgTJ7axtmsZLm6uMYO1Y05bPqfT29fUUCMiQBZW8tiVB4JGDQM6HwzqGrecLOyQ3Sv96FxuTb6tngCgZoa7o3hu8unjsL+KyvgfmCZaLPpntQF2cz4g0vWbeRH1JZJ4woSOdTvTb2AIpBp0JdM8Pj7N9u1iU2Wnr0LDEkvso\/rTGQ6vrpuYBZadCLLTV4ESdX92NINDIgRmkVYzhieO1AHTWniDUNGnFtehLmJf4XO7A9j2piLOqRWviiYXFjciK72hRbTcA+ytQFznZNLltLkxXytA45USAgN+P9RmgLF7TvE13YOEQma3\/uSnJH0NAWPRPCXjEzArZSMjAZkt5OVI+nQ0AdI\/9j6u2ZV\/s27P8ajdEx+najYdzL1TQr3T18x0EtsfuzRfMhH1FAXuYd5YW94v75Bu7OOCPxqRnO6p4aYg7As6\/k4\/xoA5G90aSN28vOR1VhhhQFzKkieNsMpBHqKBjBQA7HSkxjXQMOQDQBA8BH3efagVi1ousanoGoLe6Pe3Fjdr0khcqfofUex4oBntfhL48rOYrfxxpomIIH9o2ICSD3ePo31GPpXn4zK8Pi9Zq0u6OijiqtHSL07Htfh290vxLa\/a\/Dup2+pW4+8IjiSP2ZDyp+tfOVeHq9OXuPmX9dLnowzCElaWjLk8cwkCYKp3P+TXBXwdejrJaf15nTGpGWxm3kge4KK2Qg5wf\/r1zrt\/X5lj9Ni+0XSxD+IgcfrXXgKXtsQoIwxMuSDZ3Y4FfoZ84OBoAWgYZoAswLhc+tAElABQAUAFABQAUAFABQAUAFABQBxXxl1s+H\/hlr98j7JjbmGI5wd8nyDH\/fWfwoYI+B40LuqKOScCszQ+mPgzpC\/2rb\/L8lnAP++jx\/jQ2Ky5fU90BzUjQ7FMYmKBDGQEUhniEmmj0\/Svgo4g+q5StJpvoK2WIJcCpJp2P4a3jiCXAqy2B54reOIIcCnNZEdq6I10yHEoS25XtW8Z3M2isyla0RDI2B9KoRC4OKYiI0wEWgESocUhkq0ASqKAJ4x0pDNC3XpQB0ujQh2Xd074qorUUnZHoOkXAs4R9ljih9XwCx\/Gu6mrI8ytJthf+I7hAViupGbocHH8q3uczRzV3LdXLlvIubiQ8gBSaYrlVNJvryULdvFZoekbtlz\/AMBXJqWNI7jwz4NUKCttIx677n90v12jJP44pbl7HX2ek\/Z1P2iZBAOiRDYGp2Fc5bxl8RbPRQ1lo6Jc3gG3APyR\/X1PtT2EouR5TNNqOvXxub+aSeVu56D2A7CobubKKidVomibNpYZNIblc7rSbBkAJGPamZtm9FHtAzVEkwUtwOlAieOLHWgCYLTAeBQA7FAC0AFAC0AFAC0AFABQAUAFACGgBKAENADDQAw0ARtUgMNAxhoAjcZFAEdABSAKYCMgIoAiK460gEK0wG7aBhigBwFAh6igCVBQBOgpiJBQIeKAHCmMp31\/FagjO+T+6O31oEc\/d3U90+ZGwvZR0FVYRFkCgBDigABoAUdetMCVe1IDC17wrp+ql5gptr0j\/j4h4JP+0OjfjRcDgNZ0nUdCO6+i861H\/L3ApKgf7a9U\/Ue9VcXKULGafV5jBoka3BHMlwxxDCPVm9fYc0XEl3Na0S00Ul7Jze6owKyahKvQd1iX+EUtxtlRyzyF3Ys5OSSck0xFiwvrqyl320rR+o7H6jvSEWHi0u\/ZmA\/sm9bkzW65ic+rx9PxHNGxVyre215pirJexK1qwyt5bnfCw9Sf4fx\/OgViB7tVMaJumlkO2OKIbmkPoB3oCxbmtrXTHSTXwt9fEBotKibKRnsZT3Pt0+vWgpaEN1Jd6tMJ9VkD7eI4FGI4h6AUWE2S2tzc6YWNjMURvvwsN0b\/AFU8UCuXYb7TXsLmHTbSz0PWZlCrcqgEbc8jcOVB\/SlYpO5yEqyaPP5Oq2z2k8nImc7kmPqsnQ0A0y1A8KtulG4YyMc4Oe47j296ZJT1aZLi6cwxhEJO0BQDj3xQMp29pPdXy2ljD9pvTyUzhIh\/ekb+Ee3U0DNlvFcehaYNHhaPWpQzG4mkGIFz1RB3AxSGYVxp3h\/XDvspDot4edp+eBj\/AOy\/yoC5zutaDqWjt\/ptvuhP3biL5o2\/GkFifR\/D7XVu17dyraacnL3Mg6+yDuff+dMCHV\/ECC2bT9AiaysD\/rJCf3s\/uxoGc9DHIzYhR2YDPyjJx60gZq6R4kv9MO2KVvKzyh5U\/hTE1c3NVvdP8XRQ\/aJzYXsQwrN80TfX0o3DY5jVdCvtJlX7fC\/2ctjz4xuUj2pBuM1SWwNvAlig3hfncbuv4+v0496AM8+ZI+WZmY8Z6k+1AHR2enQ6NHFf605STh4bNT87EdC3oPamAsvi64u5WW9treazJ4gZc4H16596QwTTNM1ds6ddizlY\/wCpuBkf8BbP86BXJdRt\/wDhEokS0Pm386\/NcsPur6KKB3uUtL8TanbzDzHa6U8lH5P4GncR6B4c8aGJxHFO1s7dYJcFX\/oaAXmdQ0mi6yMTR\/2bdn\/lpHzGT7jtSGZ+p6He6evm7RPb9Vnh+ZSP6UDWpg3lnb3q\/v41LdmHBH40gOb1Pw4xBMYE6+mMMP8AGiwHKXujsjN5eQw6qwwRQBkyRvE21wQRQMYDSC4tAxrIGHIBoAgeA\/wn8KBWJdM1C+0i+jvNMurizu4\/uywOUYfiKAZ7b4K\/aEvYFjtfGtiNSh6fbbbEc6j1K\/df\/wAd\/GonThUVpIqE5Q+Fnr2iaho3iu3e88KalDfqRvkgztni\/wB5DzXzGPyWpGTnQ1XbqenQx0ZLlqaM2vDUT\/2kfMVlZAxII5B6VnkFKX1huS1QZhNezVup1wr7I8UKAFzQMcg3MAO9Ai6BgYoGFABQAUAFABQAUAFABQAUAFABQB88ftha55OhaHocb\/NcztdSgH+FBtXP1Ln\/AL5pSHE+bvClp9t161jP3VbefoOagpn1r8H7QRaTdXZGDNJhT\/sjj\/GkN7pHfg80gHg8UDF60CHAUxnlZjHpX5gmfXETQqe1WpsRC1sDWiqMLFaS0BrWNVktGfdWo9K9GjdmE5JGJewhc8DFerRg2cc6iRkSIpNd0aZg6qCG38w8Cq5AVQsPpe5OBS5R+0Mm6tGiYgg1PKVzIreXjtScRpi4NKxVyVKkZNGKALMa0AaFqvzCkM67RFCKrMOK2poxqvQ7C21LSo4lFyjZHY812w2POm7stR+JPD8CjyogZGOAPKxz7mtDLdmpFqNvcxbV8tw38O3NK47Gvp1jezru8yK1gxx5cYUn6d6W49i5c6ha6TblFfc2Mks2T9SapIls8n8aeOrnUi9lpLkRH5XmXq3svt71Ln0RUYdWcxpOgySsGkB55NTe5pojudI0VU2hUyfpTQm7nX6dpqRAFhlqZDZrogUcdaZJOkZY80AWEjA6UxEgWgY4CgB2KAFoAKACgBaACgAoAKACgBKACgBKAA0ANoAaaAGGgCNqQhhpDGmgY0igCIjBoAMUAGKEAtADWXNFgIytIBNtACYoAAKYD1FAEqimBOtAh4oAJJEiQvIwVR3NAjC1DWWk3R2mVXoXPU\/SrSAygSTljk+9MQpJz1pANbcO9MAyQuTzQA9DkcUgHd6YDt3pSAepNADyA2eKAMLxXoUuqaUsOnTrZzRyeYuFykhwRtYDtzRcDzeea60WX7Nr1l9mLnCy9YpP91+n4HBqhNdi0sMc4zbv8x52GgkgmPkBjNhAoySxwAKAItNtLrW0M6Smw0Zfv3zjDSe0QPU\/7XT60FWsdDH4gOn2kNho0SRWEC7EEo3s47lifWlYLlrS77S3tbpLW2tdJ1SdCq3McYC7vXPUUWC5z0+nPpMp+3RNFLIcid23Ryk\/3ZOhz6HBoB66ksLRLKBcB9nfaQDTERXdyJtqrGiqvAIByw96QEMcbz3C2lvbvd3rDctunYf3nPRV9z+FA0jQbUrXRtNm0idItbupnLzxji3g4A2g89MfXOTxSHc5yXR7Sc79Cuzp9wf+XK7fdCfZJOq\/jQFyaDw9rHkyS6rEmkWUS7p7rzFkcr6RgZwT6mmLQxr\/AFVZLI6dokLWOk5+Y5\/fXB\/vO3Xn0pFXMu2sGnLLFtSOMbnduFQepoFcrahavZyR\/MGWRd6MMjK5I6HkdKBblnRvEOo6a4W3lJjzzG3Kn6ikM7DVbSHxn4bgub6YaW0LkRu5xFJwORnHHb8D1pjTseb634b1LSB5k8ImtTytzAd8ZH1HT8aB6FbTtXksYJY4oomDjgkc7sggk98YPHTmlcTjcoSb7iZ5H5d23MQMck0DN+10S2021F74gdoYjylqOJZvqOw\/zxTFfsOk8a37zMFigSyPAtyu4Ee9AWE+yaHrZ3Qy\/wBl3R6qRuiP+FINS7fafF4Q0+O6gX7bfSjCTsvyR\/QetMNzibqeW8nee5kaWZzksxpAyxcaVe21stxPbskRAb5uuD0OOoFOwrogmmEnlmOJYSq4O0n5jk88\/h+VIaNfS9auQEtJ4hfQOcLA67if93uKdxWNy90Gyju\/+JZd24uT1s7lxz7A9R\/nmgb1OV1S2vLabyr6J4mBOA4x+R70hm54Q1O+E5V3Z9PjU+ZJIflTjjBP8qA2Oz0HxvBBcGOzvtueNkgwr\/geDTB+Z0xn0XWP+PqM6ddt\/wAtYRmNj7jtRYLlHUtAvbFPOQLc2p6TwHcuPfHSpHuYd3ZW94hE8YYjo3Qj8aYHOan4bZlJhAnT+6eGH496QHI3mjNG7CPcGHVHGCKAMqWKSJisikH3oGMoAWkxiFQeoBFAEDwd1P4GgLC2d1d6bdx3NlPNbXMZyksTlGU+xFAj2rwH+0JrGleXbeK7VNYthx9pXCXKj3PRvxAPvQrXvbUlrofQ3g3xz4b8ZwBtA1OKWfGWtJTsnT6oeT9Rke9aJk7HSnIOCCDQAZoEWLRckt6UAWaBhQAUAFABQAUAFABQAUAFABQAUAfEv7S+t\/2x8WNQiR90OnRx2ac8ZA3N\/wCPOw\/ColuXHY574b22bm6uiPur5a\/U9f6Uhrc+rvBUYsvDdnD0OzcfqakSd2zo45AR1oKZKGFADgfegCUUAeXMwBr8wPrSNmHtQMbnNaRQrkUxwua78Ph3NmFSpYxr+5VM8172HwrsedVro5q\/u1YkDrXr0cO0efUrXMeW4AY5rq9kc7q3NzRUEyr3qXApVGdHFaAgDFZOmaKoZHiHTgiFwKXszRVdDj5BtYg0ezGqgbal0y41SRVBAzWTgbRqXJVWs2rGqdyxEMkVJRqWCbpBSGdto1zb28ey5iJJGEZVzz781009DjrNvY6y10TS9Rg\/0xgkpPGxSuP55rqTRwtXHv4Y0myiAgeVyxyQcHd+lP4thbbm7pUEIP8AosStt6yN9xP8TTUbbhzFfXfE0NlFIkM29gMNK3QVdiWeXavq17rsrRRs6WxPPq\/19vaspyvsaRjZal\/R9BChSy1CTLbOx0zShgALgVaRFzpLSzSJRgY96Yrl5VxwtMknji7mgCdVxTAkAoAUCgBwFABQAUAFABQAUALQAUAFABQAlAATQAlABQAhoAaaAGGgCNqQiM0DGmgBDSGRsKAEoABTAXFAC4oAay5pAMIoAQigAxQA5RQBItMCZaBFDUtXgsgVyJJf7oPT600hHN3WoT3j7pmwOyjoKqwESt2pgSqcikIdQA4Uxig0hCjH0pgPFIBwx6UAOAB70ASAUDDp1NAEV5bQXkDQ3UMc0LjDJIu5T+FAjgdW8ASW7mbwzdC3B5NpcEtF\/wABP3l\/UU0weu5i3vh\/+y\/JvfGU0Vz5j7bexgJ8p3AzmRjy306fWgF5Drq5u9UbfJt2R8JEnCoPQCmRcotlGwwII7GgCSHy\/MAm3eX329aBlx\/EH9kW7RzSJcWDDaYJ13Byf4QOufpSsM0Z\/DZl022vdNZdPluIw50y+k4UnsrfeU+3I9hSuMz4tG1V\/MN1b\/2TbRDM13O6vtH\/AEzAJyT6n8jTEinNqQW2ew0COSysGJ865c5nuj3JbqB\/njpSHcowW21RHbxE+yjJNMm\/cTUrSW0lMc6hWFAJj9O1u9s42tlK3VpINrW0w3oR6e1A2Mj8K2mvwXN14akazmhk8uS2lbfCWwCQrdR19\/wpMfqcrqMOpaHceVqFvPZynhX\/AIW+jDg0wKZWS7k3u7OWIG45YsewHqfagDf\/ALOsfDtol34gXfcuN0Gmg\/M3oZPQe38+lILHLa7rF7rd2J758KnEUKcJEPQCkP0H6T4hvtMOIJiIz96NhuRvqp4pg0aLpoOvMGmUaTeH\/lrEMwsfcfw\/55oDVGhfaVB4R0lNShj\/ALSunOI5Sv7uL\/awKAWp59fXdxf3T3N5M00z9WPb2A7UAP061F3cbZHEcC8ySE8IPX\/63egTdkQ3CrFOwgl8xB0cAjP4GkO5saPr97aL5BxcW78GF13hvYD\/AAoBK5vat4X025igmimj0m\/mQP8AZpZBjJ6j1FMLnNeIY9Zt9sOqq3lhiyuFAVycc5HU8CgLLoUNMsJ9Rn8u0QMRy7scJGPVjSD1NCa\/ttHR7fR2827b5Zb0j9E9BQHqYgZvMLB2Lk5znk0AdLHqupafbxR6tbrc2j\/djuAGIx6dxQG+xpX81nr+mxW2lvFaSIc\/Zn+QOfYjigL23OTudMubW5EN0ht3zj95x+PuPpTH0ubdvrX9mwgW88jFMBoJfnB6dGHTv\/hQSrnX+FfG2JVW2uHtpmODE\/Kt7ehoGdibrR9XwL2L7BdHjz4R8hPuvakMoaloF5Zx+dHturU9JoDuXHvjpQNGBd2kF0m2eMN6HuPoaAOe1Lw4WUmDEyf3H+8PoaQHJ3ujMjsEDI4\/gcYNAGRLDJCxEikfWgdyMGlYLi5zQMQgEYIyKAIXgB5U49jQFhsMs9ncJNBJJDOh3JJGxVlPqCKBHsPgP9oDxDofl2viJBrlgMDdIdtwg9n6N\/wIfjVKRLR9EeB\/iL4X8aoq6LqKJekZNjckRzD1wp+8PcZqk7ktWO8iTZGB3oEPoGFABQAUAFABQAUAFABQAUAFAFXVL2LTdNu764YLDbRPM5PZVBJ\/lQB+c2sahNq2r3uo3RJuLud7iQ\/7TsWP86zLPTPhppxNlZxkfNcSbyPb\/wDUKTGu577Bcm3jSMfdUYpCSsaMWoKFGWoKuaNtdq2ORSGaMThgKYicGmB5DLcV+Z8p9YRfaMnANUqYFmM\/LmvRw+HT3RhVqWKOpTmOMmvfwuFSPLxFdnI6neZ3c5Ne5RoJHk1axy91dHeeTXaqaRxuo2UprhietHKhczN7wlqRW4EbnvWM49Tqpyuj1OxjEkasO9YNGlyHWbTzbZxjJxTSFzHl2qx+RcMD0zWqimS5tFdWzSdNDVQlQ1hOmbwqk0ZrmnTOuFQtxCudqx1RdzpPDunSX02yI7WA69aIRuwm7Rud3onhe4gkVponZvUDINdUabOGdVHTvNb2EWCCZPcEAfj\/AEFbxptnLKaRUVftJ+06lMY7c9Fzgv7D2rZJR0Rne+5j+IfFA8k29pmC1UYCr1bj+dFrBc5KO3utUm3SbhEeQnYVEi0dVpOjrGF+Tms2Xc6uw00LgsMe1MVzaigWMdKBMsIhbpTEWY49v1pgSqKAHgUAKBQAtABQAtAhKBhQAUAFABQAUAFABQAGgBKACgBKAEoAQ0AMNADGpCIzQMaaAENADGoGNoAKAFoAUUAGKAGsM0gG4oAMUwHAUANnnitojJPIqIO5NAjmdR8RvMxjswUj6b+5\/wAKpREZC5ZtzEknuaoCQ8UhEkRz7UwLKUASLQBIBxSAYTg0wDNICRTTAcOaQDxigB6\/WgY\/aD97mmA7FIQxhQBR1GyttQtmt72COeB+qOMj60AcLqngq7sC83h25Lx45tLh\/wBEf+jfnTFuYI1FWmNpqkEltdr1jlG1\/wAOxHuKYmralZppJ7wWelQNd3j9I1PCD1duiigErmra2lnoM32i7lTU9cHRyP3Nt7IPX360hlS7uJruZpp5GkkPcmmBo2eu3EVq9neqt5YyDY8MvPHsetKwrlJtIWVTJ4fuvMHX7Bdthx7I\/f6H86BmSbpoLgwXCS2t0vWGUbW\/wI+lArBcuZTLc3MqqvLvK5wKAuOhsI\/sf27VpH0\/Sf4VIxcXfso6qp\/P6UijN1TWbi+jS3tI\/wCztKi4itYTjI9WI6miw9iSx8RXNvB9mu1S9sm4MFwNwx7HqKBHQ+H28NlJpNHt4rHVyjeT9ocsqsR\/CScf1pi16nmuvWep2eoSvr0UwupDkzPyr\/QjipL32KURginRroNJH1AQ43H0J7U0TqR6lNFcTboLdIVzwF9KGNKwmn2Nxd3UcVrG8krnCoo5P+A96Qztf7WtvCGnvYXLrqF9MwMlupzHCMdCaZO5iSWOh6+d9k40q9b+BzmFz9e1A9Uc7q2j3+kybL6BkU\/dkXlG+hpArPYj03TrjULlYLSIyyt2HQD1J7CgDoZp7DwupjtCl9rOMPNjMcHsvv8A59qewrXOWuLie5uGuLiVpJ3OWcnk0ijV03xHd2kfkTbbm1PWKUblP50CsbF5eWus6QLPS2h0+XJLQn5Fl\/4EO\/Hf1osJabnG3tlc2MnlXkLxP2yOD9D3\/CgonhjsI7VmnmeSZlyiwgjY3+0Txj6UC1uVpbia42CaR5Nowu45wKBotaXYXN\/PstQAE5kmY4SMe59fagF5nTap4uhaOGxaJNSiijWN5phjftGMj\/GgErGadP07VMtplwLec\/8ALvOeP+At\/jQK7W4+38PT6ahv9VOyOEhkijbJc9uaB3voiP8A4S3UBdGQeX5X\/PLHGPr1piO08N+NXi2SRyyWZfjbJ9x\/z4NAHX\/bdI1kD7dD9iuT0uIOUP1WgL2Keo6Bd2sfnQlbq17SwncPx9KRV0zCubSG5XbcRh\/rwR+NAHP6n4ZLKTbESr\/cfg\/gaVgOQvtFaNyFDRuP4HGKBmRNDJCdrqQaAGZ5oGHFILiEA+9AELwA\/d4NAEa+bBIsiMyOpyrqcEH1BoEeteAfj14o8NeXbaq41vTlwNlw2JkH+zJ1P\/As01IlxPpDwF8WvCnjNI47O\/W01Futldny5M+ik8N+BNVe5LR6BTAKACgAoAKACgAoAKACgAoA8u\/aT1w6N8KdSSN9s2oMlmmDyQxy3\/job86TBbnxLDGZZUjXlmYAVBofQPw+tFhnRiP3dvGFH1pMaWh2F3qB3\/J0pAVH1CUHqaQWNXS9ZJdVY0yTsbC\/V1HzUijSF2p70wPHGcmvzmKPq2JCwMwHvXXSouTM5TsbOMKK+hw+HskeVWramdqkXmRsPavaoU0keXWqnnOoOVuZEb1r0YLQ82b1Ma5HzVoRcoyE5qWNMn0uYw30bZ6ms5q6N6UtT2\/wzcCa0TvxXK0dLNqWEOhBpIR5d4ysDFPIce4reBM1pc5FJCp69K0sc3M0Txz5NS4miqF2FskVhOB1U6hpW3OK46lM76VU6\/w7DcRsstsSrjnIrKEdTSpPQ9N0XXLgRhLrIbGCPWu2J50xt3cWSyNNFbZm7b3yorVNmdjmdUuLi7uCzsWboFHAHt7UxWILPRTLKJLgbiOnoKhsqKOlsNOCgBVx+FRcs6CysQoBxSA00QLwBk0wJ44ieTQIsomBTAkAoAdigBcUALQAUAFMAoEFACUhhQIKYw7UWAKQBQAlABQAUAFACUAIaAENADTQBG1JiGGgY2gBKAGMKAG0DDFAhRQAooAKADFACEUAJjFAzE1jxDbWG6OHE9yP4QeB9TTSFc467vrm\/m8y6lLeijhR9BVWELHTAspmgCwoz1pASIKAJQcUwHbjQBIDkUCA9qAF\/CgB4+lADw2KADdSAcGoAnDcDmgB3XigBpHWgBuAeDTAXYKQGdrGi6dq8Ah1K1iuYxyA45H0PUfhRcDl9f0CfR9ISPwhZxpEWJuYoziWQY4wx6nr1NMPU4ixuLWd3hmMkFypwyyAqyn0INBLuizLbSxgOMPGRncnNAXIc5FAi9Y20cyOzzBWCkgDqMdzTC5Xu9Yt7m7ttI1G3XVvOkVIowD5q5PLq3UAc8+1Iq3U3R4T03TvOmtZZNUvbdS9tZXNwGUOP9njJ+tALzPOr2\/n1HUnl1iST7epx5cq7PLHoF7CkNjrZIHukFy5SHnJH+f1piINRMGNsMaq4Y5KMWUjt179aASZSSNsqxJALbQAMlj6AdzSA7m2v4tC0N4vFuJxckGDTmAkdEx1J7Z\/IfnQPfY5m58O6RrWZPDN2bW4PIsro4B\/3WoC76mdp3g3W570wTWDwbT80suBGo9c9\/wosO6J9U1y00OGTTvDDb7lvluNRYfM3+yvoPp\/9egVurOMCPI\/G6SVzyTyWNIZNPaXdkN8sbRjO0nPQ+h9D7UAmjV0nxNc2kX2a4CXNofvQzLuU\/T0oBo6+3a11fQru18MpFp98VDSIBtJB\/2hVXFs9TzPUtOvNLuDDf28kL\/7Q4PuD3qStxNNuIra8jnlj80RncqZ4JHTPtQJq6sRXUonl3rEkeey5\/qaYyxpOnXeoXYgsYy8n8R6Kg9WNINtzpr\/AFqx0uwj0l1TVnTIlkk+4p9F\/wDrUybN6mK+m6fqXzaVOLac\/wDLvO3B\/wB1\/wDGkO76k1n4TvVV7jVgLSxiGXdWDM\/suM0BddDP1TV\/tEIs9Pj+y6anSJer+7HuaB2MyOKSQMY0ZgoydozigCVXt0s8BZfte\/724bdv065oDW5qaf4huYofs1yFurRuDFKM\/keopiaNWPw9bazZ\/bNFcoQcNbzHjI7BqAvbcydVe7sMWzW72+U2sjnep91z0\/A0XBLqV9M12+0whUkLxZ\/1b8j8KQWueoaT4kbT1glS7FrJKoby3YDOexU0wvc6MXuk6uP9Ph+yXBH+vgHyk+6\/4Uh+hW1DQbu3i86323Vr2lhORj3FA73OfureG5UpcRK49xyKAOf1Hw6GVjbkOv8Azzfr+BpDOSv9GMchG1o3H8Lf40IDJntpIGwwOKAIQaTGgoATGR7UARPAD93g0BYhZHjYHkEdCKBHqHgH44eLPCpigurn+2NNXj7PeNl1H+zJ94fjke1NMlo+kvAPxm8J+LxFAt4NN1NwAbS8IQk+iv8Adb8Dn2qk7ktWPSRTAKACgAoAKACgAoAKAPlv9sPXDLrGhaFG\/wAkELXkqg9Wc7Vz9Arf99VMionhvhO2+065ACMrH85\/CpGz7A+EukwHwe3263SVLqRnww5x0GD26UWE5NS06CeI\/BU0O640ctcQ9TCT86\/T1\/nUtWNU1LyPP7qUoWRlKuDggjBFK4NNaMqQXDJMCM0EnV6TqYRV3vQBt2urK8mA1MTOGmdUFfFUMK5PY+kqVUikLwJMpJHWvYpYSxwzr3OphkEsAYYPFezSpaHl1Z+8QzjchBrsgrHHN3POvFNt5F4XxgNXVF3Oaa6nPSfMKsyKEy80mUQKxVgfSpaLi7O56z8PtQEsMaluelcskdy1Vz0cJlAayEcn4y04SwGQDmtYMUldHkOoRG3uWUjAzXQjlkrMgVjmmSXbWXBGaUo3LjOzNyxk3OorlnA7qVQ9a8Iwo1umQM1ioWNZVLnZJp8bx9Bk1adjF6lSbR2JOGOKq4rDItIWP+Hmk2NIv2+n9OOKQ0jUt7VYwOKQFtIy3AGBQFy1FCB1osBOFxTAdigBcUALQAUAFMAoEFAMKACgBKQwoAKYhKAFpDEoAKACgApgJSAKBCGgY0igBDQAw0gI2oENoGBoAaelAEfegYtAgoAUUALQAUAV768gsoDLcyKiD17\/AEosK5wmueKZ73dDZhoIOm7+Jv8ACrUbAYcYJOSeetMC0g6UAWYxQBYQc0gJ07ZpgTgcUCFXrSGOoEKKYD1oAkVRmgBx6UANNACHdxigB4B45oAlTINICYNTAUnOKQDTTAY54z0PSgZCuVwMsx9TQIeW59qQGD4h8P6XrIxfRIs\/8EqttkU+x6\/hTF6HCahomt+HW82DdqViOSUH71R7r3\/CgNGU7e\/02\/jZ1cQSL1AH6YPQ0ydUZaT3er3UlroYUqn+uu5OIoR9e59hRcq3cv2otNDjkj0stLeScT38nMknsv8AdFIHruUTK4k3q7B853A85oC5dm1O31CIW+v2i3iDhZx8s0f0YdaAt2M658Nz+WZ\/D90NTtwMtA2FnT8O\/wCFA79zN022uNQuhbW1nPLeZx5JQqF92J6CgGbF1eWXhYtHatHqOvkbWmx+6tf9lR\/k+vpQFr+hxt1JNdXL3N3K89xIctI5yTUhcbKk9pINwZGwGx7EZBpgdHonja8s42trz\/SrV12Mkh5weuG60XCxXufClrq6yXHhi4JlA8x7Kc4ZQfQ96LBzPqco63mjagv2iGS2uYmyBIvegdrobe3kt7tBVVUcBEGB9ffr3pAkkT6No8+oyN5ZSOCP\/W3Mn3Ix\/U+1ANly716LTIWsvDhaNSf3t4w\/eSn29BQCXVkuneLpfI+y6xBHqNqeomGWH0brQFtbokn8N6Zq6Gfw1eBJTybO4OGHsp70wvbcqWHg\/U3lc6jEbC1i5lmkIPH+yO9AX7EOr67FFanTdBQ21iPvy\/xzH1JoC3VmBaW0t3OsNum529+3ck+lIG7bjri1ltgZFO6ENsWVfusfb1oYJmppXiS7tIjbzYubVxhoZeQR\/SgLGjD4dstfgkuNDkNvMhw8EpyoPs3+NAc1tzPe51Pw\/A1nPZiF+cSFc856+hI7UByp6mCOQST9TQM29M0dPsovtWc29gOQOjzew9BQJvoiHVtdmugkFoDa2UXEcUZx+JoBKw+w16dI\/s92i3lsf+Wcozj6HqKAsbuiQ6BcStNap5d4FJSOZyQG9s8UBr1OW1m2vorxzfpIJGPVu\/0PT8qQ\/Q1vD19dWkGWuiiHlUmBKEfXtTJb10Ou0DxssU+2O5NrMDgjOUb+hH1oKv3OyXUdK1dQNRgFtOf+Xi3Hyn6ihBfsVr7w7cQxmezZby17SRHP5jqKLAncwLiGOZTHcRq6+jDpSGYWoeHVkDG1YEf885P6GgDk9Q0V4nKtG0Tdgw\/kaBmLcW0sDYdTSAhzQAtAwosBE8Kt0+U0CIHiZDnGR6igLHovgH4y+LPCBjgS8Opaav8Ay6XhLgD\/AGX+8v549qaYrH0j4A+OPhXxUI7e6nOkak3HkXZARj\/sv0P44PtVJktHqisrqGUhlPIIPBpiFoAKACgAoAKAPgj4164fEHxR8QXgffDHcG2i542RfIMex2k\/jUPctbCfDaxaaWeYLlmZYk+v+cUgW59m6DbLYaPaWyDAjjC\/pTM076mmjHPFBRjeIvDWna8hNxH5V12uIxhvx9alxLjUa0Z5fr3hS+0SYmaLzbYn5Z4+VP19DUsuyeqM0JsXNAia0uwj4zTEYF7eAEjdXDQwtuh1VMQYN3eENnNelTopHBOudh4R1L7Ra+WTyOK25OUylPmVzcm68UGZyfiy2822ZgOV5rWDJktDhOTkd63OYgljzRYLlZ4yKTKR1HgO8MF6IieM1z1F1O2lK8bHuWmyCa3Ug9q52ixmqWontnQjORRF2YHjni\/SzFI7gY2mumDMJq5yiitDAmi+WgDRtJ\/LYH0qXG5pCdmeoeDdbj2opcVjKmdCnc9R029SVByKxcbFpmwgVxxUlDxbqetA7kqxdlFAyeO37tQInWMCmA8LigBcUAFABQAUwCgAoAKACgAoEFAxKACkAUxBQMSkAUAFABQIKYCUhhQAlACUANNADTSAjagQ00ANoGBoAYw5oASgBaAFoAWgCC9uFtLSWeT7saljQJnlWp6lc6pcmW4fPPyqOij2rRAyCOOgRYRcUIZOvUUAWU9aALMXNAE6g9KBEydKAHAZoAdjigA28UAPUY60AO3jGKAFFIB+PagBMZpgKoIoAkUikA\/gUwHcUgDcKAInYE0wIGIDGgRz1zrV1qV0+n+GkWaZTtlu25hg\/wDim9h+NIfqWIPh9pkieZqj3F9eNy88srZz7YOAPYUXHdkkmi6no4zpk5v7Qf8ALtct86j\/AGX\/AKH86Li9Tnb3QfDnia6JurQ22oj\/AFkbZikP1x94e\/NO4rNbHNeMYLrw66WsNkYtAUDy3t14U453gc5z3oDf1MSCeOeMPDIrqecg0CYOSTigaIHBoAjjkktpllgkeORejKcEUAdTpXjaRYJLXV0aSOVChni+WRQRjNArJbHK3\/ha6hje70OdNVsj8xCcSp\/vL\/hSK5rvU56OdVmGVwyNyjjHPoRSCxY1HULm\/dzJsVXbcVjXAJ\/rTYlFIbpWkXOpXv2azjEko5cnhIh6uf6UWG3ZXNm41m08LxSWmguLvU3G24vmGVXH8KigEm9ytD4rXUI\/s3iO2jvoT\/GVAkX3BFAJdi3png7SNRn83T9Vla16tbbQJPpmnYGzlvEesyXT\/wBnwRCysIDhbZRt\/FvU0h2tqY0SB2VSyoCcbm6D3pBc07\/TbWOyS4t7oFMbfmBDSOOuF7L70EqTejRkwvJG4MbFWHTFBR6L4H12fUo7qx1hDdaYIm8y4c4EZHQbu\/8ASmLbVGFqHhrTr6SRvDWoxysD\/wAe8p2k\/wC6T1oHe25zEsd7pN3iaOW2nXI5GMg\/zFILJkdxcz3bKZnLbRgDoFHsOgoBWRp6Jocl+jXE8gtdOj5kuG4z7LTBsm1TX0S3+waEjWlip5YcPKfUmkCXVjLDxHcRRCC9C3lqesc\/zD8PSgGjc0Kz8NXt15qq8c33lgmkym6mhNs5zxTJqL6k51KORACRGuPlVfbtSKVuhX0bS5NUmdEbaqDJPU57AD3pomUuUbexyaVdXFrHKrHgM69RxyM\/z+lIF71mykmQdwOMd6Bna6BNImkyy6\/tbS8DyxMMsx\/2R1oE99DOmstO1EOujXjw5Ofs1wcBj7H\/ABoG3bdGLc6XfW83kvazeYegC5B\/HpSHudLa6m\/h7TltbpvPuid3lg8Rg9iaYbm74d8bIsoMc72cx6gt8rf0\/OmJ+Z2yappWrKP7VtxFKw4ubcdfqKQK\/Qr33hy4SI3GnSJe2396Lkj6ikUmjAuY1ceXcRBh3Vx0pjMK\/wBAimBNs23\/AKZvyPzpBc5TUtCeBjujaM9s9D9DQBiz2ssJ+ZTigCDNAC9BQAYpDI3hVvY+1AEEkLL2yPagR3PgL4seKvBbJFY3zXenrx9iuyZIwP8AZ7p+Bpp2E0fSPgD4+eF\/EgjttXY6JqLcbbhswuf9mToP+BAfjVJk2PXo5EljWSJldGGVZTkEeoNMQ6gAoAw\/HOtL4c8HazrBI3WdrJKme7gfKPxOBQB+dzszuzyMWdjlmJySfWszQ9u+CmkGe70qIr1Y3D\/TqP6U0TJ2iz6gAxgDoOKCUrIkWgY8GgBWCujJIqujDDKwyCPcUAnY4rxN4HjuUebRSIpept2Pyt\/unt+NQ12NVNS+I8qvoZ9OuHhu42imU8q4wRQDVjjrq5Ysea7Y0kjz5VWzPuJNwyTWqVjJu5seEr8296FJwGqZrqaU3dWZ6QHEkQIrIZmalH5sLAgciqWgHm99Abe8dCOM10JnPNWZCy8VRmV3SpZoiSwlNreRyLxzzWU1c3pSsz23wdqAnhQFuormkdVjrZVDJWYjhvGGnCSNztzkVtCViJI8huIDBdPGexroRzyVmKBTIJYxTEXbK6ltpQ0TEUFqVj0Twr4sIZY52Ib3rGUDojNSPUNI1hZ1Xaw5rCUbGiZ01rIHUZIrOxZoxbSOKYyXFABigBaACi4CUAFMAoAKQCUAFMAoAKQBTASgApAFABQAUAFMAoASgApCEoGJQAGgBDQA00AMNAhhpANNACUDENADTQAlABQAtABQBn6+A2jXgI48s01uJnlVsUkX5WBwcVQMuxpjtTAmVOelAEqx0AWI07UAWY0HHFAE6rQIkCigCTb+FAC7eaQAeBTAacmgA29xQA+MUgJwPagBQKADGKAGmmA4E0gA8HPemA1m49KAKWpXtvYWr3N3MkUSDlmoEYNtbal4sIL+dp2int92a4Hv\/dX9TQxnbaZp1rptoltZQpDCgwqqMCpBItd6BgTQBl6vo9lqkYF1CC68pIvyuh9Qw5FMLdjn7i11TS1KyL\/athjBBA85R\/Jv0NBNu5yGpeC9L1nzbzwxc\/2fe5+eLGEJ9GTtQF2tzitRF\/olwINdtWg7LOnzRP8Aj2pha+wu9ZEDIwIPIIoEROOtAFWQc0gC2u57KcTWkzxSDoyHFMZpXGpaXrgCeIbTy7nGBfWwCv8A8CHegFdbEuleAri7mD2urWs2nHnzowfNx6Y6A0gcvIx9e16OOKTRtBjNlp8ZKyN\/y0nPcsetDZSVtWcykW5ljQDLHAzSA09T0RbKw85rlTKDgrjgnuF9cevSmRGV2ZFtcz20yvbyOjg5BU4IoLOv0hovFsxtNWsxI0aEm9jG1o8dAzd\/xoRPw6owtW8I3NsZJNJuItStkPPlH51+q\/4UFcy66HNhsNtkOwjqG4xSG7m5peirPbfb9TkNppS9zxJP7KPT3oJb6Lcg1nWmvIls7KMWmmx8JAnG73b1NMaVjIjleNg0bFSPSkB0Nn4maWAW2swJfW3QeZ95fo3UUxW1ujY0Lw54e1O6EtvdTsv3vskhAz7Z7ijQV31Od8W6heTXrWtxE1rbQnEduBtUD1pFpW2MHrQBbu47WK3jSJ2luD8zsOFHsPX60ErUrRsR904oKOz8K3VzdW0o1RUm0hFO57jkA\/7NMl6Mp3elaXfTM\/h29MUh48mUlc\/Q\/wCNIbdtznbrT7u1uPJubeVZOw25z9KQ1rsbdtp1to8CXmtgPMeYbQdSfVqexO+iMfVtTuNUuPNuW+UfcjH3VHoBQUlYqwK7yqqHDE9zgCgDe07xHd6bKYmlW5hU4w3IP0NAmrlm6tbLxBM01jceTdv1hm6E+xoC7W5lPpT2c\/lagjwPnILjKED6UDd7aDoddubO4\/0XCwDjyiSV\/wDrUAl3O18LeLXmnC28kltdAZwrcGi4rdzuF1ex1Ndmt2iiTp9pgGG+pHegqzWxXvPDMjwmfSZ0vYBz8nDj6igL3OfniZd0VxH9VZaAMe+0K2nVjbnyyf4Tyv8A9akBymqeH5ISSYynuOVNAGHPZyxHBXP0oGQlWU4YEH3FIYUxBjHSgBjwI46YPqKVgK0lu6dtw9RQB13gb4l+KPBciLpGpSNZg82VwTJCR7Kfu\/VcU07CaPo\/wD+0J4d13y7XxDG2iXxGN8jbrdj7P1X8Rj3qkyXE9ot54bmBJraVJYXGUeNgysPUEdaZJ4r+1lrp074fW+lxPiTU7pVYDvGnzH9dlKWxUdz5DtojPcRRL1dgtQWfVfwO01VluroLhIUWJP6\/0poifRHsANAD1oAeKAHAUAFAGX4g0LT9etvK1GEMw+5KvDp9D6e1Jq5cZuJ8nykGvSPIuUZ2xQUiO1nMU6uD0OaHqiouzPVdCvBc2iHOTisHoayWpclGQQaQHFeKLPbMsq9DW8GZzRhEZWtDEYyfL0qWNFZkJPSoZqjufA2oNEyIT0Nc1RHbCV0esRXitbq2QcisgZh67OJLdh3qkQzyPxFGPtW9Rz0roizGaKMSkrzV3M7EyIemKLisSCM+lFxWLcQZcMvDCgpXR02h+I7iydQ5yo96lpM2jU7nqXhzxRFdqo3gHuM1jKFjZO529jfB1BDCsmirmtDMHHWkMmHNAwxQAYoASgAxQAUAJQAUAFMBKACkAUAFMAoASkAUAFMApAJQAUAFAhDQMQ0AIaAEoAaaAGmkAw0CGmgBKAEoGNNACUAKKACgBDQBDcossLxuMq4KmhCZ4h4o0+98O6mxTd5DHKP\/AAsPQ1Vx7ljSNfguMR3GIpfc8GncVjo1UMAVpgTKtAEqDmkIsIPSgZOooETKtAD8cUANNACY70ALgCmAEc0DHAYoESqaQD88UALQAw+1ACE0AMdwO\/NMDC1rXo7GRbW2jN3qMg\/d2sZ+Y+5P8I9zQKw\/RvC895dx6n4lkW4uV+aK2X\/VQfQdz70XGdkFCjAGAKQATSGNoAaTQAzPNACEZoAydV0O0v3EpDQXS\/dnhO1x+Pcexpi2MW\/try3gaDV7RNTsCMNNGmWA\/wBpO\/1H5UXFZHB6r4Bgmje98IXqqDybVzmMn0HdTTG3\/McXczXFhc\/ZtYtpLK46YcfK30PSgVuqHkBhnqDSEV5RTGVXFIZJY6ld6bOJrKd4XH908H6jvQBqXF9o3iFsa1B9hvj\/AMvlsOGP+0tAK62MXWfDWo6bEbiHZf2Ha4g+YY9x2pDumYyuZwPnJCjuegoFsbWjaEb6Bru6l+x6VHy903Bf2T\/GnYG7eozWtfR7X+ztEiNnpi8HB+eX3Y0XBKzu9zFs7y4s5FktpGjZehU4pFbnT6Z4g0y7uUbXtMtp5B\/y32Dd9T60ybW2Y7xnpl3rNx9v0mVLyyVQFhjPzRD020AmkrM4YrhmSTMci\/wsMUinoWVubaOI+VbZmK7SXbcF9SB60ybO+rKWO5OAOppDOm8PaY1sseralM1nYxMHTs8xHQAelMTfRF3UPGFvqszRX+mxSWfQEn94B6g0XDltsZ1x4bt71DN4fuxN3NvKQrj6etId7bnOTwS20xiuo3ikHVWGDQO19je03RYoLQahrhMFp1SH+Ob8PSgV+iKGua3LqZWJFEFlHxHAnAA9\/egErGdEk20yRK5VerAcCgdzd0bxXe2JRZW8+Jf4X\/oaBOKLuq29t4lnN1YXIS7Yc28vGfYGiwc1tGc\/9jbT9RiTV4JY4gw3gDqPagbu1oWNauLCWKJbKNBJklnRCq47Lgnn60ExTW5kgcZ7UFG\/YWcWlJHf6qSrg7obYH5mPYt6CgV76IsHxjczyMt7bW81qx\/1TL0HsaQW7Eo0nSdaw2lXf2W4brbzc8\/7J707BzNblfUbNvDI8uI7ryQfNMwxgei0h2uZ1j4g1C0l3+e0qnqkhJBpjO60TxSQIpiZLGVuj7vlP4\/40E36HZxa\/a6gixa3apKCMC4i+Vx7+9ALyI7jw2lxGZtEuku4+pjPDr+FA79zCngkhZo54yh6FXFIZTs7DT4NShup7UTRxtloc4VqYPVHR6n4a8N+K4ybVltbw\/wHCnP9aLCTa0Z5p4n+HuqaM7NHG08I7gc0i1Z7HGvG8blJFZWHYigRcu9LvLOGOS5t5I45BlWI4P40C3KgoAjkhST7wwfUUhlWW1dOV+ZfagDo\/BPj\/wASeC7gPoWoyRwbstayfPC\/1Q\/zGD7007CaNL4sfEi9+It3pc97Zx2f2KAxmONyyu5OWcZ6ZAUY56daG7glY5\/wbbifXIi33YgXNJAfYPwssfsXhOByMPOTIfx6fpiq2IesmdiKQx60ASA0AOoAWgBMUAfGvmZWvSPJKdy1JlxKsYJagbO88FXWI\/KY9KymjdSujsm5GagZja7a+datxz1FXB6kM4nyjuK+lbXMLEgi45FJsEiN4lBJxWbkapE+lXBtroY71jNnTT2sej6VqmbUK7dBWNzVoq6lfgq3NNMixw+rOskvFaqREolaHGMYp8xHKTLgGjmHykm4Z6cUc4uQlRlBp84uUmSRQKOcXKXtPvJLWQPE5HsDRzGkG4no3hnxUrhI5Ww3uahpM2Wux6HpuqLIq4bOazaGb1vdBgOakZcVgwoGLigAxQAlACUAJQAmaADNABQAUAFABQAUAJQAUAFAgoASgYUABoEJQMQ0AIaAENADaAGmgQw0gGmgGJigBDQMQ0AJQAUAFADSaBEMp4oGYusW8N5bvBdRLLGw5VhTQjybxJ4VksneXT2MkOc+WfvL\/jTGmZmj+IrrTXEUuZIQeUbqPpQO1z0DSNVs9TiBt5Bv7ofvCmmS1Y09vrTESR0gLEdAE46UALjNADcYNAC4FAC7c9aAHhBjimMQr7UAKKQhwoAdmmAh5oAhmYIpLMAo5JPAFAjlZtWvdeupLLw4oWIHbJqDjKL6hB\/Ef0oDbc6fw54btNFjLIDLdPzLcSfM7n3NIfmzdpDENADTQA00ANJoAYTzzQAhagBGNADI3O455FAFDUvD9rdyG4s2ayvT\/wAtYeN3+8OjfjRcDmddss25tfFGnR3FqeBdRruT6kdVNUTbscBrPw+urVDdeGLtbq2PzC2kbPH+y1A733ONa4MVw1vewyWtyvBjkGPy9aAasEmDQSVnFIZXcUhlrTNXvdLl3WU7ID95eqt9RRsDSe50el3vhfVbxH1vTY7e5JGZEJEbn3Ap3F7y2ZS+I0Gpm8EgTzNFUDyPI5jA9wO9GoRt03OJ3K33TSKZuxXemHSHhkgIkWQFVA+Z+Dkluwz2pkWlfcwdhZjjgdfpSLZ0vhGzu1lXUTcG002BgzzOceZj+FR3pifYv6vrnh3X7p47yweIdFukwH+pHegEmjEvPB93jztHlTUbY9Nhww+ooHzLZ6FqLRIPDtsmoeIUDzt\/qLMevq1Art6I53WtVutWufNun+UfcjH3UHoBSKSsFho91fW008KgRRrnJOM+wosS5JOxVDzWk\/yuVdT1U0FXOo0jxaVZBqsEd0idHdQWX8TTuTy9jQ8X6Dd635ep6bJ50DICkJ4ZR7CkNNLRnn08MkEhjuI2jkU4KsMUhmtb60ILeFFhO+JCqgPhDnuV7nmnchwuY2CzFjjB5zQWdFoWkFY11HUZWtLGMhgejSEdAKCW+hevfGCXkpinsopbLOAsnLY9c9qBpFNtHsNUbfo90sMh\/wCXec4\/I96Au+pNNp0fhqBbi9VLm+YZiQfcT39zQw+LbY5q6uZrydprhy8jdzQMixjBI4oAmneI7Wt1eM9xuyM+1AI17LxDOkQg1GNL61H8E3JH0bqKBOPVG3qHhe0lt7e+0m5WITIHWG54IJ7AmgE7r3jl9Xt7y2YRTxPEo\/hydp9x2oGl1J\/D2r39rdwww7riIsAYDzkd8elCBo7469aWV4qx3fkzA5ADYK\/jTEtjqbbxHFexCPV4Eu4z0lXhx+PekC8gl0CG8jaXRbpZh1ML8OKB37nP3FtPbSlJo2jdT0IwaBmrp3iO8tVEVxtu7foY5efyNMVjO8QwaPqV1DPb2KxMBltwB5qQV+pUaAeU6R4VW+8pG5T9VPFAWOb1bw5bSkvGn2WT1T5oz+HVf1oaGmctqGlXdjzLHmM9JE+ZT+NId10KQpiGyQxy\/eGD6jrQBUmspEyU+ce3WlYDr\/htp7TzsdvzSyLEPz\/+vTQX1PsrTbdbTT7e3QYWNAo\/KmzOPctCkUSLQA8UAOFAC0ALQB8VqxNemeURzLxSGmMhTmgDc8P3HkXyDOAama0NKe9j0eJ98QPtXOzYSVRIpFCdhHGahbfZ7tsjgmtuYza1KsnJwBUSkOMRnlEjmsXM3UBVgCtu7is3O5rGNi4l+0aBQelZXNbEM+oNICCaOYVjKnmzIcnpVqRLhcaJsDrRzhyDxcZ70c4cg8XAHelzhyET3ZB60+cPZiJfc9aOcPZl+1uXkwB+dL2lh+xNywjmJDKSDUOukaKgzuvD2p3NvtWUkgd6n6yjRULnoWkaoJAvzU1WixOi0dPa3QIHNVzoz5WXBOCKfMLlEM49aXOHKxhuBS9oh8rGG4HrS9oh8jGm496XtUPkY03IHej2iDkY37WM9aaqIXKyVLgN3q1IlqxYR9wqkyR9MBKAFoASgA7UAFACUAFABQISgYUAIaAEoAQ0ANNADSKAGGkIQ0DEoAQ0ANIoASgBaAEoAY9AiCWhjM+5j3CmgZzeqW7HPpQKxwOv6WkrM5XD\/wB4cGgaOYxcWM4eJ2VlPDLwRQM7HQPGm3bDqq7h0Eqjn8adxNdjurWaG6iEttIskZ6FTVEllOKBk6UhDxigA4NMBdoNIBw6UwHikMCvWgBpWgAXigB\/GOaYjO1nV7PSrbzbyUJ2VByzn0A70Bvsc\/Dp2peK5BJqivY6VnK2inDy+7n09qNhX7HcafYwWVukNtGscaDAVRgUhpFqkMSgBDQAh6UANNADD60ARsaAGkk0ABoAjY4PHWmIfHJzjNIdyyHVkIcAjuDQFrnG+JPD09iW1Hw7IYGHMttjMb++Ox+lNCfmcjf3Gk69H9k8SWS21x0WU\/dz7N2\/GmJf3Tkdd8B6lpimfRpf7Qs+ojYjeB7HvQwunuciZwZDFKrQzLwY5BtIpMLNDXHFIZCRQBG1AGjpOuX2lZFtLmI\/eif5kb8KdwaT3NCSLQNf5\/5BN+e45iY\/0oEnJeZi6n4d1PTZAJrZ5om+7LCN6t+VBV1LY07LQoLC0XUPEYMNv1itP45T7+3tRbuK7eiMjX9cuNXkVWAhtI+IoE4VRQCXLsU4dNuZbKS7WPEEeBuPGSfT1pBzK9hbHUL3S7gNDJJE47dKew7XOml1yw8R28cGvIY5UGEuYj0+ooFqtjH1rwfqFhF9ptf9NsyMiSPk49xRYadzChvJoEkjV2UOpRlPpSHYhC59TnoO5oEdNY6PbaZbLf8AiDjvDafxOe2aBXvojP1LxFfXl0JRK0MacRxxnAUUDSsXofEEF\/EINctkuF6CUcOv40CatsR3HhdbtfO0G5S6Q\/8ALJiFdaB3tuWbfQYtEtf7Q19csD+6tlOcn3pg23pEwNZ1e51W43znbEvCRL91RU3GlYj03TpdQdgm1I0GWdug\/wAT7U0TKXKMvLeXT7oxuw3AAgqe1A07q5o2+uPJCLfUY1u7cdA\/3l+h7UCa7FyTwv8AbbJb3RpDJE3PlScMPx70D5raM5+5W5ts21yjx7TnawxikOy3RDgYHU56AdTTA6Kx0+30q3W\/1lcyEZgte592oE3fRGPq2qXOpXPnXD4xwiDoo9BQNaFnT9Xu44jG6fabYdUkXco\/woFZHRaRf6PLBJHCiWF1IuN56fnQLXrqc7q2h39mWkkjaSInPmr8wP40i009ifRbq4sl\/wCPlo8ngNyh+vpTJb10Ok0zxdAJ9k0nkSqcCRD8p\/Ggd2d3aeI0uoVj1KOO8gPAkH3x+NAeg+bRbW\/Uvo9yrN\/zxkOGH+NAX7mHd2c9nJsuImRh6ikMiRsfWmAvH1oEQSWsbbivyM3XHQ\/UdDQBz2q+GoZcvEnlMf4oxlT9V6j8KQzlb7TLmzJLpvT++nIoArIc0xHsXwY0g3OtWQdDtiBmfI79qS7ik7RPo7FAIctADxQA8UAOAoAcKAFoA+LYUyK9M8liypSY0RKuKRRagOyRWHY0McHZnoWk3IltFwe1c7Ohl+OQbuakEjK1uKOT5sDNJzsaRjcwG2g8VlKZrGBFI4A4rGUzRRIDKQDzWftDRQKU0xDGlzlchUmuT0FHOCplfMjE8Glzj5CRVkbHBqfaIpQLMNtIexqHWRXsmWUsJW7GoeISH7FjZNLlx0NCxKH7FiQaNMzjg\/lRLFxSKjRbOo0fRXGNy\/pXDWxvY6IUDsNO0vaBlefpXFLHeZuqKNyCwCgfLWax1x+xRo20bQsCnFOONae4vY9Dfsr8qoDGu2nmCejMJ4Y0RqQx96uhY2Pcy+rMa2pr61EsfHuUsKyJtTGetZPHx7lrDDDqXHWs3mEe5X1YjfVMDrSWPXcf1YpTa0F\/iq1jkUsJcrf28obG8fnWqxy7h9TNrTNSEwGGr0KNdT2OKtQ5TorSXcBXbF3OGSsXe1aEBQAUAFACUwCkAUAFACUCCgYUAJ3oAQ0AIaAGmgBpoAaaQhpoGJQAUCENAxtAC0AIaAGsKAIHGaAIJEzQBnXtqHUkDmmBzWpaaJA3y0Acbq+ikZKikM5S7tJIHOQQKYFnSdYvNMlD2spUd1PKn8KEPc9D8P8Ai20v9sV0Rb3B\/vH5T9DTuQ0dUrd85HrVCHqaAHg0DHD6UCJooy5HHFIpRbJ2iCLzQaezsQ7lPQ0GbQ1ulMQ09eKBHO6v4iK3R0\/Rovtuo9CF+5F7sf6UWAl0Pwvi6\/tDWZftuoHozD5Y\/ZV7UXDc6+JAo9KQDzQMaTSATNACUwGsaQCUwGNSAaMGgAK0ANxQBG4BFMRGAQeKAJgSCM0hlhGDDa3IPakM4DxboaQ3THyw9vLyARwPatFqZtWZzcCX+lNu0yYtD3t5eV\/D0pWHe+5FqEWieJP3OrWotL7oGb5Tn2bvSBJx1RxuveCNV0kNNZZv7TrgD5wP607DumcqJFYlCCkg6owwR+FIGmhGpARtQBGaANfRPEmoaQ4EExeEdYpOV\/8ArUwaT3NrWbrT\/GghaS5\/s\/UI12hZDmNvx7UAm46dDjtY0bUNIfF5A3l\/wyryjfQ0thpqWw\/TdaurRNqMHj7KwyAR0p3E4J7lO5mkuZnmuHLOxyzGkNWWiNzStEjjtRqGusbexHKRHh5j\/hQS5dI7i3vjK\/e5X7C32a0jG1IgO3vTuUorqSm90bXht1OAWl0f+W8IwCfcUCtJbGtb6BZ6FpcmqWjf2ncL\/q+MhPfApML8ztscBqN\/cahctPeSM8pPQ9vYUFvTYXS7aK5uSs8ojRRu929hTJk2loVZynnP5alUzwCc4FIZNaXU1tIJIZWQjuDimI9As7mHUvD5\/wCEqAiQn9y7HDkeuKTFs\/dObvvCjvE1xolwt9b9dq\/fX6iiw+ZdTnXWWBzHIHjYHlTxzSGR\/M5Jck+5pgdFpOiRrbDUNZYwWS8rGeGloE30RW1jX57t1jtc21pHxHGhx+dAJWHW2stMgg1CFbuPoNw+YfQ9aAt2N\/QLHQzvnsizXqjMcc7dDQhNvqcnrYvvt8jaksglJ\/jHb2oL06FS2g+0SbPMRM92NITdh8VzPaLNBFJhH4fHIagTSepWXcTxQM77w00ujaVLd6vKVt5F\/dwPyW+gNNkvV6Gdcz6HrbOse7TpieM\/cb\/CgeqMm58N6hFKFjh85GPDpyD+NId0bIvB4ZsFti3n3bHcy54SgN9SzpPi+GR1W4Bt5M8MDx\/9amM73T\/EvnQCO9SK+tz0J+8PoaCV5E76ZYaipfS7gJJ18iTg\/hSKv3MW8srmybbPC6ehI4P0NMW5X34FAw83n9aAIbyyju4WaI+XP6jv9R3osBy1s1slyY7jT4PtCt98Zxn\/AHc4oDl8z6J+EGgPYaQ+o3KkT3WCoI5CdqNlYiWr9D0GkMcBQA4UAPoAcKAFoAWgD4xhHy16R5bJSmR0pAiEp81BRKsZOOKBI6PQ7ryV2MeKwkdEXc13vFHKmsJysbRhcy7++LAjNc8pnTCmYks\/zE5rnnVN40xBJuFYuqaqmMfJqHULUCs8LueAazdZIv2ZJFp5Y8jms3iSlRL8Glk9qxlirFqiaMGj5\/h\/SsZYstUTUtdG6fL+lc88UzRUjVh0ZcD5R+VY\/Wi\/ZIsLoqngr+lS8WHskWoNFQEHaKzlim+pSppGxZ6YiY+WuaeIZaia8FsigcCuaVRsdiwsajpS52Owu0Uc7AaRjoaOdhYYzP6mq9tLuOyGbmJ6ml7WXcqyFBPvR7RisKWIHNCkwsUrqfAPNaRldlRiYF9eHnBrpjqbKJkyXTs3BNaJ2L5TrPCV4zYVmJr0sDVd7HBjKaauelaa+VFfSUpXR87VjZmuhyBXQjAdTASgAoAWgBKAEoAKACgAoAQ0AFACUAIaAENADTQAw0CENIBKACgYhoEIaAEoGFACMKAIyKAI2SmBC8ftSAo3VoHBwOaYGJe6fuzlc0AczqmiLIG+WgZxmqaJLAxKKfwpDMZt0bYfKkUAdJ4f8WXmmlY5iZ7cfwueR9DVJktXPSdF1ux1aMG2kAk7xscEU7iasa2McUCJ7eEyNQ2aQg5M0xGsSc8YrNyPQp0Ohi6te7chaIzOpYZW1K9hIz8tWl7nnYmmoPQnvbuCzgaa6lSKJRksxxTOM5VrjU\/E7GPTvMsdLzg3DDEko\/2R2HvRsLY6nQ9Es9JthFaRBe7MeSx9Se9F7g1fc2UTApDF6UAITQAlIBCaBiE8UAhpNADTQISgAoAQnNACUAIVoAQrTAaSKQAjEHigLjL+3W9tHjPLY4z2NC0YPU87uEaKd0bIZTgitTMoXlvFcqVlQN+FJoadivbzahpZ\/wBHk+0W3eGXkj6GlYd09yK\/03QPFOVuIvsWoDoT8rZ+vekGsTh\/EHgvVtFLPGhvbUfxoPmA9xRYaaZzG5WJA4YdQRgipG1YQjFAhh6UDIjketMDY0vxDd2Ufky7bm1PBhmG4Y9vSglpM0rXQNM8TtI2iSfYr1V3NbyHKn3FFh8zW5aPhqPwtZtqWthbqVTiKJB8oPqaNg1k7RON1nVrnV7nzrl8gfdQfdUe1IaVtigaBly4mtTaRLDDibbh2yevrQJJ31JNK1i8098wTMF7gng\/hQDV9Dr49L03xJpJvbuJdOnzgSj5Vf3xQTrF23OT1fw3facDIgFzbdpYuRj3oLTTMaNDI4VVLOTgKByTQFjpYLG10OBLvVgsl2RmK167fdqCd9jD1TUbjUrky3Lk\/wB1R0Ue1A0rbBpt7dWk4ezleNx3B4\/GgH5nSprmn6svka\/aqJOn2mIYYfX1oFZr4TX0jwlpqRvf29wdQSNS6RD19xTsDlfQ4nXtSutQvG+17kCHCxYwFH0qSrJaIpWtrLdSbYhwOSx4AHuaBN2Jo7k2kEkUQXzS3Mo549BTFa7uVkldX3IxDdc5oKO08LXEmpQTJq8SzWCL\/rZeMH2NBLVtijfaBYXru2hXiMw\/5YucH8DSY723OcuLG5tZ\/KuIJEfOMEdaB7nR6ZptvpFoupawAZOsNv3J9TTE9dEYWs6tPqtyZJ2IX+FB0UUhpW0RnUAaela7e6awEUpaP+4\/Ipha5r3U+neIGDvJ9kvCMYb7rH60Bdoy5dKl0+RvtUW6Mj5ZByv1pBvsRx6lLYyq1jKyj+Jf4fyNAep1OheKFuZkhnUxTH7rKeCaYbHoreIMeGLiwvkE0jsGiduSnrzTYJa3OR+0AtzwKQxwcEcHNAFi3Y9AOTxigD03wp8J9OW5i1bVpTcySASCADCA+\/rRsTzXVkepKixoERQqqMADtSElYMUDFAoAcKAF+lACigBRQA6gD43iTC816R5ZYC7l6UgGLAd\/IqWy0WwqquKhysWo3GFipytc86h006bE+1uBgk4riqVTvhSIZJi1cU6x0xpEGGc4xXPKqbqmWoLdzxiuedY0UC\/DYlscVhKuWqZfg03Paud1zRQNK30sHGVrCWIZSgadvpoGPlrCdcvkNGGwVe1Yuq2NRL0Vqo7Vm6jK5S5FAq9qhzHYnWNR2qXIdh4CjoKnmYWJUkAqXIfKTJJmlzCsShqLhYWi4hKAQhFAxNtO4w28UriIJ22iriykrmHqE3XmtoM1ijnbxySa6KbNEivH1rUZ0XhiXZdAdBXRhp8s0c+IjeJ6npL5Ra+rw8tD5rERszoIjlBXajjY40xBQAUAFABQAlABQAUAIaACgBDQAUAIaAGmgBDQA00CENIYlAhDQAUAJigBMUDCgBCKAExQAhWgQ0rTAjaLNAyrPbBhQBlXVjweKAMS90xXU7loY0cnq\/h5XDFVpBe5yN7pk1q5+UlfSncdivbXEkEoeF3jkHcHBFIZ6V4I8S3l9ILa+i81Bx5wHI+tPmNKeHdTWJ6fbRokYZelS3c7aVHl0KGpXWAVU1jKR6tGj1MRgZn5GaUSqzUIlTUtYt9MKwQq1zfP9y3j5P4+groimfOYipzvQhsPDt1qk6XviNxKwO6O1X\/Vx\/4n3NaXOb0OvhgSJQqKAB0ApBaxYVaAHdqAGnpQA2kA00AITQMaeaAEIPagAxjrQIMUANbpzQAzGBQAq9aAHfWgBD0oAiYd6YDc7c80AOR8HjNIDmPFNl5d0tyq\/LJ19jVxfQiWmpiSQr5ecc1TFcpyoAuaQyhdWsVwP3iAnsRwRSsO7Q62vtQ00bA32u2\/55yfeA9jRaw9GVtS0Lw\/4oVmQfZL\/Hb5WB\/rUhdxOC17wdq+jszGI3NsOfMTqPqKGhpp7HN7g2QOvcUgasMIoAYkctxcLbWkZlnboq9vrTDzZ1Fg0PhFWkVxca1Ku0lT8sQPajYle96Eq6zrBtt+oot7ay53xSAcD+lA24vYz5tH0zV8vo0\/2a46m2lPBPsaA5mviMLULS7sCIL23MRB4bHX8aRSs9UVQobp+negDptN0a3sLZdQ175IusVv\/E\/1oJbvojJ1vW7jVJQCfLt0\/wBXEvAAoKS5R2javf2Rb7O7PGBlkPIx9KBOz3Oq0bWdGuSzPawWl8wIWXbxn1oE0zkfEOnajDdSXF0jSo5yJVO5SPrQUmnsZUEYlJG5VwM\/MaAegMwUkREgEYNArdxoHc9KBo7HwW11pEh1W5mNtZBSNj9Zc9sUyZWfujr\/AFzRtbnZb6y8kH7syfeH1pDs1sZ15oN3DaSHSpxd2b8ts+9+IoBNX13ObZGRyrgqw6g8Uhs3tG0QPD9t1NvIsV554Mn0piv0RX1zWmvMW9ovkWUfCxr39zSGlYyoZJEkUxFg2eNvWgDrLLxHc6fJFHqaJcLtBG4DctO4rJ6ol1+CPxGy3OmzqzgcwMcEfSgFKyszj7uzmtZDHPGyMOzCkUVtpzgDJNAEksEkWPNjZM9MjFAlqR80DNXTtburJfLLCaA9Y5ORQJo04rXTddYraZtbsjPlnlT9Ke4Xa3NnQvDKabL9pvWWSUfcA6CgNzTupDK2c8UDKjcUgC3Us2RkUwOk8PWTXeowQoMuzAfQetJA9Fc+irRlS2jjB+6oFBnHYmBzQULQA4CgBQKAFxQAYoAdQAUAfIEUJYDFejc8tFuGIAfNUNlKIPjPFYymkdEKbZHtLGuSpWR2U6DHCAkV59XEHbToWAWhY8DNefVxR2QpWJk00t1FccsSzdQLkGl+1c867LUDQg03HasZVS1A0ILAA8ispVGylE0IbMDtWLqFKJdhtwOorJzKsW44xUNjsWUTFQ5DJkFJsCZRiouMdRcBCPalcYoFK4yVBUtiJRxQmSOBqkxDxzVALikAYoAjlfaKY0Zl1L1o5rGkUYd6+7NXB3dzdIx5hzXZBjIlHNa3EaejSeXdpzxWlOXLJMzmrxPVdEl3RrzX1WEndHzmKjZs6i2bK16cWea0TVQhKACgAoAKACgAoAKAEoAKACgBKAEoAQ0ANNACGgBtAhDQAUAJQAYoAMUgDFAxMUAGKADFACEUAG2gBCmR0ouBBLACDTAz7izznigDJurEcjbQBgajpCSg5UUh3Obfwk93dBYxhc8tik3Y6KNPnZ6J4Y8OxabAo2gEdT61Fz1IpRVomzfXSQREAgAVLZ0U4HNz6hG8213AB71nudLqKCLEkRks5BbyBXdSFcc4963hE8PFYtzYaDodppke9B5lw\/LzOcsx+tanmyfNqzcU0wHigBc0hWDNACZoAaTQA0nigBDQAUDCgQUAFAEbH8qAGjkUDQ7FAhrZFADd1AC8d6AGFcmmADAoAg1KBbuyeJuTjI9qE7A1dHFyK8RZWXpxzWm5kijNQUQeXSAiaMelIZVubWKXBZcEdGU4IosO9iW21C9sl2S4vLb0b7wFIWjKGqeGdD8RqZbQi0vPbg\/iKLDu1ucXd+ANcju\/JQxGIn\/W57fSlYd1uR3Zg8NFtO03DXzcTXLdc+g9KBW5tWYF5Z3CEyvl8nJcc0hqSZG19cm38lpGKZz70w5UVFZlYFSQw7ikBuWPiKVYxb6jGt7bdCsg5H0NBPKt1odJ4bsPD1w73Gnpm8CkpDK2cN7Uwbl1OL8SPqL6hIdUSRWBwoYYAHtSLslsZQQsCV5AGTQDdie1vprZGWPaAQQciglxT1ZXGc5BoKO48IfaLaB7rU5NmmBSNkvO8+wpomVtluZ+oW+g6vO5sHNlKTwG+41Id2jEutDv7aQL5DSqejx8g0Duma1ppVvo8C3utjMvWK29\/egnV6Ix9Z1S41ObdKdsY+5GvRRQUklsZtAGjbai9l5b2U0qSfxAnigN9GdHpuu6ZezIdYsojIP+WoH86CbNbMm8a6de3nl3Nh++0\/YCqp2\/CgcbLQ4VlKkqwKsOxpDLAK20McsUv789QB0FAt9GVpHeVyzksx7mgZp6BY3V3dr9nYxohy0ucBRTQN2Ok1rxBp7kWs9uLtVGDL0P4UhKNjFfSYLsebpE4cjnynOGH+NML9yEX0kZ8jVLfeo7sPmFAcnWJXu7O1a3M9pMOvMbdRSC7vZmdFG8soSNSzscACgZ6L4V8PrpcYursA3LDgf3aaJbvsaly5kYknigsqOtACxwbjubhaTAYZladYoBk0rhsd74NtjauJSP3h700TLU9O028LIMmmSjbhk3CkUWV5oAeFoAcBQA7FIAxQAbaYC4oA+S1AQDGK7HKxwRhfYXOcYrnqVUjqpUb7ipCzGvPq4lI9CnQZahtsj7teVXxXmd9OiXoLHdjivMq4lnXCki\/Dp3fFcTrXNVAuxWAHaspVWVYtR2QHas3UuNInW1A7VLmOxIkIHak5DJ1jwKybFYlRaTZROid6lsLEoHFSMkXpSGSLU3AkC0XANtSAu2i4XJFXFBI\/IoAcMVSAeMU7gKWAoEMeQAU0hmfdTgA809i4xMe6uMnrTsmbRRnytuqloaFWZMitoSEVmXBrpixEtq+yZT6GrQj07w1cB4U5r6LATvE8PGwsztLN8qK9yDPFki5WhAlABQAlAC0AFACUAFABQAUAFACUAFADaAEoAaaAENABQAlABigAxQIMUhhimAYpAGKADFAARQAYpgGKQCbaAI3jBoAqT2wI6UwKElh5jYxSZcY3LdrYRQLkgVB6VGFtiK+vUiQgHAFQ5HoU6XU4jxBrDbWCZPtULUdWoqa0PPdT1W4DEF2UnpW0YnkVcRJvRkuh+K7\/TXAeQyw90Y5\/KtFoccved2elaB4ls9VAEUgjl7ox5qkyGmjo0lwcGkBOrg0AOzQAGgQdqAEoGNoEFACYoAOlAATQAwmgYhoExPpQA7NACNzQAzgUAIW4pgM35GBRYBpNACMw6dKAMPV7PfmSPr3qkyGjn3gYE+tUIruuOMUhldxyaBkTLk0gGleKYFea2SQ7uVcdGXgilYaZZtdUu7MbblftMP97+IUnoPR7GfrHhvSPEu6e2fybruRwc+4oC7Rwup6LrOgOQ6Ge3B+8oyMUgcYyMzZZ6hkAeRcdTnpQS+aJn3WnzwH7u5exXkUhpplI5yFALMTgKOpNBVjrdD09dBCarqzlJgMw24PP40yXrpEsTeJZtTDNqGnR3FmeOB8yj60XBpLZ2ZmT+HrS\/RptBuhuPW3kOCPagOa3xI56awuoJzDcQSJJnGNp5pFeh0mnaNbaVbLqGuEDvHb92+tBN76IxNe1qfVZfm\/d268JEvAAoGlymbErNIFXOT6UDOih1O60XyWiuRKrdYyc4oFpLdF6\/utP8AE4QzubW7AwGP3TQGqOe1XQb7TjmSMvCeRInIIoGmnsZiuQhTjB60BbUaFpAbek6OJYvtV+xgs1554L\/SmJu2iLV34ruY3WLTT5NtHwq+o96AUe49dT0rWRs1WAW1weBPEOD9aBWa2KGpeG7m3XzrNlu7Y9Hj5NIfMmJo+gz3jGS4DW9qnLu4xn6Uxk2savHHD9h0seVbLwWHV\/rSEk92c9yTnrQMuQItvB57SlZD9wIefxpivrYu2+tiZBFqcIuE7P0YfjQFrbE48Pi\/TzdImEiE8o\/BWkO\/c6Tw94eTSY\/PuQJLo\/8AjtMW5sSSs3U0BYrOc5oGEcW4b5DhBQBUkvVnzHb8rnAqWykrGz4f0gmUSMuWPWkhSPQtOtvKQADFUJnQ2GVIpknQWsnApAjShbigZaTpSAeB6UwFxQAYoAXFABigD5KCM\/TpUVa5dKgW4rfocEmvJr4qx6NOgXre0JOMcV5NbFnbClY1Lax4GRXnVK9zqjFGnDZgDpXK6jKsXI7YAdKzcyiZIajmAl8sAdKVwE2UXGKEpNgPEWe1K4EyRYqWxok2elRcY08daNwE30xkqNWbETq1IB4bii4BmhCAtVBYA1FwsO3YoCwu+mkOwxpMVQrFK6ugoPNaxhcaRi3d7nPNaey0NoooGfe3XNS4WNEOUk1LGJIvFOLEVpBgV0QYiHO05roQjuPCF3lFXPIr1cvnZ2POxsLq56Np8mVFfS0ndHz1VWZrA5FbowEpgFACUAFABQAUAFABQAlABQAUAJQAhoASgBKAEoATFABigAoAMUALigAxQAYoAXFIAxTAXFACYoAXFABjigBCtADDHmkNK4yQJGMnipbO+hSMfUr8ICFNZSlY9alRtqznZJXu2OM4qVdjr1VSRTn0jdlpBmtlGx4dau5s5zWPDyy5IUVehzXZx9\/pU1oW2jK+lAXKUMrQyBkZo3HcHBpjO08PeN7i1Kw6iDNF039xTJa7Ho2mala6hCJLSZXz2zzQLY0VfH3qAJA1Ahc0AGaBjeaBC80AFACZoATNAxpoEIaAEoAQ5pgJg0gE9qAEfAFAEWcmmAUCGtigBHjRkwwzQBjX1hgllHHtTTEzFuYcE8VQihJGQaQETfSmMiIwfakA0jigZHjOaBFeS3UtuQmOQfxKcGkUnYsRalNEnl30QuIum4DkUhWuZGr+E9L1tTPpzCGc\/wB3jn3FA7tbnG3\/AId1+yLWqRmWNjgMDQHuvVkkVla+FYRPfBZ9TYfKnZKBO8ttjA1h769lNxdbm3cjuAKVik1sjPjuJoVKq7AHqKBNJ7jIpZIpBJE7I46FTQM6vRvGMkDIupwpcID98qNwpk8i6Gt4u8OXGuKmp6fLuV1BET8Y+lKwKSSszzu7tJ7SbyruJo2BxyKCh0jQRxgQ7jJ3agVn1K2CTQM6HRNDM0X2u+byLNeSTwW+lAnK2i3L9\/4wdHEFnEjWqDbhxndQHKVDHpGt8x4sbw9j90mgLteZbg8NJpkBvdSkSaJPuonQn3oC\/NojndZ1WbUJcH5IV4VB0ApDSS2MugBKYF\/TNVu9Ok3WszKO6nkH8KQmr7nWReJ7XV7BrPUAbaRuki\/dz70xJOLujntT0C5tl82HFxAeQ8fNIpSTKFo8UEM5kGZSNqgjpTQmndFJjk80DJbO2mu51it0LOeKQHpfhvSF0W2Jdt1w\/Le1ULcvSSbmJJzSGQSNQAJGPvyHCCgZQ1SdrhRFFkJ0wO9Q2UlY0\/DmhklWK8U7ENnoum2AjRcLQD1NqCHAHFMRo264oEa9oOlAGrCOBQMtp0pASCmA8UALtoATFAwxQI+YoLPJGBivma2MPdp0DTtrDOOK8mtiW2dkaaRqW1iFxxXDOq2aJWNCO2wOlczm7jsWEgxRcZKsYFJsBduKLgNIpDHLGTQBKsWalsCZYanmAf5eBS5hjGGBSGVZmxVoZCH5qmBPG1ZtATqaliJVOamwDuKAGHrTAUcdqBgTVANJqkBWuJdoPNaRhcDntTu8Z5r0KVK4XMCa93N1rodKxpFk1rNmuWpA0RpxHIrkkiiYDIrMCCaPrW0JiKUoxXXB3EbHha68q6Ck8GuzDz5Jowrx5onq2kzhkXmvqaFS6R83iIWOghbK13JnCySqEJQAUAFACUAFABQAUAFABQAlABQAUAJQAUAJQAmKADFABigAxQAuKADFAC4oAMUAGKAFxQAYoAjlmjhx5jBcnAoAjS8icsAcY\/WpckilBsge9y+2MZrJ1ddDpjhm1qTeftjy3FVzG8MMrmJqmoAZANQ5HrUKFjCjSW\/mwudueTU25jXEVY0Y6nQWWlrDGMgVtGNj5yviHUY64tAe1XY5rmVdWWc8UAYWoaUsitlRQI4\/V\/DgOTGtBVzlrmzntWIYEimBLp2oXFlMJbWVkYdhQB6D4f8AHSS7YdSUK3TzB0p3E12O4triOaMSQOHQ9waCSyHBoAdQMUcUCAmgBuc9KBhjNAgxQMaaBDaAEoABQA7FADcUAhjqDQDG7aYDSKAGMOaBCFfegBoHrzQBUu7GKZTxg+tNMLXMS70x1zt+ammmTZoy5LYocMCKoCtLHj6UrAmQsppDImGKAIyKBjcflSEQPAN2+FjHIO60DT7lq11SZJEivo\/MUnAkXr+NA7J7FLxb4Ph1g+fHIUnA4PY0AnZHn9\/ZaroZ2XERkgH8WMilsLkjIzJ\/sd6pcHypMcjtQFpRMhh8wVQWJOAAOtIo6jStFg063XUdbwO8cB7\/AFpkuV3aJQ1bxLe3dxuhkaGJeERTgAUikki1aeJo7mMQa1bJcR9N+PmFBPLbYdceGLe\/XztCulkB58ljyKA5rfEW9P8AC40q2bUNcAVE+7EO5oG3fSJz+v63LqcmxB5dsvCovSgajYxsUAJ0IIoA1dP166tYzDKfPtzwY35oE0TtY2GpAvp8ognPWF+n4GgV2tzGu7Oe0crPGVPr2NIpalcimAYOM44pAKm3evmAlO+KAN\/TbiW3y+m3PA6wv0NMlvT3id5dM1Z9lzH9iuzxuX7pNIeq21IZvCGopcKiKrRtyHB4xTHdM63RdLttGgwqh5z1egW5akcsSc0FEJbB96AHAKiGSY4UetDEY1\/dTXswSLKxg8KO\/wBahu5aVjotC0dpWDyKTQhNnf6ZYLGgAFMRuwQ7VxigRaRMnigRftoumaYjWto8AUhl+IUwLCUgJFoAeKYDhQMUUALigDwe208DGRX5tVruR9Yo2NOK0AxxXN7S5RbjgwOlQ5XGSiLFK4C7MUrgIVoAaRzTuAKnNFwJkSobAsJGBUN3AfgCkA1iMUDK8pGOKtAijPVjK4zmmMsRmoYiwppMZKlQIkzxQAzNAwoAXFMBkhwKpbgZGoTYU13UYXYM4\/V7nrzXr0KRDZz3nnzOvFdTp6ApGrZTcjmvPrUzeMjds5N3FebVhY1RpKMgYrlYxsqcURYFC4TrXZTkBFYSmG5DCutMiSuj03w5feZGvPNe5ga\/MrHi4yjbU7SzlyBXvQldHizjZl\/ORWqMhKYBQAlABQAUAFACUALQAUAJQAUAFABQAlABQAlABQAUALigAoAKAFoAWgAFAC4oGOC8ZPSgVyrdLDy7gHHrQ2kNJt2RjmVZ5yIxgD0riqT53ZHpUqPJG7LaqsKZNXGNjeMW2ZOp6kACFNNux30aHVnPM73U4GTtJ5NZ8x1TkqcbnZaNbQxwrgDNb09UfM4utOctTUKitTiIZI6AKk1uCOlAGdc2YOeKYGTdWGQeKAOf1PRo5lIKDNIdzjdV8PvExaIY+lAzAlSSFiJAR70wNPRtfvdKkBglJjzyhPFAb7nfWPj7T2tQ95mJx1pk8rvodJo+u2WqRh7SZWH1oB3W5rqwPSgBSKAEPFACZNAB1oAaelAhNtABQAE0AJmgBpPFADSc0wEJoAYxoEMz69KAHY9KAGY70IAyMc0AMIQ0AVpraGXgqDTu0G5m3WjI4JjbaafMK3Yyp9LmjB+XcPandCszMnt3RiGjI+ooBFdoz+FAyJhSAb9O9IZZs7NpGDMPlHNMDYJwoFAFe4hjuIykyB1PYigLHE6\/4GtbrdJZN5Mh7DpSaK5mjITw7D4as3vrrFzcD7gxwtKxLvN2WhxOrajPqVwZZ2JHZewoKStoimqguAxwpPJ9KQE1\/bxQSBYJRKpGcigmLbWqIre5ltpBJBIyMO4NBR6P4bv5NZ0eaPXwBagfJI3BNMlrlfumFq3hEOjz6NcJcxf3AeRSsPn6PQ5G4glt5CkqMjDsRigbIaBDTQMRSVOQcEdxQBq2usyLH5V4guIemG6j8aQrdiV9Ptb4F9OlCv3iegL23GRSC1H2fULb5c9SOlO4ON9YsiudPjlYvZurL\/d70WEnbczDvjcjJVhQUaOi6Rc6vcAJkR5+ZzQDdj02E\/Y7OO3Dl9gxk0CRWZiTQUN5oEPKrCnmS\/lQG7sZNy09\/cBIuIxUN3LtY6LQtCwQzDPuaET5ndabYLGqgLgCmSb0EO0dKLjLaJngUAW4YOhxTEaEEWMUCsX4lwKRRaQUxEy0gHigY8UAOFAxRQA6gLHlEduBjivytu59cWEhx2qWIlEeKkBGUUwIm4pgRMaBjc5oYEqCpAsxrUtgOY4qQRE0lK5ViJpPeqQELtxVoCvLzVAQ45oAljNICdTUsZMpqWhDielACqKRQ4CgAI4oEU7uQKpropQuwOX1a6wG5r16FIiTOPv5jI5Ga9enDlRk5FPbiraGmWLWTacVz1adzWMjf0+XpzXk16Z0xZu27bq8uasWTNyKhDKN0vWumkxGa3ytmu+LEzqPCt8UmCE11YWpyTOTEQ5onp+lzblXmvqaE7o+brwszdiOVFdiORjqoQUAJQAUAFABQAUAFABQAGgAoASgAoASgAoAKACgAoAWgAxQAUAKKAFoAUDPSgYpwo5607CIZZflJJwBQ3YEm3ZHN6rqDSP5MJyT6Vw1ark7I9XC4ay5pE+mQfZ4C8p5p04W3Oqa5nZFHVtSAUhTxVuR2UKBzjs10\/BIFYynY6ZTVMtrLFaR\/NisZTPPqN1GQReKBb3SjcNhOD7U4VmmYVMKpR8z0DTbtLy2WRCDkV6MJcyueLODg7MtEVZBGyUAQSQ57UgKc1sGzxTEZtzZA54oGY95p4YHK0Aczq2gpKDheaBnG6los1sxKA49KBmRPHlDG6lT70AaGiXElgFMEhVh6HrSRV77nf6H4y27Y73\/AL6p3JcOx2tnqMN0gaJwwPoaZHqXQwboc0DHYoAbjFABQAhoAaxoEMJxQAzfTAa7GgBpzQA05oEM5z1oAXFADloAGzQAwjvQBG1ADMUwuITnrSAhdQT1pgV7lUK4IB+tAGNdRQkkFRTApSWcTHjPNFwsOj05FYMST7GgC1tCDAHFAEb4xQBEaBjG6c0gK91bRXMRSZAyHsaAOH8QeBoZy0tgfLfrt7UBe25wGp6ReadIVuYmAH8WODUj3M5jigDe0nSI4oPt+r\/u4F5WM9WoJb6Lci1bWRqiiO3YRQpwEHFA0uQo2F3e2NwrWkjI5PQHg0DdnudVLqllfbbbxBbpHMRxNHTIiusXoZep+FpUj8\/TXF1bnn5eoFIpSXXQ5mSNo2KupUjqCKBjMUANpAOVih3ISCO4pga1rrJZRFfRrPH0yRyKQrdiYabFdHfpE\/z\/APPNjzTHzfzE+keFLy7u83yNFCDlie9ANrod1BDBYW4gtVCqB19aGxWIZPmNAyIKScAZNAErtHapvkPz44FJsaVzHkllvrjaucZqL3K0idVoekBVBZTTsS5HZ6dYhVHFAG5BBtApiLccZJ4osFy\/BBgZIoEXIo\/amBaRMUhllBTEToKQyUUAPFADqBjhSAcKB2FoGecqgFflFz6scFpEiHimMgkbFMZXdqYyImgYopsCxCueTWbYFrGBUiIJWNJ6lJFGaYjNVFIqxGJc1VkFhwbNIVhr81SERHrzTGOQ4oYEqNUgTK1SBIvJpNgSqKi4x6ii4iOZtq1pBXYGFqdxgHmvSoUxPQ4zVbrcxGa9uhTMZyMXG5ua7rGdyQJkUrBcAmDUSiWpF+ykwRmuCvTOmEjobGXgV4leFmdCNDcGHFctrFFe6WtabEZky4JrupsRY0uYxXKMD3raLs7kSV1Y9U0G5Dxoa+kwVTmijwMZTs2ddavlRXrxZ5MlYsGrJEpiCgAoAKACgAoAKACgAoAKACgBKAA0AFABQAUAFAC0AISB1NFwsKCD0IouFhwFAxwX1oEBcAYWnYRDK4UFmOBQ3YaTk7I5jVdW8yU29tyx44rhq1nJ8qPYwuD5VzyHadZiFfOn5Y+tFOFtWdcnfSJW1XUgqkKeBTlI6qNDqzmpZWuJMZOKylM6ZS5ESPMltH2zWEpnFJuTOX1jVWZiAahaiskYJuWck5qrEtnqPwx1Vp7cwO2Shxz6V24eXQ8vHQ1Uz0Ouw80KAEK5FAETx5pAV5Yc0wKU9sD2pAZd1ZA54pgYt7piuCCuaLgcnrHh5X3FVwfpRYdzkbzTri0ckAlRSGiGK5IO1uDQM1tM1e5sZA0ErY9CaB6Pc7zQfF8U+1LghJPXPWnchwa2OytruOZQVYEH0NMks9elADWoGMbigCNjQIYTmmA00AIRQAlAhKAG0AHegBy4oGPIyOKAI3GBQIhbimBCzcUCGFs0ARSSAUDKFxN1pgZsh8xqAJUjCjJ60gHEigZC55IpiImpANPNMY0gYpANPtTAjakBUvLO3u4ylxGrg+ooEcy\/gzTorhrmOMswyVU9M0WBtnnviqW8e8aO5R44lOFXHGKkpJJaGFBZPcTBIOHPvQJysrsc001pMY7hclTjIoGtdUTtIt184kJb3NAbGr4Um1GLU4xas3kqf3gP3cUCla2p03iO48P31wY5Asc+OXTpmgUVJI5TUfD80KmW0YXEPUFeTQPmTKNnHbDdHdhlf19KBtPoOudN2q0kDhoxQSpdGZuDnGOaCjsfCHh+czpe3BMaLyB60JCb6Ha3Mxb5V6CmNIpsaQDFBc4FMAubiOyTnBeobGlcw3lmvZ+5B7VO5eyOt8O6LgK7rQiHqd1Y2SqowKaQjaghCKBigC3FGTTQmaEEGOooBFxI8UATKtAyZFoAnQUATCgB4oAcKQxwoHYcKQx3QZJobS3KSb0RlalrUVsCkOJJf0FeRjM1hR92GrPWwmWSqe9U0Rylfn56JG7YoGQSSgUxlZ5KoZEXyaAEzSuMnhQmlKQy7GuBWdxD26UAVJzxQUjPkXJqkUNCHNWmA4KQKliY1m7GmmKxEzVSAaGoAlQ+tSxlhaTAsRis2BYQVIh5OBTsBnX0wUHmuqhC4jkdZusZ5r2sPSIkzkbmXzJD6V7FONkc8ncWMdK0sK5MoyKQXF2UmNMdHlGzWNSN0bwkalpORwDXlV6S3OmEjXtZNw5NeVVhY2RNKNwrOOgzNulxXZSYivC2H+ldImeheErvfGoz0r1svqWdjy8dTvqehWEmVHNfR03dHz1RWZo9q2MgpiCgAoAKACgAoAKACgA70AFAAKACgAoAKAEoAKAFoAr3dykCcnmonNRRpTpubMaa+ZySDiuOVVtnfGikRreSryGzSVWSKdGLNHTtUVztlOD71006ylozkq4dx1RqmTcMqciuhHKyOSRY1LOcYpSkkOMHJ2RyHiDXGkf7Na5Z244rgrV3J2ie7g8DyrnmO0fTRap9ouTmRucminTtqzpqT5vdiQ6vqoVWUHaoqpzsdFGhbU4jWNdSMH5ua55TO5QstTJtPEQLHBzWLbZyVrMfc6m04JJpHMzFuXLscmrRm2VwcVRDZ0ngTVRp+rAOcJJxn3rWnLlZz14+0hY90tLhLiFXQg5FehF3R4zTTsyeqELQAYoAYy5oAheMGkBVlhznimIoz2gOeKBmXd2GQeKAZz+paOsinKigDjtX8OkZaNSDSGmc1NBPaNh1JFAx8M\/Qg80DvY3tI8R3Viw+cvH6E0ag7SPQND8U294oVnCv6GqvchxaOminSRcgigQrnigCA9aYAOtAC4oATHFADSKAEIoEIRQAY5oAUJQAvSgCN2oAgduKYiB+KARDI+BQMoXE3NNAUyTIeOlADljCigYrUhDCKBkbDFAETHmmA00gG9qACmAw4pAQt+tAETUAZ2paZaaghS5iVs98c0CRwmseC57YtPpjkgc7aQ7rqcXe288MrC7jZX77hSHbsTaJoz310HOYrZTlnPGaAcrI29Y1eGzhNnpYCgDDOO9AlF7s5YlnbJyzGgZdsdTurFx5TnA6q3SgGk9zYW80zVl23cYgnP8AGOlAtVsVrnQr2NT9jYzwt0Kmgaae5ueGvCoixc6ivI5CmmDfY6eWQABEGFA6UCK5OaQxEjLnigCG\/vYrKMqhBk\/lSbGjBQTX0\/c5qNx3Oz8P6FtCu68mmS2d1p9jsUccUCNq3t22\/IpIHoKBlmOIk9KYmaFvDgUAXEWgCdRQMkUUASqKAJlFAyRRSAeKBjhQOw4CkOxDdXkNqm6VwD6d65MRjKdBXkzrw+DqVnojnNQ1aa5JWPKR+3U181i80qVvdjoj6DDYCnR1erM4DPJ615bZ23Kjy4rzVqcNirLP71Vh2Ksk3vTHYhMtOwWAPk0mOxYhUtioYWL8QArJsGTq1AhHYYouBVl5qkMrEe1A7gFpXAVl4pXAryrVJjKrqc1qgEVTmhgTxioYFqIdKiUgLSVF7gShqBEc0gC1pBXA5\/VbraDzXqYekSziNWu9znmvew9OyMJyMlTkk12GJajoAsIKQEgFBQMtS1cpMdCxU4rlq0zenI1bOQgAV5GIp63OuLNeM7krzJKzNCjdqO1dNJiM4HEhrsQjqfCVxsnC5rpws+Woc2JjzQPUtLlyq19XQZ8xXjZm2pyorqRyi1QgoAWgAzQAlABQAtABQAUAFABQAUAFABQAlAC0ABPBoA5XWrhmuyueBXFWlrY9LDxtG5UjJaudnQPZwtTewyGSQHlWww71SYWNDStYMZ8u4PTvXTTxFtGc1XC82sSj4i1l5W8i1yWbgYrCtXc3yo9DBYJQXPIXRNMS1j+03fMp55q6VPl1Z0Varm+SAarqJb5Y+fQCqnM1o0lFXZzGo280yMWJ+lcs5X1NXiIw2OG1iwfe24nFZtkzruRkRxeU+BTMJSuXEkO3rTMmKTmmQyJ2FUiGx0D7ZAQehqiLno\/hfxTJbIiTtlR3rSFZx0MquGjU1W56RpeqwX0YMbgmuyFRSR5lSlKm7M0BWpkOoAMUANK0ARsnFAiF4s0AVZYM9qBlG4sg3agDIvdNyD8tAHM6poaSK2U5oYJnG6roEkJLRKRSHcxG8yAlZVI96BksNyysGjcg+ooKTOn0TxbcWZVLhi8fr3ovYTinqd\/pGv2t\/GCkgz6GqumZtNbmqWDcimIVTQMkBoADSAaaYBQAUAJigBx4oERuaAIJDQIrsaYEMhwKARQuJfQ0xlPDOeelAEgAQYFIYhNADeppgNIpARtQBEwpgRsaAGnOaQCZoAYxxQIjc5oAiYc0wGFaQxNtAjPv9Ks70f6RAjH1xSDbYwfEuiyjTfK0xQijqF70mhp21Z5ld2k9tIRPGyn3FBRHbTGCZZFAJHY0EtXVhLub7RO0m0LnsKASsrDbaCS4lWOFSzn0oGepeE9Nk0qwzdOWZudp5xTFe5fuJWkPtQOxXbnrSBhHEXPt3NFxFDVNTjtUMcBy\/TIqWykurMS2t5r6fJyc1IM7vQNDWJVZl5pktna2NmEUcUwudDpmntOwwMJ61LZLkkdPbW0cEe1VFQ2ZNtjJLWJjkKAfampDUrEfkFOnIqk7mikmPUUyiQCgY9RTGSKKAJlpDHrQA8CkMSSVIl3SMFHvWVStCmryZtSozqO0UYmoa51S1H\/Aq8DF5xf3aR7uFytR96oYcsrzOWkYsT614VSpKo7ydz14wjBWihBWYDs0CMCW4964UjjsVJJye9NIdiEuSaGMVSam4y3bxk9aTYGhEuBWTlcRNnikBHJJt700h2IDPz1qrBYaZqYrCo241LBlhUqRA6cUWFcryR07DIDF7VadhgIqTkFyVYsVLYyVVxWbAfQgAtgVdgM6\/udinmuyjTuScfrF7kHmvcw1IynI5SeUyScmvXhHlRzt3FjqiS3HzQBYj6UgJ15oHccBkUrDEK45qJRuaRlYsWz7Wwa8+vSOqnI2LeXKYzXi1aVnc6Uxs\/K0oIZmPw5rsQGloc\/lXiHPetIO0kyJxvFo9Z0Sbei819RhZ3ij5rFQs2dPA2Ur0keaySqEGaYhaADNAwoEFAC0AJQAUAFABQAUAFAC0AFAC4oARh8p+lAHGawpXUGB6GuGsvePToO8EU57tYEx3rCWh0xjczWv2kY46Vk2a8qRG1yw5zSuFiSG7ycNT5h2saNoYBKJWALVcbJ3K9pK1i5Ncm4O1eBWrq3HGfJqVnhSMbm5NZOVwlXlLQzbyTdn0rNshHL6sFIPFSaXOVu12tVIGyvu29aszbGNPxTsQ2RNPzTsJksL85pks07e5Kjg0mikzofDetzWN6nzny2OCM1UJOL0CpBVY2Z7Zp1wLm1SQHqK9KDujw5x5XYtiqJFoAQigBCKAGkUAMZBQBE8QPagRWlgB7UhozrqxVgcCgDCv9LDA5WgDk9X8PpKGwuPwp2GcZqGjTWzkoDgUDMzzGRiJARikO5atbuW3cPDIVPsaBnongrxDJeEw3R+70PrVJkSjbVHaq\/GQQR60yCRXFAxwbikA3PNADhTAdigBcYoAQ0gIpDTEVpaYmQP60AULmXHApgU9hZstQA8gKMCgZGaAGng0DDtSAQ0AROaAIWzQBHjmmA0ikA0kimAw5oAYRSAaRzQIaRigBhpjE20gGMuKAMvUtKtb+MrPEuT3ApWBaHC634Mlh3SWZ3L6UrFXTOch0a9muRCIGBzgkimI9D0DQLfSYA8ihpz1Jo2J+I0ZZCT7UDSsQN0oGOWMEbmOFHekwMbWNXWNTDbdehIqGxpGVYWUt7NlgTk0gbO\/wBB0URKpKj8qZB2VlaBFHFCC50ml6U8uGkGE9KTlYiTtodJDEsKBUAAqDMkpAJQAlACFQaadi1NoNuKtM0UrjwKZY8CgCVRSGP+6MnpSbtqXGLbsjJv9cigJSH5nrxcXm8ad4w1Z7WFyqUvemc\/c3s10+ZXOPTtXztfFVK7vJnu0sPCkrRREK5zQcKBDhQSOFAjimlJrjsc1hoJNJgSxqSaluwF2CDODipckMuom2sm7iJlqRCscVQFWckg4p3KRV+bNWBIiM3WpugZdhixioctSWW0j4zQmSxHXAqkIruBTGRYGaBi7BUgOAApDHAUgEIppDuVrqQIp5raELsVzmdVusBsGvXw9KxEnY4zU7kuxGa9zD07I5pyM9ea6jInSgZYjNAiwhpAWE69aBky0hjymaljTBVwc1lUhdGsJWLsDEACvKr0jthK5YPIrz2rM2KVwmOa2iwI7eTZKpHY1qgPUfC14HgTnnFe5gat1Y8TG0tbnc2cmVHNe7B3R4dRWZcrUzEoAKAFzTELQMKBC0DEoEFABQAUALQAUAFAC0ARTTJEOTk+lA0rkcU7MCSMelCB6GH4itm2ecByOa568dLnVhp68pxGoS7mIJrz5Hqw2K0TACoZROpB60hj1jBPFAF22GDzTJZooyovHWi5OrKlzPnPNJsaRk3U2c1JokYOovlSaoZzV43JpoTKEhOatGbIGNUIZgE07iJ4zgcUEssxOaARftHJlUDuRSLi9T6E8MxkaTCD12ivSpL3Txa7\/eM1OQea0MhaAFoAQ0AJQAmKAEK0AMZOKQEDxZ7UCKk1uD1FAGVd6eGB4pgc9qOkBgflH5UxnHax4dDbiq8\/SkO5yV5p09oxwCVpDG22pS2qEREo3rTQM6fQvGtxbER3mXT+9TuS0md9pmtWt\/GGikXJ7Zpk6rc1Vl9aAJFcGgCVSMUholGKBgaBDGBoAgkpiK79aYmU7iTaMUDKLLuOTQAjEAcUARnmgBuMjkUDGkUAJnigBp9aYDGFICNhQBCaAExk0AIQKYDCD2pCGkGgCNqYyNsmkAm0UCAjFAyNuaAIyOaAGMtAEXkxhtwjXPqBQIjmiDfWgdynJAQeRSGhnlqil5DhRSYHO61q5cmG24UccVDdykijpmnSXcuWBOTSE2eg6Ho6xBflGfpTRDudfY2WNqquWPYUxHW6TpAXEk4yfSociHLojeVVVcAYAqCRDQISgAoASgBRQAooGhwAqlIuMx6iquappki0MtEd3cxW8W6U8Ht61yYrEwoRvI7sLhp1pe6cXf7XuHkjGFY5xXxeIkp1HKJ9bRTjFRZCvSsDRkimmJjhQSOFAh4pEnCqCa5bnMTxx1m2M0LeDJrKUtQL6RBV4FZEisMU7jQ0PimkApOaYhroCKVguRiPmquO5PEntWTFcuRIKZNybGKpCIJe9UgKknWgojzTGJv5osA4NzQ0A7eKmzEQzXCqOtawptgYWpXwAPNehQoMls5DVb7JODXtUKFkYykc\/JJvfOa9KMbI527ipVCJkNAydDikBPG2aALCGgCzHUjLCigB+z2qWikx0YINctandHTTnYufw5ryKtOzOuMivNgqazWhojOzh\/xrdAdh4Uv\/AC3VCeK6cPV5JHJiKfPE9O0y4DIMGvpaFS6TPm69OzNyJty13I4x1MAoABTELQAtAxKBC0AFAC\/SgYlAgoAWgAJAHNA7FaaZm+WMfjSAZHbnO6Tk1VhX7FlIwOaAKurRebaOMdqiaui6cuWSZ5BqUjR3To3BBxXlSVme9F3SYyOXI61AyaObmkNF+FxikBbRwOlArDml460BYqzOTSuNIoXB60FGLfngigLGBcr8xppgyjIOatGbKr1RI2mInTpTEyWE5NMTN7w9AJ9UtkPQuKaWoc1k2fQ2mKIrONR6V6cVoeHJ3dy3gN1qhDSpHTpSsAlIYUAFABQAhoASgBhFAiNkoAgkiyOlICjcWqsDkUwMe900MD8uaAOa1PRkcHKChjucVrHh7BZkX8qB3OZuLWa2OGU4pDHWd\/NaSB4JGU56Z4pgdroPjQ5WO9\/OnclxXQ7qx1CG6QPDIDntmmT6l+OcHrQBbjfI4NA7kg60gFI4oArzcU0IpyuAKYjPkyzZPSgCFzQMhagBtABQMaaYDT1pAIelMBDQAxl4oAhZaAGEUANIoASgQjCgCJhmkMYRQA0igBhPpQAwigBppgMakAw0AMJpAV7qeOCMvMQAOlDdgSucTrWsvdSGOAkJnHFZt3LtYbpGlvcSAsOtIGzv9F0lYlX5Rn6U0Qzr9NsWdlVFyfp0o2DU7LStMS3AZwC1Q5XMm7mqCOgqSRaAA0AJQA00CAUAKaAAUAOoGOUmgadiQNTuaxqdzC8WQyyWySQk5Q8gV4Wcwcopo+nyStC7izloL3d8khwwr5s+jlStqidHDcZpGbjYmWkQx4FBLHigQ8UiTjoovWuK9znLsEGSOKzlcVzRiQKKxEPY8UAV5ZMCmlcaKfmnfWiQyxHIKbRLJg2amwhQaAJYyKloTLKOKLCFZ6aQEMjZpgiu9NFEDGmMYTiqQDDJjnNOwFae8CDrWlOm2xNmLf6ngHDV6FHDvqQ5HMajqm7I3V69DD21MZTMCe4aRutd8YWMG7jUrQklWgCZOtAyVKQyaOgCzGaQFmM0AW4yKkZYUZFIY\/ZScblJ2JV6Yrgr0up1053IJ1wK8+UDqizOm4OaIll3TbgxyKQeRV2M5K56l4avfNhTnnFe3gat1Y8TG0rM7Szfcte5B3R4s1Zlk1oQJQAZoEKKBiigBaYBQAUCCgAoAUCgY7HHNAEbrk07CbFWMAUxD+KQxMYoAZKvmIVoA8r8baY1reGZQdj9frXBiIWdz18JU5o2ObRiOK5WdJPD1zUspF2OTBqCiyk3FAWHedmlcdiN34oCxRuJCc0DRl3fIoGZF0AM1SJZlTdTVozZVbrVEgOTTETqMLQIfCMyVSIkb+hy\/Zr2Gb+6wNWtyb30PfdDukurCN1OeK76cro8mpHlk0aYrQgkFIBrR55FAERBXrSGJQAtACUAFADaBCEUAMIzQBE8YNAFaWHPagDPurNXB4oAwr7TAc\/LQM5fVdCSQH5f0oA4vVdAkiJMamkNamDLFJC2HU8UwLem6vdWLgwSEqP4c0A9dzvNB8YxXG2O5+V\/emmS49js7O+SQBonDLT3Fc04rhWHJwaLATeYMdaAKVxMBmgChI+4kmmIhduKBld2oAjPNAAeKBidqAEIoEMPWgYhoAMUAIaYEbD0oAjIx1oAYRxxQIY30oAb1oGMIoAjYflSATA60xDCOaQxrCmAw0gIzQBG3JpDKmoXkVlEXlYA9hmhuwWucDq+rS6jMVjJ8vNZN3LWhY0XSWmZSymgTPS\/DPh9piAq4UfxYo2OjD4add6bHdWeiwW6jd8xo1PVp5dTj8WpqWxS1+4gqXG50PBU5K1i5FqMbttf5TUNNHDiMpdrwLikGhHg1IODsx1MgKAENACUCFxQAYoGKKAF20ALQAtADHAZSCMionTjNWkjanVlTd4s5nWfDaXDGW0by5euB0NeRicqjLWB9Fgs+lD3auqOckF1YSbLuMrjo3Y14NbDTou0kfS0MRSxKvTZo2s6zICCM1y7CqQcWWhQYseKQh4oJOeii5AxXnc3U57l6KPA6VDlcQ88VAFeWQCqUR2KMsmTVqNhkJbmqsBLE5piZYRjioZJICaEBIhNNiZMGNIBd3FAWGk0DInNIZC1WgIJG61aQGfdXIQHmumnSuJs5\/UNQxnmvQo0NTKUjmL6\/LE4NerSomMpmPJK0hPPFdsYpGDdxUqhEq0ASL1pgSrSGTLSGSqeKYE6N0pAWY26UhlqNqQFuJqBlpOaQyUJWc4XRcJWGTxZXOK8+pTsdcJmPeDbXPy2Z0qVyC2lwwpNDO98I32CqE11YOfLOxw4uneNz07TZdyivp6L0Pm60bM1QeK6DnEpiDFAxaAFoAWmAUALQIWgYuKAAsB9aaFcbuLdaYhwOKADJNAxc0gD60AGPSgDD8T6cl5ZOGGTjis6keZG1Go4SPI7qMxSsh6qSK8yUbOx7CdxscmOlQyrlgPxmoLF8\/HekykOjuAe9QyhzTcHmgClNMPWmBTncEHmgZl3POatEMy5xg1aM2VG4NUSKhGaAJwOKYmSQ\/fFWjKRs2g6HvVEns3w+Zv7Ij8zPSuuhscOL+M64Gug5RymgB4NIBSoYUARPEe1AERBHWkMKACgBKAA0ANIoEIRQBGy0gIZIs0wKc8APUUAZV3ZA5wKAMK\/01XB4oGcpqvh9JAxVefpSGjjdR0WW3YlQcUAZLB42+YEH1pgbGj+IbqwdcOXT0JoBpPc7\/RfFlveALI21\/c1VyeVo6RLvzEBR8g+hpkgxJ6mkMY3vTAifkUARFeaAG7cUAIRQAmOKAGmgY00AJ9KADFMBMUANK0ARspNAEZX0oAZg5pAIVGelADGxTAiI65oEMNIY0imBGaQDGxigCI8mgDM1fVIdPiYswL46VLdikrnnuo6jcapcHk7M9KzL22NbQ9ILlWZaBHqPhjw0WVXkXbH9OtFz0cLgHU96eiO9toI7aMJGoAHpQe3CEYLliPJJNM0GucCkNFOTIfNBvHY3bWcNEhz2rFb2Pj8zpclVlxWBFUeYLmgAoATNAhc0AGaAFFAxwoAd1oACKAGkUDDFAENzZw3UZSZFYH1FZVKMKitJG9HE1KMuaDsc1feGZLdjLp78f3DXh4vKftUz6jBZ7Ga5K\/3laJ3B2ToUkHY14NSnKm7SR694yXNB3ROKzJHiglmXDHXlHKWMYFICvM2KRSM+dyTVoorkGtBCFaaAdGDmmK5ciB9KgksonFLYQ8Jii4BjmlcYp4oAjY0wGGiwyKTgHNXEDLvbkIDzXVSp8zE2cxqd\/8Ae5r1KVEylI5a+vSxODXqUaWhzSmZUjlzzXYlYybuC1QiZaAHrQMlXmgCVTSGSqaQyRTQBMhoAsRmgCzG3NIZbibpSYy7E1AFuPkUhkjplDWU6dzSMrGLqEJ5xXHOnY7ITuZO0pJ7VzyVjoWp0vheUi9QClS0mjOsvcZ7Fo7EotfVYfY+WxC1N5fuiuxHELTAKACgAoAWmAtADgKAAkDrQIYZCeBVCuID6mkAvXpTAcOKQBmgYuc9KAFB9aBhk9qAI7hRJEynuKTA8l8W2BttQcgfK\/IrgrRs7nrUJ80Tnzwa5mdKHeZxUGiK8s+DSGLFPk9allXJJJjt4NJIRTdyT1pjIZWOMUDKUpPPNNEMoz5ParRDKjrzVkjlWgRMlNEsmtly+a0RlI6XRbRru6jiUH5jVpXFdJXPbtFtVs7GONRjiu6Csjyqs+eTZpKasgkU0ASA0gHA0AOBoAR0DUAQPGV96LBcjpDCgAoAKAExQAhFAhhWgCKRMigCpLF7UDKFxahgcCkBk3VkCDxTEYd\/paSAgrQVc5HV\/DoIJVaAORvdMmtnOFOKTApLI8TZ5Vh3FMDotG8T3FmVEjF0FFwsmd7pPiK2vkHzqHqrkNNGyHVwCCCPamA0igBhFADCKAG0ANNADSKBjTQAgoAMUABFAhMUDGMOKYEZFIBnSgBpFAERXNAhjDFMCNhSGRkUwGvSAiYZFAGDr2tw6fEyowL1MpDUbnnt3cz6pclnJwe1Zmp0Ph\/RHlkUCMsx9BQOMXJ2R654X8LLAiS3C\/N6Y6Uj2sNgVD3qm52CosSBVwAKZ6KEMiDqwFBSi30IXu4V6uKDRUZPoVZtRgB4Yk0G0cPMglvAUyoNS3YtUrbjrLUzuCGsIu7Pk84kpT0Ohtp94HNanhFxWoAdmgBQaACgBc0AKKBjhQAooAdQAYoAMUAKKBjgaARWurKC5H7xBn1rlr4SnWVpI7sNjqtB+6zJutKkiyYjuX0r5zFZXOlrHVH0eGzOnW0loygQVOGGCK8ppp2Z6F09UU4kwBXkHMPYUAUbodRR0KRQZTmrRQwrVpiEC5qhEiLzUsRbiWouJlyNRikyR22pAQrQURsKaAbsq0MjfigRm31wEU810UqbbE2cpq19gNzXr0KRnKVjkNQvdxPNevSpHPKZkO5c9a7ErGDdxVp2EPWmMkFICRetAyRTQBKtAEgNIZIvWgCVDSGWENAE8bcUgLUTUDLsLdOeaQy7C9FgLsYyOtIZWu7fdWU43NYTMa5tcHOK4KkbHfTkaXhhP9OUd6zpL30FZ+4z2LRl+Ra+ow+x8tid2b4+6K7EcQUwCgAoABQIdigYuMDmmA0yelOwrkZJNAhRTAcKAHUAgzSGGaADPpQAuaBhmgAOKQHJeM9P8+2Z1HzLyKwqxujqw07Ox5jKp8wg158kerEil+UVmzRGdMWLcUiie3jY80mInMTselIYv2cgdKRRVuI8CgGZ0xq0Syo9MlkBAJxVEClaaJYCrRDL9knQ1aM2ekfD3Tg83nsOnAropRuzlxE+WNj01SMAV1o4CVTTAlU8cUASKaAHA0AOBpAKKAHdRzQBG0QNAEDIVoAbSGFACUAFACYoENIoAjdM0gK8kXtTAqSwhs5FAGdc2YOcCgDJu7IEHigLmBqOkJIDlf0pDOO1fw8csUWgZy91ZS2zHg4FAyO3uZIJNyMUb2piOs0XxVLCVWc5X1oTE0mdxp+sW14ilXUE+9Unclpo0DgjI5pgNYcUARtQAmKAG4oGJj1oATFABQAGgBtMBpFADSopARstAEbDHSgBpHFAETDNMCJ+1ICMmgCN+hJOAKAOW8S+IY7SNo4Gyx9KiTKUTgHafUJ98hJyagu50ujaTypK0AemeGoI7aNSijd61n11PosqhScddzqVuZyuFOBVLU9r2cERyyyfxP8ArTKjGPRFKSVmbG8\/hTN1FLoSR24blyx\/GgTnbYnS1hH8OaDN1ZEpjULgAYpNGfM29RsECM3TB7GsZRtqjy8wwUakXJbmtZsU4zTTufG1I8krGpE2RVEEwoAcKAFoAWgYtABQA4UAOzQACgY8GgAx6UAN5zQIM0DAtSaT3KUmtjL1UW4jLOQreteLmOCpuDmtz28uxtRzVN6o55DXwB7g\/gigRUnSqC5TlXFNFXICOadwFC00SPUUAWYqliZbjGRQBKRSAjbrSGN25qkA18KKaAzb24CA810Uqd3cDldWvwqsM816tChdmcmcXql+WLAGvZo0UjnnMw5HLtzXalYwbuC1Qh4oEPWgB60DHigCRaQyVaQEgoGPB5pgSqaQEyGkMnQ8UgLEbUDLUTUAXYZORSGaMD9s0MC4VDrU2GnYo3NvntXNVgdNOZNoEG3UAcdK5qUPfRtVl7jPV9IHyLX0tDY+ZxG5t9hXUjkEpgFAC0AKKYAXC0CuRs5NMQ3NADhTAWkA4UAGaAA0DEzQAvSgBAeaBi7qAAtikMqXsYnhZWGakcXZnmfiDTfs10zKPlauGtCzuerQqcysc7cxFmxXKzrTBLPdU3LRpWtiAOlTcTLi2SgdKATIZ7bA6VJaZi30BBNMZg3SEHpVkMoSHGapEshBOaohkgOaaJYoGSKtGbNWyTJUepq0ZXPYvCMS22noB1xXZSVkefWlzSOljfJrUwsWEbNMCRWpgSqaAJBQA4GkA7NACg0ALQAHBoAheL0oAhZSvWkMbQAlAgoAKAGkUAMK5pARvHmi4FaSLimBTmtgw6UAZt1Z+1AGPeWAYHK0Bc5zU9DSQHC80DON1XQGjLFFIpDuYEsEtu2GBxQBLaX0tu4MTlSO2aYHX6L4uZdqXPTpmncLdjsbLUoLtQUcZPamQXOCODTAQigBpHFAxhHNACUALQA3FMBG60gGd6AA0ANIzQBGVoAYRQBGwoAgcUwIJSsaFnOAKm4HGeJvEYjVobc8n0qHItLucSqS3k5eQliTmpKbOo0fSvukrQKx19jYhQABQM6CyQW5DN0FTJaFRrSp6xZqyX0JQFSAaw5nE9vAZrd8lQrST+dgJ1rWMubU+npOLV0SwQEHLVY5zT2LijApmLYmTmkGhZjQlOaZlKSuRx\/KxqWrjkuZWNWHBww71lHsfE5lS9nUZfhPFWeaWFNADxQA4UDF6CgAoAUUALQAooAWgBaBgDQAZFACNQBR1C9jtIWeRgMColLlRUYuTPJ\/F\/iC5v5Gis2YKD1HeuOpF1lZ7Hr4O1CSl1OrST86\/Mbn0TROj5q0yWglGRmqIKE4600UivjmmMUdKpCCkwJ4uaTAux8CouBIelADTTSAYzgUAZ15dBVPNdFKk2wOV1fUgobB5r1aFAzcjidU1AuxANe1Qo2OeczCdzIea7krGDdxoFUSPFAD+1ACr0oAetAx460ASLSAkB9KQx4NMY9TSAkU0ASqaAJ0IpDJo2560hlmNqALcT+9IZft5KYGlbyUhll0DLmokhxdmWtDgzd5xWVKHvmlWdoHo+lphQK9uktDwazuzVPSug5gxTAMUALwKYrkbv6UxXGHmmACkA8DFABTAWgBQKAFpDDFACYzQAh4oAKAGk+lIYm6kMY54oGc\/wCILRZ4G45rOpHmRvRnys8\/nhKTFWHQ15s42Z60JXRbt4RxxWDNUzUtoBjJFCJbJpEAWmwRQuQKgtGLeIDmhFmBexdatEMxp48E1SJZUIwaszZItNEskQfMK0RmzZ0pd9zEvvWiMW7HrOmS+TAi+1dUVZHBLV3NmCbODWlzNovxSZqiSypoAlWmBIp9aAHg8UAOFIBRQAuaADNAC5oAQgN1oAgkjxyKAuQmkAUAFACUAJQAhFADWTNICB480AVpIuuRTApT2obJxQBl3VmDnigDGvdOV85XIoA5fVdBRwSqUDOO1LRHiJKqRSHcx2V4iQwNAF2w1Se1YGJzgdqB3Ox0fxWG2pOcfWqTJ5ex11pfQ3KAxuDmmSWCOOKAI260wG96BhQAUANY0ANYZoAB0pgNPWkAxqAGEcUARtTArXUsdvEXlIAFIR594o8RtIxigPtxWbZoo23OUhhkuZctkk1I7nU6PpP3SVoEdfp9iAAAKAN62tdo6UDuJqSlLYlRSlsRJaGLa3G8lWNYNHPdwdy3HJLAdyZZazs47HtYDNpUvdlsa1lqiy\/K\/BrWNVbM+qoYmlXScWaiMCuQc1qnc2aJ7VN7ZxxVIzqSsrFp+BigxWpnXEyxN1GaiUkjpWiuyzZXobaoOcVjF3dz47NasZ1HY27dsgVqeMW1oAkWgB4oGLxQAUALQAuKACgBKAFoAKACgZT1K+js4SzsARUylYqMbnmOv6zNqlwYoWPl5xkd6xSc3dnSkoD9I0gNguuTXQqaQKbuaKv82K\/I7H2Ret+RTWxEieQfLTTMzPn71pEpFTdzVWGLmgQq5pDsWIetTIZcjqEIl7VVhEMjgU1qBm3d2EB5ropUmwOX1bUwoI3V6uHw5EpWOK1TUGckA17FChY5pTMKRy7E13RVjBu43FWSOAoAeBSAUCmA4DFACigY9aAJBSAePakMeKYDgaBkg6UgJVPpQBKpoGSo1ICdGoGWY3NIC7C\/vQBo20lA0atu+4YNLcGbmgxgS5qqUfeuZ1pe6d3p+Nor1Kex49Tc0SK2MhKAGM2OlVYVxhOaBCUALigBRQAuKADFABQA6gAoAPrQMKACgAIpDI29qAGGkMY54oGilOAykGkykcbrdiVn3qPrXHXh1PQw9TSxDaRjjNcMkdlzQ3BV4pAV5ZM0mUihcvgVLNEZFy+TQijPnUMOetUiWZFzEOcVSIZmyx\/MTWiIY1VqkZskQfMK0Rk2b3h5c3iH0rWC1Oeo7I9HtpMqK6kcZoW8xUjnimSzVt5g2KpMRfjlpkssI9MCUNQBIpoAkU0ALmkAZoAM0AIWwOaAIZJ12NsYFqBGPHeXX2hhKpCZ4PtVWG0uhZnvY1TIYZqAEs7sTZANFguXaAENACUAFACGgBpGaAI3SgCB4qAKssAOeKQFC4tAegpgZVzZAg8UAYd\/pSOCCtAzldW8Pg5IWiwHJX+kyQMSoNIZnZeM\/MDxQBp6drM9qw2uSo7ZoTGdnpHihJVCzHmquS4nS211FcKCjA1RJNigYUCEPFAxhoAKAE60AMIoAaaAG4zQBUv7qKzhLyEZ9KG7BueZ+JvEUl3I0UDHGcZFZN3NFFI5+1tnuJATk5oC51ekaUF2krRYls6\/T7EADjFOwrm\/a2oXHFAy+kPTipAkazEqEEZBoGYt9oOGLwjB9qlxuRKNyh5ctu2JFOKycbGEqbWwNEsuCp2sO4qHG5rQxU6LumSQ3U1qwD5KevakpOO59Ng86UvdqG1FrsMNuTwTiq9uj1Y1aVVp8xzmpeLp2fbAhx34qXVudXtcNSWruQQ6lc3R+YEE96zd5HkY\/M4OPLA6LRd4Kls5reKsfJVZ8zuzr7NvlFWc5pR80xkyigY6gAFAC0AKKAFFAC0AGKAEoGKqljQIp6rfxWEDM7AECplLlLjG55frmszarcGOMny8\/nWai5O7N17pPpGm4wSOa6IxsS2ddp1lgDirBHORjLV+PM+3NS2X5aS1MpEkvSqRBmXRxmt4rQpFENk1RViVeahsCRai4yzEKBFqPikSEkm0VaVwMm+uwgPNdNKlcVzlNW1PG4bq9WjQIlKxx2pagXY\/NXsUaKRzzmYsjlySTXalYwbuMA\/CmSOFMB4FIBwFMAoAdQAtADxSGPFADx7UDHLSAeKYDxSGSL9aBkgPNAiRTSAmVqBliNuaBluJsUgL1u+DTA07aT3qRnR6JcAOATzWtN2ZjUV0d1p0w2jmvRpnl1ImosmRWyMGNZielUSMoAOtADwKAFAoAdj0pgJ9aQBQAYoAdQAhoAKBhQAhoAKQxjUAMNICGRvSgpFSY9aTKMq\/QSg5FRJXRpCXKzEK+W5FebVjZnqU5XQpYkVkakEmcVLGilcHg1JojIuj15pobMyWQ807CKcjZ61ZmyrKuapEsgdcCrRkxq\/exWqMmbmhMVnBreCOWqzvbJ8otbnMzSiY96aJZdgcgimI1IZMqKYi1HJTEWUfNNCJlagZKGoAUUAPpANdgikk8CgCl9tiuAyRMCRxxTE00Z0FtPbSySyy5jJyBRoU5KWiIr3UoTGVB59qBWsZKBrnPlMc0xN9zV0a2khJMpyaTBm0rUgHCkMKACgBKAA0ANIoAYVoAieMGgCvJF7UAVZoA3agDNubPrxQIy7qyDAjFAzA1HSFkB+QUXGcjqugdSFpDucteafLAxwDikMqpK0bc5B9aYG1peuT2rD5yV+tMNztdK8SwzqBIRmmmS422Oht545lDIwIpkkpAxQBGaYxvegBMUAIRQAm0k4FAFDVdRh06BizDdipbBK55Z4j1+XUJmSNiEz+dQabGVZ2bSuCQaBNnW6TpgXbkUE3OrsLIDHHFUI37S2AA4pDNOGIDFIZdhgyRxTsIvJb4XpSGNltgR0pDMy8sEcEFaTQrGFd6YyEmMVDiZyp32KJVlO2RahxMHFx1K09kkgyv5Vm4JlxxE47MWzsYGcLMooUUP63Pqzo7PQ4SoMWDVpA6zkattpewjirSIbua0EGwCmKxcjXAoKJlFADgKAAigBcUAJigBcUAFAC4JoAkjj7mgZR1jVINOt2ZmAIFTKVkXGNzyrW9Yn1e5KqSIs\/nUKLerNVoWtI07GCRzXRGNiWzrdPssBeKoLG\/bQBQOKZRwVuhJFfjstD7Rs1olwtJGUmRznGapCMi8bJxW8dC0isg5obKLEYqbgSoKlgWE4oJJDIAKdmxGfe3YRTzXRRpNiOS1nUgAwBr18Ph3uRKRxmoXpdzzXtUqSRzykY8jFzzXWlYwbuJj1pkigUAKBTAcBSAcKYAKAFFADloGOHSkA8etADxQMcKAHCgBwNIB6tQMepyRQBKrUASoaQydDQBZib0oGW4X5oA0IJRjrSGa1lOUcEGi9hWO20i93qMHmu+jO559enqdJbThgBmutM4ZItYz0q0Zi7aAFAoAUCgB2KADOKAF60AIKACgBaAAUDFIoAbQAhpAJmgBhNAyM0hkMhyKBoqS0ikUZhnNIpGNfJh8iuKuj0MPLQiC\/LXIdVytMcVLKRnXLcVBojIuWzmqSBszpRyaoi5VkFNEsiaqRDI3HFWiJFbGGraKMJM3dEX5ga6YKxx1HdnbWBworQyZrQ+9UiC3H2piL9vJjg0DLanuKYieJ6BFtH4p3ESqwpjJVIpARzzeXGWHJFAjLg1MXjPEQRjg5otYcotakDWsFlvmi++eTzQ3cOZy0ZmX2qzPGRjAoDRFayjS\/RlHJ7mnsJ3RqaVYCyyB+tAN3NdTikIdmkMVXxQwJVYGkMdQAUAJQAhoAQ0AIRSAYy5oAgeKmBXkiz2oApz2wI6UAZtzZ5zxQCMi7sFIPy5oHsc3qeiq4OFosByOp6EVJKrilYZztxaS27Hg0hkcc7xtkEqaYG9pniGe3IDMSvrQhNXO00nxBFcgB2ANWmTY3ElSQZVgRTEPxnpQMCKAGn1JwKAMTXNegsIWCsN2KlyGo3PLtb1ifU5yNzCPPSo3LWmhBY2LSsCRQJs6rStNxjimRe51NjZ4xxTQM3rW2AA4oA0oIcDpSA0LeHJHFAGlDDgdKBlgRjFIBTHRYdyCW33dqVh3KU9nx0oEZd3pyuDlf0qWiWrmNc6e8RylQ4mMoFNlIOHGDUWMHGxdsb+W0YYO5aCVodZpmrQXKgMQGqlIuMjZQKwBU5FM0Q7bTGPAoAdQAuKADFABjigYYoELtoAeoFAzL1zWItPt2JYA4qZSsVFXPKtY1S41e5OCfLzwPWpjG+rNti7pOnYwSOa3SsS3c6zT7QDAAqgsb9rAFA4oKNCNOlFx2PP7OPua\/HZa6H2LL+cCmZlS4brVxQ0ZM\/LVsWhqLUMZMgqUBMOKpkgZAo5NCjcCjd3oRTzXTTpNsTOY1XVOuGr1qGHsZykcdqV+XY4NevRo2RzzmY8jF256V2JWMW7iAVRIuMUALigQuM0AKBQAUwHCgYCgBwpAOAoAeKQDhQMcKAFzTAcDQA4GgY9TSAlU0ASqaAJUNAydGoAsxt0pAXoJKBmjbSdKAOh0e6KsBmtKcuVmdSPMjudLbeASa9GDujyqqszeiwVrZHOxSMUxBQAo4NADsZoGI1AhuKADNAAKAFIoGFABk0AJQAhFADDSAY1AxhpDIZOmKBopy0mUitIM0hoyr9Oa5q60OzDsrEYSuFnamU5h1qWaIzLocVBZkXR5NWhMzZmpklbdzTExhGapEMT2NXEzkVyuZcV0QRzTdkdLo8WAuK6UrHHJ3OrslwBVEM1YR0poktpmmInj4oAvQkkUAWUpiLCHFAEytxzQIiuZmWFjGctTQGVY3dyzP9sTYueDmhjkl0Fv7yGJD5WAx9KBJPqZNxNLJCW3FvYUWC99BdKRrtCsqbR6GmJqxs2NilscoAKVx3uXSKQCKTn2qhD6QxOtACglTxSETo+RQMfSGJQAUAJQAlACUANIzQBGyZoAheOgCtJCDQBQuLXPakBl3FmDnIpgZF7pyuDkUhnM6noitkqtFgucjqWiujEhTQO5iywSQnkGkMdb3LROGUlT7U7gdDp3iGeHAckj1ppiaudHa+JkYDcRT5ibFlvEsAUnj86LhZmDrXi35GWI59hUtlKK6nEXt3PfylpCSPSkU2WLCwLsDimSzqdN04KB8tBNzpbGzHHFUI3LW3xjikM04YfakBfghzjigDSgiCjpQMtKtAEirQA4CgBdgNAXGNEDSGVpbYN2oAo3FjnPHFIVjIvNMDA4GDUuJnKKZjXFnJCTgZFQ4mDp9iBGaNsglWrMyasbOm65LbkLLyvrTTsCbR1djqEN0gIYZq73NYzvuXhTLHCgBRQAtAwoAWgBaBGRrmsxWMDEsM1LY0rnlurajNqtyeTs7Cko3Ndi7pWngYJHNapD3OqsLUDHFWNG9awBV5pFqLeiLnmxxjlhxRzHXTwdSfQrTavEn3eT7Utz0aWVv7RzMK4FfkNj02Pc8UElG5etY6FIoOMmqKFUUmgJBwKLCGSyhR1qlG4jLvb8IDg110aGuomzmNU1MnPzV61DDpGMpnMX16XJwa9SnRSRhKRluxY811JWMWxAOaYhaAFxTAKAFHTmgBcUAHegQd6BiigB4oAcPekA4UwHCkMdQACgBw6UAOoGOBoAkU0wJFPFAEit70AToaQFiNuaQy3E9Ay\/byUAatlPtcEU0xHc6Fe70XJrtozujhxFO2p1tpLuUV1pnnyRZqyBRQAUALzQMKAEPSgQ3GelADwMUDCgBDQAUAJmgBDzSAYaAGNQMjPNIZGwoGVJhzSGiAigooXseawrK6Oig7Mz5BxXnyPQRTmXArNmiMq84zUmhjXHJNUhMy5+pxVEEGOaYB2poljDweK0iYyC3QtMOK6qaOKqzqdLj2gYroOc6S0GAKZDNKKmItR9qYiyi0AXIhgUAWkpgSghRknApCILiYPCwjb5vamBn2BuI2Y3Db1zwKY5WewajdrsIA\/wDrUE2sZTATxnyz81MV+5Y0e1kJPn80A\/I2YYFj+6MUhlkcUgHCgBQBTELjFIBMUDCgAGRQBKj0ASdaQwoAKAEoASgBKAEIpANZaAIXTNMCu8dAFaWAN2pBYz7i168CmBl3NkD2oAxb7TFfPyigDmdT0Ic7VH5UikcrfaO8bHaKAM4o8LfMKQEqyr36+1FwGySKemaLgVnTzDwKYF6wsNxBIpMDptOsMAZWmibnQ2dngDimI2ra3wBxQBpQRYxQBehiyelAzSgixQCLarikBIopgPHFADgKQCigYuKAEKg0ARvGDSsBWltg2eKBMoXFgGB4FKxNjFvdKzkgc1DiRKFzGmt5ITggkVDjYwcGgt7iSB8xMRjtUkPQ6TS\/EAyEn4PvTUilKx01tcxzqCjCqTNVK5YxTGAFAxcUAGOMmgDE13WIrGFvmGRUt2Dc8v1XUJ9VuTyfLzwKSRa0L2l2GACQM1qkPc6axtduBirGjfs7fbjIoLRPfS\/Z7ZmA6DNTLY9LLqSqVEmcwLp5ySWJ9qSPq\/ZKGiQuaoCRBgV+Qo4iOdsU+oGfLkk1oMhxTQ7jSQKaQEE04Udea0UGxMyb6+Cg812UcPfUhs5jUtR6\/NXrUcOZSmc5eXZcnmvSp0rGE5GexLHmuhKxi2LigY4CgBcUCENMAoAD1oAWgAPNACCgB4pAPFADsUDHCmAoFIBR0oAcKBi0CCgY5TzTGSKeKBD1NAEimgCdDSAnRqQyeNulAy7C\/SgDStpMYoEdHod2UlCnpWlOXKyKkeZHe6bcblGDXowldHk1I2ZtRtuWtkYMdmmIM0AOoGBoAKADpQAUAFAAaAEoASgBKQDWoAjNAxhpAMNBSK0y55pWGiA9KBlS7X5c1lU2NqW5lyCvOkelEpzjANZM1Rk3oyDSLMS6GM00JmbKMk1RJXYUwGk1SIYw\/e4rRGUi7Yx\/MOK7Ka0OCq9TqNPjworUwZu2yHApkl+MdKoRZTtQItwigZcjFMRI8giTc3AFAFGe8W5iZITk+xoQnoVNLhlgZjI5Of71NjcrkmoX3koT0oQjPST7ehC9D3FMnZlzS7H7P15+tA73NeNdvYUhEwpDHCgB4oAWgBaAEoAXFAgoAMYpgPVvWkA8GkULQAhoAKAG0AFACYoAQigBjJmgCF46QFeSL2pgVJrYEdKQGdcWnHSmBmXNiG\/hpAYt9pSyA\/LQM5rUND64WlYpPoYFzojA8KRRYCt\/ZT55BoEXLXSiCMrQBu2WnBccUxM27S024yKaFsa9vAMDAoA0IYsUCRfghzQM0YIcdqALarigCQCgB4FADsUAKBSAUUALQAUAJQAhFAhjIDQBXlt1YdKVgMy709X7UmhNGDe6UUJKCs3EylBMypYmjOHB+tQ1YxcbFmy1Ce0YFGJX0qSb2Om0zxJHIAsxAPvVqRcZm2mqWrAHePzp3L50Spf2zDiRad0PmRieIvEUNnCwRgT2Galy7DWp5nqN9PqlwSxOzPAoSuUvI0NMsMAEjmtUikdJZW2McVVhm7Z2+AMimUjSiXApFEd7EJYipqZLQ68LWdKakjkZ7drS5I\/hJ4qEfZ0ayr000SA5FaBYmJxX5CjgKkzZJqmMqyEZq1sMrSSAChK7AoXN0FzzXXCi2K5iX2oAZ5rvo0CGzm9Q1Ekn5s16lGgYykYVxcM5POa74wSMZSK3J5Na2M7gBQIcBQMWgA7UABoAQ0AIelMApCEFAxwoAcKAJFHFADhQA6gYgoEOHWkMWmIBTGOzQAq0APU0APWgCRaAJlNICZG7UFE8ZoAtRNSAv278imBq2UpVwaAO60K83IvNdlGdzhxELHW2sm5a7EzzpItdatECUALmgAoAXtQMUUALigAoAKAEPNADTQA00gGmgBhoAYaQxjUDRFIuRQMrEc0mMqXY+WsauxvS3M1xxXnyPRiUrleKzZqjIuxgGpNFsYl2OTTRLM2QetUIrvTJZCTiqRLGKctWiMpGzpi7sV209jgq7nUWKYArQwZtW69KpEl+NKYiwkdAFqJKAHzzLbxlmPSmIy2vxqMbJCfY0wasN0qzFlnzCRn1pNg3cdqd0UQmPnHpTBFSyDXy\/vFIB7GgT02NWys1t+gFAtS+q4oGSDmgB68UAOAoEOFIY6gAzmmAvSkIKAFpgGOaBi0CHDigB1IYUhhQAhoAKAEoASkAlACEUCImSgZC8dMCvJEDSApzWuegoAoT2nqKYGbcWIbPGaAM640tT\/DSGUn0hc\/dosFwTTQvagCzFZY7UAXYrfHamhMvQxe1IC7BD04piNKCHAFIZbRaYEgFADwKAHgUALigBaQgoGFABQAlABigANADSKAGMmaQirNbBh0osFjKvdNVwflqWiXE5+8014iSoNZuBjKmZroVOCCDUWMXGxGWlHSRwPrU2M2mQz3lxbjKTv8AnRYcOa9jNklmvJP3jFq0UTqijY0yxxgkVqlY1R0dnbdOKso3LS3AHIoGaUSYoGTqKABhkUmWmZWqWYmjPHI6VnJdT2cvxbpysznVDI5RuCKpM+lbUldD5HwK\/I1ueeUpZQM1fKBQuLkLnmtI02MyLzUAuea7aWHbJbOev9T6\/NXp0sOZORgXd+WzzXpU6JlKZmSyl66oxsYtkeKokXFMQtMBaQBQMQ9aBCGgBDQMQn0oAQUAL3oAcooAeKAHigB3egBaBh2oAUUAKKBC0DFFMQooAetAEgNAx6mkBKpoAkU0DJ4zQBYjbpQBdhfnikM0LeXpimFzptCutjgE4zWlOVmZ1Y8yO80yfKjmvRg7o8mpGzNqM5XitUYC0xC0AKBQCHhaBi7aAFCnPNACMpHSgBuPWgBpNADTQA1qQDCaAGMaBjCaAEpDEbmgLlSQYakyind9KwqvQ6KO5mvXnyPRiVLnpWbNEY94eDUlmJc8k1SEzOmHWqQim\/emSyF6tEMag+YVpEykdBpK8CuyGxwVNzqLJcAZrQxNi3FUiWX4elMC2oAGTQIhvbxbeFmXnApoDNs531SJtylR709ga5WWLKCLTs5xik9RNtkOp3LSIfs55ppAmRaZBLKMz9aGD8jat7dYvuigRZWgY9aBEgoAevvSAdQA4UALQAUCFFMBaQxQKYAKAHYpgFIANABmlYBwpAFAxKAEoAKQCUwCkAhFAhjLQBEyUxkTR0AQSQg9qQypLa+1AFSS1HpQBWe2HcUxEZtR2FIBVthnpTAlS39qALMVvntSuBehgC9qYFpVpASAUAPApgOAoAdilcAxQAtAgoGJQAUwCkAUAFACUAIaBCEUARPGGpDKVxaqw6UiWjFv9LVgSBg1LRLhcwbqxkiJwDiocTGVPsYd5BJI+NpxQkOMLF3TrDaASOa0SNUjorS3AA4qikbVnBgAkUxmnEuBQMsJTAkFIYtAyORMjpSaNIT5Xc57WLQq3moOnWs9mfUZfilUjys564nwDmvylKzNDJu7wKDzXXTp3GYN9qOM\/NXoUqHkQ5HOX2o7icNXo0qFjGUzFuLks3Wu6FOxjKRVLFutbJGdxcUwFxTEFMQtAC9qQCUANPWgBuaAGk8YpgJmgBQaQxR2oAkWkMkFADhQAooAdQAAUAKOKAE70xC0ALQMUGmA4GgCQGkA8GgCRTQMkU0ASoaALEbUAWoWoAvwN0oGa9jMUdTmnsHQ73Q7oSIvNdtGdzzsRCx1do+VFdaZwSRaC5qiRwWmA9UoAkC0gF24oAMUAIRQBGy0DImFADSKAGEUgGkUARtzQMbigBKQCUDK8y4zSY0Zt2eK5qzOygjPkNcDO9FC6PFQzRGReHNIoybgcnNMRnzg4xTEU5B61SJK7VaIYsQy4FaRMp7HTaXHhRXbDY8+e50lmuAM1oZGrAKZJdEiRjLkCmIo6neP9nb7PyccYpoFvqN0qKS5tz9pOSe1AStfQsq8VgDtwBT3JKV7KbxD5R5PcUDWm5Y0uzZUHmZP1oE9TYhjCLgDFICYUDHAUwHDmgRIOKAHjmkA6gBcUAKKAFAoELTAWkMUUxBQMUUALQAUwExmkIB1oGOqQENAwoASgAoASgApAJQAhFMBjJSAjZKAI2joAheEHtQBXe39qAIjb0wBYPakBKkHtQMsRw47UCJgmKYDgtADgKAHAUmAoFACigAoAKBBQMKAEoAKACgAoASmAlIAoAQ0CGFc0ARSRBh0pAUZ7JWByKQWM2bSYy2dtOwWGLp4ToKALdvbe1MDSijwKBlhBQBIKYDwaQx1ACGgaK11EJEIqJI68NWdOVzya+vwuea\/NKVBvc+lbsczqGpdcNXqUaBnKRzt5fFiea9GnRsYOZmSzFm+tdkYJGTlcjAyaskeBQA4CgBcUxBigAAoEFADGOKAGE0xDGOKAIy2KAE3daYChs0gJEakxkqmkMkFAx4oAcKAFoGL2oEFMBKAFFAC0AGaYDqAHg0gHqaBj1NAEitQBKpoAnQ0AWYmxQBdgagZpWz9KQjqvD10VcITW9GVmZVoXR6BpsoZRXoRZ5E1ZmzGMqK1MiRVoAeEoAdtoAQigAxQAhFAEbDNADCtAyNlxQAwihgMYUgIyKAGkUDExSAaRQMilX5aTGjGvDziuKsz0KC0M+SuNnYijPUspGbcL1pFGXcr1oQzPnFUSUpRjNUiSuRVIhjoFzIK2huY1NjqtMTCLXbHY86T1N+1GMZqiGWJr2K1UF2AqiSnfyS3lv8A6Oxwe4poFZPUvaVBstgJMk+9MUtWSz3i2oxwooElcq3B+3pjnB700LY0NNsxFEM9qA3NSNNoHFICYCmMcBQA8CgB4FAhwFIB4oAcKAFoAUCgBaACmAoosAtMBaQAKAFoAKACgBaAFoAQilYBKQxKACgAoAKAEpAFMBDSEIRkUANK0DIytMBpjzQA0w0AHk0AOEWBQA4KKQC4oAXFAC4oAXFABQAUABoEFABQMSgAoAKAEoAKAEoAKACgBtACUABFAhpWgYwxg9qQiMwjPSmMVYgO1ADwuKYDhRYB1ACigBc0hi5oGNbmgaZ82ajqZJPNfGUaB9RKZgXV6XJwa9GnRsYymUSxY9a3SsZXHKM0wJQtADgKBC4oGLigQmOKADFMBp6UAMY0xETmgRE7UxEDvinYVyB58U7CuMFzz1osPmJ4rjJ60nEaZdjfOMVDLLCGkMlU0gHigYoFMQCgYuOKADHvRcQlMA+tABmgBRQMeuM0ASA0CHqaBjwaYD0NAE8ZpAWIzQMuQt0oBGhbvQBsabP5UqnPemnYTV9D0bQroPGpzXoUp3R5denZnV2j7hXSjiZdVaYEgXigYu2gBpXmgBu2gBCtArDWWgCJhQMicUAQtQwGnmkAwigBu2gBccUhjCKAIpuENJlR3MC8OZDXnVnqepRVkUZD1rnZ0IpyjrUspFKcDmpKMu5FNDMycVQmUpRVEsqnrVohklrzMK2p7nNV2Ou08KqLuNdq2PPluT3uoLaqMc59Kom1ytPE+oxowzjrimhXsdHpcCxW6q2AcUyJbiX1wbfHp7UwSuMMP2xPnGRRcWxo2VmIkA9KB7mlGu0YoAmUZoAcBigBwFMB44oEPWkA4UAPFAC0CFFAxaAFoEKKBi0wCgBcUALQAUALQAdKACgBaACgBKAEqQEoGFABQAUAJSAKACgBCKAExQAmKADFAC4oAMUAJigBMUAGKBBigYtABQIKBhQIKBiUAFAhKBhQAlABQAlABQAhoASmAlABQAUgFpgFJAIRTAaRQAUAKKAFoACQoyTikBWkvoU6uKBjF1K3Y43igZ8n3NyzOea+fp00j6KUiBctzW5mSqtAiVV5pASAUDFxQId6UAJjFMBKQDaYhhoERsaYEDmmIryyBR1piZnXFxjvVpENmdNd89a0UDNzIBdnPWr5Bc5etJyxFYzVjWLNm2c8ZrBs3RfRsipGTK1MCYUDHDtQAvegBfpQAtADSPagAoAMUAL2pgKvvQA8UAPBoAeKYEimgCVCaQydDyKALUTdKBsvQtwKCTSt35oGdf4bvtrBGNb0Z2djnrw5lc9B0243KpBr0Ys8mcbG5C24VZmicCgY6gBpFACYoAMUAMYUAQOMUAQuKAIWoAjxSASgBCKAEpDGmgCreNtQ1nN2RrSV2c7M25zXmzd2epBWRXes2aoqTdKllIozng1JaMy4700BnTc54qiSnIuQaYipIuDVohi2jBJQa3p7nNW2NGXU5EdFiHNdqOC1zXhtmvUR5OoqkQ9DctFjgjCk9B1poh3EnnkDL5PIzVAvM0Ybfz4xvGaEI0ra1EaACgRYCY6UDHqKAJBQA8UAOFMQ4CkA4UAOFADxQAooAdQAUxDgKAFFABQMWgBaACgBaACgAoAWgAoAKACgBMUAJilYApDEoAKAClYANACUAFAhKBhQAUCCgAoGFACYoAKADFACUAFABQAUCCgBKACgBKBiUAFACUwCgBM0AJQAUAITQAlABQAuaADNABmgAoATFADgKAILq6jt0JYjIpAee+MvHlppSMGl3SdkU80N9janSvrJ2R5FqnxH1S6lbyD5SdvWml3Lc4LRIzYvHOsxvu+0E+xpi9on0KLg768KOx7LJ4146UxEyrQA8CgB2KYCigQUAFACEUCI2oEMY0AQuaoRWmk2imkJsyru4681okZtmPc3HXmtoxMpSKEkpNbKJlcSJWZhihtIaNuwhYYriqyR1QRuW6kAZrkcjoii2poUirE6HNXcknVqAJFNMY4UAOFABQAuKBgRQAmKBB+NMAFADxSAdQMeDTEPU0DJUNAyZD6UCLUbdKQFuFulAF+B6YjY06cxurDsaE7Dtc9C0C+DoozXoUZ3R5mIpWZ2NjMGA5rqRxNWNJelMQ7FIBCKYDTQAYoAa1AETigCu4oAiZaAIyOaAGkUgExQAhFADSKQzM1OTCmueq9DpoR1MJua89npIiccVBaKk\/1pFIz5+9SWZ0\/emIzpRzTEVX71QmVJeatEMqncZQF4renuc1Q3tNsRLteQciu1bHnyfY6GKaOBQgxxVoz3G3CyTFDGxA7imJO25rWFv8o3jNMlm5BGAo4oAtL0oGOC0ALigBwoAeBQA4UAPAoEOoAUCgBwoAWgBRQA4UALQAtMQtMYUALSAKACgBaAFoAKACgAoAKACgAoATFFgExSsAlIYUAFACUgCgApgFIQUAJQMKACgQUDEoAKACgBKACgQUAFABQAlAxKYBSASmAlACUAIaACgBKAENAhKBhQAuaACgAoAcBQAjFUGWOBQBi6zr0FlCzO6ooHUmkOMHLY8Y8Z\/EWW4L2+lk+hkotc292Hmzy+8kluZWluHZ3bqSaq1jOUnJ3ZUdcUCIiKAOhdf3leDHY99k8a1QiYCgBelABTAWgQlAg7UDGtQIYxoERMaoTK8rYGaYjKvJhzzVpENmJdz5zzW0YmMpGbI5at0rGbEjQu2KbdgSua9jaEkHFclWobwgb1rb7QOK4JzudcYl5UGOKwuaWFANUpAPWtYslolRsVomSTqaYDwaBjhQAooAcKBhQAfWgQlAAOtAxw6UAOoAcOtMB4oGSCgCZDSAnjPSgC1G3IoAuwNyKBGnbPg0AdJod75Mq5PymtacuVmdSHOj0XSbsOikGvShK6PJq03FnSWsoda0MCzigBCKAGkUAJTAaRQAxhxQBA4pAQsKYEZFADSKQDSKAExQMa\/Ck0mCOf1R8viuKvI9ChEzq42diIpakpFKepZaKEw4NIZnXA60AUJRVIRTl9qtEsrOM1SIYkCjzMkZFdFLc5q2xuW16seEGM9hXcjz2i4tsbiRJOeKZN7HQWkAWMZAzVIh6mhCAKBF6E9KQy0vSmA8dKAFIoAUUAKtAEiigQ4UAOFACigBwoEKBQMWgBwFADgKYBQAtMApAFAC0AFAAKAFoAKACgAoAWgBKACgAoAKYARSsA0ipsA2gYUAFIApgFIAoASgQUDCgQUAFAwoEJQhhQAlAgoGFAhKBhQAhoASmAlACUAFACGgBKAEoAKAEoAKACgBQKAHAUAV7q8it1OSM0C3PPvGPjm105WXzN8vZFNL0LULas8c13xBea3MTPKyw54QHiml3KlU6R2MV48dKozuV5EoArSJ1pDIGWgZ0Uy4c14FN6Hvy3JYxxWhJKtIYUAFMAoEB9qBCE0ANPSgRG5pgQPxTEZ95LtB5qluS2YN7Pyea3jExkzIlcsTW6RixqIWPApt2BI17Cy5BIrkq1TenA3rW324yK4ZzudcYl4ADpXPc1FU0MZIBnpipuFgIx1rSMhWANW0WQ0TRmtEySVTTAfmgYooAcDQA6kMSmAhpgL37UgHCgBwoAcKAHjpQMcKAJFNMCeM0gJ0NAFyFuaANCB+lAM1rSXBFMLHYeH9S2MqO3FdFGpbRnLXpcyud5pt2GUc16EZXPLnCzNuJwy1RmSUANIoAaaAENMCNqAIXFICFhTAjYUANIoGIaQCYoAguW2xmokyoq7OYvX3THmvOqyuz1KUbIrk8Vg2bohlNS2UVJakpFG470ijMnPWmIoTHrVITKchq0Syu3WqRDGIT5mF7100dzlrbGvZWLSSI5HNdqOBux1dlCEQD0pkGlGMCqRLJVHNAFqE0gLsfIoGTKKYh4HFABtoAAMUAOA5piHikA8CgBwoAUCgBaAFoAUUwHUAFABTAKQC0AFABQAooAWgAoAKAEoAKACgBKACgBaAHCmAEUAMIqWgG4xSAKBhQAlABSAKYCUhBQMKBCUAFAwoEFACUDCmISkMKAENACUwEoADQA3NABmgBKAENACUAFABQAtACgUADMsa5c4oFcwNc8Q29jC7PKqIB1JpAouWx4t4v+I8lw8kGmthehk\/wo3NUow9TzyW6kuJDJM5d2PJJpkNtj45BxTuImVs0wEdMjihgVJEqRlaROtAzorhcPXz9N6H0EgTpWxBIKQC0wEJoAQ0CEoAQ0CGk0wImNMRWnfCmhEsw7+brzWsUZydjBupMtXTFGDZBHGXNU3YErmvYWeSMiuWrVN4UzorS1CgcV51Spc64wLnlhRWHNc1SGNxVITGg0wJ4zxUNFIVzQhMjrWMhWJENbJkNE6GrJJVpjHDpQAtAx2aAFoAMc0AFAwFAhQaAHg+9AxwOaAHA0ASIaYEyGkBPGaALUTUAXYWpAaVvJjFUBsWUxBGDg0r2EdnoGp5wjnmuyjV6HFiKPVHbafchgOa7k7nmyjZmqh3DNMkU0AMNADTTAYaAI3pAQsKaAiNADSKAGkUhhigDN1OTahrGo7I3oxuzm5CWYmvNk7s9OKsRnNZs0RE44qGUVZjikNGfcHg0ijNnHWmgM+arRLKcnfNUiWQHrVollmxiEkoNdNE5K+x11lCAg4rtR5zNKFcdKYi7EuRVIlkwWgCWMYoAuQmgCytAEgFADsUCDbQAYoAcBQA7tQAtACigBwoAWmAtACigBaADFABQAUAFMApALQAUAFABQAUALQAlACUALQAUAOoAKYCUAJikA0ilYBKQBQMSgAoAQ0gCmAlIAoAKBCUAFAwNAhKBhQISgYlABTAQ0AIaAEoASgBKACgBKBBQMUCgQ8D1oAqXt\/FbIckZoFc838Z\/EC101WVZBJL2VTS9DRQ6s8R8R+KL\/AFuZjNIVizwgPFO3cbn0ic\/ux3pmY9JfWgZYST3oAsRy0AWEfIoAHUNQBWkT2pDN26XDV87R2PopjEHStzMfQAhpgIaAG5piEpCEOKYDGPrTEQu2KBGbfS4FUkTJnPXsu5jg1vBGEmUkhaR61clElRubFjYZI4rkq1johTN+0s9o6V59Src6owNGOIAYrmcjZKw4xd6XMBBLHxWkZCaKh4NakDlfmk0MkByKkYuKLgLnFaxkJkqNW0WZtEyGrESA0DFzQAtADgaBhQAUALQAUwFBoAcD0pAPU0DJFoESoaBk6HFAFiNqALUT8UgL9vJTA1LaXHekFjZsp2QhlPIpp2Ymu52+g6mJFUMea9CjVvozzsRQtqjsLO4DKOa6k7nC1Yu5yKZI00ANNMBpoAjekBCwoAjIpgMIpDEoAR+FNJgc\/q0uTiuOvI7sPHqZDVxM7kROcVDKRBI\/WpZaRSmapKKUx4pjKM1AjOnHNWSylL1NUiWVz1q0QaekD94M11UjkrnXWo+UV1o4GX4h0qkSy5CM0yS0F4pgwAwaAJ4zQBajNAEy9KAHgUCFxQAmKAFAoAWgBwoAdQAtABTAWgBaACgBRQAtABQAmKACgAoAWgAoAM0AJmmAtIAoAKACgBaAFFABQAlACUAFACEUWAYakAoGFIAoEJQMSgAoEFAxKBBQMKBCUDEoEFAxDQAlMBDQAmaAEoEJQMSgAoEGKBihaBA7rEuXIFArnP674it7KBmklVFAzkmgEnI8T8Z\/EeS5MlvprEL0MlFrmvuxR5lcTy3EjPM7M5OSSapKxDk3uQ0CGk0AMJxSAfHIfWgC1FJSGWY3oGWEemIc4DCkM2bkcmvm6Ox9FIhWugzHUwG5oAQmmIbTEJQA1jQJkbGmIq3EgUGhAYd5ISTWkTORQW2aRulW6iSJULmvY6f0JFclWubwpm7a2W0DIrgnVudMYWLqx7axcrmlhyrzSuBIE4qbjK8yYrSLJM24Ug10wZDIATViJ4zUMpE2M1mMUJVJiHAY61vBkNDg4z1rdEMlB\/KmJD80DHCgBfakMM0wF70AGaBi5oAM0APHrQA9TSGPU0ASqeKAJVNAiZGoGTxtQBchfGKANK3l5pDNS0mIxQBt2N00ThkOKqMrMmUU1Znc6LqYlRfm5r0aVVSR5dejy6nT21xuHJroucbRayCKYhhoAaTQAxjQBE1ADCKYDCKQCYoGVruTahqJOxcVdnMXsm+U+lefVldnp0o2RTc+lc7ZukQSNUMtFaQ1JRWkNIZTn6GgooTU0Ioy1ZLKcw61SIZXxzVohmnpA\/eV1UjkrnX233RXWcDLsVWiWXoBQIuKvFAClaYhVGKALEZoQFhDxQBKKBC0AGKADBoAKAFFADqAFoAUUwFoAKACgAoAWgAoAWmAUgEoAKACgBKACmAtAgFIYUwFpAFMBaQBTAM0gEpgFIAoAgmkCUmAkbhxxSAfSAKBhQAlAgoAKAEoAKAEoGBoASgBKAENMBKAEoASgBDQAlABQAoFADgOMmgRUvL+K3U\/MM0E3vseceNPHttpqOqyB5uyg0ehapvdniHiPxNfa1MxmlYRk8IDxQl3LcrKyMHNUZiE0ANJoAYxpAMNAxM80AiaKTHWhgWo3pDLCPQBOjdKAN66+8RXzVE+jmVga6TIXPvTENJpgBNADc0xDSaBDSeKAIpWwKBGdOxc4p3sOxAlqZG5BrOVWwKFzSs9O7la5alc2jTNeC0CAZFccqtzZRLIQAVne5dhCtO4hu3mi4DwOKVwGyJkcU0xMoTxEmuiMhWKckO08VqpXJaAAigCzEM9azYyRyqDk80RTYm7FC5ulBwDiu2lTZhOoVRd\/N1rqUDHnNC3mDgVLjY0TLStmpKJAaBi54pALQMBQAuaAD8aAFBoGOBoAeGoAeppASqelMCRT60ASKaAJVY0AWonpDL1vJjrQM0beXGKQGvaT9OaANvTrxoJAynirhNxZE4KS1O40rURKindXo0qikjy61FxZv28+QOa3ucjROTTEMLUDGGgQ00AMNAxDQIa3AoGY2qz7VIrnqysjqoRuznXbJOa86TPRiiFzWbNEQPUlED8CpGVpKCkUpz1oGUZT1poClKc1SJKk1WiGV+9aIyZq6QMuK6qRyVjrrYfKK6kcLL0YqiS9AOlMRdQUASbcimhBtoBCrQBPGaBFhTQA4UALQAYoACKAEoAcKAFoABTAWgBaAFoASgAoAKYC5pALQAUAFACUAJQAUwFoAKACgApAKKACgBaAEoAKAEoAZI4UUMRg6pf7ThTzUlpFzS5TJGDmgTNDNIQUxi0AFIBKACgBKACgBKAENACZpgJmgBKAENACE0AJQAlABQA4KTQAkkiRLliKQmzntd8QwWUDPJKqIB1JoBRcjxTxn8RJblng01iF6F6e5dlA81ubiS4kaSZ2dickk00rCcmyuWFMkQnikA0mgBM0AMNAxtAARQMQZFAixFJ60AWY3pDLCPQB0t3kE18zRPpJFPI5rqMRc0xCUwEJpiG59KQCZpiGMRik2MidS5qHOxSjcdFabiCRXPOqaKBo21kBjiuOdU0UTQSFUHSudybNFGwpWlcYYp3AY4ppiG7adwsOC0rgKFpXCxG8OatSCxUmgwK1jMloptGc4rZMVhSfLTmmo3Jk7IyL6+255rtpUbnJVq2MK51Aljg16UKNjhlVuxtrdF5AM1UoWCE7s6bTWLLmuaaOuDNP7p5rA2HqaBjwaBjh0pDFoABTAKQwpgOHvQIeDQMkB6UgHg0ASAgUAODUASo1AE8bc0DLcL9KQF+GXGOaQzSt5uRzQNGvaz5xk0gZuabetA45+U1rCfKzKpDmVjstNvxIi4NehTqKR5dWlym3DNuFbp3OVqxLTEJQA0mgBpoAQ0DIbiTahqZMqKuzl9Tm3yEVwVpnpUIWRmtXKzpRG1QWiJxUlFeSpGVZelFyijcd6YzPn4zTQmUpGqkSyrIc5q0Zsi71ojNmxo3LCuqkcdY623HArrRwsvxLTQi\/AtMRbQUATKKYhdtAhNtMByikMnQ0CJBQA4UALigBcUAJigAzQAoNABTAWkAUwFoAKACmAUgCgAoAXNAAKAFoASmAUAFIAoAM0AApgLSAKYC0gEoASgBsjhRQIxtTvxGpAPNSUkche3ytOAzd\/WpckjaFOUtjq9DlVoAVNO9zOcHF6muDQSOFAhaACgAoGIaACgQlAxM0AJTATNADaAEzQAUCEoGFAABmgBwAAyeBQIpXuoR26nBGaRNzznxl49ttOVkWQSS9lBoZpGn3PE\/EXie+1mZjLKwizwgPFOxTlZWRz7N6mqM2MLUAJmkAmaAEJoATNACdqZQUhCUAIRQAq8dKAJ4noAsxvSA6m9b5jXzNE+kkUQ3NdRkOB4piDPvTEJmgAzQA1jigBoBY1lKVi1G5dgt84yOK4qlU2jE0YbYAdK5JVTVIsqiqMAVjdsuwhFMQmO9ACMMCmgIXPNWiQUZobGSqvFQ2Mds46UrhYCoxRcCvKntWsWSys0Q5OK3iyTI1WTYCBXbQhc5a07HIajIWcgGvZowsjy6stTOkBxXQYEunBjcAUp7GlPc7zRrclBkVw1Dvp6mpNb+grnOixUOV4NAh6mgY8GkMXNMBc0DF69aBhQAooAeOtADwaBDgaQx4NMBwNAEinmgROhpFFhHpDLcMnvQBdhlx3pAadtP0pMo2bWfI5NITNvTL1oWAJ+WtadRxZjUp8yOx068DqOa9GE7nl1afKzYhkDCt0zmaJDTAbQA0mgCKaQIKVwMe9vQQwzWFSdkdNKndmBK29yTXnSd2elFWRGazZZG1SWiJqQyvJUFJFSU0FIoTnrTQzPuDyapCZnynrVIhlVm5rRGbBa0Rmza0YfOK6aRx1zrrboK60cLL0VMRoW9MRbSgCVaYh4FAARTENoAehpATrzQA8UALQAtAAaBDcUDDpQAtACimAUAAoAXNABQAtACUAFABQAUwDNAC0AFABQAlIApgKKAFpAFABQAlADJHCg80MRjalqAjUgHmkUkcJ4i11IQ2W5rOUrHRSpOo9Dz+bXZbq8CW5LMT1rmlJs+iwuFjCN5HrHgueY2kYn+9jmtqex5GY8nP7h2KNxWx5hKGoAcDSELQAUDCgQlACGmMSgBCaAGk0AJQAlABQACgBQKAGyypCuWIoJuc3r3iKGzhZ5ZQij3oGouR4t4y+Iktw0kGnsVToXzRuUkoHmtxcy3ErSTOzse55picmyAk4oEMJoEJmgYm6gBCaAG80AKKBjqAEzQAlABQAooAORQBPHJ60AdZqHDGvmKB9JMz1fmusxJA9AC7gaYhN49aAGs9ADVbccVE3YqKuXbWPJ9646tQ3jE1raIAVwTlc2SLgAArAsRhTENxTABQBG9UhEe3mquKxIi4qWxkoGKgYUANNUhETCtIiZTu5lRCB1rqpQbZjOaRyesXJyx5r2sPS0PMrVDmmbzJDk16UY2OCTuDx1ViLl\/R7UmcNisqjOmij0jRrX90CBzXn1JHpU4mjJaHBrG5rYyr21xyBTTEzO5U4PFUSPBpDHA0DHZoAM0AOBoGLnmgB2TQA4H0oGPB4pAOz0zQAoNMB6tQImVqRRKr0gLEb980DLUclIC9BNjFA0a1rcdKTQ9zYtrjIFSDRvaVftEQCeK3pVeU56tLmOtsbwOo5r0YTueXUptM1opAwrZMwasOZgOppiKV7ciNCQelIa1M0XLzpnFSy7WZk3YKyHJrhrPU9CirorGuVs6kNNQxpEbVLLRA5qSkirKaRSKczdaQyjMetUgM64PWqRLM6ZqtEsrM2TVozY+PBrRGbN7Rh8wrqpHFXOqtx8orqRxF+KmJl+36UxFtelAEq00IkWgB\/UUCGlfSgAAwaYEqGkBKpoEOoGLTAKAA0ANNIBKAFoAKACgAoAWmAtABQAtACUwCkAUwCgANABQAUgCgBaYBSAKAA0wI5JAopXEYmqagI1bB5qblWPPPEviJLdHAYbvrUTlY6aNF1GeYX99c6rc7IiSpPJrBvmPco0oUI3Z1nhTQPLKvIOfXFVGmcuJx2nLE9P0pRAihRW6VjxpTcndm\/BJkCgksoc0wJQaAHUhC0AIaAEoGBoAaaYCGgBpoASgBKAFAoAdgAZY4FAijfajHApwRQS3fY838YePLbTg6CQPL2UGlfsaKH8x4r4h8S3msTs0shEfZQeKaXcpytojAJz15pmYwmgBpNADSaAGZoAOaBhQAtACigANACc0AKKBgKYhTSGFACgYoEdzqMB5yK+So1D6eUTFmQqa7oyuYtWIfMI61oiAM1MQ0z07CGecWNS9Bou2g3GuapI2gjatY+BivOqSN0jSiGBXNJmqJgOKgBpFO4hCtFxiEU7iGsKaYCBaLhYdikAlMBBTsA2SRVByapRbJbSMy8vlQHBrspUbmEqljHkujM5CnNetQoWOGtVuKulNecbcg16dOFkedUq3Od1jR5dOucEHaTxWpmtSvFbs5HFO4KLOo0ayAC8VyVZHdSidvp0YRAK4Ju7PRgrI1RGrLWZRQu7UEHimIwL+0wSVFWmQ0Z2SDinYQ8GgY8GkMUUAOFAxaAHCgBy0DHUgHA9KYCg0AOBoAerUASK3NICdHpWGWEc0DLMUtIDQt5sUmUjWtbj3pMZsW1xkDmkhWOg0q+KMFJropVbaHNVpKWp1dldBlHNehCdzzKlOwmoXrKvyda0uZKJEoM0WZO4piej0K7EQAjPFZTlY2hByMyd\/McmvPqSuz0qcbIiNYmqGEE1JSGOOKkZVl6GkWUpj1pDRSlakUUpm4PNUgM6dsg1aIZQlPvVIhlY8nmrRDJYjzWiMpHRaKMkV10jjrnVQDiulHGy7EKZJftxTEW17UASAUxD1oAlWgQuKAEIoABxQBIhoAlBoAdTAKAENACGkAmKAEoAWgAoAXFABTAKAFoAKYBQAUgCmAUAFABQAUgCgApgFAAaQEUsgQUXEYeqaisatzUtlpHm\/inxKsKuqt81ZylY66FB1Gecu1zrF1\/FtJrF6nrJQoRO18O+HUhVWdRn6VpGB51fFOWx2VpbiMAKMAVqjz27mvbIcCmSatupAFAy7HQImWgY6kIWgANADaACmAlAxpoEJQAlAChaAGTTJCpLEUCuc3r3iGGzhd5JAqgdzSGouR4v4x+IUtyzw2DEL035o3NbKB5rc3MlzIXmdmY9STVJWM5SbICaBDS1ADC2TQA0mgYUAAoAMcUAFABQAo6UALQAmKAF70AKKAFxQAY5oAWgD1S\/s85wK+AoVrH1sonP3lnjPFelTrGUomPcWxBPBrrhUMZRKbxMM8VqpIhxZEyN6VXMiLD4EO6onIqKNmyiPHFcNWZ0xRt2yYHFcM2bJF+JOKwkyyUJUXAQpRcQbKdwGstNMCMjrVIBgFUIcBSAhkkVMk1cYtkuVihc3yoD8wrohRbMpVLGPe6sACN1dtPDNnPOsjnr3VNxPzV6dHD2OKpWI9Jv2F\/HnoTXbGnynOpc7sfQHhnw9BfadHcRDDFckVsmclaDi9DmPiHoAjtw2w5U1E3Y1oK5xFppwB5FYSqHXGkb9jbrHiuecrnVCFjVhfB4rnZ0o07aQmoKLTxCRelAmZl7Z5B+WqRNjmr+0MbEqKtMllBTg802IkU5pDHrQMcKQx1ADhQA4GgYuaBhnmgQuaBDgaAFDUDHq3NAEyNSGTo9ICeN8UDLUUnvSGaFvN05pDTNe1uenNSM2LS56HPNAmjoNP1BlKrnit6VVpnNVpJm0JFkwWrujO558qdiU3SxrtFac5l7N3KM8ocE5rlqzOylCxUINcjOxINtQUIVpDIZeBUlIoTtipZaRSmakMoTGgZRmfrVITKE7cVZLKUh5qkQyE9a0RDHR9atGbOo0PoK66Rw1zqIBwK6UcbLsVMRoQUxFpaAJAKaESLQA8UCHigAIoAbigBQaAJVNADxQAUwCgAoASkAlACUALQAtMBaAEoAKAFoAKYCUCFpDCgApgJQIKBi0AFIBKAIpZQgPNIRg6tqaxK3zAUmWkeYeK\/E2zckTZb61lKZ34fCuWsji7W0udXud0m7aTWdmzvnONFWR32g6DHbRqSvNaqNjyq1dzOmgt8AADitDluaMFt7UCNO3t8Uhl2NMCmBMooEPFAxwoAWgQlIANMBKBiGgBtAgxQMDhRknAoEZ9\/qSQIcEUC3PN\/GPju209HRJA83ZQaVy1TW7PF\/EHiW81eZjNIQmeFB4ppDc+iMBmznJpkDCaBDCaBjSaQxKYCE0AGaAHKKAA0AJQAUAOFACgUAGKAFxQAdKAFoAXFAAKYHtc0YYdK\/MYysfZWM65s1bOB1rohWaIcTJudP56V2wxBm4me+mE54rZYkhxIf7M9RVfWCeQVNNwc4ode41AuxW3ljFYynctIuwrisJGiNCJRgetYMokK4qAGkUANNUA1hxTQiCQgDJNaJEtlWS5VfStY02yXOxSuNRVQea2hh2zKVUyLzVQQfm\/Wu6nhTnnWRgXupFiea9GlhrHJOuYtxeM+cZrthRSOWVVspliTya2SM7mx4ZtHutRiVQSAcmnYqDs7n1Z4AtmttPjRs4xSM6krlT4lWqSaezDHFZVdjbDLU8nEarxiuNs9FIli5OB0qGWjQtoiSOtZs0TNW3gOKko04YulSUPmtAyHiquSzB1Ow4Py0Jks5S\/s2jbIFaJ3JKCn2piJFakMkBpDHg0DHA0ALnmgYuaADPFAADQIWmAoNIY9TQBIhoAmVuKQyZGpMZYR6QFuKTFAF+CfGKRVzVtbnHepsNGzaXPQ5pXBo37O+LKFJreFV7M5qlLqTO7MeDW3OzFQQ9AdvJrKTuaxQ4CszQfgVIxripGipPUspGbOaRoihM3WkMozmmhmfcNVIllGVs5qkSVXPNUiGMrRGbHRDLCtEZs6rRVwBXZTRwVmdLCelbo5WXYT0qiTQgoAtLQBKtMRItAEgoEOFAC4oAQigBhoAcpoAlU0AOzTQBQAYoAMUAGKAExSASgAFADqYBQAUwCgApAAoAKACmAtACUgCgBKADNAEE84QHmkxHOazqyQo2WH51LZpGLZ5X4p8StM7RQNk+1ZSlc9LD4b7UjD0rSJ9RnEkwJBPepUbm9XERpq0T0LR9Hjto1AUZrZRseTUqub1Oggt+mBTMmzRt7T1FMVjQigAHQUhllUxTAkUUAOAoAXFAhRQAUAFACGgANACUAGKAIZ50hXk0gucxr3iOG0iZ5ZVVQO5oHGLZ434w+IMtyzw2DYToWos2a6QPNrq5kuJC8rlmPqaqxk5NlZutBI00DEoAYxoGNNAC+9ACGgAHWgCVaABhQAzvQMBQIdQMWgBcUCYtAIMUDFxxQIMUAFMD29z2r8uR9mQkA07gRNEGPSrUrCsMNsp7Cq9oxWIzaJ6VSqMmxG9uqjpWsZNisUZhhq2QhqMBQ0BYScKKlwuO477SPWk6YXE+0A0vZhcQzA0cgXIri4Eakk1pCndkOVjDv9TVc8120sM2c86tjCu9X4PzV308Kc865j3OqM2RuruhhkjmnXuZ8t27HrxXVGkkc0qjZXdi3JrVIzvcgY1VhEttbvPKFQEk07AtT2D4aeFmWRJpE5PPIpFN2Vj6A0e1EFsOMYFBhLU434hXIFqyZ61hW2OvCrU8qlfL8GuQ9BFiz+Zqhlo6GxjHHFZM0RswRjipZZdjjGKkZZjQdO1MRBdWSup4ppknNarped2BVJktHG6lYNA5IHFaXFYoK1AiRTSGSA80DHA0DHZpDFzQAUALQAYoAM0wHCgCQGkBKrflQBMrVIyZGoAnR6Qy1FJigaL0E5BFSUjWtLnpzUlG3aXXTBpbCaNq3uQyjNXzsxdPUuJJmjmuHLYkBzRcdh1IBj9KTGUbhutJlIzLh6hlozZ5OtAyjLJ1pjKMz1SJZSlYc1SIZXJqyWAq0ZslhHzj61rEykdboyYUV2UzgrHQQitkczLcXaqJNGCgC0tAiUUwJFoEPWgB4oAdQAUAMIoATpQA5TQBIpoAdmmAtABQAUAFACUgExQAUAFMBaYBSAKYBSAKAFoAKACgBKAEPFAitcXCxqeaQbnJ69raQI2WA\/GpbNYQb0PLfEOvy3spitySDxxWMpXPTo4dQV5DND0B7mQSzj35ojEVfE8qtE7\/AEzTUgQKqitkjzJTcndm7bWhIHFMg0obYLjikMuJFjtQBKqUwHhaQh2KBhigQtABQAUAJTAKAExSAXFAGfqV+lsh5AoA808YeOYNPR1WQPL2UGlu7I0jCyuzxjxB4kvNXmYyyMI+yjpVJdwlPojBJJ5NMzuMY0AMz1oAaaBjaADtQIaRQMKBBigYAUAKOtADs8UAGKAACgB1ABigBQKBC0DFoAMUDFoEJigD2qQ1+Xo+zI8881VgFB5oEL2osFxGYAVcUSynPKDnFdEIkmXcP1710RQmUZJdtaqNzO5A97t4zWipBcaL3Pej2YXJo7nPepcB3J1mwMnpUcouYxtX1HbnmuyhQuctWrY47UdRZmIBr2qNBI8+pVZltO7nk9a61BI53NsAM81RNxaYriHJqiSW2tHnkCopJNA0eq+BfBn+rmukOTyF70rlNqJ7n4a0iOCNQsYVRQZ3udFd4gt2x6UhWPGPH+o75vLBrmqu56FCNkcMHy2awOk07HqKzkWjpbE8Csmao2ITxUssuIelICwr4oAmRwRg0xWIbm2SQUyLHM6vpYdW+WqTGjhtSsHt5CQOKpO5LRRBpiJAaBjwaQ0OBpDHCgABoGLQApNACd6aAUGgB2aGBIrUgJFakMlR6BE8b0hk8b0h3LUUmKVh3LsE2CMGkykzWtLnGOeKloo27S696lga1vcZA5ouS0aEUgOKdyWWVINUSJIOKQGbdjrSZaMa6bFQzRGXO\/JoKsUJn4piKMsmc1aIbKrtVEMhLZNUiWSIc1oiGWbcZkB960juZT2Ov0cfIK7YbHnVdzehHStUYMtxjpVEl6DtQBaWgCQGmIkWgB4oEOBoAcDQA6gBCKAGEUAJQA9TQBIDQA4UALTAKACgAoAQ0gEoAWgApgFABTAKAFpAFABQAuKAGswUc0AZ17fpGpyRSuCRxniHxGkCNhxmocjelScnZHmmqanc6rcFIyxUmsW2z06dKNJXZsaB4e5WSZcmrjA5a+Jb0R3Fhp4RQAuBWlrHA22bdradMigRoxQhR0oGTqmKAJAtADgKAFxQIKACgAoAMUAFACUAJQAtAwcfIcUCPLfibq0mnWchQkM3ANFrmkO589X13JdzvJKxYk96aViZSbKpPNMgSgBjUDGHpQA00DG4oQBQAtIEJimAUALigAxQAooAWgBe1AgoGLQAooEKKBgKBCigB2KBhQB7E7ivzJI+xuRk1VguODe9KwrjXlC1ooiuVZZ81rGAinNL71vFCKcr8EmtEiGzNupOtdEImbM6RyWroSJuOiRiamTKSL8ER71hKQ2LeSeXHjNOnG7Mpysjj9Yuclhmvaw9LqefVmc3ISzk16KVkcbdxq9aZJMppgxxqiSaCIuwGKYLU9X+H3hMS+XPPHweeRUvUv4T2zRNHSPadoAouZWudfaQrGgAGBSGZPim5ENm+DjikyoK7PnrxFdGfUJSTkA4rkm7s9KKsjKR+agtGtpxzgVEjRHU2I4HpWLNEbEAyBUGhejTigBzjaKBFSS58snJ6UrDHw6gh4LCi43G46eRJU7HNBNrHM6xbo4bgVSYjitQt\/JkJXpWidyHErK1MQ9TSGPBoHcdupDFzTAUGgYuaBCZoAM0AOFAChqAHq1IZKjUASo9ICdJBSsBOklIZZilx3pNFF62nwaVikzXtLnpzUMpGza3PvUDsalvcjjmhNktGlBcAjrVJkNFnzARVXJsU7oAg4pFIwb4YzUGqMO6bGaZRmzSVRJVds00QyB2q0QyME5qkSyaKrRLL1oPnFaw3MZ7HXaUMKK7YbHm1Nzbh6CtEZMuRVQi7BQIsrQBItMRItAiQUAOFACg0AOBoELQMQjigBhFACDrQBIDQA8GgBwNMBaACgBKACkAlABmgQUDAUwFoAKAFoABQAtAEU0yxg880NgYOqaukKn5qm5SiefeIPEpG4I\/P1qHI6aVFyOOJudUuOd20ms9zv8AdpI67QtAWJVZly30rSMTgrYhy0R2NlYhQABxV7HI2bNvbBQOKQF2OMCgCYLQMcBQAuKBC0DDFABQAUAFABQAhoASgBKBCigBxxtINAHk\/wAXoFm0a4GPnX5lPoaaZcD50PUg9aZAnWgAxQA04oGMY0CIyaBiUALQAYoABSGLTELigAxQAYoAWgA+lAC4oAUUALigBaBBQAooAcKBjWbBwOTQFj1t5BX5woH19yPzKrkFcjknwvBqo0+4rlV7gk9a1UBXIjNx3quUdyFmzVoi5UuJMA4NaxRLZmzMWY10RViSNIyxqnKwki\/DB3xXPKRZYdhElKMXJkSdjntWveoBr08PQOKrUOUvZPMc169OFkefOV2UzHWxmN280AHSmJj4huYVQjp\/DGnfbNQgiA+8wrOcrGtOJ9OeHtJjt7SFEUDCgUJmc9WdTbp5YAFMkvI4AoC5xHjy88q0lJPODiom9DWiryPBbuYvM7E8k5rlZ6BAr\/NSGbWlsAwzWcjRHUWcygAZrJmqNqzkBxzUGhsRldtJiK93Kqg9KQI5fU7vaWwaoZhSao0b\/epWLTLVtrueGapaaKtcmmvRKuQc5oTE4GHf\/Pn3q0yGjGkXa1aIxaBWpiJAaQx4bigYuaBjgaAFBoAM0AANAgBoGKD60CHg0hjwaAHhuKBkivQBOj0gJ0kpDLMUpBpDRoW0+COalos17a5561my0zTt7npzU2GaMF0RjBoJaL8V2COTRcmw55wRTuFjLvSCppFI5+94zTKuZEzdaollVm61SRLIi1UjNiLzVolk8dUiWaViMuK3gYVHodXp3CCuyOx509zYgarM2Xoj0qiWX4KALK0APWmIetAEgoEPFAC0AKKAFFABQA0igBuKAHA0APBoAeKAFpgFIBKYBSASgAoEFAxaACmAtAgoGBOKAKt1drGp5pNhqcvrOtrGG+bGKTdi1E8613XmlZlQkmsnI7KNBy1exj2NhPqEwZwcE0krnVOpGmjutF0RIFX5ea0UbHm1azmzq7SzAA+WqMGasEAUdKQWLSrigCQLQA7FAC0DAUALQAUAFACUAFABQAlAhDQA2gYZpiB2+WkBwvjay+220kRHDDFIuLseB+IfDM1nK7Ih25pplON9UcsylGIYYIqjK1hN1ADTQBGaAGYoGLQAUAKaAEFADsUAhRQAYoASgBcUALigAoGKODQIWgQtAwoAMgUDFRXmcLGCSfSgDrPDvhaSdlknXj0NA27HQlya\/P7H1Yx5MA1SQFWRyTWiRJEWpiDrQBFNIFBFXGNxMz5pNxreKsSQohY1bdgsXreAccVhOQFh2WNeetTFNickjC1XUAoYA9K9PD0OpxVqpyd7dGRjg169KlY8+c7lVULcmuhIyY4xmnYlsaYuKdibleRSDQUT2SZbmhuyKirs7fwjIttexPwCDXPJ6nTGOlkfRnhvUY57RMHnFXFmE4uLOhjkB71ZmWC4ERPtQSzyv4mXn7l1z1rGozrw6u7nj0z8k1idZGj5YUhXNG2uvLxzioaNIs0oNVCkc4rJo2izb07Vxx81ZPQ2VjcTV12\/eqGVyla81QMD81AWOa1K73E81aIZgXM53GrsF7EKTkNUtFqRp2tydoyeKzaNE7k8pLrQiZIoTpWqZhJFU8GrM2OVqAHg0DHg0hjs0wFzSAXNAwzQIM0AKKBjxQAuaQCg0wHq1IZMj4oAmR6kZOj0AWopcd6kpM0LafGOalo0TNKC46c1Nh3NGG46c1LQFuO596VgJhdcdaQWIZ5gwPNAGTdtkGqQGPcdatEtlGTrVohjDmmSx6iqIZPGOlWiWaunL84remjnqs6qyGFFdiPPluacPaqIZdhNNCZo27UxFtTQBIBTEPFAh4oAdQA4UALQAtABQAGgBCKAGmgBQaAJFNADs0AFAC0wEoASkAUAJQIM0ALQMWgQFgo5pgZ19fLGp5xSGkcZrmuhFYBqhs1jG559qury3MhSMk5qHK520qFtZDtI0eS5kDyA80lG5dWsoaI7zStKSFFAWtUkjzpzcnqdJaWoABxTMzTiiAFAFhVpDHgUCFoAWgBaBgKACgQUAJQMKACgAoASgQhoAaaAGk0wGMeKAMXVI94ORSGjldT0mK6jZWQc+1SWmeVeMPCLQlpYFx+FNSsU1zI89mieFysgKkVZk1YiPNAhKAEI\/KgAxQAYoGBoAUUCFxQxoXFIYtMQhFABigQoFAwoAXFACjpQAUANZsfWgC5p+mz38oVFOKCvU9C8PeFkgCvIgLe9Noly7Hc2lpHbxjIAxU3Gk3ucCGr4I+rGNzVARMKpAJtzTEMlYKDinFXJZQnck1vFCK4Quau9hFyCDFYymMsOyxLyahJyZDdjC1TUQoIzXqYfDnHWq2ORv7wu5Ga9ilSSR586lyC0iM0oHrXRYyOqt\/DVxJAJIY2YY5AFO3YSlrqZF7aS2kxSaNl+ooBlYxgjIqkZsgkiyeaY0OhARgB1rKbOmnG50Ok5VQxODmuGpN3PXoUUo3Z6l4J1OaEqHJwa1pNnHioxi9D1SwuhJGrA9a6Tz2Xpp8W7H2oIep4x8R7zfMVz3rCo9TuoaI82nk5NZmwxG5zQIWSYqODUtDTIRdMD1qWjVSNCzvWGMGspRN4zNiG+fA5rJo2TJTeMR1pJCbKF1cZzzVpENmY8mTV2IuLGaTKTNC1PArJmyZoI3HJqbFMguBVozkUnHNWmZNDMEc1VyLDg1AEgNADgaBjgaADNAC0hi5pgANAD\/SkMM0CFBoGOBoAkVqQEqtjpSGSo9IZNG9IZbil5pMq5egm6elQUjQgn96TKLqT8UgJRNkUWAa02R1pWAqzvnNMRnXAyM1SJZScc1ZIzFMkegqkSyzEtWjNmtpi4YV000ctVnU2Y+UV1I4maEQqiGWoqaJZfgNMC4jdKAJlNMRItAEgoAcBxQIdQAooAKACgBaAGmgBjUAIDQA9WoAkBoELQMUGgAoAKAEoAQ0AJQIWgY15Ag5oEZOpaisankUikjhde14DcA361DZtCDeiOFvLya9lKqTgmobud9OkoK7NfQ9DZ2DyL+YpqNzKtXtoju9N09YgAFxWiRwOTbN62tguOKCS\/HGAKAJ1FMY8CkIWgYtAC0CCgYUAFABQAUAJQAUAJQAUCENADTQAw0wGNQMp3UYdTxSEY1xCVJ4pNFJmZe2SXMZVlB47ipaKTseZeMvB2UeWFPfgUJ2L0kjy67tZLWUpKpBFa3uZONivigkMUAJigYUAGKADGKAFFAIWkMB1piFxQAAUAAoAWgAFAAfekMQbnbagJJ9KY7HSaB4YmvHV5lIX6UXDRHpmiaDFaxKFQDHfFDZGrN0KkIwoGalsuMbCxxPM2T0pWG3Y85xivhLn1Qx6pCI+\/NMBjvtFUkS2U5nzW0USVwhZqu9gLlvB7VlKY7E7lYlqEnJkSdjB1W\/wDg4r08PQucdWrY5LULsuTz1r2qNJRR59SpcyWOX5rpSOc2fD203qKe5pMqCufQHhGwR7aPgZxTRE1qS+MfCUV9bF0jXeBwcVZjqtTxjVtCktJmXaRg0jS6ZkNYvznNJyKSIUjEcoGPxrmqO56VCNrGvbAqVI6VxtnqJaHonhdlaJSDzXVRseVi73O\/wBHv0iwruK3OK1zavNQhFqSJByPWm2rCUXc8S8d3QlvjtORXNJ3Z3U1ZHDTyfNUlNiRS0wQ9zkUgKx60i0WrVsVnI1izVgc4rJo2TJ9xxSsFyldSEE81SRDZUDZPWqsSmTwmpZcWaNucYrNo2TLoPy1I7kEsmSc0xEWM0CaEdcD2q0yGisW+arMmPV+PenYCVWpASA96QwB70DFoAM0DFBoEPzSGLmgAzQAueaAHA0hjg1AEivzSGTo+CM0hliN\/ekO5ZilxSaKTLkU3qalody5HP05pWGmWFm460rDHGWgYx3z3oEytIc0ySo61RLGY5piZJGKtEMsRitEZs2tKjyRXVTRxVmdPargCuk5C9GOBTRLLCDpVEsu29AFxaAJVoESKaYEimgRIDQA4UALQAUALigAoAQigBrCgQwigYCgRItAx4oAWgAoAWgAoEIaAENAEM0wjHWgDB1XVRErfNSbKSuef6\/r+dwVv1qHI6KdJyOUJnv5u+Cazvc7oxjSR1Gh6Ht2u681aiclavfRHZ2NkFAAAq7WONs27e3CgZFAF2NMCmBMopAOAoAdQAtAwFAC0AFAgoGFABQIKBiUAFABQISgBKBjTQIaaYxhoAjcZpAU7iEMDxQBlzQFGPFFhplW5t0mjKuAaloaZ5p418KxSB5IlAPXihMu9zyjULCWylZJAcetXczaKX0pkiYoGBoAKACgYuKADHrQIKBBSGL1oAKYBQIRmC0DJ7O0mvZQsanBpFJHf+G\/CgTbJMoLUBe2x6DYafHbxjKgAUri5bll5P4YxS3K2JYLUuQWpolu5qQW4UCmSePsa+BPrhjVSEV5XArSKJZUkcmtUiWRhd3FVewFuC37kVjKZRPIywrzSjFyZMpWMDU7\/GcH9a9TD4c46tWxy9\/dF2PPWvYo0uVHnVKjMqXnk11pHM3cqt96mBt+GLSW41GIoDgMDkUS2Lp6O59K+DLVktYtwPSpRM9zr5YgUwwzVIzaucZ4o8OQ3QMiJ830p7kWtseY6\/orW8LlF5qGbQZwjQOJTuU5rmlc9Om1Y0dPjlkcKVO3uaxdNs6410jpYNQNhFhSAK1h7qOOsud6Fmy1e5uW\/dkj3odXsEcM92a8t9ci1IeQ8Coc2yvYpHEaxOZZGLHJoQrWOeuWwapEshjl+amJMsq+RUsoRutIpE9vWcjWJpwGs2aItfwmkNmVeN8xq0ZshjOabBFuKpZaL1uazZqmWXfCUrDuUmkJbFOwrlmE5qSkJdOFWqiTIzlfdJxWhk0WghxkUXJsKpwKBEgagY4GkMXNACZoGOBoAcDQMdSAX1oAAaAFoAUGgY9TSAlVuaQyZJKQ0To9IZZjf3pNFFmOXFTYLlmOXPU0WHclEmRSHcC9ADc5HNCERsKpEsjC1QmSIKpEMsRDmtYmUje0teRXXTOCqzpLfoK3OZl1Kolk6DpQItwUwLa0ASqaAHqaYiRTQIkBoAcDQA8UALQAtABigAoAQigBpWgQ3FAxRQA8UAOoAMUAFABQICcdaBlW5uVjBwaAscxrGsLErfNUtlpHnuu660rFUb8KzcjrpUb6sw7W0mvZskEg1O50ylGmjttF0VYlUkZNaRicFWs5PQ6uztAAMCrML3NeCEKOlIC2i0wJFFIB4FADhQIWgYUAFABQAtAgoGFABQIKBiUAFABQAlAhKBjTQIaaYxpoAaaAI2XikBWmhDDpQIzbiArkikMw9UiWWNkYUizz7xF4f89HGzPoaFoM8u1XTpbGYqynH0rRO5Mo2KPaggDQMSgAxQAc0AFAC0AFIBaACmA3dk4UZJoHY2tE8Pz30gZ1IShjPTdB8OxWyrhBn1xUibu9DqYoY7dfelcaiLhpjgcCgbaRdtrTHamQ3c0YYMY4oEW4oTTA8MJ+tfBn1pDJIAKpRJbKcr5NbJEjApY072GW4IOhNZSkOxNLIsScnmpjFyZMpWMDU9RwDg16eHw+pyVapyl9eFyea9ulR5TzalS5ms5JzmutI5myN8n3q7El7SdJlv51VVOM0PQa8z2PwT4SEIRinPrip33KctND17R7HyIlGKklu5pyJkUxFC5h3AgimI43X9JV93y5B9qGNaHGz+G4GkJ2gH6Vm4mym0RXekw2duWxz7Cpkkka05NyscZqTMZCcfKDwK5JSuz04Q5Vct6VdNHtwuKjY2eqNm5ud0RyeopmEjkr98u31rRHOzHuOapEsqdDTJLUT0mi0S5zUMosQdqhmkTSg5AqGaIt\/wDLM1JRjXh+Y1ojNkdv0psSLsYqGWi9AOnNQzRD7lsLQgZQU5kpvYEX4ahloq6i\/ariiWVrAb5Kpk2ubiQ\/JyKi4+UgnhxyKpMiSK4JHBqiB4akMUGgBc0DHg0gFoGKDSAdntTGAoAdSAKAHA0DHhqQD1bnNAyZH6c1LGWUfFIZKr4PWgLliOSlYonSSlYY8NnvSEPHNAATxTQhBVCZKgFWjNlmJeRWsTGexv6YnSuyCOCqzegGAK1MC9H2qiSdaBMuQimBaWgB4oAeKYh4oAkU0CHA0APBoAcKAHCgBaAAUAFAARQIYRQAlADloAeKBi4oATFADWIUZJoEZ97erGp5oGlc5DXNcEasA3P1qGzSMTzzV9YkuXKoSc+hqHI7aVHS8iPS9LkupQzgkE1KVzSpVUFZHc6RpKQoPlGa1UbHnzqcx0lpagY4qtjI1YYgo6UgLKLQMkApgPApAKKBDqBhQAUCCgYUAFABQIWgAoGFACUCCgBKAA0AJQA00DGmmISgY0igBCKGAxlpAV5ogwPFAjHv7PcDgc0DRlyWgZdrqD+FKw7nHeLPCqXcTSRr82PSguLvueP6xpkthMyspGO2KslozaCRKAFxQAlAC0AAFABQMCQKQCwQy3LhY1Jz6UwO18N+FSxV7hc98Umwuej6XpMcCL8oAFK4ldmpuWMbIxk0ty7WHQwNIctRYTl2NO3tgo6UyC7HF6CmBchgz2pAXooAB0oA+b5Za+HjE+sbKruSa1SJGhSxp3sFi5BFgA1jKQxZ51hXqM1UKbmyZSsc5q2p4BAavTw+GOOrVOUvb5nJ5r2KNGx51SpczmkJ5NdaRzN3EDZNWiWbGkaVJeSAgYXNTKSRUYntHgrwikMcbOoyRnkUhyfQ9S07T0gjGAABQQaJvIUwuRS2GPVw\/I6UXCwyVARzQBnX9oJIicU7iaOWu7HDHikxpmTqunma2YAc1MldGsJcruec6ha+VMySKQc1584uLPdo1I1I6DrVYlTG3BrPW5s7WG3DlkbaOK2icNRnNXj\/ADnmrMTPk5NUJldxTEETc0Ai6nIzWbLRYi4qGaIv29QzRGgOYz9KgsxLwfMa1iZMZbDimxIvxDFZs0RcgqTRCXVCFIqRj95TYkXouKgtGfqJ+Y1pEh7kemHElVPYcTqLTDIKwNLDpoN3QVUWTKJENKeVSQO1aoxloZc8L28pSQYIp2JGA0rAPBxSGOB4oAcDSGKDQMdmgBaAHA0hhmgBc0AKDxQA4HikMkjbFJjRYR6QyQPQBKj0hk6SUDuTo\/NIZZB4pCFJpjFXrimSyeMVcTNly3XLCt4IwqM6HT1wBXZDY8+o9TZgFWZMtxiqRLLCUxFyCgC2tADxQIcKYDqAHCgQ8UAOB4oAcDQA7NADs0ALQAUAFAAaAG4oEFADloGOFADZHCA5oEZGoagsanLUmykjhte19VDBX\/WpbNYQbehwV9fzXspCEkGs27ndTpKKuzQ0TRXlYM4\/Omo3IqVraI7nTdNWFQAK0SscEpNs37W2wBxQSaUMYUUATqtAEiigY4CgBwoAUUCCgYtABQAUAFABQAUAFABQAUAFABQAlAAaBCUDENACGgQ00xiUANNACEUAMYUgK8sW4HNAGfPb7TkCgEUbiIMpBHFSM4Hxd4dju43ZU5+lO5aZ4\/q+lTWU7AocVSFKPVGbTICgApAGKYAaQIYzdh1pjNPStGuL+QfKQp70AejeH\/DMduqkplvXFIlu52lpZRwKCQOO1JspR7lgkvgIMCkVexYt7ToSKexDbZowwAdqBFyKHJoAvQ29AWLkcQFAydUoA+V2bJr41I+pFRNxpN2AtxxhRk1m2MjurpYlwOK0hSctTOc7HNapqXXDV6mHw7OKrVOYvbppSeTzXr0qSiefUqNlHaSea6UjBsayn0piNTQtKkvrgBVJAqJz5S4xvqe1eC\/CeYUkaPJX8q5k3OVipOyuas97qWlXjqwOwHgYwK6mrHFGo7stw+MZlgKyJ8x9Kk0U9NSvpetSXN9++l2qTQxwfc9L08D7OpDbsig0sOkJLUwFCFhg80AULywyCcUE7GJcW20kYoaGmc9qmgwXbbioDVEop7m0KrhsZB8LIrbuuKy9ijo+tSsc\/wCJbdLC3YADPSlKPKOE3Nnn1w+5z71Bqys1MRXlOBTERwt81DGjRgORUSKRZj61DNEXrc9KzZojRTlMVBZj3g+Y1qjNkdvTYkXo+lZs0RchqDQS55+lNEMqp9802CLcfSoLM6\/GXNaxIZFZ\/K2acgib1nKQBWJumbNoRK6r3JpA1od7o2i74lJTPFdEYnBWnbQxfF3hrcGeNPmrTl0M41Dzm5ge3lKSKQRUWNhgNIBwNIY4GkMUGgY7NIY4GgBQaBjqQCigBe1ADs0hig0ASK2KQ7kgegCVHpDJlegCeN6RRZjkpATBs0DJEOaollmPkVaMpF60GWFdFNHNUZ0VgMKK61scE9zWh6CqIZbjqkSTpQJlyCmBcSgB4piY4UAOFADhQIUUAOFADhQA4UALQAooAWgBaACgBDQISgYoNAEU1wsa9aAMDVdWWJT81K5SicFrviDO4K9Q3Y3hTctjj5JJr6XvjNRudsYxpo6PQ9F6PItUonNVxHRHZ6fYiNQFXFXY43K5t2tuABkUCNCOPAoGSqtAiQCgY4UCFoGLQAtABQAtABQAlAC0CCgYUAFABQAUAFABQAlAgoASgBKBhQIbigYhpgIRQA00AJigBrCkBBJHkGgDPurfuKAuZN3bhgQwpFHGeIPD0d2jYQEmgfMeZa54WuLYs0a9KtEto5Z1MblJAVYdjQITNACFgOtABFG87BY1JzRa4bHW+HvC7Ssrzrx1xTFzHpGkaKkKKFQAVLdhK7N1FSFcKOak1SHpG0hyaLCcjQgtgBTJZdii6ACgRdhg9qAL0UIFAFlEAoGTKtADwtAHypFGSa+Lcj6ktKoRRms9xtlO9vUjU4OK3pUGzCdQ5fU9TyTg17FDC6HDVrGI7SXD4XJr06dNI4pzbLEWkTuudhroSMJSGTWMkH31OKoi5CsO9guOtJjW56n8PNE3BQq53HBOOlck05vQ6W7Rse+aDpsVpbIqqAMVrCKiYSdyp4r0i2uLZpCAHA4rVPSxhUpr4keWXemOpdhwoqGJbEOmosd7GZeFU96llReup7Ho7I9lGUIIIpnQXdgHWmIkVV7GgBJEBWmIyL+3HYUrgYs0BBNMCnLGdp+lIZ5n8QY3WLOOM81jUR1Ydnm0gO41idJGRTAryrxTEyBBiSmCNO26YrORSLKdazZoi7AahmqNCI\/LUlGdej5jVohkEHWqZKLidazZoi5AalliT00Syug+Y02JFhaku5SuhljVolkcK802JGhAcEYqGjRM6Tw3bvPeRnHAOalRKcrI9y0G2X7MoI5xXZCJ5Nd3dx+raasqHK5rRxMYzPLPGPhrKs8aYYc1lKJ1QqI83nieCRkdSCKho3Gg1NgFBpMY8EUih2aQCg0DHA0APFIYtAADQA4HigBaQDgaAHA4FAEitSKuSq\/vQFyVXpWHcnSQ0iizG9Ai1G2apEsuQ81ojORo2YyRXTTOOqzo7IfKK6UcTNOLpTRLLUdUSydKEBcgpgW1oAkFCEOFMB4oEOFACgUAOFACgUAOFAC0ALQIWgBaACgYUANbjrQBSu7tY1PNAWOW1jWljBw1S2WonAa1rjSMVDGocjqp0XLVmLbwTXsuTkjNRqzqvGCOv0bRVQAutWonDVrcz0Oss7MKBgVZzPU2be3AAouBejQAUDJFFADwKAFFADqAFoAKAFoEFAwoAKACgQUAFAC0DCgAoAKAEoAKBBQAUAJQAUAJQAGgY2gBDQAhpgIaAGmgBrCkBDImaAM+6ts5IFAGRcQc4IoGULzSoriMhlHNO5FmeYeLPBrGVngTP0qroq+hxFx4bvonwEY\/hSHYks\/DF3NIA6kD3p6E7Ha6F4XSDaWXLfSnclts7WxsEgUZAFQ2Uol8HPyx8Cp3LWhYgtifvU7CbuaEMAWgkuww+1AF2G3oAuxxYoGTolAEqrQA8LQOwucCgaR8tOyxJmviEnJn07djJ1DUljBAPP1rto4ZyOapUsctf6i0jEKTXsUcNY4KlVsjsdNuL+QYU4JrvjCyOSUtdT0Twz4HZ1VmTP4VotDNs7iDwakcIBjH5VVzF3Oe8QeEHEMhijDn0xVAmcLH4Zu\/tigwsg3dxUvY1gtT2rwLpK2FsmR8xA5xWSRcnfQ9JteIhTIMrX\/38RiVsE96d7Gc1c5uXR5XixGRk8DipuS07WQWfhEFw83zHqc0JDVO25s20kdjIIs8DoBQ3bQ0T6EGq635JCryx9+lZzlbYyqVeV2RDZa44YF+c1mptPUcavc6ezuVuogV610J3NdxtzFkUwMqeEHIoAy54SCeKAOU8T6Ut5byKwyCKUo3KjKzPHNb0qWwmYEEr2NczjY74TUkZWKk0IpVppiaKwX56Yi9b1Ei0Wk4qGaIsxHkVDNEX4m4qCipdfeNWiGQRD5jVEotL2qGWi1DUstBMaESyBMbqoSJxU2KKlwefarRLY2HrQxXNnTLQzuOuKLFOWh6R4W0wR7WI5q4xMJz0PS9LYKgAreJxz1NYqJE5q0YMxNW0xZo2BXrSkioSseS+M\/DRDNJEmCPSsZI7KdRM88kjaJyrjBFRY2uJn3pDuKDUjHA84oGOU0hkgpALmgYZoAcKAHCkMUfWgBc0CFzQAqmkMlVqB3JFagESq\/NKxVyzE+cUrBcuwt0qkSzQh7VpEykbFgmcV1QRxVWdDaKQBXQcrNOIcCmSywgpiJ0piLcFAFtaAHigQ8UwHigQ8UAOAoAWgBRQA4UALQAUCFoAKAFoARmCjJoGZl\/fLGp+YUhpHGa7raoGAapbsaKNzz\/AFbVnnkZUYkmobOylQ6yINN0+S6lBYE5pWNZ1Iw0O30jSFhVcqM1olY8+pUcmdNa2oGABVGLNa3gCgcUgRcRcUASgUAOxQAtAxRQAtAgFAxaACgQtAwoEFABQAlAC0AFAwoAKBBQAUDCgQlAwoEFABQMSgAoAQ0AJQAhpgJQA00gENMBpFICJ0yKAM+5tgQSBzQIzZUKGixW5TmRJAdwFArGdPptu3OxfypXCxV\/s6FDwFFO4JD1SOIfKBmlcajYljRpD3osNuxoW9sBjiqIbL8UHTikBdht+nFAF6KDHagC0keKBkqpQBKq0DHdKQDWcAUFJFeSalc0jE+Q9S1LaCFNfO0MM2erUq2RzVzcvMxwTivYpUFE4J1Lmz4W0BtSuBuUnmulKxhdvY9o8MeDEhRC8Y\/KtDKT7nomm6PFbxjCgYpXJNL7FGV5FAuUoXulRuDgCmmTymHL4fjaTdsH5U2yk7GrZWPlAcYAqC73NE5SPgUgKyWnmtvekK3UtxxBRgKBTGVr26+zgrjtQ2o6kuVjj9VvFExkya523J3Mm7O5nBo7hi+7nvk0tTNpSdyK41C1gYDcNwPSjkbBWR2Hhe\/Wa33bdq+9bU00tTqjJNaEmoeI7OC7W3klVWPABNW3YXPFvlJ3KzIHjIIPehO5bVitKgI5oAzbu1DocDNO4rHnfi7Sd6v8ozWUzelJnlV5A1vOyMOhrBncis4yKBlcr81MRYh4NSxosqeahmiJ0NQy0W4W4qSyK5PzGqRDIY\/vVRJYU1JaLUJ4qWUMnemiWQoeaYkTlsLSsU2UZWJNWkZNluwhLsOKdgTO40C1C7SRSJlI73S8Kq4rRIxkzp9PkxitUYs3YGyKoxZK6CRcU0Szn9a0tZo2BUciplG5cZWPH\/GHhtoneWJeevSspI7Kc7nCuhRiGGCKzNROcVJQ6gY4VIDs0DHA0hjhQA4UALQMM0AOBosAUgFFAiRT60DH59KB3HK3zUAWoT0pDL9v2pols1bQZIrWBjNnR6dFkCuuCOCqzet4+BWpiy9GvHSmSWEFMRKi0xFyFaBllRQIcBTAeKAHigQ8UAOFIB1MBaAFFAgoGLQIKACgBkkoQZNAGPqOorGD81K5SRwuv68F3BWqGzWMG3ZHDX1\/LdylVJOazcrnfToqGrLmkaO87hnHWhK4qlZR2O20zTUhUYUVqkefObZv2lt04psi5rQQgAcUgLSLimIlAoAcKAHUDCgAoEFAC0DCgBaADNABQAUAFAgzQAUDFoEJQMWgQlABQAUAFABQAUDEoAKACgBKBCGgYUAJQAlMBDQA2gBCKAInTIpAUbq1Dg8UCMO8tHXJWk0UpGTOJ1PGaLMfMiHy5nPOaLD5kWYLQ\/xDNNEts0YLfHamSXoYMkcUCL8MHqKQ0XY4sUATqmKBkqrQMeBgUAIzACkOxDJKAOtK5oolaSb0pNmijYrs+aRZ8Ywhr2cLng9TWVOmokznc6DS\/DzSyDHI+ldMUjllNnf+F9Ia1voBGvOQDTkiYzdz3PTrQLbpkDOKmJUtWXdoUVQhe1ADGXPWkAeUAM4oAhkiJPFICJwQADSGSRIFUelNIBzcUAYWtXSorHbuPpWNTXQmUkjznV7i4upykcJxntSjGxyTlzMhsrHUS+xYmUNWnKKKZ0+geDt0vnXY3Meee1WlY3p0+rN7WhBo+nNsABAplyaijx7VvPu7o3BJU5yCTWTlc5lo7np3gYXMmmRi5OeOKIHbFtq7Nu6iKk+lWMoPwaiUuUuMXLYxdctFnhY45xXPOodVOlY8Z8Yaf5UpcDoahO50HIseKsCBjzTESxkZqWMsK1Qy0TK1QzRFiJqRQyZ8tTRLGRt82aoRZXrUlEyOAKQMrTS81SRDYkUmadgTJzluKEgciWCyMjDg1aRk2b2n2G0g4oYrnV6ZDtxSJbOp0\/gCrRDZ0Fi2KtGTN62bgVoZsuKaESEqCRcYqiTmdd0pZo2yv6VlKBpCdjx3xb4ea3laWJayaOyE0zj2XacEYNRY1ExUjFHWgocKQDhSGOWgB1IYtABQA7pQMWgQooAcDSAdmgY5TzTAtQdqQXNCA9KdhNmxYckVrBHPUZ1emr8orsitDhm9TcgHFWZMuRrVCJ1WmImjHNAi5EKBk4FADgKYhQKAHgUCFFADxSAcKAFpgFABQAtABQBBPcLGDzSEc9quqrGrfNQykjgNf8Qcsqtx9ahyOinScnochLNNfS4GcZrN6nfCEaaOh0PRC2GkFNROetX6I7OxsliAAXFa2RwuTZsW0HI4oJNSCHaBQNFpRgUASAUAPFAhaAFoAWgYlAgoAKACgYtABQAUAAoAKAFoASgQUDFoEGaACgAoASgYtACUAFABQAUCEoAKBiUAFACUwCgBKAENACUCGkUDGMtICtNbh+1AihNYg9qAKpsQD0pgOW0I7UgLUVqeOKALkUAHagLFpI8dqAJlSgdh4XFAWFJApFJEckoFK5aiVZJ6ls1jErtIT3pFEZamMbmkB8leCRAbnM+MU3oYJXR67odhAwXyY85q0ZTseheHfD4VxPKvzdh6U3qTFdTqnPkRZJwBTsPcz7jWbeP7zD86m5fKiSz1BLlQ0XzL7UcwrGipDLTJF20AI4AoAhZM0AJjHFADJjiNvpUvQaMZrIXTnd09KxUXJ3Fa5NDoduhBKjP0rZRsLliXltIUA2xrxTKJ146YApgcJ45V7mYRqTtB5qKj0OWprKxyc1oN0aKoLE45rG4ranpWgwi3skHTitVodqWhJfSjkVM6ljWFJyMmZ8k1ySm2dsKaiipMdyFTzmszSx514xsQ6vx61cWSeT30RimZT61qgKR60xEicUmMnU1BSJA+Klo0TJFkxSsVciml5qkiGxIZRmhom5Y88UrFcwr3IC9aEgcijNcZ6VoomTkTWkhZhTsLmOgsYfMxRYhyOm0+wGASKQXNm2tACOKBXNa1hxigTZt2YxiqRDNm061SIZt2h4FWiGXlNMhkgNUAyeMSLQI5XX9ISdGyorOUTSE7M8f8UaA9rM0ka8elYtHbCakjlSu0471BoApFCipGOFADlPFIBwoGOoGL2pAFABTEPFIYtABmgQ9TzQMtQnGKALkL4pkNmrp9wA45ramjCozs9JlWRB0rricMtzegFUQXY6oROlMknjHNAFuIcUDJgKBDgKYDgKAFoEOAoAWgBR6UALQAtIApgITjrQIqXd2I1PNIdjltZ1lYlY7qTZaieda\/r7SsQrHHpms5SOujQ5tWYNtDLfTd8VGp2Plpo7LRNEWMKzjn3q1E4atfm2OstbUIAAK0RyO5pwW9AjRhjwBQBaQUDJAOKAHigQooGOFAhaBhQAlABQAUAFABQAUAFAgoGLQAUAFAgoAKACgAoAKACgAoAKAEoGFAgoAKACgAoASgYUAJTADQIQ0AJigAxQAmKBjSuaQDDGDQIYYQe1AAIBQBIsWKBkipQA8LQFh3ApDsMaTFFy1Eryz+9S2aKJVklzSuaJWIWagYwmkAhNABmgD5B8E\/vNViQ8g1czKkrpo+nvCFjbx28RIJYAdaDJneQsqKOAABTRJjas8l1IUhfaveonV5dC4076lBtCaSDKHc3fNKEuYcotbF\/SLVrOPaVxz0ApxerBqyNpRkZrRGTHZ7UxDHzikMrSPtPWkMFbNAWHMARg0xDVCJ90YoAUtmkFhDQMQnAJoA5rXY0WF5HHzcmsJu7FynP+HNNknmN1dLtTOVBoukOlR6s6mW4CrtTgCs51ex206PVlCWQtkk1g22dSikVpGHrSKKM8wXPNAHMeIQJYmPWmhNHk\/iG3AlLAd60TEzAPUVRI9RSGP6VJQpY0DuKGNKwXIpmqkiWyAPg1ViLjvOPrRyj5hDITTsJyI2OaZJPaybXHNJgdZok4JXNFxWO60whlXpSJN6CEHGBTFcvQwY7UCuaFumMU0Js1LVfSqsZtmza9BVokuqaZLHg0xDg1AyK4iEiHigRyevaMs6N8ueKzlE1pyszyTxL4fktZWeNDisWjsjO5zJUqeRioNBMe1IYuOaQwFAxwNIYuaQCg0ALmgBaBCigYuaAFoAevWgCdDigGx7zbF4NVFGcmQQ6g0UoOeK6Iqxzykdr4d1ZWC\/NWsX3OaSO9066EijnNaIyZrxjIGKpEsmQUxE8QoAuR0DJRQIcKAHCmAtAh1ABQAUALQAtIBGYKMmgDOvb0Ip5xQFjjtd1xYkb5xmpbNYxuec6xrMlw7KrE1nKVztpYfrIq6dp0t5KGYEg0rXN51FBaHd6Po6QKpK81oo2POq1XJnSW9uBjAqjBmlBb+1Ai9HHtFAydRigRItAyQUAOFAgoGOoEFAwoAKAEoAO9ABQAlAC0AFAgzQAUALQAUAJmgAzQAuaACgAoAKBhQIKACgAoASgYUAFABQIKBhQAlMAoAKQhMUwCgAxQMMUAGKAFC0CF20gFC0DFxgUDSGM4FK5SRXkmx3qWzRRKsk5JpXNFGxAz5pFDS1AhpNAxuaAEzQAZpgfOPw38OP9qjmkXvnpVvUwi7I+htCtPJjTjjFIze5s3cjfZ\/k9KmUrIqKuQaZbFvmfr1rklK7OlKyNBNykhOBTjJ9BNLqNlYRqZG4UCuqCZzyaKI1mM7gO1VcViHTteiub02+Ru7c0uazDlubvWrIK08OWyOlJoBFGKBgzAdaLhYhZ8nigAVj3oGSA8UCGseMetZ1J8qKjG5h6oFuHKn7tcnPc6I0W9yuXCqEQYUdBSbOmMEiJ2qTRFeR8A0DKM8+B1pDMm7ueuTSGYV\/cb1IzTEzhfECBs1pEk4+ddrnirJHx1LGiQikMTHFMBegpAV5Mc1SJZXNWQJQAooAXFAAODxQBsaVclGHPekDPQdCuwwUZ5pEM7XT5AwFMhmzEmQKdiWy3CmDVWJuaNuuKpEs07cYAqkJloGmIcDQA4GgBc0ARTwiRTkUMDl9d0dJ0bKg\/hWU4mkJ2PKPEfh9reVniU49AKwasdkJqSOXZCpIIwfQ0jQQikNCYoGJ3pDFoAWkAA0hjhyaBC0DFFACigRItAEq9KaExsi7q1ijGbKUkDA5wa3SOZsu6fO9u4IJqibne+H9aBCqzc00yXG53en3okUc1omYtGxCwdeKYizEOaYFtBQIkFADhQAtMBaBDqACgAoAM0AMkkCDk0AZOo6isanLUrjSOF8QeIlQMEbn61DZvCm5bHn+o6lLeSkKSc1m3c76dFQ1Zc0bR3ncM4NCjcmtWUdEd5pemJAi4UVqlY8+dRyZuW1v6CmZGnbwY7UAXUQAdKBkoWgBwFAh4oAcKBjqBBQMXNAgoGJmgQtABQAlAwoAKBBQMM0AFABQAUAFABmmIM0AFABQAUgFzQAUDCgAoEFAxKYC0gCgBKBBQMKYBSEFAxaAEoEApjACgBcUgFAoAUCgBcYoHYRmAFIaRBJNilctRKcs\/pU3NVErNIT60ihmaBjSaAEJoATNACZoAQmgAzQBz\/hbw\/HaxqfLxitGcnMdvbW+EwBjigVyUw4jw3SsKpvTE8xY0wg5rlbtsb2HqrbB6nrXRRg7XZhUl0RQ8RZTTyFOCa646HO9WjiLu+SzszzlzWUYts6ZyUYmb4YujLrkL92JHFXKNjFSuetL9wH2pkS3G5J60AGQKAIpQOtIZWEgzjFAXHhgBmkOxHLcKg5NS5JFRg2UJrwk\/Ka46knJnbTpWWpnu5J5qDaxC7YoGV5ZcUDKNxcYHWkMybu6x3oGYd5dcnmkBi3d115qkBz+pOJM1aJZzd1Hlj9aoREFxSAdkUgGk4oAYW4pgRPzTQmREVRDG45piFxQAtABigCaBijCkB1mh3u1lyaBNHouiXgcKc0IyaOysWDxg1SM5GpDH0xVkl2GPFUhF6PgUxEgNADgaAHA0AOBoAXNAEU0QkU8UmBzetaSkyMNorOUblwlY8w8SeHmiZnjXFYtWO2E7nISRNGxDLg1JoMxSGNxSGKBQAEUhiUgFFAC5oGAPNADx+lAiRfpTAlXk4qkiWXIIN3UVtFHLUZaNiGXla1RzlSawKcgUwuFs7wNkHHNMZ12ha0V2q7U0SzvNM1BZFGGzVpmTR0FpKslMRfQcUxEmKAFxQAUCFFMBaADNACZoAimmEanmgDB1TVFiRiWxikNK5554j8ScMsb\/jWcpHXSouRxMk89\/LgZwazO+EI00dHoWhFsNIKqMTlrYjojuLCxWJAFFapHDKTkbFvB04oINK3hwBxQMuImBSHYkApgOxQIKAFFADhQIcKADNAwoAKADNAC0AFABQAlAgoGIaADNAC0AFMQUAFIYUxBmgAoAKQAKYwoELmgYUhBQMDQhBTAKQBQMKBBQMKYBSAKBC0DCgAAoAWgBaAFxQAEgUhpELygUrlqJVkn96TZqolR5STUlpWIWagBpNACZoATNAxM0AFACE0gEzQAopgbNtbrGoAFaHEi4oGMCmBFeyMkeFQk+1RJJrU0i7MzlmkMqp5bc9651BNm8ptI1YwQBmupKxytnM+N7kw2qgE81pFaEPdHCXa\/aLfk5x+tKJpPVFzwPYtJqgkAO1KUyYHqn8IBpAyJuOlADHYAUgQwtuWgZBLtC8cGk2NIozXGzjNYTqW2OmFK+5RlmLHk1i5NnVGCiQlsc1BRDJJigZVmnAzzSGZlzdDnmlcZl3N315oGY13d8nmmIxbq4PJzQkBk3VweeadguZNzNnNUhXM92y1MRC5FAEJegBjPTsIaDmgaHEcUAyNqohjcUEi4oGG2gQoWgB+KAL1hN5bDnFA9zufD+oYKgmgzkelaJdBlHNNGUkdXaEMoxWhmzQjHFUhEoOKYhwNADwaAHZoAUHigB2aADNAEcqB1wRQBgatpizIQVzWUomkJWPOvEPhzlmRcfSspKx1wqXRxl1ZyQOVZTj1qGap3KjDHWkMSkAlAxpNIY0tQAhegYiyUATI1AiUMKaQizaruYVcUZzZvWMGQOK3ijkm7mrHb57VokY3HvZBx92nYRlXmmsuSoosUmZ4DwP6GkUdDousNCVVm4qkS0egaRqayKpDVSM2rHUWlwrgc07ktF4YI4piFxQAUAGKYgxQAhOOtICpdXIjHWgLHM6zrUcCNucUm7Fxi5aHmfiLxK0xZUbj2rJyO+jh76s523hnv5gTkgmo3OttU0droWhLGFaRea0UTz61dy0R19naiMABauxyN3NW3g9qZJowwgAUh2LSLgUwJAKBjhQAtAhaAEoAUUAOzQAZoAM0AGaBBQMXtQIKBhQAlAgoGJQAUALQAUAFAC5oEJTGFIAoEGaACgApjFoEFAwpAFAgoGFABmgQUAFMYtIApgLSAKAFoEFAxwFAAcCkOxG8gApXKUSrLPilc1USnLMTUlpEBfNAxu7NADc0AITQMM0ANzQAZoAKACgAoAKAOhQ1ocZOOnFAMCuetAXG7FDZxzSUUhuTY7NUScn4zUSgIfwNXHYm3vHGxWrkCNcszcDFGxV7o77wvpS6fajdjeeSahu4JWVjbNAitOzJyBxSGiuzkrliB+NS2UkRPdKq9R+FS5pGkabZn3F2WPHSuedS51wpJFOSTOcms27myRA0nNIZE8wHepApT3I55pjM24uuvNK47GPd3PJoGZVxc5zzTCxlXVz15oQWMm5uOTzTQmzMnm5PNUIpSvQIqs2DTEQu1MCBiaYhlAiRKTLQ9jQDYw1RDADigQuKAACgBwAoAXFADl4PFIRt6RdlGUZpoGej+G9RyFBNO5nJHo+j3IdFq0c8lY3ozlatEj80wHA0AOBoAeDQAoNACg0ALmgAzQAyRQwwaQGTqFgsgPyjmpcUWpWOP1jQEfJCVjKPc2hUOL1TQjESVGKix0Kdzn57Z42IIpF3KrAjtQBGWpWHcjL0rDuRs9Fh3ANTsFyZGosK5Yiy1NITZt6bASRxWsUc05HTWkOFHFapHM3c1IYatElyO346UyRJbMOp4oAxNR0rOSoxRYakYUsDwNgjFItGrpGqPbuoJ4ouDiegaLq6yqvzc1VzNo6q0uwwHNUmS0X1cMKZI40AFADHcIOaBGbe36xg89KBpHGeIPEcdurAPzUORtTpuR5lrmvS3cpVGJJ9KycrnpUsPbVlXTNNmvJQzgkGklc0q1VBWR3+i6KkCqSozWqjY8urWcmdPbW4GMCrsc7ZpwQdOKANGKLHakBYUYoGPApgKKBDhQNC0CFoASgAoAXNAC5oAKACgAoAM0AFABQAUCCgAoAKBiUALmgQUAFAwoELQMKAEoAWgApgJQAtIAoAKACmAUgCgBaAAUwFFIQUDFFAhaBi4oCwvSkOwx5AKLlKJWlnA71Ny1EqS3BPek2aqNis7kmkURlqAGk0hCE0wEzSAQmmMM0gDNABmmAlAhaBhQAUAdAp54rQ4yVCScUDJjwKZJGTmgYmelIDH8QWL3aDyxz0qkxNamIbWLRIVlnG9j7U7XE5KIWeuS315GsAKpn5gahqxSd3odPNdxwQh5XA4ovYrluzBvdbaV9luOD3rCdW2xvTo33KpkZzmSRj7A1zuTe50xglsNaTA4NK5diJpaRRDJLx1pAU5p8d6QynNde9Fx2KE90PWk2My7q64600FzIubqgDKuLnrg1SQXM24nJzzTEZs0xzTEVJXzQIrseaYiFqYiM0wGYzQAm2mIUUgTFxQMMUCFxTEGKAFxSAXFAABQIdQBLA5Rwc4pjR1mhX5R0+ahESR6n4c1EMq\/NTTMpK53FnPvQc1qjBqxbzVgKKAHA0APBoAXNADs0AKDQAUgENDAjfpUjKVxErg5FIDm9YsUZW4GazcTSMjhNUsQHbAqHE2U7HN3VsVJ4pcpopGZMhGcUWKUio5IpWGmRljTsO4oJpWC5PECxFFgua+n2xdhxWiiZSkdVp1rtA4q0jmlK5vW0OMVaM2aUENWSXEixQImEWR0pgQzWwYdKBGHqemBwSB+lFilI5i6tnt36VFjZNMsabqT28g+YihMHC53eia2sgUFuapMylFo62zvQyg5qkzNo045gw607iaGzXCoOopgYepaskSsS2BSeg0rnAeI\/FACssbfjms3Kx006PMeeX+pT30xVSTms2z06dJU1qaOiaG8zBpFJz604xuZ1sRyqyPQdJ0tIFGFGa1SPLnUcmb9vbgY4qjI07eDpxQJF+OMACkMnAoGOFMBwoAUUALQAUCFoGFABmgQZoAKAFzQAZoEFAwzQAUAGaBBQMKACgAoATNABQAtABQAuaBBQMKACgAoAShALQAUIAzQAUIBaYBQAUgCgAHWgBwoAWgBQKAFoHYazgUrlJFeScDvSuWolSW454NS2aKJVeQmkVYjLUANJoGITSAaTQIQmgBCaBhmgQmaBhmgABoAWgBaYC0AAoAt6FrVnq9qlxZzK6sM4B5FNSOeULam3ER1qyB+aBDTjFAAFzQA7pTEUtRt4J4GNwgYAZoTsKUU9zkDMLS6VrW3+Vjis5SNYRF112uXiAJHHIrGc9LHTTp63K0KLGPesLnSkSGTikUQyS+9ICvJP70AVZrkY60DM+a4680hooXF170WHczbi6560WFczLm59TTSAy57jPeqsBQmm680CKE8uc0wKbtmmIhc0CIjTEMNADCKYhuKADFACYpgOApAKRQAYoEFAC45oAKBBQAvNAC0xl6wuDGwycUCep33hnUyrKN1MzkrnqWi3wdF5q0zGSOjikDAVoZkgNMBwNADwaAFBoAcKAFoAWkAhNAET9KQyvL0NSBhaoflakyonHaguWapZZz97BknikVcxrm2POBTHexnyWpyeKLBzshNoT2NFh85IlkzHpRyj9oaVnp5JHFNIl1Do9OsNuDiqsZObOhtbbGOKpEXNSCLpVCL8UeKBFlEpiJlSgBWjz2oEVZ4AR0oAw9T08SKflosNSOR1CxeFyQOKho6IT6EVlePBIOSKEypLmO50PWgwCsefrVJmMoNHUxakNmQ1MzM3VtdWGNstzRccYtnnHiHxK0rMqufwNZymdtLDuRyjPPfy4BODWe53qMaaOo0DQDlWcVcY3OOvieiO707T0iUAL0rZI8+Umzat7fA6UzM0YIOnFAi9HGB2pFEwFMBwpALTAWgBRSAKACmAtABmgQUAFABQAUAFAC0AFABmgAoAKACgAzQAUAJQIKBhQAuaACgAoAKACgBc0AFABmgBKYC0gCgBaYBSAWgBRQAUAOoGKKAELAUrjSIZJwB1pXKUSlLc+hqbmiiVHlJPWlc0SIy1IYm6gQ3PNAxCaAEJoATNMBuaQCE0AGaYCUgDmgBRQA8UALTELQAooA4zQfCmpaHcCSzMgGeVwcGsOd9jTlR6FYXVyYgLiB1fvwcGrjUfUylSXQuidv7j\/ka05zP2THLIxxlW\/KnzoTpsmWbj7jflT5kS4MGl4J2t+VPmFyGfdXDgN+7cj\/AHTUOdi4wbMK4eTcfLgcf8ANYSkdMKaRQkSdmyYpc\/7prHU3VkQsk4\/5Yyf98mlZjuiJlnx\/qZf++TRZhdFaVbj\/AJ4S\/wDfBp2YXRTlW47QTf8AfBoswuilOtzn\/UTf98GnYLoozJdf8+83\/fBpWY+ZGfNFdkf8e0\/\/AH7P+FKzDmRRnhuzn\/Rrj\/v2admF0Z81tenP+i3H\/fpqdmHMihNaXv8Az6XP\/fpv8KqzDmRTlsr7J\/0O5\/79N\/hRZi5kVJLC+P8Ay53P\/fpv8KdmLmREdPvv+fK5\/wC\/Tf4UWYcyI202+\/58rr\/v03+FFmF0MOm33\/Pldf8Afpv8KdhcyGnTL7\/nyuv+\/Tf4UWC6GnTL\/wD58rr\/AL9N\/hRZiuhP7Mvv+fK6\/wC\/Tf4U7BdB\/Zd\/\/wA+V1\/36b\/CizC6D+y7\/wD58rr\/AL9N\/hRYLoUaZf8A\/Pldf9+m\/wAKLBdC\/wBmX3\/Pldf9+m\/wosF0H9mX3\/Pldf8Afpv8KVmK6D+zL\/8A58rn\/v03+FFh3Qf2Zf8A\/Plc\/wDfpv8ACizFdB\/Zl\/j\/AI8rr\/v03+FOwXQn9m3\/APz5XX\/fpv8ACizFdB\/Zt\/8A8+V1\/wB+m\/wosx3Qv9m3\/wDz5XP\/AH6b\/CiwroVdOvwciyuv+\/Tf4UWC6NzSI7+NlzaXIP8A1yb\/AAp2Ymz0zwzPdAKHt5xx3Q00ZSPQNPMzoMxSD\/gJrVGDNNY5SP8AVv8A98mqAcIpf+eb\/wDfJoEPWKX\/AJ5v+RpjHiKT\/nm\/5GgBwik\/55v\/AN80AL5Un\/PN\/wAqVgDypP7j\/kaAEMUn9x\/yoAjeKT\/nm\/8A3yaTArywy7T+7f8A75NTYDC1O3mIbEMh\/wCAmlYpM5q6srgk\/uJf++DSaKuZNxptyT\/x7zf98GlYLmfLpVySf9Gm\/wC\/ZoSKumQHR7k\/8us\/\/fs0xXQLolzn\/j1m\/wC\/ZoC6LMWi3AP\/AB6zY\/3DRYTZpW+kTqR\/o8v\/AH7NVYhs1LfTp1\/5YS\/98GnYDRhsph\/ywk\/75NOxJditJv8AnjJ\/3waYFpLab\/nlJ\/3yaBFhLab\/AJ5Sf98mmBMtvL\/zyf8A75NAh32eX\/nk\/wD3yaYDWtpSP9U\/\/fJpAVZ7GVv+WT\/98mmIx7\/R5ZFP7iTP+6aRSZyGqaFdRsSlvMR7Ialo3hNdSpbRX1u4\/wBGuP8Av2anU20ZrLqd7HHtME\/\/AH7P+FHMyPY32Ob1m+1CckLbXJ\/7Zt\/hUuTOylQXVmTaaNqN5Nl7W4APrGamzZ0ylGCO30LwzNGFLW8v4oa1jE82viL6I7Kz0uSNQBDJ\/wB8mtDhbua1vZS\/88n\/AO+TTJNGC0kA5jf8jSAuJA4\/gb8qB2JBE\/8Acb8qAFET\/wBxvyoAXy5P7jflTAXy3\/uN+VAC+W\/9xvyoAPLf+435UAL5b\/3G\/KgA8t\/7jflQAeW\/9xvyoAPLf+435UCDy3\/uN+VAC+W\/9xvyoGHlv\/cb8qBB5b\/3G\/KgA8t\/7jflQAeW\/wDcb8qADy3\/ALjflQAeW\/8Acb8qADy3\/uN+VABsf+435UAHlv8A3G\/KgQbH\/uN+VAw8t\/7jflQAeW\/9xvyoAPLf+435UAHlv\/cb8qADy3\/uN+VAB5b\/ANxvyoAXy3\/uN+VAB5b\/ANxvyoAPLf8AuN+VAB5b\/wBxvyoAPLf+435UAHlv\/cb8qADy3\/uN+VAB5b\/3G\/KgBRG\/9xvyoAPLf+435UAL5b\/3G\/KgBfLf+435UAL5b\/3G\/KgBfLf+435UDAqw\/hb8qBpEchcD7jflSGkVJXk7I\/8A3yals0USpIZm\/wCWb\/8AfJqWzRJIgMcp\/wCWb\/8AfJpDuNMUv\/PN\/wDvk0BcDFL\/AM83\/wC+TQAhil\/55v8A98mgLiGKX\/nm\/wD3yaAuNMUv\/PN\/++TRYLieVL\/zzf8A75NMLieVL\/zyf\/vk0BcTyZf+eT\/98mkFw8mX\/nk\/\/fJoC4eRL\/zzf\/vk0wuL5Ev\/ADzf\/vk0BcUQS\/8APN\/++TSC44QS\/wDPN\/8Avk07BcBDL\/zyf\/vk0WC47yZf+eb\/APfJoC4eTL\/zzf8A75NMLi+TL\/zzf\/vk0guf\/9k="}],"boundingClientRect":{"x":775,"y":232,"width":578,"height":578,"top":232,"right":1353,"bottom":810,"left":775},"styles":{"background-image":"none","pointer-events":"auto","position":"static","width":"1152px","height":"1152px"},"percentOfViewport":"0.279","cover90viewport":false},"raw_lcp_element":null,"is_lcp_statically_discoverable":false,"is_lcp_preloaded":false,"lcp_preload":[],"web_vitals_js":["https:\/\/static.qumath.in\/static\/next\/_next\/static\/chunks\/main-e08b2565d9dc0ac575c3.js","https:\/\/static.cloudflareinsights.com\/beacon.min.js\/vcd15cbe7772f49c399c6a5babf22c1241717689176015"],"gaming_metrics":{"fidIframeOverlaySoft":false},"speculation_rules":[]}
