html, body, header, footer, h1, h2, h3, h4, ul, li, p, div { margin:0; padding:0; font-size:0; line-height:0; box-sizing:border-box; }
html, body { min-width:320px; height:100%; background-color:#fff; }
ul { list-style:none; }
ul.Disc { list-style:disc; }
li { display:inline-block; }
ul.Blocks li { display:block; }
a { text-decoration:none; color:#0da2cc; }
a:hover { text-decoration:underline; color:#6ec7e0; }
a:hover img { transform:scale(1.01); transition:0.1s; -webkit-box-shadow: 0px 10px 56px 0px rgba(0,0,0,0.1); -moz-box-shadow: 0px 10px 56px 0px rgba(0,0,0,0.1); box-shadow: 0px 10px 56px 0px rgba(0,0,0,0.1); }
a.Arrow { display:inline-block; padding-right:36px; font-weight:bold; white-space:nowrap; background-repeat:no-repeat; background-position:center right; background-image:url("data:image/svg+xml;utf8,<svg width='22' height='14' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M0 7H20M20 7L13.95 1M20 7L13.95 13' stroke='%230DA2CC' stroke-width='2'/></svg>"); }
a.Arrow.Small { padding-right:36px; background-image:url("data:image/svg+xml;utf8,<svg width='22' height='14' viewBox='0 0 22 14' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M0 7H20M20 7L13.95 1M20 7L13.95 13' stroke='white' stroke-width='2'/></svg>"); }

.Clear { clear:both; }
.Hide { display:none !important; }
.Show { display:block; }

.Block, .Left, .Right { width:50%; padding:0 5%; }
.Left  { float:left; }
.Right { float:right; }

.Half { width:50%; padding:0 10%; }
.CenterText { text-align:center; }
.Title { font-size:40px; line-height:48px; }
.Text { font-size:22px; line-height:30px; }
.Bold { font-weight:bold; }

.SectionList { width:100%; display:flex; align-items:center; }
.SectionList>li { float:none; display:block; }

.SectionImage { width:600px; height:600px; margin:0 auto; background-size:100% 100%; background-repeat:no-repeat; }
.Transition { width:100%; height:40px; background-size:100% 40px; background-repeat:no-repeat; background-position:0 0; }
.Transition.DownDarkRed2LightRed { background-color:#e84e40; background-image:url("data:image/svg+xml;utf8,<svg width='100%' height='40' viewBox='0 0 1440 40' preserveAspectRatio='none' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M0 0H1440V40L0 0Z'    fill='%23BF0C34'/></svg>"); }
.Transition.UpLightRed2Orange    { background-color:#ffb52d; background-image:url("data:image/svg+xml;utf8,<svg width='100%' height='40' viewBox='0 0 1440 40' preserveAspectRatio='none' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M1440 0H0V40L1440 0Z' fill='%23E84E40'/></svg>"); }
.Transition.DownOrangeToBlue     { background-color:#0da2cc; background-image:url("data:image/svg+xml;utf8,<svg width='100%' height='40' viewBox='0 0 1440 40' preserveAspectRatio='none' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M0 0H1440V40L0 0Z'    fill='%23FFB52F'/></svg>"); }
.Transition.UpGreen2White        { background-color:#fff;    background-image:url("data:image/svg+xml;utf8,<svg width='100%' height='40' viewBox='0 0 1440 40' preserveAspectRatio='none' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M1440 0H0V40L1440 0Z' fill='%2387C540'/></svg>"); }
.Transition.DownDarkRed2White    { background-color:#fff;    background-image:url("data:image/svg+xml;utf8,<svg width='100%' height='40' viewBox='0 0 1440 40' preserveAspectRatio='none' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M0 0H1440V40L0 0Z'    fill='%23BF0C34'/></svg>"); }
.Transition.UpBlue2White         { background-color:#fff;    background-image:url("data:image/svg+xml;utf8,<svg width='100%' height='40' viewBox='0 0 1440 40' preserveAspectRatio='none' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M1440 0H0V40L1440 0Z' fill='%230DA2CC'/></svg>"); }
.BlueText { color:#0da2cc !important; }
.BlueBorder { border-color:#0da2cc !important; }

.RedBack { background-color:#bf0c34; }

.PhotomathLogo { display:inline-block; }
.PhotomathLogo a { display:block; background-repeat:no-repeat; background-size:100% 100%; background-image:url("data:image/svg+xml;utf8,<svg id='PhotomathLogo' width='192' height='40' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M86.4125 20.1002C86.3995 19.1359 86.5813 18.1789 86.9471 17.2866C87.2851 16.4698 87.7824 15.7284 88.4102 15.106C89.0462 14.4855 89.8027 14.002 90.6329 13.6853C92.4479 13.0097 94.4452 13.0097 96.2602 13.6853C97.0904 14.0021 97.8468 14.4856 98.4829 15.106C99.1106 15.7285 99.608 16.4698 99.9461 17.2866C100.659 19.0947 100.659 21.1058 99.9461 22.9139C99.6081 23.7307 99.1107 24.472 98.4829 25.0945C97.8469 25.715 97.0904 26.1986 96.2602 26.5152C94.4452 27.1905 92.4479 27.1905 90.6329 26.5152C89.8026 26.1986 89.0461 25.7151 88.4102 25.0945C87.7823 24.4721 87.2849 23.7308 86.9471 22.9139C86.5813 22.0216 86.3994 21.0645 86.4125 20.1002ZM88.7759 20.1002C88.7695 20.7567 88.879 21.4092 89.0995 22.0276C89.3039 22.6019 89.6242 23.128 90.0405 23.5733C90.4567 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.PhotomathLogo a:hover { text-decoration:none; }
.PhotomathLogo.Small a { width:134px; height:28px; }
.PhotomathLogo.Large a { width:192px; height:40px; }

.Header { padding:52px 5%; }
.Header .NavDesktop { display:block; float:right; list-style:none; }
.Header .NavDesktop>li { margin-right:20px; padding:10px 10px 10px 25px; background-repeat:no-repeat; background-position:0 0; }
.Header .NavDesktop>li:last-child { margin-right:0; }
.Header .NavDesktop>li>a { height:26px; font-size:18px; line-height:26px; text-align:right; color:#000; }
.Header .NavDesktop>li>a:hover { text-decoration:none; }
.Header .NavDesktop>li.Selected, .Header .NavDesktop>li:hover { background-image:url("data:image/svg+xml;utf8,<svg width='157' height='35' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M1 16H5L8.5 34L12 1H156' stroke='%230DA2CC' stroke-width='2' stroke-linecap='round' stroke-linejoin='round'/></svg>"); }
.Header .NavDesktop>li.Selected>a { color:#0da2cc; }
.Header .NavDesktop>li.Lang { position:relative; top:0; right:0; margin-left:40px; padding:0; border:1px solid #000; border-radius:4px; text-transform:capitalize; background-image:none; }
.Header .NavDesktop>li.Lang>a { padding:3px 6px; min-width:24px; text-align:center; display:inline-block; }

.Header .LangSelect { position:absolute; top:38px; right:3px; padding-top:7px; background-position:top 0 right 6px; background-repeat:no-repeat; background-image:url("data:image/svg+xml;utf8,<svg width='16' height='7' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M8 0L16 7H0L8 0Z' fill='%230DA2CC'/></svg>"); }
.Header .LangSelect>li { display:block; background-color:#0da2cc; }
.Header .LangSelect>li.Selected { background-color:#0192ba; background-position:top 50% left 14px; background-repeat:no-repeat; background-image:url("data:image/svg+xml;utf8,<svg width='14' height='15' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M1 7.85714L6.14286 13L13 1' stroke='white' stroke-width='2' stroke-linecap='round'/></svg>"); }
.Header .LangSelect>li>a { display:block; color:#fff; text-align:left; font-size:18px; line-height:18px; padding:9px 36px 9px 40px; }
.Header .LangSelect>li>a:hover { text-decoration:underline; }