- privacy
- {"privacy_wording_links":[{"text":"Privacy Policy"},{"text":"Privacy Policy"}],"iab_tcf_v1":{"present":false},"iab_tcf_v2":{"present":false},"iab_gpp":{"present":false},"iab_usp":{"present":false},"navigator_doNotTrack":true,"navigator_globalPrivacyControl":true,"document_permissionsPolicy":false,"document_featurePolicy":true,"referrerPolicy":{"entire_document_policy":null,"individual_requests":null,"link_relations":{"A":17}},"media_devices":{"navigator_mediaDevices_enumerateDevices":false,"navigator_mediaDevices_getUserMedia":false,"navigator_mediaDevices_getDisplayMedia":false},"geolocation":{"navigator_geolocation_getCurrentPosition":false,"navigator_geolocation_watchPosition":false},"fingerprinting":{"counts":{"localstorage":97,"getimagedata":142,"screen.width":3,"resolvedoptions().timezone":3,"gettimezoneoffset":9,"navigator.vendor":2,"sessionstorage":25,"screen.height":2,"screen.colordepth":1,"cpuclass":3,"devicememory":3,"indexeddb":3,"navigator.language":4,"navigator.userlanguage":1,"opendatabase":3,"navigator.platform":1,"availwidth":1,"availheight":1},"likelyFingerprintingScripts":["https://static.qumath.in/static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js","https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js","https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x","https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200","https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200","https://connect.facebook.net/en_US/fbevents.js","https://websdk.appsflyer.com/?st=banners&","https://connect.facebook.net/signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113"]},"request_hostnames_with_cname":{"cdn.jsdelivr.net":["cdn.jsdelivr.net.cdn.cloudflare.net","jsdelivr.map.fastly.net"],"ssl.widgets.webengage.com":["ssl.widgets.webengage.com.cdn.cloudflare.net"],"connect.facebook.net":["scontent.xx.fbcdn.net"],"analytics.google.com":["analytics-alv.google.com"],"www.facebook.com":["star-mini.c10r.facebook.com"]},"ccpa_link":{"hasCCPALink":false},"iab_ddr":{"present":false,"status":404}}
- privacy-sandbox
- {"featuresDisabled":[{"top-level-storage-access":[]}],"privacySandBoxAPIUsage":{"www.googletagmanager.com":["joinAdInterestGroup","navigator.userAgentData.getHighEntropyValues"],"websdk.appsflyer.com":["navigator.userAgentData.getHighEntropyValues"],"connect.facebook.net":["navigator.userAgentData.getHighEntropyValues"],"www.facebook.com":["attribution-reporting-eligible","attribution-reporting-register-trigger"]}}
- pwa
- null
- quirks_mode
- false
- responsive_images
- {"responsive-images":[{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":false,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"widthAttribute":"256","altAttribute":"cuemath_logo","clientWidth":0,"clientHeight":0,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"256px","height":"56px","maxWidth":"100%","maxHeight":"none","minWidth":"256px","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":false,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"widthAttribute":"256","altAttribute":"cuemath_logo","clientWidth":254,"clientHeight":54,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"256px","height":"56px","maxWidth":"100%","maxHeight":"none","minWidth":"256px","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":false,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"widthAttribute":"256","altAttribute":"cuemath_logo","clientWidth":0,"clientHeight":0,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"256px","height":"56px","maxWidth":"100%","maxHeight":"none","minWidth":"256px","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg","totalCandidates":1,"heightAttribute":"152","widthAttribute":"1018","altAttribute":"","clientWidth":1018,"clientHeight":152,"naturalWidth":1018,"naturalHeight":152,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":1018,"approximateResourceHeight":152,"byteSize":1651,"bitsPerPixel":0.08535828766415056,"mimeType":"image/svg+xml","computedSizingStyles":{"width":"1018px","height":"152px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":140274,"bitsPerPixel":6.183693711565166,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":96754,"bitsPerPixel":4.265203112257268,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":87354,"bitsPerPixel":3.8508232493552867,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":111484,"bitsPerPixel":4.914545174017501,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":99452,"bitsPerPixel":4.384138949502964,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":111484,"bitsPerPixel":4.914545174017501,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":89608,"bitsPerPixel":3.950186250523485,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":180158,"bitsPerPixel":7.941898653265445,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":true,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":true,"hasHeight":true,"url":"https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png","totalCandidates":1,"heightAttribute":"424","widthAttribute":"424","altAttribute":"carousel_cover_teacher_image","clientWidth":424,"clientHeight":424,"naturalWidth":426,"naturalHeight":426,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":426,"approximateResourceHeight":426,"byteSize":140274,"bitsPerPixel":6.183693711565166,"mimeType":"image/webp","computedSizingStyles":{"width":"424px","height":"424px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":40,"clientHeight":40,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false},{"hasSrc":true,"hasAlt":false,"isInPicture":false,"hasCustomDataAttributes":false,"hasWidth":false,"hasHeight":false,"url":"data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMzIiIGhl…","totalCandidates":1,"clientWidth":0,"clientHeight":0,"naturalWidth":32,"naturalHeight":32,"hasSrcset":false,"hasSizes":false,"currentSrcDensity":1,"approximateResourceWidth":32,"approximateResourceHeight":32,"computedSizingStyles":{"width":"40px","height":"40px","maxWidth":"100%","maxHeight":"none","minWidth":"auto","minHeight":"auto"},"intrinsicOrExtrinsicSizing":{"width":"extrinsic","height":"extrinsic"},"reservedLayoutDimensions":false}]}
- robots_meta
- {"main_frame_robots_rendered":[],"main_frame_robots_raw":[],"main_frame_robots_headers":[],"iframe_robots_raw":[],"iframe_robots_headers":[],"main_frame_crawl_data":{"rendered":[],"raw":[],"headers":[],"all":[]}}
- robots_txt
- {"redirected":false,"status":200,"size":776,"size_kib":0.7578125,"over_google_limit":false,"comment_count":0,"record_counts":{"by_type":{"sitemap":9,"user_agent":1,"allow":0,"disallow":6,"crawl_delay":0,"noindex":0,"other":0},"by_useragent":{"*":{"allow":0,"disallow":6,"crawl_delay":0,"noindex":0,"other":0}}}}
- sass
- {"stylesheets":{"remote":2,"inline":6},"sourcemaps":{"count":0,"ext":{}}}
- security
- {"iframe-allow-sandbox":[{"allow":"join-ad-interest-group","sandbox":null,"hostname":"https://td.doubleclick.net"},{"allow":"join-ad-interest-group","sandbox":null,"hostname":"https://td.doubleclick.net"},{"allow":"join-ad-interest-group","sandbox":null,"hostname":"https://td.doubleclick.net"}],"sri-integrity":[{"integrity":"sha512-ZpsOmlRQV6y907TI0dKBHq9Md29nnaEIPlkf84rnaERnq6zvWvPUqr2ft8M1aS28oN72PdrCzSjY4U6VaAw1EQ==","src":"https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015","tagname":"script"}],"visibility-observer":false}
- sessionstorage_size
- 63
- structured-data
- {"structured_data":{"rendered":{"jsonld_scripts":["{\n \"@context\": \"https://schema.org\",\n \"@type\": \"EducationalOrganization\",\n \"name\": \"Cuemath\",\n \"url\": \"https://www.cuemath.com/en-us/\",\n \"logo\": \"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg\",\n \"alternateName\": \"Cuemath: Online Math Classes\"\n }","{\n \"@context\": \"https://schema.org\",\n \"@type\": \"FAQPage\",\n \"mainEntity\":[\n {\n \"@type\": \"Question\",\n \"name\": \"What is the frequency and duration of your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Typically, the number of classes is two per week for grades K to 8, and three per week for high school. But the schedule is flexible, according to your child’s requirements and availability. Also, each class runs for 55 minutes, extendable to an hour.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What devices do I need for attending your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"A desktop or laptop computer that supports video calling is necessary for attending our classes. We also highly recommend a writing tablet for the best learning experience.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"My child has specific learning requirements. Is your program flexible enough?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Absolutely. Our tutors will always customize the classes according to what your child needs - be it homework help, exam or test prep, remedial support for past gaps, or advanced learning.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can your tutors teach the topics covered in my child’s school or curriculum?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Our tutors are trained to teach according to various curricula across countries. Further, we have a fully customizable curriculum, tailored to your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can my child join anytime of the year?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Yes. Our tutors always customize the learning plan according to your child’s needs, and the time left in the current academic year. If you wish to cover additional topics in the same time, you can always schedule extra classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I don’t like the tutor?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"In the rare case that happens, please raise a ticket with our helpdesk. We’ll be happy to diagnose the issue, and find you a different tutor that aligns better with your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I do not like your classes after I enroll? Will I get my money back?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a no questions asked refund policy. If you’re unhappy with the experience, you can cancel anytime for a full refund of the unused classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What happens if my child misses a Cuemath class?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a flexible leave policy that allows for both planned and unplanned leaves. Just keep your tutor informed.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How can I keep track of my child's maths progress?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a dedicated parent app, that lets you track the progress of your child, and also lets you connect with their tutor.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How do I enroll for your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Please tap on the ‘Get Started’ button. We’ll ask you a few questions about your child to understand their needs better. Once we receive the details, our admissions counselor will call you to match your child with the right tutor, and schedule a free trial class as per your availability. If you like the experience, you can choose a plan and make the payment to begin your classes.\"\n }\n }\n ]\n }\n "],"present":{"json_ld":true,"microdata":false,"rdfa":true,"microformats2":false,"microformats_classic":false,"dublin_core":false,"twitter":true,"facebook":false,"opengraph":true},"microdata_itemtypes":[],"rdfa_vocabs":[],"rdfa_prefixes":[],"rdfa_typeofs":[],"microformats2_types":[],"microformats_classic_types":[],"dublin_core":[],"twitter":[{"name":"twitter:site","content":""},{"name":"twitter:card","content":"summary_large_image"},{"name":"twitter:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"}],"facebook":[],"opengraph":[{"name":"og_title","property":"og:title","content":"One Stop for Math Learning & Live Math Classes | Cuemath"},{"name":"og_site_name","property":"og:site_name","content":"Cuemath"},{"name":"og_image","property":"og:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"name":"og_url","property":"og:url","content":""},{"property":"og:description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"property":"og:image:width","content":"1200"},{"property":"og:image:height","content":"630"}]},"raw":{"jsonld_scripts":["{\n \"@context\": \"https://schema.org\",\n \"@type\": \"EducationalOrganization\",\n \"name\": \"Cuemath\",\n \"url\": \"https://www.cuemath.com/en-us/\",\n \"logo\": \"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg\",\n \"alternateName\": \"Cuemath: Online Math Classes\"\n }","{\n \"@context\": \"https://schema.org\",\n \"@type\": \"FAQPage\",\n \"mainEntity\":[\n {\n \"@type\": \"Question\",\n \"name\": \"What is the frequency and duration of your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Typically, the number of classes is two per week for grades K to 8, and three per week for high school. But the schedule is flexible, according to your child’s requirements and availability. Also, each class runs for 55 minutes, extendable to an hour.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What devices do I need for attending your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"A desktop or laptop computer that supports video calling is necessary for attending our classes. We also highly recommend a writing tablet for the best learning experience.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"My child has specific learning requirements. Is your program flexible enough?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Absolutely. Our tutors will always customize the classes according to what your child needs - be it homework help, exam or test prep, remedial support for past gaps, or advanced learning.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can your tutors teach the topics covered in my child’s school or curriculum?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Our tutors are trained to teach according to various curricula across countries. Further, we have a fully customizable curriculum, tailored to your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"Can my child join anytime of the year?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Yes. Our tutors always customize the learning plan according to your child’s needs, and the time left in the current academic year. If you wish to cover additional topics in the same time, you can always schedule extra classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I don’t like the tutor?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"In the rare case that happens, please raise a ticket with our helpdesk. We’ll be happy to diagnose the issue, and find you a different tutor that aligns better with your child’s needs.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What if I do not like your classes after I enroll? Will I get my money back?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a no questions asked refund policy. If you’re unhappy with the experience, you can cancel anytime for a full refund of the unused classes.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"What happens if my child misses a Cuemath class?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a flexible leave policy that allows for both planned and unplanned leaves. Just keep your tutor informed.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How can I keep track of my child's maths progress?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"We have a dedicated parent app, that lets you track the progress of your child, and also lets you connect with their tutor.\"\n }\n },\n {\n \"@type\": \"Question\",\n \"name\": \"How do I enroll for your classes?\",\n \"acceptedAnswer\": {\n \"@type\": \"Answer\",\n \"text\": \"Please tap on the ‘Get Started’ button. We’ll ask you a few questions about your child to understand their needs better. Once we receive the details, our admissions counselor will call you to match your child with the right tutor, and schedule a free trial class as per your availability. If you like the experience, you can choose a plan and make the payment to begin your classes.\"\n }\n }\n ]\n }\n "],"present":{"json_ld":true,"microdata":false,"rdfa":true,"microformats2":false,"microformats_classic":false,"dublin_core":false,"twitter":true,"facebook":false,"opengraph":true},"microdata_itemtypes":[],"rdfa_vocabs":[],"rdfa_prefixes":[],"rdfa_typeofs":[],"microformats2_types":[],"microformats_classic_types":[],"dublin_core":[],"twitter":[{"name":"twitter:site","content":""},{"name":"twitter:card","content":"summary_large_image"},{"name":"twitter:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"}],"facebook":[],"opengraph":[{"name":"og_title","property":"og:title","content":"One Stop for Math Learning & Live Math Classes | Cuemath"},{"name":"og_site_name","property":"og:site_name","content":"Cuemath"},{"name":"og_image","property":"og:image","content":"https://static.qumath.in/static/next/_next/static/images/cuemath-dark-logo-9f8e8ee85028a3943d4cb7d90b9db2e7.svg"},{"name":"og_url","property":"og:url","content":""},{"property":"og:description","content":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},{"property":"og:image:width","content":"1200"},{"property":"og:image:height","content":"630"}]}}}
- test_result
- 0
- third-parties
- [{"name":"React","version":null},{"name":"Next.js","version":"11.1.4"},{"name":"Next.js (Fast path)","version":null},{"name":"Workbox","version":null},{"name":"core-js","version":"core-js-pure@2.6.12; core-js-pure@3.32.2"}]
- usertiming
- 17
- valid-head
- {"invalidElements":[],"invalidHead":false}
- well-known
- {"/.well-known/assetlinks.json":{"found":true},"/.well-known/apple-app-site-association":{"found":true},"/.well-known/related-website-set.json":{"found":false},"/.well-known/privacy-sandbox-attestations.json":{"found":false},"/.well-known/gpc.json":{"found":false},"/robots.txt":{"found":true,"data":{"matched_disallows":{"*\r":["/wp-admin/\r"]}}},"/.well-known/security.txt":{"found":false,"data":{"status":404,"redirected":false,"url":"https://www.cuemath.com/.well-known/security.txt","content_type":"text/html; charset=utf-8"}},"/.well-known/change-password":{"found":false,"data":{"status":404,"redirected":false,"url":"https://www.cuemath.com/.well-known/change-password"}},"/.well-known/resource-that-should-not-exist-whose-status-code-should-not-be-200/":{"found":false,"data":{"status":404,"redirected":false,"url":"https://www.cuemath.com/.well-known/resource-that-should-not-exist-whose-status-code-should-not-be-200/"}}}
- wpt_bodies
- {"anchors":{"rendered":{"crawlable":{"follow":205,"nofollow":1},"hash_link":8,"hash_only_link":0,"javascript_void_links":0,"same_page":{"total":1,"jumpto":{"total":0,"early":0,"other":0,"using_id":0,"using_name":0},"dynamic":{"total":0,"onclick_attributes":{"total":0,"window_location":0,"window_open":0,"unknown_action":0},"href_javascript":0,"hash_link":0},"other":{"total":1,"hash_link":0}},"same_site":192,"same_property":0,"other_property":14,"rel_attributes":{"dofollow":0,"follow":0,"nofollow":1,"ugc":0,"sponsored":0,"noopener":17,"noreferrer":17},"image_links":3,"invisible_links":8,"text_links":196,"target_blank":{"total":17,"noopener_noreferrer":17,"noopener":0,"noreferrer":0,"neither":0},"targets":{"_blank":17,"_self":126},"protocols":{"https":206}},"raw":{"crawlable":{"follow":149,"nofollow":0},"hash_link":8,"hash_only_link":0,"javascript_void_links":0,"same_page":{"total":0,"jumpto":{"total":0,"early":0,"other":0,"using_id":0,"using_name":0},"dynamic":{"total":0,"onclick_attributes":{"total":0,"window_location":0,"window_open":0,"unknown_action":0},"href_javascript":0,"hash_link":0},"other":{"total":0,"hash_link":0}},"same_site":135,"same_property":0,"other_property":14,"rel_attributes":{"dofollow":0,"follow":0,"nofollow":0,"ugc":0,"sponsored":0,"noopener":16,"noreferrer":16},"image_links":1,"invisible_links":14,"text_links":134,"target_blank":{"total":16,"noopener_noreferrer":16,"noopener":0,"noreferrer":0,"neither":0},"targets":{"_blank":16,"_self":126},"protocols":{"https":149}}},"title":{"rendered":{"primary":{"characters":56,"words":11,"text":"One Stop for Math Learning & Live Math Classes | Cuemath"},"total":1},"raw":{"primary":{"characters":56,"words":11,"text":"One Stop for Math Learning & Live Math Classes | Cuemath"},"total":1},"title_changed_on_render":false},"meta_description":{"rendered":{"all":{"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!","words":29,"characters":174},"primary":{"characters":174,"words":29,"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},"total":1},"raw":{"all":{"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!","words":29,"characters":174},"primary":{"characters":174,"words":29,"text":"Explore the best maths class online. Elevate your maths skills with our top-rated maths tutors who will make your maths learning enjoyable. Join a demo class for maths today!"},"total":1}},"hreflangs":{"http_header":{"values":[]},"rendered":{"values":["en-us","en-in","x-default","en-gb","en-de","en-fr","en-no","en-it","en-nl","en-se","en-ie","en-au","en-nz","en-sg","en-ae"]},"raw":{"values":["en-us","en-in","x-default","en-gb","en-de","en-fr","en-no","en-it","en-nl","en-se","en-ie","en-au","en-nz","en-sg","en-ae"]}},"headings":{"rendered":{"first_non_empty_heading_hidden":false,"primary":{"words":5,"characters":24,"matches_title":false,"text":"Learn Math\nThe Right Way","level":1},"h1":{"total":1,"non_empty_total":1,"characters":24,"words":5},"h2":{"total":1,"non_empty_total":1,"characters":23,"words":4},"h3":{"total":10,"non_empty_total":10,"characters":530,"words":100},"h4":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h5":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h6":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h7":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h8":{"total":0,"non_empty_total":0,"characters":0,"words":0}},"raw":{"first_non_empty_heading_hidden":false,"primary":{"words":5,"characters":26,"matches_title":false,"text":"Learn Math \n The Right Way","level":1},"h1":{"total":1,"non_empty_total":1,"characters":26,"words":5},"h2":{"total":5,"non_empty_total":5,"characters":105,"words":20},"h3":{"total":10,"non_empty_total":10,"characters":530,"words":100},"h4":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h5":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h6":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h7":{"total":0,"non_empty_total":0,"characters":0,"words":0},"h8":{"total":0,"non_empty_total":0,"characters":0,"words":0}}},"structured_data":{"rendered":{"jsonld_and_microdata_types":[{"name":"schema.org/EducationalOrganization","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/FAQPage","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/Question","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0},{"name":"schema.org/Answer","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0}],"jsonldIds":0,"jsonldReferencedIds":0,"microdataIds":0,"microdataReferencedIds":0,"jsonlsMicrodataCommonIds":0,"logo":true,"sitelinks_search_box":false,"same_as_values":[],"items_by_format":{"microformats2":0,"microdata":0,"jsonld":22,"rdfa":0},"context_hostnames":["schema.org"],"jsonld_scripts":{"count":2,"errors":0},"microformats2_types":[]},"raw":{"jsonld_and_microdata_types":[{"name":"schema.org/EducationalOrganization","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/FAQPage","count":1,"jsonld":1,"microdata":0,"https":1,"http":0,"www":0},{"name":"schema.org/Question","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0},{"name":"schema.org/Answer","count":10,"jsonld":10,"microdata":0,"https":10,"http":0,"www":0}],"jsonldIds":0,"jsonldReferencedIds":0,"microdataIds":0,"microdataReferencedIds":0,"jsonlsMicrodataCommonIds":0,"logo":true,"sitelinks_search_box":false,"same_as_values":[],"items_by_format":{"microformats2":0,"microdata":0,"jsonld":22,"rdfa":0},"context_hostnames":["schema.org"],"jsonld_scripts":{"count":2,"errors":0},"microformats2_types":[]}},"raw_html":{"body":true,"html":true,"head":true,"size":288165,"head_size":137650,"body_size":150477,"comment_count":7},"canonicals":{"rendered":{"html_link_canoncials":["https://www.cuemath.com/"]},"raw":{"html_link_canoncials":["https://www.cuemath.com/"]},"self_canonical":true,"other_canonical":false,"canonicals":["https://www.cuemath.com/"],"url":"https://www.cuemath.com/","http_header_link_canoncials":[],"canonical_missmatch":false},"robots":{"has_robots_meta_tag":false,"has_x_robots_tag":false,"rendered":{"otherbot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot_news":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"google":{}},"raw":{"otherbot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"googlebot_news":{"status_index":true,"status_follow":true,"via_meta_tag":false,"via_x_robots_tag":false},"google":{}}},"visible_words":{"rendered":976,"raw":985},"web_components":{"rendered":{"customElements":{"names":[],"shadowRoots":[],"templates":[],"slots":[]},"hyphenatedElements":{"names":["next-route-announcer"],"shadowRoots":[],"templates":[],"slots":[0]}},"raw":{"customElements":{"names":[],"shadowRoots":[],"templates":[],"slots":[]},"hyphenatedElements":{"names":[],"shadowRoots":[],"templates":[],"slots":[]}}}}
Waterfall View
| Start Render | First Contentful Paint | Largest Contentful Paint | Layout Shift | DOM Interactive | DOM Content Loaded | On Load | Document Complete |
| 3xx response | 4xx+ response | Doesn't Belong to Main Doc |
Connection View
| DNS Lookup | Initial Connection | SSL Negotiation | Start Render | DOM Content Loaded | On Load | Document Complete |

Request Details
| Before Start Render | Before On Load | After On Load | 3xx Response | 4xx Response |
| # | Resource | Content Type | Priority | Request Start | DNS Lookup | Initial Connection | SSL Negotiation | Time to First Byte | Content Download | Bytes Downloaded | CPU Time | Error/Status Code | IP |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 | https://www.cuemath.com/ | text/html | Highest | 0.098 s | 37 ms | 17 ms | 43 ms | 501 ms | 17 ms | 30.7 KB | - | 200 | [2606:4700::6812:ed7] |
| 2 | https://static.qumat...a4da439efdd26b.woff2 | font/woff2 | High | 0.746 s | 44 ms | 17 ms | 58 ms | 116 ms | 31 ms | 35.9 KB | - | 200 | [2606:4700::6812:5fb] |
| 3 | https://static.qumat...126f6df65b932a.woff2 | binary/octet-stream | High | 0.746 s | - | - | - | 152 ms | 39 ms | 28.8 KB | - | 200 | [2606:4700::6812:5fb] |
| 4 | https://static.qumat...68759834c9ad5b.woff2 | binary/octet-stream | High | 0.746 s | - | - | - | 111 ms | 4 ms | 29.0 KB | - | 200 | [2606:4700::6812:5fb] |
| 5 | https://static.qumat...642ec1ac08e4010e.css | text/css | Highest | 0.793 s | - | 18 ms | 104 ms | 87 ms | 2 ms | 0.2 KB | - | 200 | [2606:4700::6812:5fb] |
| 6 | https://static.qumat...704d94db5f2cb92f7.js | application/javascript | Low | 0.793 s | - | - | - | 91 ms | 74 ms | 75.4 KB | 98 ms | 200 | [2606:4700::6812:5fb] |
| 7 | https://static.qumat...c353683c2d785652.svg | image/svg+xml | Medium | 0.794 s | - | - | - | 83 ms | 2 ms | 1.2 KB | - | 200 | [2606:4700::6812:5fb] |
| 8 | https://static.qumat...183637746cedd834a.js | application/javascript | Low | 0.901 s | - | - | - | 130 ms | 17 ms | 8.2 KB | 3 ms | 200 | [2606:4700::6812:5fb] |
| 9 | https://static.qumat...f753798e7a649a9d6.js | text/javascript | Low | 0.901 s | - | - | - | 71 ms | 1 ms | 4.1 KB | 1 ms | 200 | [2606:4700::6812:5fb] |
| 10 | https://static.qumat...a8e290c7bdada3ae6.js | text/javascript | Low | 0.901 s | - | - | - | 76 ms | 4 ms | 4.3 KB | 1 ms | 200 | [2606:4700::6812:5fb] |