.Header a.VegBurger { display:none; float:right; width:20px; height:20px; margin-top:10px; background-repeat:no-repeat; background-size:100% 100%; background-position:0 0; }
.Header a.ShowMenu { background-image:url("data:image/svg+xml;utf8,<svg width='20' height='16' fill='none' xmlns='http://www.w3.org/2000/svg'><path fill-rule='evenodd' clip-rule='evenodd' d='M0 0.5H20V1.5H0V0.5Z' fill='%237F7F7F'/><path fill-rule='evenodd' clip-rule='evenodd' d='M0 7.5H20V8.5H0V7.5Z' fill='%237F7F7F'/><path fill-rule='evenodd' clip-rule='evenodd' d='M0 14.5H20V15.5H0V14.5Z' fill='%237F7F7F'/></svg>"); }
.Header a.HideMenu { background-image:url("data:image/svg+xml;utf8,<svg width='24' height='24' fill='none' xmlns='http://www.w3.org/2000/svg'><path d='M2 2L22.1115 22' stroke='%234C4F54'/><path d='M2 22L22.1115 2' stroke='%234C4F54'/></svg>"); }

.Header.DropdownVisible { background-color:#fff; }

.Social { display:inline-block; }
.Social.Head { margin-top:15px; }
.Social.Foot { position:absolute; right:110px; }
.Social li { margin:0 25px 10px 0; }
.Social li:last-child { margin-right:0; }
.Social li a { display:block; height:24px; width:24px; background-repeat:no-repeat; }