| 11 | https://static.qumat...3822f56e56dde9f24.js | application/javascript | Low | 0.902 s | - | - | - | 80 ms | 34 ms | 29.9 KB | 20 ms | 200 | [2606:4700::6812:5fb] |
| 12 | https://static.qumat...7f50215b68841f765.js | text/javascript | Low | 0.902 s | - | - | - | 132 ms | 18 ms | 3.6 KB | 3 ms | 200 | [2606:4700::6812:5fb] |
| 13 | https://static.qumat...55aade7fa4adb849d.js | text/javascript | Low | 0.905 s | - | - | - | 90 ms | 104 ms | 150.9 KB | 25 ms | 200 | [2606:4700::6812:5fb] |
| 14 | https://static.qumat...02c2892a114561bae.js | text/javascript | Low | 0.906 s | - | - | - | 139 ms | 24 ms | 20.6 KB | 7 ms | 200 | [2606:4700::6812:5fb] |
| 15 | https://static.qumat...114d1f24f80582a68.js | text/javascript | Low | 0.908 s | - | - | - | 128 ms | 38 ms | 16.9 KB | 24 ms | 200 | [2606:4700::6812:5fb] |
| 16 | https://static.qumat...13c5d8de21c8c525c.js | text/javascript | Low | 0.908 s | - | - | - | 127 ms | 40 ms | 3.0 KB | 1 ms | 200 | [2606:4700::6812:5fb] |
| 17 | https://static.qumat...b9b897519e3791197.js | text/javascript | Low | 0.909 s | - | - | - | 126 ms | 49 ms | 6.1 KB | 2 ms | 200 | [2606:4700::6812:5fb] |
| 18 | https://static.qumat...e9812f30f6712e2dc.js | application/javascript | Low | 0.91 s | - | - | - | 154 ms | 69 ms | 46.5 KB | 61 ms | 200 | [2606:4700::6812:5fb] |
| 19 | https://static.qumat...b2565d9dc0ac575c3.js | application/javascript | Low | 0.91 s | - | - | - | 153 ms | 58 ms | 23.5 KB | 35 ms | 200 | [2606:4700::6812:5fb] |
| 20 | https://static.qumat...a24a906f421efc0f2.js | text/javascript | Low | 0.91 s | - | - | - | 205 ms | 415 ms | 388.6 KB | 823 ms | 200 | [2606:4700::6812:5fb] |
| 21 | https://static.qumat...1221ba88fb97d3f11.js | text/javascript | Low | 0.91 s | - | - | - | 152 ms | 60 ms | 4.7 KB | 809 ms | 200 | [2606:4700::6812:5fb] |
| 22 | https://static.qumat...3u/_buildManifest.js | text/javascript | Low | 0.912 s | - | - | - | 152 ms | 63 ms | 15.8 KB | 12 ms | 200 | [2606:4700::6812:5fb] |
| 23 | https://static.qumat...6A3u/_ssgManifest.js | text/javascript | Low | 0.915 s | - | - | - | 147 ms | 65 ms | 0.1 KB | 2 ms | 200 | [2606:4700::6812:5fb] |
| 24 | https://static.qumat...06f7cb7954ad093.webp | binary/octet-stream | Low | 0.934 s | - | - | - | 131 ms | 32 ms | 34.1 KB | - | 200 | [2606:4700::6812:5fb] |
| 25 | https://static.qumat...min_cue_base_1_1.css | text/css | Lowest | 0.935 s | - | - | - | 180 ms | 30 ms | 1.9 KB | - | 200 | [2606:4700::6812:5fb] |
| 26 | https://static.qumat...tic/images/palak.mp4 | video/mp4 | Low | 0.948 s | - | - | - | 721 ms | 69 ms | 86.6 KB | - | 206 | [2606:4700::6812:5fb] |
| 27 | https://static.qumat...emath-plus-class.mp4 | video/mp4 | Low | 0.948 s | - | - | - | 115 ms | 2761 ms | 15,374.3 KB | - | 206 | [2606:4700::6812:5fb] |
| 28 | https://static.cloud...f22c1241717689176015 | text/javascript | Low | 0.954 s | 135 ms | 32 ms | 65 ms | 46 ms | 4 ms | 6.7 KB | 14 ms | 200 | [2606:4700::6810:4f49] |
| 29 | https://static.qumat...7efba2c841bf9c7.woff | font/woff | Highest | 1.282 s | - | - | - | 84 ms | 10 ms | 40.3 KB | - | 200 | [2606:4700::6812:5fb] |
| 30 | https://static.qumat...83cce4dc9ea4514.woff | font/woff | Highest | 1.283 s | - | - | - | 70 ms | 11 ms | 40.5 KB | - | 200 | [2606:4700::6812:5fb] |
| 31 | https://static.qumat...0715d7bfca359b3.woff | binary/octet-stream | Highest | 1.283 s | - | - | - | 40 ms | 24 ms | 40.3 KB | - | 200 | [2606:4700::6812:5fb] |
| 32 | https://fonts.gstati...r1Mu4mxKKTU1Kg.woff2 | font/woff2 | Highest | 1.287 s | 40 ms | - | - | 46 ms | 5 ms | 13.1 KB | - | 200 | [2607:f8b0:4004:c08::5e] |
| 33 | https://static.qumat...3f4941a6b6a0984e4.js | text/javascript | Low | 2.331 s | - | - | - | 31 ms | 1 ms | 3.1 KB | 14 ms | 200 | [2606:4700::6812:5fb] |
| 34 | https://static.qumat...41dc7abc912ca33ef.js | text/javascript | Low | 2.457 s | - | - | - | 32 ms | 2 ms | 0.7 KB | 4 ms | 200 | [2606:4700::6812:5fb] |
| 35 | https://static.qumat...9e76183d00c9e666d.js | text/javascript | Low | 2.459 s | - | - | - | 33 ms | 1 ms | 0.3 KB | 3 ms | 200 | [2606:4700::6812:5fb] |
| 36 | https://static.qumat...99ce664f9aacca01b.js | text/javascript | Low | 2.525 s | - | - | - | 28 ms | 1 ms | 1.6 KB | 1 ms | 200 | [2606:4700::6812:5fb] |
| 37 | https://www.cuemath....om/service-worker.js | application/javascript | Lowest | 2.732 s | - | - | - | 58 ms | 1 ms | 0.1 KB | - | 200 | [2606:4700::6812:ed7] |
| 38 | https://www.googleta...w=>m_cookies_win=x | application/javascript | Low | 2.807 s | 51 ms | 16 ms | 63 ms | 120 ms | 84 ms | 130.5 KB | 539 ms | 200 | [2607:f8b0:4004:c0b::61] |
| 39 | https://api-js.mixpa...ip=1&_=1734655789623 | application/json | High | 2.812 s | 62 ms | 44 ms | 77 ms | 134 ms | 5 ms | 0.0 KB | - | 200 | 130.211.34.183 |
| 40 | https://cdn.jsdelivr...cookieconsent.min.js | application/javascript | Low | 2.837 s | 43 ms | 41 ms | 45 ms | 46 ms | 4 ms | 7.0 KB | 5 ms | 200 | [2a04:4e42::485] |
| 41 | https://static.qumat...f818f268e4e5a8b9.png | image/webp | Low | 3.018 s | - | - | - | 46 ms | 22 ms | 137.0 KB | - | 200 | [2606:4700::6812:5fb] |
| 42 | https://static.qumat...daff491671865e0c.png | image/webp | Low | 3.018 s | - | - | - | 37 ms | 18 ms | 94.5 KB | - | 200 | [2606:4700::6812:5fb] |
| 43 | https://static.qumat...d0daf7875dc177ae.png | image/webp | Low | 3.018 s | - | - | - | 95 ms | 56 ms | 85.3 KB | - | 200 | [2606:4700::6812:5fb] |
| 44 | https://static.qumat...8d00c7299ef79d8b.png | image/webp | Low | 3.018 s | - | - | - | 62 ms | 41 ms | 108.9 KB | - | 200 | [2606:4700::6812:5fb] |
| 45 | https://static.qumat...018fa1916998ebb8.png | image/webp | Low | 3.018 s | - | - | - | 85 ms | 71 ms | 97.1 KB | - | 200 | [2606:4700::6812:5fb] |
| 46 | https://static.qumat...fc79424012092a7b.png | image/webp | Low | 3.019 s | - | - | - | 74 ms | 67 ms | 87.5 KB | - | 200 | [2606:4700::6812:5fb] |
| 47 | https://static.qumat...888495d5ed6bcb6b.png | image/webp | Low | 3.022 s | - | - | - | 83 ms | 76 ms | 175.9 KB | - | 200 | [2606:4700::6812:5fb] |
| 48 | https://static.qumat...6dc9eb5d75ea49c.woff | font/woff | Highest | 3.095 s | - | - | - | 44 ms | 12 ms | 40.6 KB | - | 200 | [2606:4700::6812:5fb] |
| 49 | https://static.qumat...eed5c426f6e15a64.mp4 | video/mp4 | Low | 3.276 s | - | - | - | 41 ms | 112 ms | 383.5 KB | - | 206 | [2606:4700::6812:5fb] |
| 50 | https://static.qumat...47aecd188bea2210.mp4 | video/mp4 | Low | 3.278 s | - | - | - | 61 ms | 96 ms | 391.9 KB | - | 206 | [2606:4700::6812:5fb] |
| 51 | https://ssl.widgets....js/service-worker.js | application/javascript | Highest | 3.548 s | 48 ms | 16 ms | 82 ms | 35 ms | 2 ms | 8.5 KB | - | 200 | [2606:4700::6812:1c93] |
| 52 | https://www.googleta...e4cc1v810554577za200 | application/javascript | Low | 4.224 s | - | - | - | 59 ms | 154 ms | 131.8 KB | 260 ms | 200 | [2607:f8b0:4004:c0b::61] |
| 53 | https://www.googleta...e4cc1v810554577za200 | application/javascript | Low | 4.224 s | - | - | - | 123 ms | 99 ms | 98.8 KB | 111 ms | 200 | [2607:f8b0:4004:c0b::61] |
| 54 | https://www.google.c...1213&tfd=4213&apve=1 | text/plain | Lowest | 4.311 s | 35 ms | - | - | 56 ms | - | - | - | 200 | [2607:f8b0:4004:c1d::68] |
| 55 | https://www.googleta...2F%2Fwww.cuemath.com | text/html | Highest | 4.475 s | - | 17 ms | 32 ms | 45 ms | 2 ms | 1.4 KB | 3 ms | 200 | [2607:f8b0:4004:c0b::61] |
| 56 | https://connect.face...et/en_US/fbevents.js | application/x-javascript | Low | 4.54 s | 205 ms | - | - | 50 ms | 102 ms | 60.8 KB | 46 ms | 200 | [2a03:2880:f012:8:face:b00c:0:1] |
| 57 | https://www.google-a...ics.com/analytics.js | text/javascript | Low | 4.563 s | 41 ms | 41 ms | 75 ms | 33 ms | 24 ms | 20.5 KB | 60 ms | 200 | [2607:f8b0:4004:c06::64] |
| 58 | https://websdk.appsf...yer.com/?st=banners& | application/javascript | Low | 4.653 s | 53 ms | 64 ms | 174 ms | 128 ms | 4 ms | 14.2 KB | 11 ms | 200 | 18.161.170.23 |
| 59 | https://googleads.g....ledge=1&rfmt=3&fmt=4 | text/javascript | Low | 4.666 s | 38 ms | - | - | 79 ms | 5 ms | 2.3 KB | 2 ms | 200 | [2607:f8b0:4004:c09::9d] |
| 60 | https://googleads.g....ledge=1&rfmt=3&fmt=4 | text/javascript | Low | 4.667 s | - | - | - | 73 ms | 5 ms | 2.3 KB | 2 ms | 200 | [2607:f8b0:4004:c09::9d] |
| 61 | https://td.doublecli...apv=0&uaw=0&fledge=1 | text/html | Highest | 4.708 s | 57 ms | 17 ms | 54 ms | 107 ms | 4 ms | 0.0 KB | - | 200 | [2607:f8b0:4004:c17::9d] |
| 62 | https://td.doublecli...apv=0&uaw=0&fledge=1 | text/html | Highest | 4.709 s | - | - | - | 111 ms | 1 ms | 0.0 KB | - | 200 | [2607:f8b0:4004:c17::9d] |
| 63 | https://td.doublecli...02198178&z=125125689 | text/html | Highest | 4.885 s | - | - | - | 80 ms | 5 ms | 0.0 KB | - | 200 | [2607:f8b0:4004:c17::9d] |
| 64 | https://www.googleta...2F%2Fwww.cuemath.com | text/javascript | Lowest | 4.908 s | - | - | - | 20 ms | 5 ms | 6.4 KB | - | 200 | [2607:f8b0:4004:c0b::61] |
| 65 | https://analytics.go...egory=Brand&tfd=4863 | text/plain | High | 4.986 s | 38 ms | 18 ms | 43 ms | 37 ms | - | - | - | 204 | [2001:4860:4802:38::181] |
| 66 | https://stats.g.doub...~102081485~102198178 | text/plain | Lowest | 4.99 s | 38 ms | 16 ms | 59 ms | 37 ms | - | - | - | 204 | [2607:f8b0:4004:c1b::9d] |
| 67 | https://www.google-a...02198178&z=196250059 | text/plain | High | 5.01 s | - | - | - | 98 ms | 9 ms | 0.0 KB | - | 200 | [2607:f8b0:4004:c06::64] |
| 68 | https://stats.g.doub...AGgAIAC~&z=215546962 | text/plain | High | 5.01 s | - | - | - | 64 ms | 2 ms | 0.0 KB | - | 200 | [2607:f8b0:4004:c1b::9d] |
| 69 | https://connect.face...2C78%2C72%2C24%2C113 | application/x-javascript | Low | 5.046 s | - | - | - | 37 ms | 34 ms | 15.6 KB | 57 ms | 200 | [2a03:2880:f012:8:face:b00c:0:1] |
| 70 | https://www.google.c...7356&rmt_tld=0&ipr=y | image/gif | Low | 5.061 s | - | - | - | 57 ms | - | 0.0 KB | - | 200 | [2607:f8b0:4004:c1d::68] |
| 71 | https://www.google.c...9282&rmt_tld=0&ipr=y | image/gif | Low | 5.062 s | - | - | - | 56 ms | 9 ms | 0.0 KB | - | 200 | [2607:f8b0:4004:c1d::68] |
| 72 | https://www.facebook...45&coo=false&rqm=GET | text/plain | Low | 5.266 s | 35 ms | - | - | 23 ms | - | - | - | 200 | [2a03:2880:f103:83:face:b00c:0:25de] |
| 73 | https://www.facebook...5&coo=false&rqm=FGET | image/png | Low | 5.267 s | - | - | - | 111 ms | 2 ms | 0.1 KB | - | 200 | [2a03:2880:f103:83:face:b00c:0:25de] |
| 74 | https://www.facebook...45&coo=false&rqm=GET | text/plain | Low | 5.268 s | - | - | - | 33 ms | - | - | - | 200 | [2a03:2880:f103:83:face:b00c:0:25de] |
| 75 | https://www.facebook...5&coo=false&rqm=FGET | image/png | Low | 5.268 s | - | - | - | 119 ms | 3 ms | 0.1 KB | - | 200 | [2a03:2880:f103:83:face:b00c:0:25de] |
| 76 | https://www.cuemath.com/cdn-cgi/rum | - | High | 5.412 s | - | - | - | 41 ms | - | - | - | 204 | [2606:4700::6812:ed7] |
| 77 | https://static.qumat...e308e669cf87cf89.png | image/webp | High | 5.433 s | - | - | - | 37 ms | 2 ms | 1.5 KB | - | 200 | [2606:4700::6812:5fb] |
| 78 | https://static.qumat...tic/images/vidya.mp4 | video/mp4 | Low | 5.746 s | - | - | - | 29 ms | 8 ms | 89.0 KB | - | 206 | [2606:4700::6812:5fb] |
| 79 | https://static.qumat...ic/images/fauzia.mp4 | video/mp4 | Low | 8.745 s | - | - | - | 33 ms | 8 ms | 88.0 KB | - | 206 | [2606:4700::6812:5fb] |
| 80 | https://static.qumat...tic/images/sonam.mp4 | video/mp4 | Low | 11.744 s | - | - | - | 29 ms | 7 ms | 89.6 KB | - | 206 | [2606:4700::6812:5fb] |
Request Headers
Request 1: https://www.cuemath.com/
URL: https://www.cuemath.com/
Host: www.cuemath.com
IP: [2606:4700::6812:ed7]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/ea88be26-930704d94db5f2cb92f7.js
Request Start: 0.098 s
DNS Lookup: 37 ms
Initial Connection: 17 ms
Time to First Byte: 501 ms
Content Download: 17 ms
Bytes In (downloaded): 30.7 KB
Uncompressed Size: 281.5 KB
Bytes Out (uploaded): 2.1 KB
View Response Body
Request Headers:
:authority: www.cuemath.com
:method: GET
:path: /
:scheme: https
accept: text/html,application/xhtml+xml,application/xml;q=0.9,image/avif,image/webp,image/apng,*/*;q=0.8,application/signed-exchange;v=b3;q=0.7
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=0, i
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: document
sec-fetch-mode: navigate
sec-fetch-site: cross-site
upgrade-insecure-requests: 1
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-headers: Authorization, Origin, X-Requested-With, Content-Type, Accept
access-control-allow-methods: GET, POST, OPTIONS, HEAD, PATCH
access-control-allow-origin: *
cf-cache-status: DYNAMIC
cf-ray: 8f4ba26d8e9a3af9-IAD
content-encoding: gzip
content-type: text/html; charset=utf-8
date: Fri, 20 Dec 2024 00:49:47 GMT
isk8: true
server: cloudflare
server-timing: cfCacheStatus;desc="DYNAMIC"
set-cookie: cf_ip_lat_lng=%7B%22lat%22%3A%2238.89400%22%2C%22lng%22%3A%22-77.03650%22%7D; Path=/
set-cookie: cf-ipcity=Washington; Path=/
set-cookie: cue_country_code=US; Path=/
set-cookie: __ab_experiment__=%7B%22version%22%3A%222.0.1%22%2C%22ecnaNoIntro%22%3A%22am%22%2C%22showChatBot%22%3A%22a%22%2C%22enableCloudflareCaching%22%3A%22a%22%2C%22websiteRevamp%22%3A%22f%22%7D; Max-Age=31536000; Path=/; Expires=Sat, 20 Dec 2025 00:49:47 GMT
set-cookie: last_landing_page=%7B%22value%22%3A%22%2F%22%2C%22createdAt%22%3A%222024-12-20T00%3A49%3A47.482Z%22%7D; Max-Age=172800; Path=/; Expires=Sun, 22 Dec 2024 00:49:47 GMT
set-cookie: lru-cache=HIT; Path=/
set-cookie: __cf_bm=tTmg2vV6YArZE3DMealzQ8MnzLJLzojLuFfAEg4d4AY-1734655787-1.0.1.1-M7NOKyqFyuNBqBVKvSeqnbrpGb142MI_hyfKahrs0yycJwUKoTyxJuaQTxZaLCjcH6KNk_4RjvldGITlfGF8VA; path=/; expires=Fri, 20-Dec-24 01:19:47 GMT; domain=.cuemath.com; HttpOnly; Secure; SameSite=None
x-cache: HIT
x-frame-options: SAMEORIGIN
x-powered-by: Express
:status: 200
Request 2: https://static.qumath.in/static/next/_next/static/media/Athletics-Light.3995a09b0ed9d570a3a4da439efdd26b.woff2
URL: https://static.qumath.in/static/next/_next/static/media/Athletics-Light.3995a09b0ed9d570a3a4da439efdd26b.woff2
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 220, depends on 0, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 312
Request Start: 0.746 s
DNS Lookup: 44 ms
Initial Connection: 17 ms
Time to First Byte: 116 ms
Content Download: 31 ms
Bytes In (downloaded): 35.9 KB
Uncompressed Size: 35.9 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/Athletics-Light.3995a09b0ed9d570a3a4da439efdd26b.woff2
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=1
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-methods: GET
access-control-allow-origin: *
age: 1705357
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba27209ddc963-IAD
content-length: 36732
content-type: font/woff2
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: "0c956efa912bec0f5feca0a8e1f09f8a"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 28 Nov 2024 12:43:01 GMT
server: cloudflare
vary: Origin, Access-Control-Request-Headers, Access-Control-Request-Method, Accept-Encoding
x-amz-id-2: C14obLPVtsViPjBM7JP8xJV81iLLti34rIW2sDBGnBdi5q7fIChyq2kCoM5tfzfzpOUuYaOrogC2asYhEqR+kxTuJqo3h7Ih56OYyO2kCsQ=
x-amz-request-id: Z7Y7DSZT8KVMVA58
x-amz-version-id: w.HABLExXokBL1EYJ.TfJEerlTtaOTpT
:status: 200
Request 3: https://static.qumath.in/static/next/_next/static/media/untitled-sans-regular.04e0a1b6617c3161a6126f6df65b932a.woff2
URL: https://static.qumath.in/static/next/_next/static/media/untitled-sans-regular.04e0a1b6617c3161a6126f6df65b932a.woff2
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 5, weight 220, depends on 3, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 312
Request Start: 0.746 s
Time to First Byte: 152 ms
Content Download: 39 ms
Bytes In (downloaded): 28.8 KB
Uncompressed Size: 28.8 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/untitled-sans-regular.04e0a1b6617c3161a6126f6df65b932a.woff2
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=1
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-methods: GET
access-control-allow-origin: *
age: 1903686
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba27219fec963-IAD
content-length: 29536
content-type: binary/octet-stream
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: "191ec8dd7501a5da40c11444e328676c"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Mon, 25 Nov 2024 15:41:55 GMT
server: cloudflare
vary: Origin, Access-Control-Request-Headers, Access-Control-Request-Method, Accept-Encoding
x-amz-id-2: RJiTwNFEcvTQOWT3O/LjxODxlNpUuDGx54NIQ8MfOC2VORPIGELp2s8D7lmMF9iiZ37+JUXUGyw=
x-amz-request-id: 6D26XQWEDP60X8EJ
x-amz-version-id: dgIFY3xa.E1BKivrKMN0wt_uGRxS7pFw
:status: 200
Request 4: https://static.qumath.in/static/next/_next/static/media/untitled-sans-medium.557a3e216c980b6e9868759834c9ad5b.woff2
URL: https://static.qumath.in/static/next/_next/static/media/untitled-sans-medium.557a3e216c980b6e9868759834c9ad5b.woff2
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 220, depends on 1, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 312
Request Start: 0.746 s
Time to First Byte: 111 ms
Content Download: 4 ms
Bytes In (downloaded): 29.0 KB
Uncompressed Size: 29.0 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/untitled-sans-medium.557a3e216c980b6e9868759834c9ad5b.woff2
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=1
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-methods: GET
access-control-allow-origin: *
age: 1785170
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba27209f4c963-IAD
content-length: 29736
content-type: binary/octet-stream
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: "4287d15295d82af0e5b4560e525a4f52"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Mon, 18 Mar 2024 13:24:01 GMT
server: cloudflare
vary: Origin, Access-Control-Request-Headers, Access-Control-Request-Method, Accept-Encoding
x-amz-id-2: OoEVGug8ahKaVLN02g0gGaKVxsye78E4oIx/5oh1bJYJHS5KLixfkxgDt07bVLRuV0VS/Gkubyg=
x-amz-request-id: HGN34W43AW8TVM7F
x-amz-version-id: 3Re5cZQxWCbnQHjA7d096pcA4vnmonrP
:status: 200
Request 5: https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css
URL: https://static.qumath.in/static/next/_next/static/css/e456642ec1ac08e4010e.css
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.793 s
Initial Connection: 18 ms
Time to First Byte: 87 ms
Content Download: 2 ms
Bytes In (downloaded): 0.2 KB
Uncompressed Size: 0.4 KB
Bytes Out (uploaded): 1.9 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/css/e456642ec1ac08e4010e.css
:scheme: https
accept: text/css,*/*;q=0.1
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=0
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: style
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 2045702
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba2722e629c1f-IAD
content-encoding: br
content-type: text/css
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"63e1d1f89566bd1d9b632dec5c57ed35"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Wed, 23 Oct 2024 11:25:31 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: VPgLxZMabgo9WnDks5IXIjhXwDmYoEhvZ+p5JlJPVMYlSPKracPmoCo5GLVrPykdYOOPV5TYf3A=
x-amz-request-id: 9V2J7WNWS6S1BBGM
x-amz-version-id: 9KCKDAR_vN1xeBLj14kNcor7W9wYz6pV
:status: 200
Request 6: https://static.qumath.in/static/next/_next/static/chunks/ea88be26-930704d94db5f2cb92f7.js
URL: https://static.qumath.in/static/next/_next/static/chunks/ea88be26-930704d94db5f2cb92f7.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 5, weight 147, depends on 3, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.793 s
Time to First Byte: 91 ms
Content Download: 74 ms
Bytes In (downloaded): 75.4 KB
Uncompressed Size: 298.1 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/ea88be26-930704d94db5f2cb92f7.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 4470434
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba2722e6a9c1f-IAD
content-encoding: br
content-type: application/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"ea135dd4a7cc2daaf69b872e0ee89cc5"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Wed, 20 Mar 2024 10:21:02 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: oSRmoKvU8mZYU0LD0Of3dC6o7v3yMN+mT8JNMJQWjLMD9IFuQHuZIMaOnWYhwnfCMPqt3t346LE=
x-amz-request-id: CW801D8HYDZDAAMY
x-amz-version-id: xuAlhEo.g731U8OcnlEpTWaS_BcdIZ73
:status: 200
Request 7: https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg
URL: https://static.qumath.in/static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Medium
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 183, depends on 1, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.794 s
Time to First Byte: 83 ms
Content Download: 2 ms
Bytes In (downloaded): 1.2 KB
Uncompressed Size: 2.7 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/cuemath-logo-v2-188adbe58e751212c353683c2d785652.svg
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=2, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 7860840
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba2722e699c1f-IAD
content-encoding: br
content-type: image/svg+xml
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"b51ebd555a9706597a27763161d33d29"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 19 Sep 2024 16:54:18 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: 3WfXGJxcdtmxcm5jbfbzr842x6NzWg6HoqsNyZHmw4sQsmnG+YCwGs/Ri/f8mSUj2Jvef7y7hVY=
x-amz-request-id: F2P1337JPWE2Z65X
x-amz-version-id: pR6rvwuibArCMdims4rAO4dyouhdanyg
:status: 200
Request 8: https://static.qumath.in/static/next/_next/static/chunks/79464-c2d183637746cedd834a.js
URL: https://static.qumath.in/static/next/_next/static/chunks/79464-c2d183637746cedd834a.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 7, weight 147, depends on 5, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.901 s
Time to First Byte: 130 ms
Content Download: 17 ms
Bytes In (downloaded): 8.2 KB
Uncompressed Size: 22.9 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/79464-c2d183637746cedd834a.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 7856631
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272cf149c1f-IAD
content-encoding: br
content-type: application/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"1c815e9abb56ff5af3b6ce6cec7e17e9"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Tue, 23 Apr 2024 09:07:17 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: 3dyOjgYFburHSoDALVhVJCp+WW29LRgzGhC3fU4zLpOZ/2GoCOWUB9c4kJn5lH5l6cGrdAkek94=
x-amz-request-id: DX5YGSV9EGGX5485
x-amz-version-id: 9XOIMt1jR0mVc_ky6IEjAmK9_Z9s3YCC
:status: 200
Request 9: https://static.qumath.in/static/next/_next/static/chunks/76711-12ef753798e7a649a9d6.js
URL: https://static.qumath.in/static/next/_next/static/chunks/76711-12ef753798e7a649a9d6.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 9, weight 147, depends on 7, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.901 s
Time to First Byte: 71 ms
Content Download: 1 ms
Bytes In (downloaded): 4.1 KB
Uncompressed Size: 11.0 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/76711-12ef753798e7a649a9d6.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 2315438
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272cf179c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"7d08f3319db7fa5677e4e5a50bed707c"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 21 Nov 2024 05:45:48 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: HTB1TtpZuPodYVHiCjfgnBQRfmYbihDA0Cznj2lorxd8+UUsIHZOJosBS5XKG/1CxBS9ILUSbq4=
x-amz-request-id: 6DZ3MM7RW6XRYEMB
x-amz-version-id: BdwTghvA4OGkvygQ0k3xspDwSCQNd8qf
:status: 200
Request 10: https://static.qumath.in/static/next/_next/static/chunks/25241-020a8e290c7bdada3ae6.js
URL: https://static.qumath.in/static/next/_next/static/chunks/25241-020a8e290c7bdada3ae6.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 11, weight 147, depends on 9, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.901 s
Time to First Byte: 76 ms
Content Download: 4 ms
Bytes In (downloaded): 4.3 KB
Uncompressed Size: 11.9 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/25241-020a8e290c7bdada3ae6.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 3594104
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272cf199c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"604d941de97d8f6f01b6b5db4848402e"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 07 Nov 2024 21:09:50 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: BVUB7NVNfwmQwvb5x1AICu6JmmXgPmXor15vtzq2A0VrFju7YxvMEzwiD5tdGBCmJle6gsKFORM=
x-amz-request-id: EZVDXH202G614N4C
x-amz-version-id: 2ti9Jr95pvnfPghT358CqPpNlLsaNeO7
:status: 200
Request 11: https://static.qumath.in/static/next/_next/static/chunks/62220-a463822f56e56dde9f24.js
URL: https://static.qumath.in/static/next/_next/static/chunks/62220-a463822f56e56dde9f24.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 13, weight 147, depends on 11, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.902 s
Time to First Byte: 80 ms
Content Download: 34 ms
Bytes In (downloaded): 29.9 KB
Uncompressed Size: 251.2 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/62220-a463822f56e56dde9f24.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 1430909
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272cf1c9c1f-IAD
content-encoding: br
content-type: application/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"4f8e66a6c9a03cac2b332cb847af48cc"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Tue, 15 Oct 2024 15:52:38 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: ienzYhd1iej1a62sYY3WnV7zqEfGw9ZgUVl2TdahpHRZGoh1gWwkWhC1DdvTCEvnrt83uMAY+8o=
x-amz-request-id: Y1AB05JSBRS8MWCX
x-amz-version-id: lkofvVqWckouJdKesn4m1P1Egs3_94TK
:status: 200
Request 12: https://static.qumath.in/static/next/_next/static/chunks/15452-b6b7f50215b68841f765.js
URL: https://static.qumath.in/static/next/_next/static/chunks/15452-b6b7f50215b68841f765.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 15, weight 147, depends on 13, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.902 s
Time to First Byte: 132 ms
Content Download: 18 ms
Bytes In (downloaded): 3.6 KB
Uncompressed Size: 12.4 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/15452-b6b7f50215b68841f765.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 3752154
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272cf239c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"63f838f94853d4ba71ae6f69f15e737d"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Wed, 06 Nov 2024 14:20:00 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: bRNdBWwjd6sXRDYK3GXtKJ7AjKHFJJ4nuirAAoVb64xsUjLJ92CfQVtaxjols6UQcyyBnzH5USw=
x-amz-request-id: N70ABBAZVVPHDGWB
x-amz-version-id: VzWuKMVwzHcnaH3ANv3S2DvNXpJxHT7G
:status: 200
Request 13: https://static.qumath.in/static/next/_next/static/chunks/44387-5e155aade7fa4adb849d.js
URL: https://static.qumath.in/static/next/_next/static/chunks/44387-5e155aade7fa4adb849d.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 17, weight 147, depends on 15, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.905 s
Time to First Byte: 90 ms
Content Download: 104 ms
Bytes In (downloaded): 150.9 KB
Uncompressed Size: 228.4 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/44387-5e155aade7fa4adb849d.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 916495
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272cf289c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"bae09b31dd533f12cbc2d66418461a10"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Mon, 09 Dec 2024 10:01:21 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: xyvP9ULQRfF66mKkffqWnICNsdIZU/yrBrDsRFeZ2O4fKDQI0QXuqzCAMuHFKhaKoABerGgey0cp3u4vo45qNAEca5jkSEg2h0MfrM6avp8=
x-amz-request-id: ZY1EZ8VR8WVFNJ46
x-amz-version-id: PLTsPokdk4AnPi0NBb4NqSX4GAFtC5Hr
:status: 200
Request 14: https://static.qumath.in/static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js
URL: https://static.qumath.in/static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 19, weight 147, depends on 17, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.906 s
Time to First Byte: 139 ms
Content Download: 24 ms
Bytes In (downloaded): 20.6 KB
Uncompressed Size: 97.1 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/67467-6aa02c2892a114561bae.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 2586821
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272cf2b9c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"a2861f6b318a7e942166f7fcfb6f3553"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Mon, 11 Nov 2024 16:53:37 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: 7Pta9eNVWbwSPnbkqVoZMJudyX2q4PwHZkcMcNTzEW1a+oPYlzFNP2SmB7o8iQz/Jwe6ZDA/En9A1mOBm43xf0QV6CXYK3oV65fz5Nvs5uk=
x-amz-request-id: 3D51AJRXXRJGRKXF
x-amz-version-id: p5w1y4hwSKcs45uEafdI9IdcWXldaltO
:status: 200
Request 15: https://static.qumath.in/static/next/_next/static/chunks/44312-386114d1f24f80582a68.js
URL: https://static.qumath.in/static/next/_next/static/chunks/44312-386114d1f24f80582a68.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 21, weight 147, depends on 19, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.908 s
Time to First Byte: 128 ms
Content Download: 38 ms
Bytes In (downloaded): 16.9 KB
Uncompressed Size: 64.0 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/44312-386114d1f24f80582a68.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 916495
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272df339c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"e099c2e7fe66386aa470065c3eebb48e"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Mon, 09 Dec 2024 10:01:21 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: mU9A6bclo3LOYd/TmcJxwYazPGTXPn06ktXHkszeS6PNlYTmtIX6l0MY1nLmofaz6+IjnUPfzrXBbDvHGHcdT6Nqs7okTJGwqpQGdFmw7VY=
x-amz-request-id: ZY1ENTF9QNM9HC31
x-amz-version-id: yAhw5IwiImavoFkO.MvPbgMLxd1YyjTC
:status: 200
Request 16: https://static.qumath.in/static/next/_next/static/chunks/31691.44513c5d8de21c8c525c.js
URL: https://static.qumath.in/static/next/_next/static/chunks/31691.44513c5d8de21c8c525c.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 23, weight 147, depends on 21, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.908 s
Time to First Byte: 127 ms
Content Download: 40 ms
Bytes In (downloaded): 3.0 KB
Uncompressed Size: 6.8 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/31691.44513c5d8de21c8c525c.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 1785322
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272df369c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"af607724280a23e116b969a8f1b6f65f"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 28 Nov 2024 12:42:48 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: RI3uWajmFLKJyh7U9/y6iYpQOfa9JJMea6G7XHyVN03jPye3eTjc5paFHdnm2uxAvxyG9omeZtHe7bMr5Vw3ZBJBgZIl9GguZj+EQ/rJgs0=
x-amz-request-id: XZS57WJRHTM6HEGA
x-amz-version-id: 8Q7omEjT3cUYzlZ4mot2JGucLC0Yz7zE
:status: 200
Request 17: https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js
URL: https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 25, weight 147, depends on 23, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.909 s
Time to First Byte: 126 ms
Content Download: 49 ms
Bytes In (downloaded): 6.1 KB
Uncompressed Size: 13.0 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 47434
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272df399c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"1699c2dd195ac1fff2854ff5765239a7"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 19 Dec 2024 11:28:55 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: 5oHeleg2s+3VvrPP2s04Zq4CXfGL8X4i8zwO/v9otrclt4OJaTL6Ub0DdLU9eHV0GbYs+AwYShVASwTBiOHT4FRQnjhi49N+tr64aL00DsI=
x-amz-request-id: DECY0VHPQ1MJ6KYV
x-amz-version-id: F.CTzW7im5OXVIyABIkkV1mdXgudHr8H
:status: 200
Request 18: https://static.qumath.in/static/next/_next/static/chunks/framework-fabe9812f30f6712e2dc.js
URL: https://static.qumath.in/static/next/_next/static/chunks/framework-fabe9812f30f6712e2dc.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 27, weight 147, depends on 25, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.910 s
Time to First Byte: 154 ms
Content Download: 69 ms
Bytes In (downloaded): 46.5 KB
Uncompressed Size: 147.8 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/framework-fabe9812f30f6712e2dc.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 2565005
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272ef519c1f-IAD
content-encoding: br
content-type: application/javascript