.Social li.Facebook a { background-image:url("data:image/svg+xml;utf8,<svg width='24' height='24' fill='white' xmlns='http://www.w3.org/2000/svg'><path d='M17.5849 7.77359H13.8113V5.28302C13.8113 4.37736 14.4151 4.15094 14.8679 4.15094C15.3208 4.15094 17.5094 4.15094 17.5094 4.15094V0H13.8113C9.73585 0 8.75471 3.09434 8.75471 5.0566V7.77359H6.41509V12H8.75471C8.75471 17.434 8.75471 24 8.75471 24H13.7358C13.7358 24 13.7358 17.3585 13.7358 12H17.0566L17.5849 7.77359Z' fill='white'/></svg>"); }
.Social li.Twitter a { background-image:url("data:image/svg+xml;utf8,<svg width='24' height='24' fill='white' xmlns='http://www.w3.org/2000/svg'><path d='M24 3.98746C23.0972 4.43887 22.1944 4.66457 21.1411 4.81504C22.1944 4.13793 22.9467 3.15987 23.3229 1.88088C22.3448 2.48276 21.2915 2.93417 20.163 3.15987C19.3354 2.18182 17.9812 1.5047 16.627 1.5047C13.9185 1.5047 11.7367 3.83699 11.7367 6.77116C11.7367 7.14733 11.8119 7.59874 11.8871 7.97492C7.74922 7.82445 4.0627 5.64263 1.65517 2.48276C1.20376 3.23511 0.978056 4.13793 0.978056 5.11599C0.978056 6.92163 1.88088 8.5768 3.15987 9.55486C2.33229 9.55486 1.57994 9.32915 0.902821 8.87774V8.95298C0.902821 11.511 2.63323 13.6176 4.81505 14.1442C4.51411 14.2947 4.0627 14.2947 3.61129 14.2947C3.31034 14.2947 3.0094 14.2947 2.70846 14.2194C3.31034 16.326 5.11599 17.8307 7.29781 17.906C5.64263 19.3354 3.46082 20.163 1.20376 20.163C0.827586 20.163 0.376176 20.163 0 20.0878C2.18182 21.5925 4.73981 22.4953 7.52351 22.4953C16.5517 22.4953 21.5172 14.4451 21.5172 7.44827C21.5172 7.22257 21.5172 6.99686 21.5172 6.77116C22.4953 6.01881 23.3229 5.04075 24 3.98746Z' fill='white'/></svg>"); }
.Social li.Instagram a { background-image:url("data:image/svg+xml;utf8,<svg width='24' height='24' fill='white' xmlns='http://www.w3.org/2000/svg'><path d='M11.9999 2.16237C15.2041 2.16237 15.5836 2.17461 16.849 2.23235C18.019 2.28574 18.6544 2.48118 19.0772 2.64552C19.5985 2.83789 20.0699 3.14463 20.457 3.54318C20.8556 3.93025 21.1623 4.40172 21.3547 4.92294C21.519 5.34578 21.7145 5.98117 21.7678 7.15114C21.8256 8.41653 21.8378 8.79603 21.8378 12.0003C21.8378 15.2045 21.8256 15.5839 21.7678 16.8494C21.7144 18.0193 21.519 18.6547 21.3547 19.0776C21.155 19.5951 20.8493 20.0651 20.457 20.4573C20.0648 20.8496 19.5948 21.1553 19.0772 21.355C18.6544 21.5193 18.019 21.7148 16.849 21.7682C15.5839 21.8259 15.2044 21.8381 11.9999 21.8381C8.79547 21.8381 8.41611 21.8259 7.15082 21.7682C5.98084 21.7148 5.3455 21.5193 4.92261 21.355C4.4014 21.1626 3.92992 20.8559 3.54285 20.4573C3.1443 20.0703 2.83757 19.5988 2.64519 19.0776C2.48086 18.6547 2.28537 18.0193 2.23202 16.8494C2.17429 15.584 2.16205 15.2045 2.16205 12.0003C2.16205 8.79603 2.17429 8.41663 2.23202 7.15114C2.28542 5.98117 2.48086 5.34583 2.64519 4.92294C2.83759 4.4017 3.14435 3.93021 3.54295 3.54313C3.93002 3.14458 4.40149 2.83784 4.9227 2.64547C5.34555 2.48114 5.98093 2.28565 7.15091 2.2323C8.4163 2.17457 8.7958 2.16232 12 2.16232L11.9999 2.16237ZM12 0.000183105C8.74102 0.000183105 8.33223 0.0139969 7.0525 0.0723958C5.77521 0.130699 4.90294 0.333524 4.13965 0.630186C3.33896 0.9315 2.61363 1.40384 2.01424 2.01428C1.40367 2.61363 0.93119 3.33897 0.629765 4.13969C0.333341 4.90302 0.130516 5.77529 0.0724508 7.05259C0.0138138 8.33232 0 8.74111 0 12.0001C0 15.2591 0.0138138 15.6679 0.0724508 16.9476C0.130754 18.2249 0.333579 19.0972 0.630241 19.8605C0.931556 20.6612 1.4039 21.3865 2.01433 21.9859C2.61372 22.5963 3.33905 23.0687 4.13975 23.37C4.90308 23.6667 5.77535 23.8695 7.0526 23.9278C8.33251 23.9862 8.74116 24 12.0001 24C15.2591 24 15.6679 23.9862 16.9476 23.9278C18.2249 23.8695 19.0972 23.6667 19.8605 23.37C20.6576 23.0617 21.3816 22.5903 21.9859 21.9859C22.5903 21.3816 23.0617 20.6576 23.37 19.8605C23.6667 19.0972 23.8695 18.2249 23.9278 16.9476C23.9862 15.6677 24 15.2591 24 12.0001C24 8.74116 23.9862 8.33232 23.9278 7.05259C23.8695 5.77529 23.6667 4.90302 23.37 4.13974C23.0687 3.33905 22.5963 2.61371 21.9859 2.01433C21.3865 1.40377 20.6611 0.931325 19.8603 0.629948C19.097 0.333524 18.2247 0.130699 16.9474 0.072634C15.6677 0.0139969 15.2589 0.000183105 11.9999 0.000183105H12Z' fill='white'/><path d='M11.9999 5.83795C10.7812 5.83795 9.58979 6.19935 8.57644 6.87646C7.56308 7.55356 6.77326 8.51596 6.30687 9.64194C5.84047 10.7679 5.71844 12.0069 5.95621 13.2023C6.19397 14.3976 6.78086 15.4956 7.64265 16.3574C8.50444 17.2192 9.60243 17.806 10.7978 18.0438C11.9931 18.2816 13.2321 18.1596 14.3581 17.6932C15.4841 17.2268 16.4465 16.4369 17.1236 15.4236C17.8007 14.4102 18.1621 13.2188 18.1621 12.0001C18.1621 10.3658 17.5128 8.79842 16.3572 7.6428C15.2016 6.48717 13.6342 5.83795 11.9999 5.83795ZM11.9999 16C11.2088 16 10.4355 15.7654 9.7777 15.3259C9.11992 14.8864 8.60724 14.2617 8.3045 13.5308C8.00176 12.7999 7.92256 11.9956 8.0769 11.2197C8.23125 10.4438 8.61221 9.73108 9.17161 9.17168C9.73102 8.61228 10.4437 8.23133 11.2196 8.07699C11.9956 7.92266 12.7998 8.00187 13.5307 8.30462C14.2616 8.60737 14.8863 9.12005 15.3258 9.77784C15.7653 10.4356 15.9999 11.209 15.9999 12.0001C15.9999 13.0609 15.5785 14.0783 14.8283 14.8285C14.0782 15.5786 13.0608 16 11.9999 16Z' fill='white'/><path d='M18.4055 7.03447C19.2008 7.03447 19.8455 6.38978 19.8455 5.59451C19.8455 4.79924 19.2008 4.15454 18.4055 4.15454C17.6102 4.15454 16.9655 4.79924 16.9655 5.59451C16.9655 6.38978 17.6102 7.03447 18.4055 7.03447Z' fill='white'/></svg>"); }

.MobileMenu { background-color:#bf0c34; width:100%; height:100%; position:relative; text-align:center; padding-top:120px; }
.MobileMenu>ul>li { display:block; margin-bottom:28px; }
.MobileMenu ul li a { color:#fff; }
.MobileMenu ul li.Large a { font-size:27px; line-height:32px; font-weight:bold; }
.MobileMenu ul li.Small a { font-size:22px; line-height:30px; }
.MobileMenu ul li.Lang a { display:inline-block; padding:6px; font-size:16px; line-height:16px; border:1px solid #fff; border-radius:4px; text-transform:capitalize; }

.Social.Head li a { filter:brightness(0); }
.Social.Foot li a { filter:brightness(0); }
.Social.MobileHead li a { filter:brightness(1); }

.Stores { display:inline-block; }
.Stores li { margin:0 25px 25px 0; background-repeat:no-repeat; }
.Stores li:last-child { margin-right:0; }
.Stores li a { display:block; height:46px; }
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.SectionAwards p { font-size:22px; line-height:30px; margin-top:34px; }

.Section10 { clear:both; background-color:#fff; padding:150px 5%; text-align:center; }
.Section10 .Tasks, .SingleColumn.Examples .Tasks { float:right; background-repeat:no-repeat; background-size:100% 100%; }
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div.Download p { margin:8px 0 0 0; padding:0; font-size:14px; line-height:normal; }

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div.SingleColumn h3 { font-size:40px; line-height:48px; margin-top:50px; margin-bottom:34px; }
div.SingleColumn.TermsOfUse h3 { font-size:27px; line-height:32px; margin-top:40px; margin-bottom:34px; }
div.SingleColumn h4 { font-size:27px; line-height:30px; margin-bottom:24px; font-weight:bold; text-transform:none; }

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div.SingleColumn.Examples { padding-bottom:100px; }
div.SingleColumn.Examples h2 { margin-bottom:100px; }
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.InfoPage.Confirmed { background-position:left 50% top 80px; background-image:url("data:image/svg+xml;utf8,<svg width='166' height='75' viewBox='0 0 166 75' fill='none' xmlns='http://www.w3.org/2000/svg'><path fill-rule='evenodd' clip-rule='evenodd' d='M163.58 15.4496C164.988 16.322 165.423 18.1711 164.55 19.5797L145.35 50.5797C144.867 51.3599 144.053 51.876 143.142 51.9805C142.23 52.085 141.32 51.7664 140.673 51.1157L127.873 38.2479C126.705 37.0732 126.71 35.1737 127.884 34.0052C129.059 32.8368 130.958 32.8418 132.127 34.0164L142.249 44.1922L159.45 16.4204C160.322 15.0118 162.171 14.5772 163.58 15.4496Z' fill='%2387C540'/><path fill-rule='evenodd' clip-rule='evenodd' d='M23 4C23 1.79086 24.791 0 27 0H139C141.209 0 143 1.79086 143 4V28C143 29.6569 141.657 31 140 31C138.343 31 137 29.6569 137 28V8.92706L103.58 36.8691L137 65.4844V59C137 57.3431 138.343 56 140 56C141.657 56 143 57.3431 143 59V70.5714C143 72.7806 141.209 74.5714 139 74.5714H27C24.791 74.5714 23 72.7806 23 70.5714V4ZM82.8828 45.2924L35.0332 6H131.146L84.1582 45.2867C83.791 45.595 83.2539 45.5974 82.8828 45.2924ZM98.9141 40.7716L131.381 68.5714H34.7949L67.8867 40.7425L79.0742 49.9293C81.6758 52.0645 85.4258 52.0479 88.0078 49.8898L98.9141 40.7716ZM63.1719 36.8693L29 65.6058V8.8089L63.1719 36.8693Z' fill='%23EAEAEA'/></svg>"); }
.InfoPage h1 { font-size:60px; line-height:72px; margin-bottom:34px; }
.InfoPage p { font-size:22px; line-height:30px; }
.InfoPage p.Pin { font-size:60px; line-height:72px; color:#0da2cc; margin-top:34px; }