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: W/"4fa91536710135c2ca5d60012eab80f1"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Mon, 18 Nov 2024 07:26:57 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: RrrKDS7xKHFVQ20pr1UF2WqHqgmD8vU1Yle4DI+f7Lt6aU+2mNJ5bL6nyomM8zgAVkLNTkUKR4otoj9Rvt7luf849+M2ab9WZ6FYr25OVOg=
x-amz-request-id: JFDAY5DQEQ9KTVT8
x-amz-version-id: vyUkKByyOmx1yhkBerzNEIKDSH.26oOC
:status: 200
Request 19: https://static.qumath.in/static/next/_next/static/chunks/main-e08b2565d9dc0ac575c3.js
URL: https://static.qumath.in/static/next/_next/static/chunks/main-e08b2565d9dc0ac575c3.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 29, weight 147, depends on 27, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.910 s
Time to First Byte: 153 ms
Content Download: 58 ms
Bytes In (downloaded): 23.5 KB
Uncompressed Size: 75.9 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/main-e08b2565d9dc0ac575c3.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 1447893
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272ef539c1f-IAD
content-encoding: br
content-type: application/javascript
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: W/"7204d920fe956ac7df1f5c65dc889a73"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Mon, 18 Nov 2024 07:26:57 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: VN2Nx1wwIhresaJwkFCW1SYBEIfRoymrbyxjZaBQuhYwVop54wcQJ67fzZ3COYR8dpoeHklt/2XFwH4j5kr7WpYQj6jsYIEUNNcFQb3X2hw=
x-amz-request-id: MF08069MJPP8Z25T
x-amz-version-id: YERzYE2vc9GNKtcnhzVuvBoKpZ0xtZlt
:status: 200
Request 20: https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js
URL: https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 31, weight 147, depends on 29, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.910 s
Time to First Byte: 205 ms
Content Download: 415 ms
Bytes In (downloaded): 388.6 KB
Uncompressed Size: 2,014.5 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 47434
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272ef549c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: W/"87c263b11e586c077c34b45f3b5703fd"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 19 Dec 2024 11:28:53 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: 8Kmw+LlGJgaO220qMgLkBrfmYtRt6j0E/r3uDhlR3nPJUlfMKqGWx8m9XsFWarE/vdgdhZIg5nBX5XHYjP+r38prCe6C9LlF/789bIwbOho=
x-amz-request-id: DECNNKYMVP8CAFR1
x-amz-version-id: JRvzYWhHumpqlnRkWKS_iHa60mDbh0Ej
:status: 200
Request 21: https://static.qumath.in/static/next/_next/static/chunks/pages/website-v2-e421221ba88fb97d3f11.js
URL: https://static.qumath.in/static/next/_next/static/chunks/pages/website-v2-e421221ba88fb97d3f11.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 33, weight 147, depends on 31, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.910 s
Time to First Byte: 152 ms
Content Download: 60 ms
Bytes In (downloaded): 4.7 KB
Uncompressed Size: 37.8 KB
Bytes Out (uploaded): 1.9 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/pages/website-v2-e421221ba88fb97d3f11.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 916492
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272ef559c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: W/"b666ef1b9f26698579156f425335c1c9"
expires: Sun, 20 Feb 2028 10:36:28 GMT
last-modified: Mon, 09 Dec 2024 10:01:24 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: yJY5AaWSvoaVWpyksLypZQuv8GGG2HcwClhAl3F+t/kFWBtTADoK1aWKQe0EGw/XoKni/+fxykjvkX3HNHcSyvI1l8HGmP3GsbJyz9lL64Q=
x-amz-request-id: QFY0J2PTFZ7ZS39W
x-amz-version-id: njTwKtb0VXpJzYu2qc6mhOcjAoh.FgUk
:status: 200
Request 22: https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_buildManifest.js
URL: https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_buildManifest.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 35, weight 147, depends on 33, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.912 s
Time to First Byte: 152 ms
Content Download: 63 ms
Bytes In (downloaded): 15.8 KB
Uncompressed Size: 71.4 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_buildManifest.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 47410
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272ef579c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: W/"53282062bbb6e65e0ba2017b77ca3ded"
expires: Sun, 20 Feb 2028 10:36:27 GMT
last-modified: Thu, 19 Dec 2024 11:28:51 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: l2SkYwhhz21diTKdMWbwvIjlZp+IGPJzK2DQY1F6d56ezh44YmpY1ENVUnp3A13vTvjX4dQEJv0PRgOvovdQoP+sQlQBmUmWC9SeF6sL0fs=
x-amz-request-id: DECK10C24YX18RXN
x-amz-version-id: LGIStPMU2aIEbPeBbKdfieCyGhYX6n5V
:status: 200
Request 23: https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_ssgManifest.js
URL: https://static.qumath.in/static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_ssgManifest.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 37, weight 147, depends on 35, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 571
Request Start: 0.915 s
Time to First Byte: 147 ms
Content Download: 65 ms
Bytes In (downloaded): 0.1 KB
Uncompressed Size: 0.1 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/X6ZKyFtraNVbboQrY6A3u/_ssgManifest.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 47434
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272ef589c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: W/"b6652df95db52feb4daf4eca35380933"
expires: Sun, 20 Feb 2028 10:36:28 GMT
last-modified: Thu, 19 Dec 2024 11:28:51 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: wGZbGJXaYngzQDAg8CyOtFYAKQoEjeY5nhx0sYeGGIUl4a/2zcl5nAquyyBYUbykWXNZabny539zYx0h/KaEDOp7qFRRSA6/wZ94zSyIXfQ=
x-amz-request-id: DECVETZ41X8B5R85
x-amz-version-id: 9zgbI0cEMnuyKWyGC6G6RAcz5ajdKJub
:status: 200
Request 24: https://static.qumath.in/static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp
URL: https://static.qumath.in/static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 39, weight 147, depends on 37, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 573
Request Start: 0.934 s
Time to First Byte: 131 ms
Content Download: 32 ms
Bytes In (downloaded): 34.1 KB
Uncompressed Size: 34.1 KB
Bytes Out (uploaded): 2.2 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/cuemath-plus-video-thumbnail-9aea6e3811fabd64206f7cb7954ad093.webp
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 2085538
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba272ef599c1f-IAD
content-length: 34934
content-type: binary/octet-stream
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: "684f57c7e76b376c19f0436d20036ca9"
expires: Sun, 20 Feb 2028 10:36:28 GMT
last-modified: Mon, 25 Nov 2024 15:41:48 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: RJp79N8wo6H3zMdHgFil7oledESVkt6yfl1YUZLmX9sIIreXgRPRnUyvXcuWiwnAVfXXahe/brU=
x-amz-request-id: 68FCGT6GTG7QZG4T
x-amz-version-id: pY4Wc7FDfRCNgKybrBD4lzPvuGV64wGo
:status: 200
Request 25: https://static.qumath.in/static/website/old-cdn-static/min_cue_base_1_1.css
URL: https://static.qumath.in/static/website/old-cdn-static/min_cue_base_1_1.css
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Lowest
Protocol: HTTP/2
HTTP/2 Stream: 41, weight 110, depends on 39, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 478
Request Start: 0.935 s
Time to First Byte: 180 ms
Content Download: 30 ms
Bytes In (downloaded): 1.9 KB
Uncompressed Size: 7.1 KB
Bytes Out (uploaded): 1.9 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/website/old-cdn-static/min_cue_base_1_1.css
:scheme: https
accept: text/css,*/*;q=0.1
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=4
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: style
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 2695
cache-control: public, max-age=14400
cf-cache-status: HIT
cf-ray: 8f4ba272ef5a9c1f-IAD
content-encoding: br
content-type: text/css
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: W/"6c864a676bcbe4285acac4a8edb9b2cd"
expires: Fri, 20 Dec 2024 04:49:48 GMT
last-modified: Thu, 03 Dec 2020 06:57:45 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: j/xiBCidH5da22h2vMULUHlt/IENdX60IaGZVMMV+OitFjTdIVO0hEasIpFrApXGolQSdMRBhZ8=
x-amz-request-id: Z274M6AY4T1T87C0
x-amz-version-id: null
:status: 200
Request 26: https://static.qumath.in/static/next/_next/static/images/palak.mp4
URL: https://static.qumath.in/static/next/_next/static/images/palak.mp4
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 206
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 43, weight 147, depends on 39, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 573
Request Start: 0.948 s
Time to First Byte: 721 ms
Content Download: 69 ms
Bytes In (downloaded): 86.6 KB
Uncompressed Size: 86.6 KB
Bytes Out (uploaded): 1.9 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/palak.mp4
:scheme: https
accept: */*
accept-encoding: identity;q=1, *;q=0
accept-language: en-US,en;q=0.9
priority: i
range: bytes=0-
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: video
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
Content-Length: 88709
Content-Range: bytes 0-88708/88709
cache-control: public, max-age=14400
cf-cache-status: REVALIDATED
cf-ray: 8f4ba272ef5b9c1f-IAD
content-type: video/mp4
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: "aa60c02792ca05778a19acabeb032c1e"
expires: Fri, 20 Dec 2024 04:49:48 GMT
last-modified: Wed, 07 Feb 2024 06:01:48 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: stiWrx1+DYTD4tZFh3O5CyGNrhf8eS0Iub448IcJYgNvIGELz4V9JbyPay/nb95ikO5wAr5xaec=
x-amz-request-id: E8RBBVR5KMMHF3RF
x-amz-version-id: W.8UYvm3DkEoyHWmybBbLe0PpOVxxl0o
:status: 206
content-length: 88709
content-range: bytes 0-88708/88709
Request 27: https://static.qumath.in/static/website/old-cdn-static/videos/about-cuemath-plus-class.mp4
URL: https://static.qumath.in/static/website/old-cdn-static/videos/about-cuemath-plus-class.mp4
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 206
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 45, weight 147, depends on 43, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 573
Request Start: 0.948 s
Time to First Byte: 115 ms
Content Download: 2761 ms
Bytes In (downloaded): 15,374.3 KB
Uncompressed Size: 9,344.0 KB
Bytes Out (uploaded): 1.9 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/website/old-cdn-static/videos/about-cuemath-plus-class.mp4
:scheme: https
accept: */*
accept-encoding: identity;q=1, *;q=0
accept-language: en-US,en;q=0.9
priority: i
range: bytes=0-
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: video
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
Content-Length: 25486002
Content-Range: bytes 0-25486001/25486002
age: 5063
cache-control: public, max-age=14400
cf-cache-status: HIT
cf-ray: 8f4ba272ef5c9c1f-IAD
content-type: video/mp4
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: "c0dbed7e4bceda43c77dd76c22644993-2"
expires: Fri, 20 Dec 2024 04:49:48 GMT
last-modified: Sun, 27 Nov 2022 13:12:50 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: YV74J1/yZVFDY2OXNdblkOUF7+gIJu7ma74FLXj54F1Mp6z9afsx9GqxhgHIAXUldxlSceE7mjs=
x-amz-request-id: 8MV1QAPXDVWM6HK6
x-amz-version-id: UehoHqRvYwZQmMFRBSI9zO_LYkKw56Ch
:status: 206
content-length: 25486002
content-range: bytes 0-25486001/25486002
Request 28: https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015
URL: https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015
Host: static.cloudflareinsights.com
IP: [2606:4700::6810:4f49]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 147, depends on 0, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 574
Request Start: 0.954 s
DNS Lookup: 135 ms
Initial Connection: 32 ms
Time to First Byte: 46 ms
Content Download: 4 ms
Bytes In (downloaded): 6.7 KB
Uncompressed Size: 19.5 KB
Bytes Out (uploaded): 2.0 KB
View Response Body
Request Headers:
:authority: static.cloudflareinsights.com
:method: GET
:path: /beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-origin: *
cache-control: public, max-age=86400
cf-ray: 8f4ba272dd1b824e-IAD
content-encoding: gzip
content-type: text/javascript;charset=UTF-8
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:47 GMT
etag: W/"2024.6.1"
last-modified: Thu, 06 Jun 2024 15:52:56 GMT
server: cloudflare
vary: Accept-Encoding
:status: 200
Request 29: https://static.qumath.in/static/next/_next/static/media/Athletics-Black.5ab9d6b3e5ee3db7b7efba2c841bf9c7.woff
URL: https://static.qumath.in/static/next/_next/static/media/Athletics-Black.5ab9d6b3e5ee3db7b7efba2c841bf9c7.woff
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 7, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 1.282 s
Time to First Byte: 84 ms
Content Download: 10 ms
Bytes In (downloaded): 40.3 KB
Uncompressed Size: 40.3 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/Athletics-Black.5ab9d6b3e5ee3db7b7efba2c841bf9c7.woff
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=0
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-methods: GET
access-control-allow-origin: *
age: 7853124
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba274fa38c963-IAD
content-length: 41244
content-type: font/woff
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: "fdcf667432bfaacb94aaef3c7c50fc63"
expires: Sun, 20 Feb 2028 10:36:28 GMT
last-modified: Wed, 03 Jul 2024 13:49:19 GMT
server: cloudflare
vary: Origin, Access-Control-Request-Headers, Access-Control-Request-Method, Accept-Encoding
x-amz-id-2: tofUeOVPX7J/uedxt8UbGsll0gnfBjt0QriwHUU0Xfmvossp8nPFmJ6CeoPzFvMWqYZ2/QplYlo=
x-amz-request-id: NZCSV4Y75WR8HP52
x-amz-version-id: A7Hcm0_kDRnzyRkxDnL5ruxXyUrfZh1S
:status: 200
Request 30: https://static.qumath.in/static/next/_next/static/media/Athletics-Bold.7e4b0f2fbffc768fc83cce4dc9ea4514.woff
URL: https://static.qumath.in/static/next/_next/static/media/Athletics-Bold.7e4b0f2fbffc768fc83cce4dc9ea4514.woff
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 9, weight 256, depends on 7, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 1.283 s
Time to First Byte: 70 ms
Content Download: 11 ms
Bytes In (downloaded): 40.5 KB
Uncompressed Size: 40.5 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/Athletics-Bold.7e4b0f2fbffc768fc83cce4dc9ea4514.woff
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=0
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-methods: GET
access-control-allow-origin: *
age: 1693304
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba274fa3cc963-IAD
content-length: 41476
content-type: font/woff
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: "400a6ba7a128fb7b1b4c7ffcf76b2c35"
expires: Sun, 20 Feb 2028 10:36:28 GMT
last-modified: Sat, 19 Oct 2024 09:19:29 GMT
server: cloudflare
vary: Origin, Access-Control-Request-Headers, Access-Control-Request-Method, Accept-Encoding
x-amz-id-2: cMYCLtrbMbMn48cm20ukmQZRXzazpZMKsR710QrGvb7IMOYZ4gB9o/2LObBTFGE/dI7O4FFq5oM=
x-amz-request-id: 4DKVNTC8CK3A2M6F
x-amz-version-id: 2OsQyIG.wSfHkjgblaxsVRUkjpsc._sz
:status: 200
Request 31: https://static.qumath.in/static/next/_next/static/media/Athletics-Regular.10695d8155f114d950715d7bfca359b3.woff
URL: https://static.qumath.in/static/next/_next/static/media/Athletics-Regular.10695d8155f114d950715d7bfca359b3.woff
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 11, weight 256, depends on 9, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 1.283 s
Time to First Byte: 40 ms
Content Download: 24 ms
Bytes In (downloaded): 40.3 KB
Uncompressed Size: 40.3 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/Athletics-Regular.10695d8155f114d950715d7bfca359b3.woff
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=0
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-methods: GET
access-control-allow-origin: *
age: 2378559
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba274fa45c963-IAD
content-length: 41288
content-type: binary/octet-stream
date: Fri, 20 Dec 2024 00:49:48 GMT
etag: "b35e673b3ed738aaa23ca5659e48b4d0"
expires: Sun, 20 Feb 2028 10:36:28 GMT
last-modified: Sat, 23 Mar 2024 15:21:33 GMT
server: cloudflare
vary: Origin, Access-Control-Request-Headers, Access-Control-Request-Method, Accept-Encoding
x-amz-id-2: aiTzoBckszJ4qa+lGvQvOMGkdS1E3FGPO4GilJJtIXdJVHK6kckcOzD+cXL0UyKiKX5tHKoVzAs=
x-amz-request-id: 0FF0X3R2C5PFC4MS
x-amz-version-id: 0FH9V9kEEcgAqVONJs0Klb2A7iuIsVP_
:status: 200
Request 32: https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu4mxKKTU1Kg.woff2
URL: https://fonts.gstatic.com/s/roboto/v32/KFOmCnqEu92Fr1Mu4mxKKTU1Kg.woff2
Host: fonts.gstatic.com
IP: [2607:f8b0:4004:c08::5e]
Error/Status Code: 200
Priority: Highest
Protocol: h3
Initiated By: https://www.cuemath.com/ line 575
Request Start: 1.287 s
DNS Lookup: 40 ms
Time to First Byte: 46 ms
Content Download: 5 ms
Bytes In (downloaded): 13.1 KB
Uncompressed Size: 13.1 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: fonts.gstatic.com
:method: GET
:path: /s/roboto/v32/KFOmCnqEu92Fr1Mu4mxKKTU1Kg.woff2
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=0
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
accept-ranges: bytes
access-control-allow-origin: *
age: 165238
alt-svc: h3=":443"; ma=2592000,h3-29=":443"; ma=2592000
cache-control: public, max-age=31536000
content-length: 13388
content-security-policy-report-only: require-trusted-types-for 'script'; report-uri https://csp.withgoogle.com/csp/apps-themes
content-type: font/woff2
cross-origin-opener-policy: same-origin; report-to="apps-themes"
cross-origin-resource-policy: cross-origin
date: Wed, 18 Dec 2024 02:55:50 GMT
expires: Thu, 18 Dec 2025 02:55:50 GMT
last-modified: Thu, 01 Aug 2024 20:41:22 GMT
report-to: {"group":"apps-themes","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/apps-themes"}]}
server: sffe
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
Request 33: https://static.qumath.in/static/next/_next/static/chunks/64795.65e3f4941a6b6a0984e4.js
URL: https://static.qumath.in/static/next/_next/static/chunks/64795.65e3f4941a6b6a0984e4.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 47, weight 147, depends on 45, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js line 0 column 11099
Request Start: 2.331 s
Time to First Byte: 31 ms
Content Download: 1 ms
Bytes In (downloaded): 3.1 KB
Uncompressed Size: 10.2 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/64795.65e3f4941a6b6a0984e4.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 47432
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba27b78309c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:49 GMT
etag: W/"71c2baa22bd927e45e7c84e63a597028"
expires: Sun, 20 Feb 2028 10:36:29 GMT
last-modified: Thu, 19 Dec 2024 11:28:52 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: +5oPrhUZCo2jMaAOKDf06GzGS2iwJZ3/iBbm9tPGw/wtob4tDwYgmVQD11FEo58SzLbO8S3dpM/AumHPdwE7ocC5cKEDBOwCBcY76frKjo4=
x-amz-request-id: 70B1TJ7BANF9PFWY
x-amz-version-id: GQxAyb4q9YvcwIYlS4Ni6p6iuU8CnvZP
:status: 200
Request 34: https://static.qumath.in/static/next/_next/static/chunks/19804.3bd41dc7abc912ca33ef.js
URL: https://static.qumath.in/static/next/_next/static/chunks/19804.3bd41dc7abc912ca33ef.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 49, weight 147, depends on 45, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js line 0 column 11099
Request Start: 2.457 s
Time to First Byte: 32 ms
Content Download: 2 ms
Bytes In (downloaded): 0.7 KB
Uncompressed Size: 1.1 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/19804.3bd41dc7abc912ca33ef.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 1623736
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba27c38e49c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:49 GMT
etag: W/"f4a1725a57afdfb0782bc31d9d7fe67e"
expires: Sun, 20 Feb 2028 10:36:29 GMT
last-modified: Thu, 28 Nov 2024 12:42:48 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: xV4+wV1UcvCWLLXLYRmdbHzAA/mcw08G3i8NOD2zqezKDkMnaM/7rxFIBiBB9JOy8X2umY+YFfhBZEXj7BdhEzyCdM/WXlh6ipvVTsX6ixo=
x-amz-request-id: 4J0PXGJ68NWGDSR6
x-amz-version-id: x0VGNqKUoKwMg2DXvHNsWzxRYxRev8H0
:status: 200
Request 35: https://static.qumath.in/static/next/_next/static/chunks/17830.cd79e76183d00c9e666d.js
URL: https://static.qumath.in/static/next/_next/static/chunks/17830.cd79e76183d00c9e666d.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 51, weight 147, depends on 49, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js line 0 column 11099
Request Start: 2.459 s
Time to First Byte: 33 ms
Content Download: 1 ms
Bytes In (downloaded): 0.3 KB
Uncompressed Size: 0.4 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/17830.cd79e76183d00c9e666d.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 1780764
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba27c38e89c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:49 GMT
etag: W/"72efa6436e322a99e28663c6a3e1a795"
expires: Sun, 20 Feb 2028 10:36:29 GMT
last-modified: Thu, 28 Nov 2024 12:42:48 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: CPB8wQ6o0Ti++3Ecxy078tDXQB9yJDMiPidVFaA5lysCHDrfoU5BCj4yBy5djj5Nbo5vyslkFnE=
x-amz-request-id: MB9GFT2FTGAQ8FJF
x-amz-version-id: PXv.CQhnWAp5I83iOQ80oT2DxZYDWmZs
:status: 200
Request 36: https://static.qumath.in/static/next/_next/static/chunks/78600.bf899ce664f9aacca01b.js
URL: https://static.qumath.in/static/next/_next/static/chunks/78600.bf899ce664f9aacca01b.js
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 53, weight 147, depends on 45, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/webpack-2eeb9b897519e3791197.js line 0 column 11099
Request Start: 2.525 s
Time to First Byte: 28 ms
Content Download: 1 ms
Bytes In (downloaded): 1.6 KB
Uncompressed Size: 4.1 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/chunks/78600.bf899ce664f9aacca01b.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 2701120
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba27ca93e9c1f-IAD
content-encoding: br
content-type: text/javascript
date: Fri, 20 Dec 2024 00:49:49 GMT
etag: W/"ce2d9e64cd77442bb28524ecaff42c6a"
expires: Sun, 20 Feb 2028 10:36:29 GMT
last-modified: Tue, 05 Nov 2024 13:52:55 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: gwVK2OfF9nQGOto9Mrt7JoteEDqV5704hr+K0+3ek9ddUH8i0Mdl6QY1B3UdIjSuYz2CzLeknuo=
x-amz-request-id: 19GMJDR1E23ZD7M5
x-amz-version-id: sexFDaaELP_wpP5GkcoCyGiNn2GqGyMV
:status: 200
Request 37: https://www.cuemath.com/service-worker.js
URL: https://www.cuemath.com/service-worker.js
Host: www.cuemath.com
IP: [2606:4700::6812:ed7]
Error/Status Code: 200
Priority: Lowest
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 110, depends on 0, EXCLUSIVE
Request Start: 2.732 s
Time to First Byte: 58 ms
Content Download: 1 ms
Bytes In (downloaded): 0.1 KB
Uncompressed Size: 0.1 KB
Bytes Out (uploaded): 0.0 KB
View Response Body
Request Headers:
:method: GET
:authority: www.cuemath.com
:scheme: https
:path: /service-worker.js
cache-control: max-age=0
accept: */*
service-worker: script
sec-fetch-site: same-origin
sec-fetch-mode: same-origin
sec-fetch-dest: serviceworker
referer: https://www.cuemath.com/
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
cookie: cf_ip_lat_lng=%7B%22lat%22%3A%2238.89400%22%2C%22lng%22%3A%22-77.03650%22%7D; cf-ipcity=Washington; cue_country_code=US; __ab_experiment__=%7B%22version%22%3A%222.0.1%22%2C%22ecnaNoIntro%22%3A%22am%22%2C%22showChatBot%22%3A%22a%22%2C%22enableCloudflareCaching%22%3A%22a%22%2C%22websiteRevamp%22%3A%22f%22%7D; last_landing_page=%7B%22value%22%3A%22%2F%22%2C%22createdAt%22%3A%222024-12-20T00%3A49%3A47.482Z%22%7D; lru-cache=HIT; __cf_bm=tTmg2vV6YArZE3DMealzQ8MnzLJLzojLuFfAEg4d4AY-1734655787-1.0.1.1-M7NOKyqFyuNBqBVKvSeqnbrpGb142MI_hyfKahrs0yycJwUKoTyxJuaQTxZaLCjcH6KNk_4RjvldGITlfGF8VA; mp_30137be7dac047d9eeeff55e48b07616_mixpanel=%7B%22distinct_id%22%3A%20%22%24device%3A193e18ac9eb9f3-09eed318178846-44146009-232800-193e18ac9eb9f3%22%2C%22%24device_id%22%3A%20%22193e18ac9eb9f3-09eed318178846-44146009-232800-193e18ac9eb9f3%22%2C%22%24initial_referrer%22%3A%20%22%24direct%22%2C%22%24initial_referring_domain%22%3A%20%22%24direct%22%7D; source_details=%7B%22platform_channel%22%3A%22website%22%2C%22revenue_channel%22%3A%22organic%22%2C%22source_channel%22%3A%22organic%22%2C%22flow%22%3A%22regular%22%2C%22guest_id%22%3A%224c26aaf5-bc95-4ee9-b7e0-e81987348e1f%22%2C%22referrer%22%3A%22%22%2C%22signup_page%22%3A%7B%22url_path%22%3A%22%2F%22%2C%22page_profile%22%3A%22Brand%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A49.601Z%22%7D%2C%22first_page%22%3A%7B%22url_path%22%3A%22%2F%22%2C%22page_profile%22%3A%22Brand%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A49.601Z%22%7D%2C%22landing_page_24_hours%22%3A%7B%22page_profile%22%3A%22Others%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A49.602Z%22%7D%2C%22landing_page_session%22%3A%7B%22url_path%22%3A%22%2F%22%2C%22page_profile%22%3A%22Brand%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A49.602Z%22%7D%7D
priority: u=4, i
Response Headers:
:status: 200
date: Fri, 20 Dec 2024 00:49:49 GMT
content-type: application/javascript
access-control-allow-headers: Authorization, Origin, X-Requested-With, Content-Type, Accept
access-control-allow-methods: GET, POST, OPTIONS, HEAD, PATCH
access-control-allow-origin: *
etag: W/"659206d4679a4b6fd3aeeee34132e38f"
isk8: true
last-modified: Thu, 11 Mar 2021 06:30:28 GMT
x-amz-id-2: oPxdHiD14RixmrFeLr2AWA0jqQdmKouHksneET16RKRKT+zAwxJwG4mTPUNk4edtqAjeIxyhHlwMUbwtnnVepQ==
x-amz-request-id: RJF5J7SN4ZKTN22D
x-amz-version-id: gT5ED6uhW.ZqSlh0o5ZXQ6n4Hjw4JhZ6
x-frame-options: SAMEORIGIN
cf-cache-status: HIT
age: 3632
expires: Fri, 20 Dec 2024 04:49:49 GMT
cache-control: public, max-age=14400
set-cookie: __cf_bm=QssMpGIt8SKqbAI1hyI2Tr3pG24opT5C3Q2OjIV57xg-1734655789-1.0.1.1-dpvukX.JWxb7arzXigCB9.V.ydxv62p3VDIN_qrUcRPHl5_.GwtZzpBM80c1idbjVCfDcqLi1bBvdtX39uhWKg; path=/; expires=Fri, 20-Dec-24 01:19:49 GMT; domain=.cuemath.com; HttpOnly; Secure; SameSite=None
vary: Accept-Encoding
server: cloudflare
cf-ray: 8f4ba27e1ea33af9-IAD
content-encoding: gzip
Request 38: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x
URL: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x
Host: www.googletagmanager.com
IP: [2607:f8b0:4004:c0b::61]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 147, depends on 0, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js
Request Start: 2.807 s
DNS Lookup: 51 ms
Initial Connection: 16 ms
Time to First Byte: 120 ms
Content Download: 84 ms
Bytes In (downloaded): 130.5 KB
Uncompressed Size: 443.7 KB
Bytes Out (uploaded): 1.9 KB
View Response Body
Request Headers:
:authority: www.googletagmanager.com
:method: GET
:path: /gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
access-control-allow-headers: Cache-Control
access-control-allow-origin: *
cache-control: private, max-age=900
content-encoding: br
content-length: 133655
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascgcycc:1080:0
content-type: application/javascript; charset=UTF-8
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:49 GMT
expires: Fri, 20 Dec 2024 00:49:49 GMT
last-modified: Fri, 20 Dec 2024 00:00:00 GMT
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascgcycc:1080:0"}],}
server: Google Tag Manager
strict-transport-security: max-age=31536000; includeSubDomains
vary: Accept-Encoding
x-xss-protection: 0
:status: 200
Request 39: https://api-js.mixpanel.com/track/?ip=1&_=1734655789623
URL: https://api-js.mixpanel.com/track/?ip=1&_=1734655789623
Host: api-js.mixpanel.com
IP: 130.211.34.183
Error/Status Code: 200
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 220, depends on 0, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js line 0 column 91701
Request Start: 2.812 s
DNS Lookup: 62 ms
Initial Connection: 44 ms
Time to First Byte: 134 ms
Content Download: 5 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 2.1 KB
View Response Body
Request Headers:
:authority: api-js.mixpanel.com
:method: POST
:path: /track/?ip=1&_=1734655789623
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
content-length: 3534
content-type: application/x-www-form-urlencoded
origin: https://www.cuemath.com
priority: u=1, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: empty
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
access-control-allow-headers: X-Requested-With, Content-Type
access-control-allow-methods: GET, POST, OPTIONS
access-control-allow-origin: https://www.cuemath.com
access-control-expose-headers: X-MP-CE-Backoff
access-control-max-age: 1728000
alt-svc: clear
cache-control: no-cache, no-store
content-length: 1
content-type: application/json
date: Fri, 20 Dec 2024 00:49:49 GMT
server: envoy
strict-transport-security: max-age=604800; includeSubDomains
via: 1.1 google
x-envoy-upstream-service-time: 31
:status: 200
Request 40: https://cdn.jsdelivr.net/npm/cookieconsent@3/build/cookieconsent.min.js
URL: https://cdn.jsdelivr.net/npm/cookieconsent@3/build/cookieconsent.min.js
Host: cdn.jsdelivr.net
IP: [2a04:4e42::485]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 147, depends on 0, EXCLUSIVE
Initiated By: https://static.qumath.in/static/next/_next/static/chunks/pages/_app-938a24a906f421efc0f2.js line 0 column 1368274
Request Start: 2.837 s
DNS Lookup: 43 ms
Initial Connection: 41 ms
Time to First Byte: 46 ms
Content Download: 4 ms
Bytes In (downloaded): 7.0 KB
Uncompressed Size: 20.2 KB
Bytes Out (uploaded): 1.8 KB
View Response Body
Request Headers:
:authority: cdn.jsdelivr.net
:method: GET
:path: /npm/cookieconsent@3/build/cookieconsent.min.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-origin: *
access-control-expose-headers: *
age: 7010
alt-svc: h3=":443";ma=86400,h3-29=":443";ma=86400,h3-27=":443";ma=86400
cache-control: public, max-age=604800, s-maxage=43200
content-encoding: br
content-length: 7125
content-type: application/javascript; charset=utf-8
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:49 GMT
etag: W/"50d5-nLraS9YXyGxjjPLr3exyStWWkHs"
strict-transport-security: max-age=31536000; includeSubDomains; preload
timing-allow-origin: *
vary: Accept-Encoding
x-cache: HIT, HIT
x-content-type-options: nosniff
x-jsd-version: 3.1.1
x-jsd-version-type: version
x-served-by: cache-fra-etou8220134-FRA, cache-iad-kiad7000104-IAD
:status: 200
Request 41: https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png
URL: https://static.qumath.in/static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 55, weight 147, depends on 45, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.018 s
Time to First Byte: 46 ms
Content Download: 22 ms
Bytes In (downloaded): 137.0 KB
Uncompressed Size: 137.0 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 21147
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=215871
cf-ray: 8f4ba27fccd49c1f-IAD
content-disposition: inline; filename="Monalisa-90cfc2ecf41f53d0f818f268e4e5a8b9.webp"
content-length: 140274
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "6ca2aadab7d4547d0303d39f25f58670"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Thu, 19 Dec 2024 13:41:12 GMT
server: cloudflare
vary: Accept
x-amz-id-2: uapi5EMERYXTukGHGVjIWh6yjh9Jgy/Llmd9VApQrK0UcKhVeP4Se8JrP7UiUGSbuP0g1+NG3js=
x-amz-request-id: BZYNZEHAKC6N7Y9V
x-amz-version-id: KC72uw6hHr9IxMmXP0M8Fg7lfNkYYOzO
:status: 200
Request 42: https://static.qumath.in/static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png
URL: https://static.qumath.in/static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 57, weight 147, depends on 55, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.018 s
Time to First Byte: 37 ms
Content Download: 18 ms
Bytes In (downloaded): 94.5 KB
Uncompressed Size: 94.5 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/Marcia-d5db2895c8d426abdaff491671865e0c.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 6518
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=151166
cf-ray: 8f4ba27fccd79c1f-IAD
content-disposition: inline; filename="Marcia-d5db2895c8d426abdaff491671865e0c.webp"
content-length: 96754
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "e8a952645ae29ca2afb598e0cab7d35e"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Thu, 19 Dec 2024 13:41:12 GMT
server: cloudflare
vary: Accept
x-amz-id-2: D1xOBj7NlWcd8PXenCulTENY2RQ6wINI38tQZUvMNGpZfOV4Ee8FSNCc3yWq/N/NYIRQPFHl76Y=
x-amz-request-id: FAQZ0H8637JE74DC
x-amz-version-id: RA770ZxlsLSRAQf0bi5zaF5xFigLKsjy
:status: 200
Request 43: https://static.qumath.in/static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png
URL: https://static.qumath.in/static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 59, weight 147, depends on 57, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.018 s
Time to First Byte: 95 ms
Content Download: 56 ms
Bytes In (downloaded): 85.3 KB