.Footer { padding:75px 110px; text-align:center; }
.Footer h4 { position:absolute; left:110px; }
.Footer ul.Links { display:inline-block; max-width:40%; text-align:left; }
.Footer ul.Links li { width:50%; }
.Footer ul.Links li a { font-size:16px; line-height:32px; white-space:nowrap; color:#000; }

/* 1440 */
@media only screen and (max-width:1439px) {
	.SectionList { display:block; }
	.SectionList>li { width:100%; }
    .SectionScanSolveLearn .Right { width:50%; }
    .Section10 .Tasks.Big, .SingleColumn.Examples .Tasks.Big { width:795px; height:462px; }
    div.SingleColumn { margin:0 15%; }
    .SectionReviews .ReviewSlider { max-width:392px; }
    .SectionReviews .ReviewSlider div.Slide { margin-left:0; margin-right:0; }
    .SectionReviews .SliderDots { display:block; }
    .SectionReviews .HeartSquared { display:none; }
}

/* 1080 */
@media only screen and (max-width:1079px) {
    .Section1 .Content .Stores.Above { margin-top:70px; }
    .SectionScanSolveLearn .Right { padding-top:20px; }
    .SectionScanSolveLearn .Right p { font-size:18px; line-height:26px; }
    .SectionScanSolveLearn .Right p.Big { font-size:48px; line-height:58px; font-weight:bold; }
    .SectionScanSolveLearn .Right p.Big.Space { margin-bottom:48px; }
    .SectionScanSolveLearn .Right p.Small { font-size:16px; line-height:24px; }
    .Section10 .Tasks.Big, .SingleColumn.Examples .Tasks.Big { width:596px; height:347px; }
}

/* 1024 */
@media only screen and (max-width:1023px) {
    .Title { font-size:27px; line-height:32px; }
    .Text { font-size:18px; line-height:26px; }
    .Section1 .Content h2 { font-size:40px; line-height:48px; margin-bottom:20px; }
    .Section6 h2 { font-size:27px; line-height:32px; margin-bottom:54px; }
    .Section6 h3 { font-size:22px; line-height:30px; }
    div.SingleColumn { margin:0 5%; }
}

/* 960 */
@media only screen and (max-width:959px) {
    .Section1 .Content .Stores .Above { margin-top:50px; }
    .SectionScanSolveLearn { padding-bottom:100px; }
    .SectionScanSolveLearn .Left { float:none; width:100%; margin-bottom:54px; }
    .SectionScanSolveLearn .Right { float:none; width:100%; padding-top:20px; }
    .SectionScanSolveLearn .Right p { font-size:16px; line-height:24px; }
    .SectionScanSolveLearn .Right p.Big { font-size:40px; line-height:48px; font-weight:bold; }
    .SectionScanSolveLearn .Right p.Big.Space { margin-bottom:48px; }
    .SectionScanSolveLearn .Right p.Small { font-size:16px; line-height:24px; }
    .SectionDownload h2 { font-size:27px; line-height:32px; margin-bottom:20px; }
    .SectionDownload p { font-size:16px; line-height:24px; margin-bottom:31px; }
    .SectionList { display:block; }
}

/* 860 */
@media only screen and (max-width:859px) {
    .Header { position:fixed; z-index:999; top:0; width:100%; padding:15px 5%; background-color:rgba(255, 255, 255, 0.95); box-shadow:0 5px 10px rgba(0, 0, 0, 0.15); }
    .Header .NavDesktop { display:none; }
    .Header a.VegBurger { display:block; }
    .Section1 .Content .Stores.Above { margin-top:127px; }
    .Section1 .Content p { line-height:24px; font-size:16px; }
    .Section1 .Notebook { margin-bottom:-250px; }
    .SectionAwards h2 { font-size:22px; line-height:30px; }
    .SectionAwards p { font-size:16px; line-height:24px; margin-top:24px; }
    .Section10 .LeftBlock { width:100%; float:none; }
    .Section10 .Tasks, .SingleColumn.Examples .Tasks { float:none; margin:0 auto; margin-bottom:34px; }
    .Section10 .Tasks.Big,   .SingleColumn.Examples .Tasks.Big   { display:none; }
    .Section10 .Tasks.Small, .SingleColumn.Examples .Tasks.Small { display:block; }
    div.SingleColumn { padding-top:127px; padding-bottom:75px; }
    div.SingleColumn h2 { font-size:40px; line-height:48px; margin-top:0; }
    div.SingleColumn h3 { font-size:27px; line-height:32px; margin-top:30px; }
    div.SingleColumn.TermsOfUse h3 { font-size:22px; line-height:30px; margin-top:30px; margin-bottom:15px; }
    div.SingleColumn h4 { font-size:22px; line-height:30px; }
    div.SingleColumn p { font-size:18px; line-height:26px; }
    div.SingleColumn p.Summary { font-size:20px; line-height:24px; }
    div.SingleColumn p.LastUpdate { font-size:22px; line-height:30px; }
    div.SingleColumn ul.Box li h3 { font-size:27px; line-height:32px; }
    div.SingleColumn ul.Box li p { font-size:16px; line-height:24px; }
    div.SingleColumn ul.Box li p.Large { font-size:20px; line-height:24px; }
    div.SingleColumn ul.Media li { width:100%; padding:12px 12px 30px 12px; }
    div.SingleColumn img.Photo { margin-bottom:20px; }
    div.SingleColumn.Examples ul.ExampleGroups { margin-top:0; }
    div.SingleColumn.Examples ul.ExampleGroups>li>ul>li { padding:7px 0; }
    div.SingleColumn.Examples ul.ExampleGroups>li>ul>li>a { font-size:20px; line-height:24px; }
    .HelpSection { padding-top:127px; }
    .Footer { padding:15px 5%; }
    .Footer ul.Links { max-width:100%; width:100%; margin-bottom:50px; margin-top:40px; }
    .Footer ul.Links li.LeftItem { text-align:left; }
    .Footer ul.Links li.RightItem { text-align:right; }
    .Footer h4 { position:static; float:left; }
    .Footer ul.Social.Foot { position:static; float:right; }
    .InfoPage { padding-top:400px; background-position:left 50% top 127px; }
    .InfoPage.Confirmed { background-position:left 50% top 200px; }
}