Uncompressed Size: 85.3 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/Moni-6af3d5e60e0b67f9d0daf7875dc177ae.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 1689299
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=140492
cf-ray: 8f4ba27fccd89c1f-IAD
content-disposition: inline; filename="Moni-6af3d5e60e0b67f9d0daf7875dc177ae.webp"
content-length: 87354
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "2384c2e3f4077607a0e848c79109ce1f"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Thu, 28 Nov 2024 12:42:52 GMT
server: cloudflare
vary: Accept
x-amz-id-2: JGSrq5Cj8aAUk7jRqsnbxUkTBG0MH3XMyDoyPRZEAujp47dfE2aAzhZgugGldj1z1u3xFv2iLig=
x-amz-request-id: N718JENKBXX6H5TD
x-amz-version-id: E0X6VtAlMDhr8UKb.A0IrTS8kRNwU.m3
:status: 200
Request 44: https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png
URL: https://static.qumath.in/static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 61, weight 147, depends on 59, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.018 s
Time to First Byte: 62 ms
Content Download: 41 ms
Bytes In (downloaded): 108.9 KB
Uncompressed Size: 108.9 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 1923791
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=179908
cf-ray: 8f4ba27fccdc9c1f-IAD
content-disposition: inline; filename="Fritzie-75ebb58b14d8f0c98d00c7299ef79d8b.webp"
content-length: 111484
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "1e0399644a8a7c97e547efe746dfd9c4"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Mon, 25 Nov 2024 15:41:46 GMT
server: cloudflare
vary: Accept
x-amz-id-2: juRXxX/X4bUuoE5N3Op34tEFyQjraC4DuDgDTOjaQCwVhnqYDK1ETW8BLMxh4yoqaCH1pEpiovItmAAF+pWpdghCwZKTs6pscrBvOU4+yMU=
x-amz-request-id: DGX5RY4Y7ADGP4WP
x-amz-version-id: 0Du6ZCEbNe6n_LctLAeFH77Ssp6Lojx6
:status: 200
Request 45: https://static.qumath.in/static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png
URL: https://static.qumath.in/static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 63, weight 147, depends on 61, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.018 s
Time to First Byte: 85 ms
Content Download: 71 ms
Bytes In (downloaded): 97.1 KB
Uncompressed Size: 97.1 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/Linsey-4a3901cfd7f0c55f018fa1916998ebb8.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 26164
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=157174
cf-ray: 8f4ba27fcce09c1f-IAD
content-disposition: inline; filename="Linsey-4a3901cfd7f0c55f018fa1916998ebb8.webp"
content-length: 99452
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "c0417f0e239635c0b66d6d27dde7af51"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Thu, 19 Dec 2024 13:41:12 GMT
server: cloudflare
vary: Accept
x-amz-id-2: IslG9bFUZts/GdlJWC0N206UJL4f2EkF+LVTP+Wh2pcATxA4o2XI+PAInpGRPp2//xLm88jSXj0/dxlUxXIaS9GCEICooHzkJAhCAooCEgE=
x-amz-request-id: CMS9YV2Y9DBFAMEG
x-amz-version-id: zZ68uLNjum8OdWKu3vP5TuA_QUeJwLO6
:status: 200
Request 46: https://static.qumath.in/static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png
URL: https://static.qumath.in/static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 65, weight 147, depends on 63, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.019 s
Time to First Byte: 74 ms
Content Download: 67 ms
Bytes In (downloaded): 87.5 KB
Uncompressed Size: 87.5 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/Abiodun-c30ec82436f9ae34fc79424012092a7b.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 3437
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=142944
cf-ray: 8f4ba27fcce59c1f-IAD
content-disposition: inline; filename="Abiodun-c30ec82436f9ae34fc79424012092a7b.webp"
content-length: 89608
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "54a21fc027f544ae7edc1f80e50b0040"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Thu, 19 Dec 2024 13:41:12 GMT
server: cloudflare
vary: Accept
x-amz-id-2: WLaWyd2/tH7mMdEVjNHNmOurjL16OUiq+0g+M9YpjFtjLHxodQBEjy6qJ08vaH/AClwPMBnrNaUrFSWiCXvDp/RQP5HMgs4pYzyZenwt54A=
x-amz-request-id: M816BQR4GHP68K8R
x-amz-version-id: gbCaj.0jFipE9wFYfz_ckoxbV4q4j.pw
:status: 200
Request 47: https://static.qumath.in/static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png
URL: https://static.qumath.in/static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 67, weight 147, depends on 65, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.022 s
Time to First Byte: 83 ms
Content Download: 76 ms
Bytes In (downloaded): 175.9 KB
Uncompressed Size: 175.9 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 2104147
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=256176
cf-ray: 8f4ba27fdce99c1f-IAD
content-disposition: inline; filename="Olayide-fcffb5dbfe00e566888495d5ed6bcb6b.webp"
content-length: 180158
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "cae4640b2f4c4e2cf9b7ea3dce36326b"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Mon, 25 Nov 2024 15:41:47 GMT
server: cloudflare
vary: Accept
x-amz-id-2: 9e9j9XVOLUVMijWjmCiO+3CHCJ5mePSdLJG/NtEFUvd2dRNf9vhnwlgte4VNM3kVRqQg9l6aGUI=
x-amz-request-id: 9JB9TAEG7TA33KZ9
x-amz-version-id: a1.tcgHwTcTmEN14xpOprpV.LsTCAbEN
:status: 200
Request 48: https://static.qumath.in/static/next/_next/static/media/Athletics-Medium.f20566b40b1e9f21f6dc9eb5d75ea49c.woff
URL: https://static.qumath.in/static/next/_next/static/media/Athletics-Medium.f20566b40b1e9f21f6dc9eb5d75ea49c.woff
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 13, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.095 s
Time to First Byte: 44 ms
Content Download: 12 ms
Bytes In (downloaded): 40.6 KB
Uncompressed Size: 40.6 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/Athletics-Medium.f20566b40b1e9f21f6dc9eb5d75ea49c.woff
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
origin: https://www.cuemath.com
priority: u=0
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: font
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
access-control-allow-methods: GET
access-control-allow-origin: *
age: 12831943
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba28049e2c963-IAD
content-length: 41556
content-type: font/woff
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "cc46133547c418bfd2c865b677a1fd62"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Wed, 24 Jul 2024 11:24:12 GMT
server: cloudflare
vary: Origin, Access-Control-Request-Headers, Access-Control-Request-Method, Accept-Encoding
x-amz-id-2: LB0GxUxz5gEESvxs5mcvWoQ7Vz40Xw4Q6g/itFxtK1RcXgzTSYNNrLuNaJLbW7hG8MGM6Cv9NtQ=
x-amz-request-id: YH2DTN9FHGYDKFMP
x-amz-version-id: CT4TY7.6CEbBQoF3nLR_G_C0lbIcEN_P
:status: 200
Request 49: https://static.qumath.in/static/next/_next/static/media/leap-teacher.a83ca59710e51e12eed5c426f6e15a64.mp4
URL: https://static.qumath.in/static/next/_next/static/media/leap-teacher.a83ca59710e51e12eed5c426f6e15a64.mp4
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 206
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 69, weight 147, depends on 45, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.276 s
Time to First Byte: 41 ms
Content Download: 112 ms
Bytes In (downloaded): 383.5 KB
Uncompressed Size: 383.5 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/leap-teacher.a83ca59710e51e12eed5c426f6e15a64.mp4
:scheme: https
accept: */*
accept-encoding: identity;q=1, *;q=0
accept-language: en-US,en;q=0.9
priority: i
range: bytes=0-
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: video
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
Content-Length: 392745
Content-Range: bytes 0-392744/392745
age: 8537
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba2816e969c1f-IAD
content-type: video/mp4
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "b1960348b31e842014ddafd08079d879"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Fri, 08 Nov 2024 13:41:17 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: o0nkpgE6djOCq+NCYak373pD4q2f4ybXIoRj+iuShLNnrsM+hOXWMK6rRFxyO9CgO2AURKQefbU=
x-amz-request-id: 7S8ZZY1B012AG5X2
x-amz-version-id: JGTbGb2OGcLasi8QHlogl.rtE_F0zDZj
:status: 206
content-length: 392745
content-range: bytes 0-392744/392745
Request 50: https://static.qumath.in/static/next/_next/static/media/leap-student.9f79a2d28b76f5f547aecd188bea2210.mp4
URL: https://static.qumath.in/static/next/_next/static/media/leap-student.9f79a2d28b76f5f547aecd188bea2210.mp4
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 206
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 71, weight 147, depends on 69, EXCLUSIVE
Initiated By: https://www.cuemath.com/ line 575
Request Start: 3.278 s
Time to First Byte: 61 ms
Content Download: 96 ms
Bytes In (downloaded): 391.9 KB
Uncompressed Size: 391.9 KB
Bytes Out (uploaded): 2.0 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/media/leap-student.9f79a2d28b76f5f547aecd188bea2210.mp4
:scheme: https
accept: */*
accept-encoding: identity;q=1, *;q=0
accept-language: en-US,en;q=0.9
priority: i
range: bytes=0-
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: video
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
Content-Length: 401271
Content-Range: bytes 0-401270/401271
age: 13534768
cache-control: public, max-age=100000000
cf-cache-status: HIT
cf-ray: 8f4ba2816e999c1f-IAD
content-type: video/mp4
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: "a2b3eda4f4fa55ca34fa81ee25fdfeb9"
expires: Sun, 20 Feb 2028 10:36:30 GMT
last-modified: Tue, 16 Jul 2024 06:59:08 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: lU6FNEEwl2Ody++VKenlxG+6KXXaUO0xSugPYGd1ZLEd2XESWAutDSVQDblQGB+UeEJPfCKyukc=
x-amz-request-id: XY9SHG4A76CVY7AA
x-amz-version-id: bcshiKsnbaWTdvj5XYuqZMfQLxenl0f7
:status: 206
content-length: 401271
content-range: bytes 0-401270/401271
Request 51: https://ssl.widgets.webengage.com/js/service-worker.js
URL: https://ssl.widgets.webengage.com/js/service-worker.js
Host: ssl.widgets.webengage.com
IP: [2606:4700::6812:1c93]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://www.cuemath.com/service-worker.js line 0 column 0
Request Start: 3.548 s
DNS Lookup: 48 ms
Initial Connection: 16 ms
Time to First Byte: 35 ms
Content Download: 2 ms
Bytes In (downloaded): 8.5 KB
Uncompressed Size: 24.4 KB
Bytes Out (uploaded): 1.5 KB
View Response Body
Request Headers:
:authority: ssl.widgets.webengage.com
:method: GET
:path: /js/service-worker.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
cache-control: max-age=0
priority: u=0, i
referer: https://www.cuemath.com/
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-origin: *
age: 12063
cache-control: max-age=14400
cf-cache-status: HIT
cf-ray: 8f4ba2831d2ec5a2-IAD
content-encoding: gzip
content-type: application/javascript
date: Fri, 20 Dec 2024 00:49:50 GMT
etag: W/"67600824-61cb"
expires: Fri, 20 Dec 2024 00:29:42 GMT
last-modified: Mon, 16 Dec 2024 10:59:48 GMT
server: cloudflare
vary: Accept-Encoding
via: 1.1 48c70f7a0c91fc5e8cb64d6c71ad9826.cloudfront.net (CloudFront)
x-amz-cf-id: 8OH17BzPkGdT6JZUllHhWVs7bfjbjbTt6g_O-PTBhBv172RgGFpuRg==
x-amz-cf-pop: IAD89-C2
x-cache: Hit from cloudfront
:status: 200
Request 52: https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200
URL: https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200
Host: www.googletagmanager.com
IP: [2607:f8b0:4004:c0b::61]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 147, depends on 0, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x line 190 column 28
Request Start: 4.224 s
Time to First Byte: 59 ms
Content Download: 154 ms
Bytes In (downloaded): 131.8 KB
Uncompressed Size: 421.8 KB
Bytes Out (uploaded): 1.9 KB
View Response Body
Request Headers:
:authority: www.googletagmanager.com
:method: GET
:path: /gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
access-control-allow-headers: Cache-Control
access-control-allow-origin: *
cache-control: private, max-age=900
content-encoding: br
content-length: 134973
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascgcycc:838:0
content-type: application/javascript; charset=UTF-8
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 20 Dec 2024 00:49:51 GMT
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascgcycc:838:0"}],}
server: Google Tag Manager
strict-transport-security: max-age=31536000; includeSubDomains
vary: Accept-Encoding
x-xss-protection: 0
:status: 200
Request 53: https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200
URL: https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200
Host: www.googletagmanager.com
IP: [2607:f8b0:4004:c0b::61]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 5, weight 147, depends on 3, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x line 190 column 28
Request Start: 4.224 s
Time to First Byte: 123 ms
Content Download: 99 ms
Bytes In (downloaded): 98.8 KB
Uncompressed Size: 288.5 KB
Bytes Out (uploaded): 1.9 KB
View Response Body
Request Headers:
:authority: www.googletagmanager.com
:method: GET
:path: /gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
access-control-allow-headers: Cache-Control
access-control-allow-origin: *
cache-control: private, max-age=900
content-encoding: br
content-length: 101214
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascgcysghrgc:42:0
content-type: application/javascript; charset=UTF-8
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 20 Dec 2024 00:49:51 GMT
last-modified: Fri, 20 Dec 2024 00:00:00 GMT
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascgcysghrgc:42:0"}],}
server: Google Tag Manager
strict-transport-security: max-age=31536000; includeSubDomains
vary: Accept-Encoding
x-xss-protection: 0
:status: 200
Request 54: https://www.google.com/ccm/collect?en=page_view&dl=https%3A%2F%2Fwww.cuemath.com%2F&scrsrc=www.googletagmanager.com&frm=0&rnd=22288582.1734655791&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&auid=1115489038.1734655791&navt=n&npa=0>m=45He4cc1v810554577za200&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&tft=1734655791213&tfd=4213&apve=1
URL: https://www.google.com/ccm/collect?en=page_view&dl=https%3A%2F%2Fwww.cuemath.com%2F&scrsrc=www.googletagmanager.com&frm=0&rnd=22288582.1734655791&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&auid=1115489038.1734655791&navt=n&npa=0>m=45He4cc1v810554577za200&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&tft=1734655791213&tfd=4213&apve=1
Host: www.google.com
IP: [2607:f8b0:4004:c1d::68]
Error/Status Code: 200
Priority: Lowest
Protocol: h3
Initiated By: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x line 194 column 226
Request Start: 4.311 s
DNS Lookup: 35 ms
Time to First Byte: 56 ms
Bytes In (downloaded): 0.0 KB
Bytes Out (uploaded): 3.1 KB
Request Headers:
:authority: www.google.com
:method: POST
:path: /ccm/collect?en=page_view&dl=https%3A%2F%2Fwww.cuemath.com%2F&scrsrc=www.googletagmanager.com&frm=0&rnd=22288582.1734655791&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&auid=1115489038.1734655791&navt=n&npa=0>m=45He4cc1v810554577za200&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&tft=1734655791213&tfd=4213&apve=1
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
content-length: 0
origin: https://www.cuemath.com
priority: u=4, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: empty
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
access-control-allow-origin: https://www.cuemath.com
access-control-expose-headers: date,vary,vary,vary,server,content-length
alt-svc: h3=":443"; ma=2592000,h3-29=":443"; ma=2592000
cache-control: no-cache, no-store, must-revalidate
content-length: 0
content-type: text/plain
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
pragma: no-cache
server: scaffolding on HTTPServer2
vary: Origin
vary: X-Origin
vary: Referer
x-content-type-options: nosniff
x-frame-options: SAMEORIGIN
x-xss-protection: 0
Request 55: https://www.googletagmanager.com/static/service_worker/4cc0/sw_iframe.html?origin=https%3A%2F%2Fwww.cuemath.com
URL: https://www.googletagmanager.com/static/service_worker/4cc0/sw_iframe.html?origin=https%3A%2F%2Fwww.cuemath.com
Host: www.googletagmanager.com
IP: [2607:f8b0:4004:c0b::61]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x line 515 column 358
Request Start: 4.475 s
Initial Connection: 17 ms
Time to First Byte: 45 ms
Content Download: 2 ms
Bytes In (downloaded): 1.4 KB
Uncompressed Size: 3.4 KB
Bytes Out (uploaded): 2.3 KB
View Response Body
Request Headers:
:authority: www.googletagmanager.com
:method: GET
:path: /static/service_worker/4cc0/sw_iframe.html?origin=https%3A%2F%2Fwww.cuemath.com
:scheme: https
accept: text/html,application/xhtml+xml,application/xml;q=0.9,image/avif,image/webp,image/apng,*/*;q=0.8,application/signed-exchange;v=b3;q=0.7
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=0, i
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: iframe
sec-fetch-mode: navigate
sec-fetch-site: cross-site
upgrade-insecure-requests: 1
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 1033
cache-control: public, max-age=31536000
content-encoding: br
content-length: 1476
content-type: text/html
cross-origin-opener-policy: same-origin; report-to="analytics-container-tag-serving"
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:32:38 GMT
expires: Sat, 20 Dec 2025 00:32:38 GMT
last-modified: Thu, 12 Dec 2024 10:18:00 GMT
report-to: {"group":"analytics-container-tag-serving","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/analytics-container-tag-serving"}]}
server: sffe
service-worker-allowed: /static/service_worker
vary: Accept-Encoding
x-content-type-options: nosniff
x-xss-protection: 0
:status: 200
Request 56: https://connect.facebook.net/en_US/fbevents.js
URL: https://connect.facebook.net/en_US/fbevents.js
Host: connect.facebook.net
IP: [2a03:2880:f012:8:face:b00c:0:1]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x
Request Start: 4.540 s
DNS Lookup: 205 ms
Time to First Byte: 50 ms
Content Download: 102 ms
Bytes In (downloaded): 60.8 KB
Uncompressed Size: 239.3 KB
Bytes Out (uploaded): 1.7 KB
View Response Body
Request Headers:
:authority: connect.facebook.net
:method: GET
:path: /en_US/fbevents.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
alt-svc: h3=":443"; ma=86400
cache-control: public, max-age=1200
content-encoding: gzip
content-length: 62282
content-security-policy: default-src 'self' data: blob: *;script-src 'nonce-QpgiHSrg' *.facebook.com *.fbcdn.net *.facebook.net 127.0.0.1:* blob: data: 'self' https://*.google-analytics.com *.google.com;style-src data: blob: 'unsafe-inline' *;connect-src *.facebook.com facebook.com *.fbcdn.net *.facebook.net wss://*.facebook.com:* wss://*.whatsapp.com:* wss://*.fbcdn.net attachment.fbsbx.com ws://localhost:* blob: *.cdninstagram.com 'self' https://*.google-analytics.com;img-src 'self' data: blob: * https://*.google-analytics.com;block-all-mixed-content;upgrade-insecure-requests;require-trusted-types-for 'script';
content-type: application/x-javascript; charset=utf-8
cross-origin-embedder-policy-report-only: require-corp;report-to="coep_report"
cross-origin-opener-policy: same-origin-allow-popups
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
document-policy: force-load-at-top
expires: Sat, 01 Jan 2000 00:00:00 GMT
origin-agent-cluster: ?1
permissions-policy: accelerometer=(), attribution-reporting=(), autoplay=(), bluetooth=(), camera=(), ch-device-memory=(), ch-downlink=(), ch-dpr=(), ch-ect=(), ch-rtt=(), ch-save-data=(), ch-ua-arch=(), ch-ua-bitness=(), ch-viewport-height=(), ch-viewport-width=(), ch-width=(), clipboard-read=(), clipboard-write=(), compute-pressure=(), display-capture=(), encrypted-media=(), fullscreen=(self), gamepad=(), geolocation=(), gyroscope=(), hid=(), idle-detection=(), interest-cohort=(), keyboard-map=(), local-fonts=(), magnetometer=(), microphone=(), midi=(), otp-credentials=(), payment=(), picture-in-picture=(), private-state-token-issuance=(), publickey-credentials-get=(), screen-wake-lock=(), serial=(), shared-storage=(), shared-storage-select-url=(), private-state-token-redemption=(), usb=(), unload=(self), window-management=(), xr-spatial-tracking=();report-to="permissions_policy"
pragma: public
priority: u=3,i
report-to: {"max_age":2592000,"endpoints":[{"url":"https:\/\/www.facebook.com\/browser_reporting\/coop\/?minimize=0"}],"group":"coop_report","include_subdomains":true}, {"max_age":86400,"endpoints":[{"url":"https:\/\/www.facebook.com\/browser_reporting\/coep\/?minimize=0"}],"group":"coep_report"}, {"max_age":21600,"endpoints":[{"url":"https:\/\/www.facebook.com\/ajax\/browser_error_reports\/"}],"group":"permissions_policy"}
reporting-endpoints: coop_report="https://www.facebook.com/browser_reporting/coop/?minimize=0", coep_report="https://www.facebook.com/browser_reporting/coep/?minimize=0", permissions_policy="https://www.facebook.com/ajax/browser_error_reports/"
strict-transport-security: max-age=31536000; preload; includeSubDomains
timing-allow-origin: *
vary: Accept-Encoding
x-content-type-options: nosniff
x-fb-connection-quality: EXCELLENT; q=0.9, rtt=39, rtx=0, c=23, mss=1232, tbw=4516, tp=9, tpl=0, uplat=0, ullat=-1
x-fb-debug: 4bGgOWkkxvksmQFoCEldxiggiJaSJI1abPEWGMsTpI+AD8mzdqYMYhGxptf0XZwck0/f+Nr3Wc/rlq+nGvcN7A==
x-frame-options: DENY
x-xss-protection: 0
Request 57: https://www.google-analytics.com/analytics.js
URL: https://www.google-analytics.com/analytics.js
Host: www.google-analytics.com
IP: [2607:f8b0:4004:c06::64]
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 147, depends on 0, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x line 190 column 28
Request Start: 4.563 s
DNS Lookup: 41 ms
Initial Connection: 41 ms
Time to First Byte: 33 ms
Content Download: 24 ms
Bytes In (downloaded): 20.5 KB
Uncompressed Size: 51.7 KB
Bytes Out (uploaded): 1.7 KB
View Response Body
Request Headers:
:authority: www.google-analytics.com
:method: GET
:path: /analytics.js
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 580
cache-control: public, max-age=7200
content-encoding: gzip
content-length: 20994
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascnsrsgac:225:0
content-type: text/javascript
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:40:11 GMT
expires: Fri, 20 Dec 2024 02:40:11 GMT
last-modified: Tue, 12 Dec 2023 18:09:08 GMT
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascnsrsgac:225:0"}],}
server: Golfe2
strict-transport-security: max-age=31536000; includeSubDomains; preload
vary: Accept-Encoding
x-content-type-options: nosniff
:status: 200
Request 58: https://websdk.appsflyer.com/?st=banners&
URL: https://websdk.appsflyer.com/?st=banners&
Host: websdk.appsflyer.com
IP: 18.161.170.23
Error/Status Code: 200
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 147, depends on 0, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtm.js?id=GTM-P5J5M4G>m_auth=>m_preview=>m_cookies_win=x
Request Start: 4.653 s
DNS Lookup: 53 ms
Initial Connection: 64 ms
Time to First Byte: 128 ms
Content Download: 4 ms
Bytes In (downloaded): 14.2 KB
Uncompressed Size: 51.2 KB
Bytes Out (uploaded): 1.7 KB
View Response Body
Request Headers:
:authority: websdk.appsflyer.com
:method: GET
:path: /?st=banners&
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
age: 2960
alt-svc: h3=":443"; ma=86400
content-encoding: gzip
content-type: application/javascript
date: Fri, 20 Dec 2024 00:00:32 GMT
etag: W/"7ee104753099f9f00003724eb0a4c433"
last-modified: Tue, 01 Oct 2024 07:07:49 GMT
server: AmazonS3
vary: accept-encoding
via: 1.1 3d2313f745328d14382b38933365a878.cloudfront.net (CloudFront)
x-amz-cf-id: g9sUMNf382mUtOY2nwBPPOAXbUgTSNGnn4qAmPTk59Yz2IKxDVggmg==
x-amz-cf-pop: DFW57-P3
x-amz-server-side-encryption: AES256
x-cache: Hit from cloudfront
:status: 200
Request 59: https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791550&cv=11&fst=1734655791550&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4
URL: https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791550&cv=11&fst=1734655791550&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4
Host: googleads.g.doubleclick.net
IP: [2607:f8b0:4004:c09::9d]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200 line 130 column 454
Request Start: 4.666 s
DNS Lookup: 38 ms
Time to First Byte: 79 ms
Content Download: 5 ms
Bytes In (downloaded): 2.3 KB
Uncompressed Size: 4.5 KB
Bytes Out (uploaded): 3.6 KB
View Response Body
Request Headers:
:authority: googleads.g.doubleclick.net
:method: GET
:path: /pagead/viewthroughconversion/809392233/?random=1734655791550&cv=11&fst=1734655791550&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
alt-svc: h3=":443"; ma=2592000,h3-29=":443"; ma=2592000
cache-control: no-cache, must-revalidate
content-disposition: attachment; filename="f.txt"
content-encoding: br
content-length: 2329
content-type: text/javascript; charset=UTF-8
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
p3p: policyref="https://googleads.g.doubleclick.net/pagead/gcn_p3p_.xml", CP="CURa ADMa DEVa TAIo PSAo PSDo OUR IND UNI PUR INT DEM STA PRE COM NAV OTC NOI DSP COR"
pragma: no-cache
server: cafe
set-cookie: test_cookie=CheckForPermission; expires=Fri, 20-Dec-2024 01:04:51 GMT; path=/; domain=.doubleclick.net; Secure; SameSite=none
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
Request 60: https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791515&cv=11&fst=1734655791515&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4
URL: https://googleads.g.doubleclick.net/pagead/viewthroughconversion/809392233/?random=1734655791515&cv=11&fst=1734655791515&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4
Host: googleads.g.doubleclick.net
IP: [2607:f8b0:4004:c09::9d]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200 line 130 column 454
Request Start: 4.667 s
Time to First Byte: 73 ms
Content Download: 5 ms
Bytes In (downloaded): 2.3 KB
Uncompressed Size: 4.5 KB
Bytes Out (uploaded): 3.6 KB
View Response Body
Request Headers:
:authority: googleads.g.doubleclick.net
:method: GET
:path: /pagead/viewthroughconversion/809392233/?random=1734655791515&cv=11&fst=1734655791515&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=4
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
alt-svc: h3=":443"; ma=2592000,h3-29=":443"; ma=2592000
cache-control: no-cache, must-revalidate
content-disposition: attachment; filename="f.txt"
content-encoding: br
content-length: 2329
content-type: text/javascript; charset=UTF-8
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
p3p: policyref="https://googleads.g.doubleclick.net/pagead/gcn_p3p_.xml", CP="CURa ADMa DEVa TAIo PSAo PSDo OUR IND UNI PUR INT DEM STA PRE COM NAV OTC NOI DSP COR"
pragma: no-cache
server: cafe
set-cookie: test_cookie=CheckForPermission; expires=Fri, 20-Dec-2024 01:04:51 GMT; path=/; domain=.doubleclick.net; Secure; SameSite=none
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
Request 61: https://td.doubleclick.net/td/rul/809392233?random=1734655791550&cv=11&fst=1734655791550&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1
URL: https://td.doubleclick.net/td/rul/809392233?random=1734655791550&cv=11&fst=1734655791550&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1
Host: td.doubleclick.net
IP: [2607:f8b0:4004:c17::9d]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200 line 132 column 317
Request Start: 4.708 s
DNS Lookup: 57 ms
Initial Connection: 17 ms
Time to First Byte: 107 ms
Content Download: 4 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 4.6 KB
View Response Body
Request Headers:
:authority: td.doubleclick.net
:method: GET
:path: /td/rul/809392233?random=1734655791550&cv=11&fst=1734655791550&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1
:scheme: https
accept: text/html,application/xhtml+xml,application/xml;q=0.9,image/avif,image/webp,image/apng,*/*;q=0.8,application/signed-exchange;v=b3;q=0.7
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=0, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: iframe
sec-fetch-mode: navigate
sec-fetch-site: cross-site
upgrade-insecure-requests: 1
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-browser-channel: stable
x-browser-copyright: Copyright 2024 Google LLC. All rights reserved.
x-browser-validation: 2lOnl5ZK8VouAih6Eb4CLyuPPIA=
x-browser-year: 2024
x-client-data: COjfygE=
Response Headers:
cache-control: no-cache, must-revalidate
content-encoding: br
content-length: 16
content-type: text/html; charset=UTF-8
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
p3p: policyref="https://googleads.g.doubleclick.net/pagead/gcn_p3p_.xml", CP="CURa ADMa DEVa TAIo PSAo PSDo OUR IND UNI PUR INT DEM STA PRE COM NAV OTC NOI DSP COR"
pragma: no-cache
server: cafe
set-cookie: test_cookie=CheckForPermission; expires=Fri, 20-Dec-2024 01:04:51 GMT; path=/; domain=.doubleclick.net; Secure; SameSite=none
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
:status: 200
Request 62: https://td.doubleclick.net/td/rul/809392233?random=1734655791515&cv=11&fst=1734655791515&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1
URL: https://td.doubleclick.net/td/rul/809392233?random=1734655791515&cv=11&fst=1734655791515&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1
Host: td.doubleclick.net
IP: [2607:f8b0:4004:c17::9d]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 256, depends on 1, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtag/destination?id=AW-809392233&l=dataLayer&cx=c>m=45He4cc1v810554577za200 line 132 column 317
Request Start: 4.709 s
Time to First Byte: 111 ms
Content Download: 1 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 4.6 KB
View Response Body
Request Headers:
:authority: td.doubleclick.net
:method: GET
:path: /td/rul/809392233?random=1734655791515&cv=11&fst=1734655791515&fmt=3&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1
:scheme: https
accept: text/html,application/xhtml+xml,application/xml;q=0.9,image/avif,image/webp,image/apng,*/*;q=0.8,application/signed-exchange;v=b3;q=0.7
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=0, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: iframe
sec-fetch-mode: navigate
sec-fetch-site: cross-site
upgrade-insecure-requests: 1
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-browser-channel: stable
x-browser-copyright: Copyright 2024 Google LLC. All rights reserved.
x-browser-validation: 2lOnl5ZK8VouAih6Eb4CLyuPPIA=
x-browser-year: 2024
x-client-data: COjfygE=
Response Headers:
cache-control: no-cache, must-revalidate
content-encoding: br
content-length: 16
content-type: text/html; charset=UTF-8
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
p3p: policyref="https://googleads.g.doubleclick.net/pagead/gcn_p3p_.xml", CP="CURa ADMa DEVa TAIo PSAo PSDo OUR IND UNI PUR INT DEM STA PRE COM NAV OTC NOI DSP COR"
pragma: no-cache
server: cafe
set-cookie: test_cookie=CheckForPermission; expires=Fri, 20-Dec-2024 01:04:51 GMT; path=/; domain=.doubleclick.net; Secure; SameSite=none
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
:status: 200
Request 63: https://td.doubleclick.net/td/ga/rul?tid=G-GNBBJJ7CG9&gacid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&dma=0&gcd=13l3l3l3l1l1&npa=0&pscdl=noapi&aip=1&fledge=1&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=125125689
URL: https://td.doubleclick.net/td/ga/rul?tid=G-GNBBJJ7CG9&gacid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&dma=0&gcd=13l3l3l3l1l1&npa=0&pscdl=noapi&aip=1&fledge=1&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=125125689
Host: td.doubleclick.net
IP: [2607:f8b0:4004:c17::9d]
Error/Status Code: 200
Priority: Highest
Protocol: HTTP/2
HTTP/2 Stream: 5, weight 256, depends on 0, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200 line 213 column 317
Request Start: 4.885 s
Time to First Byte: 80 ms
Content Download: 5 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 3.6 KB
View Response Body
Request Headers:
:authority: td.doubleclick.net
:method: GET
:path: /td/ga/rul?tid=G-GNBBJJ7CG9&gacid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&dma=0&gcd=13l3l3l3l1l1&npa=0&pscdl=noapi&aip=1&fledge=1&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=125125689
:scheme: https
accept: text/html,application/xhtml+xml,application/xml;q=0.9,image/avif,image/webp,image/apng,*/*;q=0.8,application/signed-exchange;v=b3;q=0.7
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
cookie: test_cookie=CheckForPermission
priority: u=0, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: iframe
sec-fetch-mode: navigate
sec-fetch-site: cross-site
upgrade-insecure-requests: 1
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-browser-channel: stable
x-browser-copyright: Copyright 2024 Google LLC. All rights reserved.