/* 720 */
@media only screen and (max-width:719px) {
    .Left { float:none; width:100%; }
    .Right { float:none; width:100%; }
    .Half { width:100%; margin-bottom:54px; }
    /* .Title { font-size:22px; l.ine-height:30px; } */
    .Text { font-size:16px; line-height:24px; }
    .SectionImage { width:500px; height:500px; }
    .Section1 .Content h2 { margin-top:150px; }
    .Section1 .Content .Stores.Above { display:none; }
    .Section1 .Content .Stores.Below { display:block; }
    .Section1 .Content .Social { display:none; }
    .Section1 .Notebook { width:75%; padding-bottom:100%; clear:both; margin-bottom:-250px; }
    .Section1 .Content { max-width:100%; margin-top:0; padding-right:5%; clear:both; }
    .SectionScanSolveLearn { padding:100px 0 75px 0; }
    .Section3 { padding:50px 0 100px 0; }
    .SectionStepByStep { padding:50px 0 100px 0; }
    .SectionStepByStep .Left p { margin-top:24px; }
    .Section5 { padding:50px 0 100px 0; }
    .Section5 .Right p { margin-top:24px; }
    .Section6 { padding-top:100px; padding-bottom:50px; }
    .SectionReviews { padding:100px 5% 54px 5%; }
    .SectionReviews h2 { font-size:27px; line-height:32px; margin-bottom:54px; }
    .SectionReviews .ReviewSlider { max-width:100%; }
    .SectionParentsTeachers { padding:100px 5% 50px 5%; }
    .SectionParentsTeachers h2 { font-size:27px; line-height:32px; margin-bottom:54px; }
    .SectionParentsTeachers h3 { font-size:22px; line-height:30px; }
    .SectionParentsTeachers h4 { font-size:16px; line-height:24px; }
    .SectionParentsTeachers p { font-size:16px; line-height:24px; }
    .SectionParentsTeachers .Half { width:100%; margin-bottom:54px; }
    .SectionAwards { padding:100px 0; }
    .SectionAwards .Right { margin-bottom:43px; }
    .SectionAwards ul li { margin-bottom:43px; }
    .SectionAwards ul li.TechCrunchDisrupt a { width:186px; height:55px; }
    .SectionAwards ul li.FourYFN a { width:186px; height:58px; }
    .SectionAwards ul li.NetExplo a { width:185px; height:43px; }
    .Section10 { padding:100px 5%; text-align:left; }
    .Section10 h2 { font-size:22px; line-height:30px; }
    .Section10 p { font-size:16px; line-height:24px; margin-bottom:20px; }
    .Section10 a.Arrow { font-size:15px; line-height:22px; }
    .Section10 .Tasks.Small, .SingleColumn.Examples .Tasks.Small { width:249px; height:334px; }
    .Section10 .TopLink { margin-bottom:60px; }
    div.SingleColumn.Examples { text-align:center; margin:0; }
    div.SingleColumn.Examples ul.ExampleGroups { float:none; width:auto; margin:0 auto 50px auto; display:inline-block; }
    div.SingleColumn.Examples ul.ExampleGroups>li { float:none; width:auto; }
    .SectionDownload { padding-top:75%; padding-bottom:80px; background-size:100%; background-position:right top; }
    .SectionDownload .Content { width:100%; float:none; }
    .Line { display:block; }
    .InfoPage h1 { font-size:40px; line-height:48px; }
    .InfoPage p { font-size:16px; line-height:24px; }
    .InfoPage p.Pin { font-size:40px; line-height:48px; color:#0da2cc; }
}

/* 640 */
@media only screen and (max-width:639px) {
	.SectionImage { width:400px; height:400px; }
}

/* 530 */
@media only screen and (max-width:529px) {
    .SectionImage { width:350px; height:350px; }
    .SectionReviews .ReviewSlider div.Slide { height:auto; }
    .SectionReviews .ReviewSlider div.Slide h3 { max-width:100%; float:none; }
    .SectionReviews .ReviewSlider div.Slide p.DateName { float:left; display:inline-block; }
    .SectionReviews .ReviewSlider div.Slide p.Name { clear:none; margin-left:10px; }
    div.SingleColumn ul.Media li p a { font-size:14px; line-height:17px; }
}

/* 450 */
@media only screen and (max-width:449px) {
    .SectionImage { width:300px; height:300px; }
}

/* 360 */
@media only screen and (max-width:359px) {
    .SectionImage { width:250px; height:250px; }
    .Section1 { padding-bottom:25px; }
    .Section1 .Content p { margin-bottom:30px; }
    .Section1 .Notebook { margin-bottom:-180px; }
    .Section1 .Content h2 { font-size:32px; line-height:40px; margin-bottom:20px; }
    .SectionScanSolveLearn .Right p.Big { font-size:32px; line-height:40px; }
    .Section6 h2 { font-size:24px; line-height:30px; }
    .Section6 h3 { font-size:20px; line-height:24px; }
    div.SingleColumn ul.Media li p a { font-size:12px; line-height:14px; }
    div.SingleColumn.Examples ul.ExampleGroups>li { padding-bottom:50px; }
    div.SingleColumn.Examples ul.ExampleGroups>li>ul>li { padding:5px 0; }
    div.SingleColumn.Examples ul.ExampleGroups>li>ul>li>a { font-size:16px; line-height:24px;  }
}