x-browser-validation: 2lOnl5ZK8VouAih6Eb4CLyuPPIA=
x-browser-year: 2024
x-client-data: COjfygE=
Response Headers:
cache-control: no-cache, must-revalidate
content-encoding: br
content-length: 16
content-type: text/html; charset=UTF-8
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:51 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
p3p: policyref="https://googleads.g.doubleclick.net/pagead/gcn_p3p_.xml", CP="CURa ADMa DEVa TAIo PSAo PSDo OUR IND UNI PUR INT DEM STA PRE COM NAV OTC NOI DSP COR"
pragma: no-cache
server: cafe
set-cookie: test_cookie=; domain=.doubleclick.net; path=/; expires=Fri, 01-Aug-2008 22:45:55 GMT; SameSite=none; Secure
set-cookie: IDE=AHWqTUkCrVozjkMgDp8huUnCXNSPJ1KUKwQ2t95tPUgfmKntMGo_KB4ZxnAPtLN7; expires=Sun, 20-Dec-2026 00:49:51 GMT; path=/; domain=.doubleclick.net; Secure; HttpOnly; SameSite=none
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
:status: 200
Request 64: https://www.googletagmanager.com/static/service_worker/4cc0/sw.js?origin=https%3A%2F%2Fwww.cuemath.com
URL: https://www.googletagmanager.com/static/service_worker/4cc0/sw.js?origin=https%3A%2F%2Fwww.cuemath.com
Host: www.googletagmanager.com
IP: [2607:f8b0:4004:c0b::61]
Error/Status Code: 200
Priority: Lowest
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 110, depends on 0, EXCLUSIVE
Request Start: 4.908 s
Time to First Byte: 20 ms
Content Download: 5 ms
Bytes In (downloaded): 6.4 KB
Uncompressed Size: 19.0 KB
Bytes Out (uploaded): 0.0 KB
View Response Body
Request Headers:
:method: GET
:authority: www.googletagmanager.com
:scheme: https
:path: /static/service_worker/4cc0/sw.js?origin=https%3A%2F%2Fwww.cuemath.com
cache-control: max-age=0
accept: */*
service-worker: script
sec-fetch-site: same-origin
sec-fetch-mode: same-origin
sec-fetch-dest: serviceworker
referer: https://www.googletagmanager.com/static/service_worker/4cc0/sw_iframe.html?origin=https%3A%2F%2Fwww.cuemath.com
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=4, i
Response Headers:
:status: 200
accept-ranges: bytes
content-encoding: br
cross-origin-resource-policy: cross-origin
cross-origin-opener-policy: same-origin; report-to="analytics-container-tag-serving"
report-to: {"group":"analytics-container-tag-serving","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/analytics-container-tag-serving"}]}
service-worker-allowed: /static/service_worker
content-length: 6556
x-content-type-options: nosniff
server: sffe
x-xss-protection: 0
date: Fri, 20 Dec 2024 00:32:38 GMT
expires: Sat, 20 Dec 2025 00:32:38 GMT
cache-control: public, max-age=31536000
last-modified: Thu, 12 Dec 2024 10:18:00 GMT
content-type: text/javascript
vary: Accept-Encoding
age: 1033
Request 65: https://analytics.google.com/g/collect?v=2&tid=G-GNBBJJ7CG9>m=45je4cc1v884152941z8810554577za200zb810554577&_p=1734655789709&_gaz=1&gcd=13l3l3l3l1l1&npa=0&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&cid=718517930.1734655792&ul=en-us&sr=1920x1200&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&are=1&pae=1&frm=0&pscdl=noapi&_s=1&sid=1734655791&sct=1&seg=0&dl=https%3A%2F%2Fwww.cuemath.com%2F&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&en=page_view&_fv=1&_nsi=1&_ss=1&ep.user_agent=Mozilla%2F5.0%20(X11%3B%20Linux%20x86_64)%20AppleWebKit%2F537.36%20(KHTML%2C%20like%20Gecko)%20Chrome%2F131.0.0.0%20Safari%2F537.36%20PTST%2F241210.173901&ep.current_category=Brand&tfd=4863
URL: https://analytics.google.com/g/collect?v=2&tid=G-GNBBJJ7CG9>m=45je4cc1v884152941z8810554577za200zb810554577&_p=1734655789709&_gaz=1&gcd=13l3l3l3l1l1&npa=0&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&cid=718517930.1734655792&ul=en-us&sr=1920x1200&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&are=1&pae=1&frm=0&pscdl=noapi&_s=1&sid=1734655791&sct=1&seg=0&dl=https%3A%2F%2Fwww.cuemath.com%2F&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&en=page_view&_fv=1&_nsi=1&_ss=1&ep.user_agent=Mozilla%2F5.0%20(X11%3B%20Linux%20x86_64)%20AppleWebKit%2F537.36%20(KHTML%2C%20like%20Gecko)%20Chrome%2F131.0.0.0%20Safari%2F537.36%20PTST%2F241210.173901&ep.current_category=Brand&tfd=4863
Host: analytics.google.com
IP: [2001:4860:4802:38::181]
Error/Status Code: 204
Priority: High
Protocol: HTTP/2
Initiated By: https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200 line 217 column 261
Request Start: 4.986 s
DNS Lookup: 38 ms
Initial Connection: 18 ms
Time to First Byte: 37 ms
Bytes In (downloaded): 0.0 KB
Bytes Out (uploaded): 4.3 KB
Request Headers:
:authority: analytics.google.com
:method: POST
:path: /g/collect?v=2&tid=G-GNBBJJ7CG9>m=45je4cc1v884152941z8810554577za200zb810554577&_p=1734655789709&_gaz=1&gcd=13l3l3l3l1l1&npa=0&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&cid=718517930.1734655792&ul=en-us&sr=1920x1200&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&are=1&pae=1&frm=0&pscdl=noapi&_s=1&sid=1734655791&sct=1&seg=0&dl=https%3A%2F%2Fwww.cuemath.com%2F&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&en=page_view&_fv=1&_nsi=1&_ss=1&ep.user_agent=Mozilla%2F5.0%20(X11%3B%20Linux%20x86_64)%20AppleWebKit%2F537.36%20(KHTML%2C%20like%20Gecko)%20Chrome%2F131.0.0.0%20Safari%2F537.36%20PTST%2F241210.173901&ep.current_category=Brand&tfd=4863
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
content-length: 0
origin: https://www.cuemath.com
priority: u=1, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: empty
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
access-control-allow-credentials: true
access-control-allow-origin: https://www.cuemath.com
cache-control: no-cache, no-store, must-revalidate
content-length: 0
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascnsrsggc:136:0
content-type: text/plain
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
pragma: no-cache
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascnsrsggc:136:0"}],}
server: Golfe2
Request 66: https://stats.g.doubleclick.net/g/collect?v=2&tid=G-GNBBJJ7CG9&cid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&aip=1&dma=0&gcd=13l3l3l3l1l1&npa=0&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178
URL: https://stats.g.doubleclick.net/g/collect?v=2&tid=G-GNBBJJ7CG9&cid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&aip=1&dma=0&gcd=13l3l3l3l1l1&npa=0&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178
Host: stats.g.doubleclick.net
IP: [2607:f8b0:4004:c1b::9d]
Error/Status Code: 204
Priority: Lowest
Protocol: HTTP/2
HTTP/2 Stream: 1, weight 110, depends on 0, EXCLUSIVE
Initiated By: https://www.googletagmanager.com/gtag/js?id=G-GNBBJJ7CG9&l=dataLayer&cx=c>m=45He4cc1v810554577za200 line 216 column 226
Request Start: 4.990 s
DNS Lookup: 38 ms
Initial Connection: 16 ms
Time to First Byte: 37 ms
Bytes In (downloaded): 0.0 KB
Bytes Out (uploaded): 2.7 KB
Request Headers:
:authority: stats.g.doubleclick.net
:method: POST
:path: /g/collect?v=2&tid=G-GNBBJJ7CG9&cid=718517930.1734655792>m=45je4cc1v884152941z8810554577za200zb810554577&aip=1&dma=0&gcd=13l3l3l3l1l1&npa=0&frm=0&tag_exp=101925629~102067555~102067808~102081485~102198178
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
content-length: 0
cookie: test_cookie=CheckForPermission
origin: https://www.cuemath.com
priority: u=4, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: empty
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
access-control-allow-credentials: true
access-control-allow-origin: https://www.cuemath.com
cache-control: no-cache, no-store, must-revalidate
content-length: 0
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascnsrsggc:111:0
content-type: text/plain
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
pragma: no-cache
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascnsrsggc:111:0"}],}
server: Golfe2
:status: 204
Request 67: https://www.google-analytics.com/j/collect?v=1&_v=j101&a=1361725137&t=pageview&_s=1&dl=https%3A%2F%2Fwww.cuemath.com%2F&dp=%2F&ul=en-us&de=UTF-8&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&sd=24-bit&sr=1920x1200&vp=1351x666&je=0&_u=YCDAgEABAAAAACgAI~&jid=2043992095&gjid=1574357384&cid=718517930.1734655792&tid=UA-75184559-1&_gid=980094904.1734655792&_slc=1>m=45He4cc1n81P5J5M4Gv810554577za200&cd16=&cd17=&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=196250059
URL: https://www.google-analytics.com/j/collect?v=1&_v=j101&a=1361725137&t=pageview&_s=1&dl=https%3A%2F%2Fwww.cuemath.com%2F&dp=%2F&ul=en-us&de=UTF-8&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&sd=24-bit&sr=1920x1200&vp=1351x666&je=0&_u=YCDAgEABAAAAACgAI~&jid=2043992095&gjid=1574357384&cid=718517930.1734655792&tid=UA-75184559-1&_gid=980094904.1734655792&_slc=1>m=45He4cc1n81P5J5M4Gv810554577za200&cd16=&cd17=&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=196250059
Host: www.google-analytics.com
IP: [2607:f8b0:4004:c06::64]
Error/Status Code: 200
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 220, depends on 0, EXCLUSIVE
Initiated By: https://www.google-analytics.com/analytics.js line 35 column 31
Request Start: 5.010 s
Time to First Byte: 98 ms
Content Download: 9 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 3.5 KB
View Response Body
Request Headers:
:authority: www.google-analytics.com
:method: POST
:path: /j/collect?v=1&_v=j101&a=1361725137&t=pageview&_s=1&dl=https%3A%2F%2Fwww.cuemath.com%2F&dp=%2F&ul=en-us&de=UTF-8&dt=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&sd=24-bit&sr=1920x1200&vp=1351x666&je=0&_u=YCDAgEABAAAAACgAI~&jid=2043992095&gjid=1574357384&cid=718517930.1734655792&tid=UA-75184559-1&_gid=980094904.1734655792&_slc=1>m=45He4cc1n81P5J5M4Gv810554577za200&cd16=&cd17=&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&z=196250059
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
content-length: 0
content-type: text/plain
origin: https://www.cuemath.com
priority: u=1, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: empty
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
access-control-allow-origin: https://www.cuemath.com
cache-control: no-cache, no-store, must-revalidate
content-length: 3
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascnsrsgac:175:0
content-type: text/plain
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
last-modified: Sun, 17 May 1998 03:00:00 GMT
pragma: no-cache
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascnsrsgac:175:0"}],}
server: Golfe2
x-content-type-options: nosniff
:status: 200
Request 68: https://stats.g.doubleclick.net/j/collect?t=dc&aip=1&_r=3&v=1&_v=j101&tid=UA-75184559-1&cid=718517930.1734655792&jid=2043992095&gjid=1574357384&_gid=980094904.1734655792&_u=YCDAgEABAAAAAGgAIAC~&z=215546962
URL: https://stats.g.doubleclick.net/j/collect?t=dc&aip=1&_r=3&v=1&_v=j101&tid=UA-75184559-1&cid=718517930.1734655792&jid=2043992095&gjid=1574357384&_gid=980094904.1734655792&_u=YCDAgEABAAAAAGgAIAC~&z=215546962
Host: stats.g.doubleclick.net
IP: [2607:f8b0:4004:c1b::9d]
Error/Status Code: 200
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 3, weight 220, depends on 0, EXCLUSIVE
Initiated By: https://www.google-analytics.com/analytics.js line 35 column 31
Request Start: 5.010 s
Time to First Byte: 64 ms
Content Download: 2 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 2.8 KB
View Response Body
Request Headers:
:authority: stats.g.doubleclick.net
:method: POST
:path: /j/collect?t=dc&aip=1&_r=3&v=1&_v=j101&tid=UA-75184559-1&cid=718517930.1734655792&jid=2043992095&gjid=1574357384&_gid=980094904.1734655792&_u=YCDAgEABAAAAAGgAIAC~&z=215546962
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
content-length: 0
content-type: text/plain
cookie: IDE=AHWqTUkCrVozjkMgDp8huUnCXNSPJ1KUKwQ2t95tPUgfmKntMGo_KB4ZxnAPtLN7
origin: https://www.cuemath.com
priority: u=1, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: empty
sec-fetch-mode: cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
access-control-allow-credentials: true
access-control-allow-origin: https://www.cuemath.com
cache-control: no-cache, no-store, must-revalidate
content-length: 1
content-security-policy-report-only: script-src 'none'; form-action 'none'; frame-src 'none'; report-uri https://csp.withgoogle.com/csp/scaffolding/ascnsrsgdc:149:0
content-type: text/plain
cross-origin-opener-policy-report-only: same-origin; report-to=coop_reporting
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
last-modified: Sun, 17 May 1998 03:00:00 GMT
pragma: no-cache
report-to: {"group":"coop_reporting","max_age":2592000,"endpoints":[{"url":"https://csp.withgoogle.com/csp/report-to/scaffolding/ascnsrsgdc:149:0"}],}
server: Golfe2
strict-transport-security: max-age=31536000; includeSubDomains; preload
x-content-type-options: nosniff
:status: 200
Request 69: https://connect.facebook.net/signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113
URL: https://connect.facebook.net/signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113
Host: connect.facebook.net
IP: [2a03:2880:f012:8:face:b00c:0:1]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://connect.facebook.net/en_US/fbevents.js line 127 column 715
Request Start: 5.046 s
Time to First Byte: 37 ms
Content Download: 34 ms
Bytes In (downloaded): 15.6 KB
Uncompressed Size: 78.1 KB
Bytes Out (uploaded): 4.2 KB
View Response Body
Request Headers:
:authority: connect.facebook.net
:method: GET
:path: /signals/config/1204704116541795?v=2.9.179&r=stable&domain=www.cuemath.com&hme=b8122d5d96cd6f542162ba4f497489972d1ebe228d24c39d34f560e30ae932ce&ex_m=70%2C122%2C107%2C111%2C61%2C4%2C100%2C69%2C16%2C97%2C89%2C51%2C54%2C173%2C176%2C188%2C184%2C185%2C187%2C29%2C101%2C53%2C77%2C186%2C168%2C171%2C181%2C182%2C189%2C132%2C41%2C191%2C192%2C34%2C144%2C15%2C50%2C197%2C196%2C134%2C18%2C40%2C1%2C43%2C65%2C66%2C67%2C71%2C93%2C17%2C14%2C96%2C92%2C91%2C108%2C52%2C110%2C39%2C109%2C30%2C94%2C26%2C169%2C172%2C141%2C86%2C56%2C84%2C33%2C73%2C0%2C95%2C32%2C28%2C82%2C83%2C88%2C47%2C46%2C87%2C37%2C11%2C12%2C13%2C6%2C7%2C25%2C22%2C23%2C57%2C62%2C64%2C75%2C102%2C27%2C76%2C9%2C8%2C80%2C48%2C21%2C104%2C103%2C105%2C98%2C10%2C20%2C3%2C38%2C74%2C19%2C5%2C90%2C81%2C44%2C35%2C85%2C2%2C36%2C63%2C42%2C106%2C45%2C79%2C68%2C112%2C60%2C59%2C31%2C99%2C58%2C55%2C49%2C78%2C72%2C24%2C113
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: script
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
alt-svc: h3=":443"; ma=86400
cache-control: public, max-age=1200
content-encoding: gzip
content-length: 15971
content-security-policy: default-src 'self' data: blob: *;script-src 'nonce-kMFsO0OE' *.facebook.com *.fbcdn.net *.facebook.net 127.0.0.1:* blob: data: 'self' https://*.google-analytics.com *.google.com;style-src data: blob: 'unsafe-inline' *;connect-src *.facebook.com facebook.com *.fbcdn.net *.facebook.net wss://*.facebook.com:* wss://*.whatsapp.com:* wss://*.fbcdn.net attachment.fbsbx.com ws://localhost:* blob: *.cdninstagram.com 'self' https://*.google-analytics.com;img-src 'self' data: blob: * https://*.google-analytics.com;block-all-mixed-content;upgrade-insecure-requests;require-trusted-types-for 'script';
content-type: application/x-javascript; charset=utf-8
cross-origin-embedder-policy-report-only: require-corp;report-to="coep_report"
cross-origin-opener-policy: same-origin-allow-popups
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
document-policy: force-load-at-top
expires: Sat, 01 Jan 2000 00:00:00 GMT
origin-agent-cluster: ?1
permissions-policy: accelerometer=(), attribution-reporting=(), autoplay=(), bluetooth=(), camera=(), ch-device-memory=(), ch-downlink=(), ch-dpr=(), ch-ect=(), ch-rtt=(), ch-save-data=(), ch-ua-arch=(), ch-ua-bitness=(), ch-viewport-height=(), ch-viewport-width=(), ch-width=(), clipboard-read=(), clipboard-write=(), compute-pressure=(), display-capture=(), encrypted-media=(), fullscreen=(self), gamepad=(), geolocation=(), gyroscope=(), hid=(), idle-detection=(), interest-cohort=(), keyboard-map=(), local-fonts=(), magnetometer=(), microphone=(), midi=(), otp-credentials=(), payment=(), picture-in-picture=(), private-state-token-issuance=(), publickey-credentials-get=(), screen-wake-lock=(), serial=(), shared-storage=(), shared-storage-select-url=(), private-state-token-redemption=(), usb=(), unload=(self), window-management=(), xr-spatial-tracking=();report-to="permissions_policy"
pragma: public
priority: u=3,i
report-to: {"max_age":2592000,"endpoints":[{"url":"https:\/\/www.facebook.com\/browser_reporting\/coop\/?minimize=0"}],"group":"coop_report","include_subdomains":true}, {"max_age":86400,"endpoints":[{"url":"https:\/\/www.facebook.com\/browser_reporting\/coep\/?minimize=0"}],"group":"coep_report"}, {"max_age":21600,"endpoints":[{"url":"https:\/\/www.facebook.com\/ajax\/browser_error_reports\/"}],"group":"permissions_policy"}
reporting-endpoints: coop_report="https://www.facebook.com/browser_reporting/coop/?minimize=0", coep_report="https://www.facebook.com/browser_reporting/coep/?minimize=0", permissions_policy="https://www.facebook.com/ajax/browser_error_reports/"
strict-transport-security: max-age=31536000; preload; includeSubDomains
timing-allow-origin: *
vary: Accept-Encoding
x-content-type-options: nosniff
x-fb-connection-quality: GOOD; q=0.7, rtt=75, rtx=0, c=43, mss=1232, tbw=70500, tp=65, tpl=0, uplat=1, ullat=-1
x-fb-debug: AXsJDq/SZTsI5kbelgUnvB6e63xnkTBuEmi0ZcoFJjwlIy/jKt+BDEmH21UbNyqwgg9kLnezOuIUKsGJkMO33Q==
x-frame-options: DENY
x-xss-protection: 0
Request 70: https://www.google.com/pagead/1p-user-list/809392233/?random=1734655791515&cv=11&fst=1734652800000&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=3&is_vtc=1&cid=CAQSGwCa7L7d9MPdd127-l67RCrsISec1XZdJM4H8g&random=3497867356&rmt_tld=0&ipr=y
URL: https://www.google.com/pagead/1p-user-list/809392233/?random=1734655791515&cv=11&fst=1734652800000&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=3&is_vtc=1&cid=CAQSGwCa7L7d9MPdd127-l67RCrsISec1XZdJM4H8g&random=3497867356&rmt_tld=0&ipr=y
Host: www.google.com
IP: [2607:f8b0:4004:c1d::68]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.cuemath.com/ line 575
Request Start: 5.061 s
Time to First Byte: 57 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 4.0 KB
Request Headers:
:authority: www.google.com
:method: GET
:path: /pagead/1p-user-list/809392233/?random=1734655791515&cv=11&fst=1734652800000&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=3&is_vtc=1&cid=CAQSGwCa7L7d9MPdd127-l67RCrsISec1XZdJM4H8g&random=3497867356&rmt_tld=0&ipr=y
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
alt-svc: h3=":443"; ma=2592000,h3-29=":443"; ma=2592000
cache-control: no-cache, no-store, must-revalidate
content-length: 42
content-security-policy: script-src 'none'; object-src 'none'
content-type: image/gif
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
p3p: policyref="https://www.googleadservices.com/pagead/p3p.xml", CP="NOI DEV PSA PSD IVA IVD OTP OUR OTR IND OTC"
pragma: no-cache
server: cafe
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
Request 71: https://www.google.com/pagead/1p-user-list/809392233/?random=1734655791550&cv=11&fst=1734652800000&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=3&is_vtc=1&cid=CAQSGwCa7L7dAkCQ9fLkDpEIUHRs3a4AwOXuDSmT8Q&random=1597479282&rmt_tld=0&ipr=y
URL: https://www.google.com/pagead/1p-user-list/809392233/?random=1734655791550&cv=11&fst=1734652800000&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=3&is_vtc=1&cid=CAQSGwCa7L7dAkCQ9fLkDpEIUHRs3a4AwOXuDSmT8Q&random=1597479282&rmt_tld=0&ipr=y
Host: www.google.com
IP: [2607:f8b0:4004:c1d::68]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.cuemath.com/ line 575
Request Start: 5.062 s
Time to First Byte: 56 ms
Content Download: 9 ms
Bytes In (downloaded): 0.0 KB
Uncompressed Size: 0.0 KB
Bytes Out (uploaded): 4.0 KB
Request Headers:
:authority: www.google.com
:method: GET
:path: /pagead/1p-user-list/809392233/?random=1734655791550&cv=11&fst=1734652800000&bg=ffffff&guid=ON&async=1>m=45be4cc1v9109547376z8810554577za201zb810554577&gcd=13l3l3l3l1l1&dma=0&tag_exp=101925629~102067555~102067808~102081485~102198178&u_w=1920&u_h=1200&url=https%3A%2F%2Fwww.cuemath.com%2F&hn=www.googleadservices.com&frm=0&tiba=One%20Stop%20for%20Math%20Learning%20%26%20Live%20Math%20Classes%20%7C%20Cuemath&npa=0&pscdl=noapi&auid=1115489038.1734655791&uaa=x86&uab=64&uafvl=%2520Not%2520A%253BBrand%3B99%7CChromium%3B131.0.0.0%7CGoogle%2520Chrome%3B131.0.0.0&uamb=0&uam=Model&uap=Unknown&uapv=0&uaw=0&fledge=1&rfmt=3&fmt=3&is_vtc=1&cid=CAQSGwCa7L7dAkCQ9fLkDpEIUHRs3a4AwOXuDSmT8Q&random=1597479282&rmt_tld=0&ipr=y
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
x-client-data: COjfygE=
Response Headers:
alt-svc: h3=":443"; ma=2592000,h3-29=":443"; ma=2592000
cache-control: no-cache, no-store, must-revalidate
content-length: 42
content-security-policy: script-src 'none'; object-src 'none'
content-type: image/gif
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
expires: Fri, 01 Jan 1990 00:00:00 GMT
p3p: policyref="https://www.googleadservices.com/pagead/p3p.xml", CP="NOI DEV PSA PSD IVA IVD OTP OUR OTR IND OTC"
pragma: no-cache
server: cafe
timing-allow-origin: *
x-content-type-options: nosniff
x-xss-protection: 0
Request 72: https://www.facebook.com/tr/?id=1204704116541795&ev=page_viewed&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792186&cd[current_category]=Brand&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=1&o=4126&fbp=fb.1.1734655792171.442024320161552259&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=GET
URL: https://www.facebook.com/tr/?id=1204704116541795&ev=page_viewed&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792186&cd[current_category]=Brand&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=1&o=4126&fbp=fb.1.1734655792171.442024320161552259&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=GET
Host: www.facebook.com
IP: [2a03:2880:f103:83:face:b00c:0:25de]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.cuemath.com/ line 575
Request Start: 5.266 s
DNS Lookup: 35 ms
Time to First Byte: 23 ms
Bytes In (downloaded): 0.0 KB
Bytes Out (uploaded): 2.8 KB
Request Headers:
:authority: www.facebook.com
:method: GET
:path: /tr/?id=1204704116541795&ev=page_viewed&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792186&cd[current_category]=Brand&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=1&o=4126&fbp=fb.1.1734655792171.442024320161552259&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=GET
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
alt-svc: h3=":443"; ma=86400
content-length: 0
content-type: text/plain
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
priority: u=3,i
server: proxygen-bolt
strict-transport-security: max-age=31536000; includeSubDomains
x-fb-connection-quality: EXCELLENT; q=0.9, rtt=17, rtx=0, c=23, mss=1232, tbw=4517, tp=9, tpl=0, uplat=0, ullat=0
access-control-allow-origin:
Request 73: https://www.facebook.com/privacy_sandbox/pixel/register/trigger/?id=1204704116541795&ev=page_viewed&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792186&cd[current_category]=Brand&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=1&o=4126&fbp=fb.1.1734655792171.442024320161552259&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=FGET
URL: https://www.facebook.com/privacy_sandbox/pixel/register/trigger/?id=1204704116541795&ev=page_viewed&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792186&cd[current_category]=Brand&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=1&o=4126&fbp=fb.1.1734655792171.442024320161552259&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=FGET
Host: www.facebook.com
IP: [2a03:2880:f103:83:face:b00c:0:25de]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.cuemath.com/ line 575
Request Start: 5.267 s
Time to First Byte: 111 ms
Content Download: 2 ms
Bytes In (downloaded): 0.1 KB
Uncompressed Size: 0.1 KB
Bytes Out (uploaded): 3.3 KB
Request Headers:
:authority: www.facebook.com
:method: GET
:path: /privacy_sandbox/pixel/register/trigger/?id=1204704116541795&ev=page_viewed&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792186&cd[current_category]=Brand&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=1&o=4126&fbp=fb.1.1734655792171.442024320161552259&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=FGET
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
attribution-reporting-eligible: not-navigation-source, trigger, event-source
attribution-reporting-support: web, not-os
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
alt-svc: h3=":443"; ma=86400
attribution-reporting-register-trigger: {"event_trigger_data":[{"trigger_data":"0"}],"aggregatable_trigger_data":[{"key_piece":"0x46e7a092a658adb6","source_keys":["1"]}],"aggregatable_values":{"1":10922},"aggregatable_source_registration_time":"exclude","filters":{"3":["3332484430150647"]},"debug_reporting":true,"debug_key":"2015035888582232241"}
cache-control: private, no-store, no-cache, must-revalidate
content-encoding: zstd
content-security-policy: default-src data: blob: 'self' https://*.fbsbx.com *.facebook.com *.fbcdn.net;script-src *.facebook.com *.fbcdn.net *.facebook.net 127.0.0.1:* 'unsafe-inline' blob: data: 'self' connect.facebook.net 'wasm-unsafe-eval' https://*.google-analytics.com *.google.com;style-src *.fbcdn.net data: *.facebook.com 'unsafe-inline' https://fonts.googleapis.com;connect-src *.facebook.com facebook.com *.fbcdn.net *.facebook.net wss://*.facebook.com:* wss://*.whatsapp.com:* wss://*.fbcdn.net attachment.fbsbx.com ws://localhost:* blob: *.cdninstagram.com 'self' http://localhost:3103 wss://gateway.facebook.com wss://edge-chat.facebook.com wss://snaptu-d.facebook.com wss://kaios-d.facebook.com/ v.whatsapp.net *.fbsbx.com *.fb.com https://*.google-analytics.com;font-src data: *.facebook.com *.fbcdn.net *.fbsbx.com https://fonts.gstatic.com;img-src *.fbcdn.net *.facebook.com data: https://*.fbsbx.com facebook.com *.cdninstagram.com fbsbx.com fbcdn.net connect.facebook.net *.carriersignal.info blob: android-webview-video-poster: *.whatsapp.net *.fb.com *.oculuscdn.com *.tenor.co *.tenor.com *.giphy.com https://paywithmybank.com/ https://*.paywithmybank.com/ https://www.googleadservices.com https://googleads.g.doubleclick.net https://*.google-analytics.com;media-src *.cdninstagram.com blob: *.fbcdn.net *.fbsbx.com www.facebook.com *.facebook.com data: *.tenor.co *.tenor.com https://*.giphy.com;frame-src *.facebook.com *.fbsbx.com fbsbx.com data: www.instagram.com *.fbcdn.net https://paywithmybank.com/ https://*.paywithmybank.com/ https://www.googleadservices.com https://googleads.g.doubleclick.net https://www.google.com https://td.doubleclick.net *.google.com *.doubleclick.net;worker-src blob: *.facebook.com data:;block-all-mixed-content;upgrade-insecure-requests;
content-type: image/png
cross-origin-opener-policy: same-origin-allow-popups
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
document-policy: force-load-at-top
expires: Sat, 01 Jan 2000 00:00:00 GMT
origin-agent-cluster: ?1
permissions-policy: accelerometer=(), attribution-reporting=(self), autoplay=(), bluetooth=(), browsing-topics=(self), camera=(self), ch-device-memory=(), ch-downlink=(), ch-dpr=(), ch-ect=(), ch-rtt=(), ch-save-data=(), ch-ua-arch=(), ch-ua-bitness=(), ch-viewport-height=(), ch-viewport-width=(), ch-width=(), clipboard-read=(self), clipboard-write=(self), compute-pressure=(), display-capture=(self), encrypted-media=(self), fullscreen=(self), gamepad=*, geolocation=(self), gyroscope=(), hid=(), idle-detection=(), interest-cohort=(self), keyboard-map=(), local-fonts=(), magnetometer=(), microphone=(self), midi=(), otp-credentials=(), payment=(), picture-in-picture=(self), private-state-token-issuance=(), publickey-credentials-get=(self), screen-wake-lock=(), serial=(), shared-storage=(), shared-storage-select-url=(), private-state-token-redemption=(), usb=(), unload=(self), window-management=(), xr-spatial-tracking=(self);report-to="permissions_policy"
pragma: no-cache
priority: u=3,i
report-to: {"max_age":2592000,"endpoints":[{"url":"https:\/\/www.facebook.com\/browser_reporting\/coop\/?minimize=0"}],"group":"coop_report","include_subdomains":true}, {"max_age":259200,"endpoints":[{"url":"https:\/\/www.facebook.com\/ajax\/browser_error_reports\/?device_level=unknown&brsid=7450289896908043681"}]}, {"max_age":21600,"endpoints":[{"url":"https:\/\/www.facebook.com\/ajax\/browser_error_reports\/"}],"group":"permissions_policy"}
reporting-endpoints: coop_report="https://www.facebook.com/browser_reporting/coop/?minimize=0", default="https://www.facebook.com/ajax/browser_error_reports/?device_level=unknown&brsid=7450289896908043681", permissions_policy="https://www.facebook.com/ajax/browser_error_reports/"
strict-transport-security: max-age=15552000; preload
vary: Accept-Encoding
x-content-type-options: nosniff
x-fb-connection-quality: EXCELLENT; q=0.9, rtt=17, rtx=0, c=24, mss=1232, tbw=5221, tp=17, tpl=0, uplat=84, ullat=0
x-fb-debug: BBzkFETiILWqHRcXuCfb4VKnFrBnzndXi5eblOTzbcNZD9kLcUtjKMBQZIsxcFimBoMKYYEm/8BrUGwjlvFpKQ==
x-frame-options: DENY
x-xss-protection: 0
Request 74: https://www.facebook.com/tr/?id=1204704116541795&ev=PageView&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792181&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=0&o=4126&fbp=fb.1.1734655792171.442024320161552259&cs_est=true&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=GET
URL: https://www.facebook.com/tr/?id=1204704116541795&ev=PageView&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792181&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=0&o=4126&fbp=fb.1.1734655792171.442024320161552259&cs_est=true&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=GET
Host: www.facebook.com
IP: [2a03:2880:f103:83:face:b00c:0:25de]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.cuemath.com/ line 575
Request Start: 5.268 s
Time to First Byte: 33 ms
Bytes In (downloaded): 0.0 KB
Bytes Out (uploaded): 2.7 KB
Request Headers:
:authority: www.facebook.com
:method: GET
:path: /tr/?id=1204704116541795&ev=PageView&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792181&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=0&o=4126&fbp=fb.1.1734655792171.442024320161552259&cs_est=true&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=GET
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
alt-svc: h3=":443"; ma=86400
content-length: 0
content-type: text/plain
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
priority: u=3,i
server: proxygen-bolt
strict-transport-security: max-age=31536000; includeSubDomains
x-fb-connection-quality: EXCELLENT; q=0.9, rtt=17, rtx=0, c=23, mss=1232, tbw=4981, tp=14, tpl=0, uplat=0, ullat=0
access-control-allow-origin:
Request 75: https://www.facebook.com/privacy_sandbox/pixel/register/trigger/?id=1204704116541795&ev=PageView&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792181&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=0&o=4126&fbp=fb.1.1734655792171.442024320161552259&cs_est=true&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=FGET
URL: https://www.facebook.com/privacy_sandbox/pixel/register/trigger/?id=1204704116541795&ev=PageView&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792181&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=0&o=4126&fbp=fb.1.1734655792171.442024320161552259&cs_est=true&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=FGET
Host: www.facebook.com
IP: [2a03:2880:f103:83:face:b00c:0:25de]
Error/Status Code: 200
Priority: Low
Protocol: h3
Initiated By: https://www.cuemath.com/ line 575
Request Start: 5.268 s
Time to First Byte: 119 ms
Content Download: 3 ms
Bytes In (downloaded): 0.1 KB
Uncompressed Size: 0.1 KB
Bytes Out (uploaded): 3.1 KB
Request Headers:
:authority: www.facebook.com
:method: GET
:path: /privacy_sandbox/pixel/register/trigger/?id=1204704116541795&ev=PageView&dl=https%3A%2F%2Fwww.cuemath.com%2F&rl=&if=false&ts=1734655792181&sw=1920&sh=1200&v=2.9.179&r=stable&a=tmgoogletagmanager&ec=0&o=4126&fbp=fb.1.1734655792171.442024320161552259&cs_est=true&ler=empty&cdl=API_unavailable&it=1734655792045&coo=false&rqm=FGET
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
attribution-reporting-eligible: trigger, event-source
attribution-reporting-support: not-os, web
priority: i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
alt-svc: h3=":443"; ma=86400
attribution-reporting-register-trigger: {"event_trigger_data":[{"trigger_data":"0"}],"aggregatable_trigger_data":[{"key_piece":"0x5dd2f7835d65874a","source_keys":["1"]}],"aggregatable_values":{"1":10922},"aggregatable_source_registration_time":"exclude","filters":{"3":["3332484430150647","5370319806340305","3616099345108415"]},"debug_reporting":true,"debug_key":"1722581242337362531"}
cache-control: private, no-store, no-cache, must-revalidate
content-encoding: zstd
content-security-policy: default-src data: blob: 'self' https://*.fbsbx.com *.facebook.com *.fbcdn.net;script-src *.facebook.com *.fbcdn.net *.facebook.net 127.0.0.1:* 'unsafe-inline' blob: data: 'self' connect.facebook.net 'wasm-unsafe-eval' https://*.google-analytics.com *.google.com;style-src *.fbcdn.net data: *.facebook.com 'unsafe-inline' https://fonts.googleapis.com;connect-src *.facebook.com facebook.com *.fbcdn.net *.facebook.net wss://*.facebook.com:* wss://*.whatsapp.com:* wss://*.fbcdn.net attachment.fbsbx.com ws://localhost:* blob: *.cdninstagram.com 'self' http://localhost:3103 wss://gateway.facebook.com wss://edge-chat.facebook.com wss://snaptu-d.facebook.com wss://kaios-d.facebook.com/ v.whatsapp.net *.fbsbx.com *.fb.com https://*.google-analytics.com;font-src data: *.facebook.com *.fbcdn.net *.fbsbx.com https://fonts.gstatic.com;img-src *.fbcdn.net *.facebook.com data: https://*.fbsbx.com facebook.com *.cdninstagram.com fbsbx.com fbcdn.net connect.facebook.net *.carriersignal.info blob: android-webview-video-poster: *.whatsapp.net *.fb.com *.oculuscdn.com *.tenor.co *.tenor.com *.giphy.com https://paywithmybank.com/ https://*.paywithmybank.com/ https://www.googleadservices.com https://googleads.g.doubleclick.net https://*.google-analytics.com;media-src *.cdninstagram.com blob: *.fbcdn.net *.fbsbx.com www.facebook.com *.facebook.com data: *.tenor.co *.tenor.com https://*.giphy.com;frame-src *.facebook.com *.fbsbx.com fbsbx.com data: www.instagram.com *.fbcdn.net https://paywithmybank.com/ https://*.paywithmybank.com/ https://www.googleadservices.com https://googleads.g.doubleclick.net https://www.google.com https://td.doubleclick.net *.google.com *.doubleclick.net;worker-src blob: *.facebook.com data:;block-all-mixed-content;upgrade-insecure-requests;
content-type: image/png
cross-origin-opener-policy: same-origin-allow-popups
cross-origin-resource-policy: cross-origin
date: Fri, 20 Dec 2024 00:49:52 GMT
document-policy: force-load-at-top
expires: Sat, 01 Jan 2000 00:00:00 GMT
origin-agent-cluster: ?1
permissions-policy: accelerometer=(), attribution-reporting=(self), autoplay=(), bluetooth=(), browsing-topics=(self), camera=(self), ch-device-memory=(), ch-downlink=(), ch-dpr=(), ch-ect=(), ch-rtt=(), ch-save-data=(), ch-ua-arch=(), ch-ua-bitness=(), ch-viewport-height=(), ch-viewport-width=(), ch-width=(), clipboard-read=(self), clipboard-write=(self), compute-pressure=(), display-capture=(self), encrypted-media=(self), fullscreen=(self), gamepad=*, geolocation=(self), gyroscope=(), hid=(), idle-detection=(), interest-cohort=(self), keyboard-map=(), local-fonts=(), magnetometer=(), microphone=(self), midi=(), otp-credentials=(), payment=(), picture-in-picture=(self), private-state-token-issuance=(), publickey-credentials-get=(self), screen-wake-lock=(), serial=(), shared-storage=(), shared-storage-select-url=(), private-state-token-redemption=(), usb=(), unload=(self), window-management=(), xr-spatial-tracking=(self);report-to="permissions_policy"
pragma: no-cache
priority: u=3,i
report-to: {"max_age":2592000,"endpoints":[{"url":"https:\/\/www.facebook.com\/browser_reporting\/coop\/?minimize=0"}],"group":"coop_report","include_subdomains":true}, {"max_age":259200,"endpoints":[{"url":"https:\/\/www.facebook.com\/ajax\/browser_error_reports\/?device_level=unknown&brsid=7450289896887137729"}]}, {"max_age":21600,"endpoints":[{"url":"https:\/\/www.facebook.com\/ajax\/browser_error_reports\/"}],"group":"permissions_policy"}
reporting-endpoints: coop_report="https://www.facebook.com/browser_reporting/coop/?minimize=0", default="https://www.facebook.com/ajax/browser_error_reports/?device_level=unknown&brsid=7450289896887137729", permissions_policy="https://www.facebook.com/ajax/browser_error_reports/"
strict-transport-security: max-age=15552000; preload
vary: Accept-Encoding
x-content-type-options: nosniff
x-fb-connection-quality: EXCELLENT; q=0.9, rtt=17, rtx=0, c=24, mss=1232, tbw=8693, tp=20, tpl=0, uplat=84, ullat=0
x-fb-debug: IH/lfPbkOPyY2gfwDrkUDMq4tVqpUvdqrn6oqvowN8guiYOQCjUMuSWGY6RzFbORVeEwWGNy6hKB+q5p74KXPQ==
x-frame-options: DENY
x-xss-protection: 0
Request 76: https://www.cuemath.com/cdn-cgi/rum?
URL: https://www.cuemath.com/cdn-cgi/rum?
Host: www.cuemath.com
IP: [2606:4700::6812:ed7]
Error/Status Code: 204
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 5, weight 220, depends on 0, EXCLUSIVE
Initiated By: https://static.cloudflareinsights.com/beacon.min.js/vcd15cbe7772f49c399c6a5babf22c1241717689176015 line 0 column 9089
Request Start: 5.412 s
Time to First Byte: 41 ms
Bytes In (downloaded): 0.0 KB
Bytes Out (uploaded): 8.4 KB
Request Headers:
:authority: www.cuemath.com
:method: POST
:path: /cdn-cgi/rum?
:scheme: https
accept: */*
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
content-length: 1552
content-type: application/json
cookie: cf_ip_lat_lng=%7B%22lat%22%3A%2238.89400%22%2C%22lng%22%3A%22-77.03650%22%7D; cf-ipcity=Washington; cue_country_code=US; __ab_experiment__=%7B%22version%22%3A%222.0.1%22%2C%22ecnaNoIntro%22%3A%22am%22%2C%22showChatBot%22%3A%22a%22%2C%22enableCloudflareCaching%22%3A%22a%22%2C%22websiteRevamp%22%3A%22f%22%7D; last_landing_page=%7B%22value%22%3A%22%2F%22%2C%22createdAt%22%3A%222024-12-20T00%3A49%3A47.482Z%22%7D; lru-cache=HIT; mp_30137be7dac047d9eeeff55e48b07616_mixpanel=%7B%22distinct_id%22%3A%20%22%24device%3A193e18ac9eb9f3-09eed318178846-44146009-232800-193e18ac9eb9f3%22%2C%22%24device_id%22%3A%20%22193e18ac9eb9f3-09eed318178846-44146009-232800-193e18ac9eb9f3%22%2C%22%24initial_referrer%22%3A%20%22%24direct%22%2C%22%24initial_referring_domain%22%3A%20%22%24direct%22%7D; source_details=%7B%22platform_channel%22%3A%22website%22%2C%22revenue_channel%22%3A%22organic%22%2C%22source_channel%22%3A%22organic%22%2C%22flow%22%3A%22regular%22%2C%22guest_id%22%3A%224c26aaf5-bc95-4ee9-b7e0-e81987348e1f%22%2C%22referrer%22%3A%22%22%2C%22signup_page%22%3A%7B%22url_path%22%3A%22%2F%22%2C%22page_profile%22%3A%22Brand%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A49.737Z%22%7D%2C%22first_page%22%3A%7B%22url_path%22%3A%22%2F%22%2C%22page_profile%22%3A%22Brand%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A49.601Z%22%7D%2C%22landing_page_24_hours%22%3A%7B%22url_path%22%3A%22%2F%22%2C%22page_profile%22%3A%22Brand%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A47.482Z%22%7D%2C%22landing_page_session%22%3A%7B%22url_path%22%3A%22%2F%22%2C%22page_profile%22%3A%22Brand%22%2C%22timestamp%22%3A%222024-12-20T00%3A49%3A49.602Z%22%7D%2C%22product%22%3A%22%22%2C%22flow_entry%22%3A%22%22%2C%22sales_process%22%3A%22%22%7D; __cf_bm=QssMpGIt8SKqbAI1hyI2Tr3pG24opT5C3Q2OjIV57xg-1734655789-1.0.1.1-dpvukX.JWxb7arzXigCB9.V.ydxv62p3VDIN_qrUcRPHl5_.GwtZzpBM80c1idbjVCfDcqLi1bBvdtX39uhWKg; last_page=%2F; landing_page=%2F; _gcl_au=1.1.1115489038.1734655791; _ga_GNBBJJ7CG9=GS1.1.1734655791.1.0.1734655791.60.0.0; _ga=GA1.2.718517930.1734655792; _gid=GA1.2.980094904.1734655792; cue_gacid=718517930.1734655792; _dc_gtm_UA-75184559-1=1; _fbp=fb.1.1734655792171.442024320161552259
origin: https://www.cuemath.com
priority: u=1, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: empty
sec-fetch-mode: cors
sec-fetch-site: same-origin
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
access-control-allow-credentials: true
access-control-allow-methods: POST,OPTIONS
access-control-allow-origin: https://www.cuemath.com
access-control-max-age: 86400
cf-ray: 8f4ba28ecefe3af9-IAD
date: Fri, 20 Dec 2024 00:49:52 GMT
server: cloudflare
vary: Origin
x-content-type-options: nosniff
x-frame-options: DENY
:status: 204
Request 77: https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png
URL: https://static.qumath.in/static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 200
Priority: High
Protocol: HTTP/2
HTTP/2 Stream: 73, weight 220, depends on 0, EXCLUSIVE
Request Start: 5.433 s
Time to First Byte: 37 ms
Content Download: 2 ms
Bytes In (downloaded): 1.5 KB
Uncompressed Size: 1.5 KB
Bytes Out (uploaded): 2.1 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/favicon-f22a11065b742bfee308e669cf87cf89.png
:scheme: https
accept: image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8
accept-encoding: gzip, deflate, br, zstd
accept-language: en-US,en;q=0.9
priority: u=1, i
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: image
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
accept-ranges: bytes
age: 107348
cache-control: public, max-age=100000000
cf-bgj: imgq:100,h2pri
cf-cache-status: HIT
cf-polished: origFmt=png, origSize=4643
cf-ray: 8f4ba28edc9d9c1f-IAD
content-disposition: inline; filename="favicon-f22a11065b742bfee308e669cf87cf89.webp"
content-length: 1514
content-type: image/webp
date: Fri, 20 Dec 2024 00:49:52 GMT
etag: "02f55c372719e129d5928112f47ad68e"
expires: Sun, 20 Feb 2028 10:36:32 GMT
last-modified: Wed, 11 Dec 2024 14:52:38 GMT
server: cloudflare
vary: Accept
x-amz-id-2: pEcZIFnuDuhQlOkIDA0V3HHv1F8H2jsYUw7kjEgDBx3t0MwPpmrjwiIl9dlUiMTFfrRnD6ytCqML6hG0cYmF4gcoRLWEDVlb5QbsBdG0G7Y=
x-amz-request-id: BYN5P635VWWD8BE7
x-amz-version-id: AdWZ4VlqMN8ABEMOwcXHsTscoh88x7Yr
:status: 200
Request 78: https://static.qumath.in/static/next/_next/static/images/vidya.mp4
URL: https://static.qumath.in/static/next/_next/static/images/vidya.mp4
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 206
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 75, weight 147, depends on 45, EXCLUSIVE
Request Start: 5.746 s
Time to First Byte: 29 ms
Content Download: 8 ms
Bytes In (downloaded): 89.0 KB
Uncompressed Size: 89.0 KB
Bytes Out (uploaded): 1.9 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/vidya.mp4
:scheme: https
accept: */*
accept-encoding: identity;q=1, *;q=0
accept-language: en-US,en;q=0.9
priority: i
range: bytes=0-
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: video
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
Content-Length: 91119
Content-Range: bytes 0-91118/91119
age: 1312
cache-control: public, max-age=14400
cf-cache-status: HIT
cf-ray: 8f4ba290ce849c1f-IAD
content-type: video/mp4
date: Fri, 20 Dec 2024 00:49:52 GMT
etag: "ae34d2707290fd87b04b9b0eb543131c"
expires: Fri, 20 Dec 2024 04:49:52 GMT
last-modified: Wed, 07 Feb 2024 06:01:49 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: r4qCsqFNGANvpM+hW9Rime+DJOKicWhnFhvtmOVnqIzXp48y+h8oxidGND9Uha2MdUEbbYAceQA=
x-amz-request-id: 39A36BR569WWSB7X
x-amz-version-id: 6KOV1L6IwVUtMVI6W8A_E4Cyn.DTpxWE
:status: 206
content-length: 91119
content-range: bytes 0-91118/91119
Request 79: https://static.qumath.in/static/next/_next/static/images/fauzia.mp4
URL: https://static.qumath.in/static/next/_next/static/images/fauzia.mp4
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 206
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 77, weight 147, depends on 45, EXCLUSIVE
Request Start: 8.745 s
Time to First Byte: 33 ms
Content Download: 8 ms
Bytes In (downloaded): 88.0 KB
Uncompressed Size: 88.0 KB
Bytes Out (uploaded): 1.9 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/fauzia.mp4
:scheme: https
accept: */*
accept-encoding: identity;q=1, *;q=0
accept-language: en-US,en;q=0.9
priority: i
range: bytes=0-
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: video
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
Content-Length: 90107
Content-Range: bytes 0-90106/90107
age: 3011
cache-control: public, max-age=14400
cf-cache-status: HIT
cf-ray: 8f4ba2a38a5e9c1f-IAD
content-type: video/mp4
date: Fri, 20 Dec 2024 00:49:55 GMT
etag: "1bdc4eaa37e940465065c39fe5f4a941"
expires: Fri, 20 Dec 2024 04:49:55 GMT
last-modified: Wed, 07 Feb 2024 05:55:58 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: A0vQvH7CpxjdCHz6ne8l+CMrDsPfaEi5oqrcWjev+HdrCz2egL5Z91fM8w7FoapPWLw4s6GDmRU=
x-amz-request-id: G2BZDKAM4AANQGNR
x-amz-version-id: tB39W9ZIIdzSqLlYADlgUEJzUOQcyPcp
:status: 206
content-length: 90107
content-range: bytes 0-90106/90107
Request 80: https://static.qumath.in/static/next/_next/static/images/sonam.mp4
URL: https://static.qumath.in/static/next/_next/static/images/sonam.mp4
Host: static.qumath.in
IP: [2606:4700::6812:5fb]
Error/Status Code: 206
Priority: Low
Protocol: HTTP/2
HTTP/2 Stream: 79, weight 147, depends on 45, EXCLUSIVE
Request Start: 11.744 s
Time to First Byte: 29 ms
Content Download: 7 ms
Bytes In (downloaded): 89.6 KB
Uncompressed Size: 89.6 KB
Bytes Out (uploaded): 1.9 KB
Request Headers:
:authority: static.qumath.in
:method: GET
:path: /static/next/_next/static/images/sonam.mp4
:scheme: https
accept: */*
accept-encoding: identity;q=1, *;q=0
accept-language: en-US,en;q=0.9
priority: i
range: bytes=0-
referer: https://www.cuemath.com/
sec-ch-ua: " Not A;Brand";v="99", "Chromium";v="131", "Google Chrome";v="131"
sec-ch-ua-mobile: ?0
sec-ch-ua-platform: "Unknown"
sec-fetch-dest: video
sec-fetch-mode: no-cors
sec-fetch-site: cross-site
user-agent: Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/131.0.0.0 Safari/537.36 PTST/241210.173901
Response Headers:
Content-Length: 91755
Content-Range: bytes 0-91754/91755
age: 78
cache-control: public, max-age=14400
cf-cache-status: HIT
cf-ray: 8f4ba2b648889c1f-IAD
content-type: video/mp4
date: Fri, 20 Dec 2024 00:49:58 GMT
etag: "cc7046b903f43071c0ff3ac9ad185516"
expires: Fri, 20 Dec 2024 04:49:58 GMT
last-modified: Wed, 07 Feb 2024 06:01:48 GMT
server: cloudflare
vary: Accept-Encoding
x-amz-id-2: GBYF9CJB7XezNLkzLRWtn6JofSDlI+VDYkOpCdGlmkl1MZzpDmdO7IUWaXB+OUeSRpv2HK89sO4=
x-amz-request-id: YSCS7WY6A8BCBNCR
x-amz-version-id: n9k_EhqLqvQn_b6facNE5a9M8CJJEki6
:status: 206
content-length: 91755
content-range: bytes 0-91754/91755