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hyperframes/packages/producer/tests/style-18-prod/output/compiled.html
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Miguel ÁngelandClaude Sonnet 4.6 54afeccde7 test: regenerate all affected baselines in Docker 
Regenerated baselines for all regression tests with sub-compositions
in the cancelled shards: style-3-prod, style-5-prod, style-9-prod,
style-15-prod, style-16-prod, style-17-prod, style-18-prod,
sub-composition-video, many-cuts.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-17 17:47:25 +00:00

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") format("woff2");
font-style: normal;
font-weight: 400;
font-display: block;
}
@font-face {
font-family: "EB Garamond";
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format("woff2");
font-style: normal;
font-weight: 700;
font-display: block;
}
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llzMMklHbW+G585COBwvL7dbq+VzQeTU+i0mrwtmRvBKKIqTu8iX6+CyWFyuQuHDNUnEVRyBv/8oUTmfGxsjp4Nomk5k81higQBh+UtZLKmUw/Lh+sjMHJbUxGKxRCo5i+NjpGA2VM2GWSZDlRQiSe5fmy1YlhRORJLXC1qGoNmmNyMdMIa8FAKgtJe92hxkE9/sooYMjkVMqa6A0OZZ4Hrz/XW896vpZspQ3IqffKVQAn9LcZWbRPyn0qJTLedGKvnfDNPliYf9nSQdtpqek6EptBUNNNHrmAAt/bZjltlWXXkIqOMEhumZEQpp0Lkm7LjKWZMdEDxDsyeNONvyuyBDJX2LYOdagfI2X+mrRR/R3nvtEAtUsu6gLONhIBw3XcMsyAwbNbLVpOd91smAIUF2UTfp/rIPJBeuI7JuZDoYpWB3HY8zp1AZxgWvszVLnHC3r+Tso20+wrxr60cvzX31KwSaeXCcqnIo0RyQafQ2i7S0QLuSAGiOLBqXlMZLoWBRwxqqiVSQ22euaQ4ggjCHBWHRqgElPJqeHOhBovnKhAXUnNgU7qseVV0/bivQf2dJzwUUWROpOQ8+4KKsr/02GTF3lAFYxslDL1j3y4Dxb5s57mPNVDuHeZWWzvZBqFMF2mgb1kE9BmpeGDAo6HgKk1OKx2sSAMiUkREmnhSbERaHjyYK1wUBDq/29yDUduCLhXAVSTjM9rCgpepsiDjrCIAnJ9uw7RE2SxsgxKvU0iIixtiCBQYh1zNDd0734OQg5TJ7DWI2iPnzUT+fa0NRwtR4C2QnzmMsNFTfUoTuUfsofjCMImq2JLNbB/cFdyLzyUHfw+FI/ynOy1lMtBHBUPu0FEhjOpXnyY2gwMtPreQThkk/v71oQcj7CNF4sHju94OQwNL1J4Lqg1LJrWQYw6VBcyw/apaoY+HoTpvH3cdEyua6gm32+enOCN0BiK/kS6253Kce7PkUK1ahh+gE1rXd9OYNJNUy22cdgBYxtII26MQeEJRHSU9cQRYh8AQabo9DGS0pnFE4UEYbwYDaAPzebxJEC+Gc2KiFf01tvGBU3vFmHgB4h8ZWQEy0dIYsrp19LNp61u2sSdK8Vtm3Bxta3jtBWaSO556fcTvKyBsxOiFbnyxGysfWVRLZGSvq4Nt423sBe+JGRGrfRFhnz/9ngEt3cftqQRVEPYABUP8GJ5YIP+8lV0bqsNkEUPEzYPq90h2k3FKZLC4KAXxOwcUppHf8RLrJD6TIAysuKHO+zvBKF37Uf81jK3ltJdWteBpKe0u1vAX/Z+sT8i8sylSxWrP+R3YZ3DWbs1S1YFLx+5nNDCBunE09lW6z3yB45MO1QTOe0dFyravIDzrD2hH9ejh7Qq5vNTHF8SAuwYcmZ/PxNkGGVswHZuV4DW9H5Jk7dHcDzD+Dy7PK44WbxhsPyplF1RVb0IVGvpVa0nMSpKMYmunBwrpo6acpBIVw0MhmJeMBace9i8UGFsnMLzoMpkIHJKLvdpIF3W7mhbfqQLPT7RbBtnRZybPvVXiLpiTS5Ydx5Pc1qpspMeIwYAx9Dc4uhtHWQAG2maugDRrkL/JRlp8K02Fma6C5EQY/feAkROm4nXXPIxC9yHy+sZKuxVRVGYKSWDVyAVccCvXAtK0hW+i9mwhtHhCS7fZKhNXf4cRwJz3OhiQ+8UzOuBjQFKEcoFvokcO3+QoeGW9NRMOXqcx6sMn/wTOccAXRC2drOoEjEQVgvPETJfPNlt1o7amwOuRQ7hB40IdO+Gk9NQtm+NLrBb0RHrzljbdwzuTSnthi3ZrWEn48uF3oqibChATP/61VvbA7YfXILhuRcLL4dNN1R8kjxYyqifRqmioo5diIaeI964UTXlgGCKBJcyT3C4KTbNcioPj9OOxuY0BqWPHICE25ugTZkVy7phO1LIpnam0wsfHMOoF/9YFd7eT42INIEJER8428juKtoAZC+82E+lj7FjIkk/luwjhsQVh+Ei3p69cppI0PmClmtgzqfwuhsC+hbTyn190Ox3e1TDoXOLO3I7MkN3rv7QT14R3NXKJCRadGBcMV4DDzaQPv5Fpt7uIqoq4E6Fcglff2VIy+LlVNzAsTN/tqwoFUPrDH2lxvlG//2o85mhdtP8CQYNQXm+/m+lVfp+f6sUAwY8ZOceQnuYQR15Bz8mN5f7k5Dl84KAmzQzoHM5DG67RGSKam1qW9Ann0mtVEZLPONjxpfTf6L649Iqw7bbVd4EdtP7NtQroWPUJ0GcllZ8QN0W/MRV3DgAUhe8mMUAqoYfQVN7WC/0zt4JExrtI2YdBPV7ltIV5cVPaIckrgVD5zcqZcUP2K4S8eioRdxUwtFAaLPEfBBjcrD0A+B7P+Bst3OlZ8PuKybt0jxIO5SWE3TvRG7mMqI9Wq+kSqOb4q3QBOH3KQslVceYe02v4W2JmjC9mD8yH41JYEgkjOHu5EFzDabfHLQ2G3Jaa+WPNgKX5UkmRLUjsBcsx62cNtGW6qmYqO/RO3We6l+ZvtBRKnr+IEyNB8V084UI9zxr0NTmqtRG7yMlCWvP6u/1BT9jcIrVOD3pWjqTsxM4qWX6JSVlDkmgnlNWU+aLiDRh2dzKWPI+JvNAQIpTHsaMsZcrmWSva4kNWL05AjDDQ9EkhYdJiQwywcQpCnNaULMe6e4OVFt3uy3NDhqoS1tKnmTkug4AjM33wAoSzyjk91WliNiGBCsGkoQ+1l9stNXUOCfDcPIlY1tcWl0vqJAMPo8JIttkzImmcfwVEHAmHPyJbuXC51BHJZA9VmbvHdK2+eY9gHEdOjjOg+46du0TfZIH/RZwIe+6HZPIxMx03ffWZnAEinzMwhFlHOl+xBnFwGOFEQzRH4hdVeyzukdTTttQi27ynX3hHz8/0aIJqanlz+MtteKK69eNDbBkZ0SA43nPoZwWfTThWEoAo7EYL4MxqcK6u4O7m4pkDnHVrSLXgZdy+pn61gTk6KA/+LWfwopy4VqDpD69Ujq4rAU6tlyFsfQs8xwXx0mxneeJUDP9DWerzOoUevjF0uZcm1A99YvkipuZT85wt/ghzlHNIsoWiQV9IZsQM1Ww7ibh7p2zYjJzQxEj1YibqRyYZtNHg7ORgRWA25+/9vrWTReAiHMEGPvhUfUadTG1E5Eu+YlTK/K/R8KckUn7piahmDzuQt3QLDR4UMmLFkaVRZ85OruLlz1Djckt8xTVU6CWyFoLMwQrjIkhpeXTRGPqSBkMQd2XYUGekEmFJURMM3xph0HufKN3sE+f2TIZwCeQuMw/J6p7mdBkCONu3bfixL/jbtb03znEe20eWZ3MWUY0yoCwvrNGc8agmRY//FS3xsvIvAKv8TW1mK0KXkGYofVqgj/3x5Mc8fcP5J+DRMrep0nI5KVtVtG0++POQXUzmCu8iEUA9AXbEkNK2zzorAwW4veeTgmvmgj2biY0sWRSTiFhNiWDBFMqiiC3cBynHlpSqzCru9kUxO5NIsayIKfGfMh/0o598aJQ1snUJJiO1Lg+uQyUJb7NJQ01yTU1jIRTrIKtACPIHbp412EasygSwJycdVEwCdMWM8OH2576STsKFxXABpsAlQhFOS/uTDsnUH4Y2V0NkS2jOtK1RsSJRdULRaOo2M/bkoWYW0MrkV93VQy+9261F8+Q0awb4HurG+Kc2OxF+fXiosGwq68o5DmhdweZY3P7iaQJYfH7mB/MUOF+G3ceYKn8OHhj5dPGPUcoQLNPkVKkkndQfsBBVFftP+iI5rlc8YfQFsSETlBsBXPbItcqJB0Zwrk9SMmt6Vl9+G881vhqxWg5jtSrkSGG2C+5WFLweGzUBvEQ8hISAlh8KhAErCkE8CB58NZf8AuLHaM37eS+z8bDp9dQ5mYrVoxIN+KfmHKeXa6YVqpQVBuknE2oFUjeGsAVeduQDV1Oc4ps+lQA2nb4OcG9iBgSnqmr7uAXdu/ZmeFiq4s9QYixmaCg2MBVAHbsjX9cuixqkeiszYbNH15Z1ouheAmwBaXCE3cO4qA8HzUUtb4iYE9ATWAkQnGyo2i2+4Uh8vsWAIZpGewlZbJ3dWnvUCCXSs6K261cMBQa8kQPM9C/7u4UjB7VpcjZZ7fl2w+UIeT7OXCDcnAl9Ge+cfCOPpoRPkHgZaIj+jk5wcImgcaOIE1GTUlDf5Nd/rs/yJHW6l9wHaBHFy9LUt1fkO4bEm5LYUuOH8yvLtlm+BQbl/zI4shnBZTq/+gg5+xNgKEnzeJjTj2ydXaPDui3SHOtr4qWwPspZ+FoTif7sNJwqi1Wlzx8LiRtz7Q9ZS85GqH1Zf17UF68UJ4N3fs0j6KxBweE9IigkwBBz5/9ot7XHv34L5wS1i70DHuJ6ArIJsIQagZ+pgeNlH6XpsNQO5wvJZubw/WBOaCzW+YFQpJlQWnoBwQmdTl4JCJleeZLcWvhdxsdISXwxa0RILYCt8Y37T7UhREXRajPjWs+0j6vAwF3sVAEpi4PsRTP//h6UjMPNZu8Ma7FqS7zDpkbrI+2Ibxx+J+AFVBaB7pxvmAhC+FhmikX1VgM0pzKoRGdldgX5t2kOExI6gWhuq2wbTpk2RExCsmiaIp56Bd5FhdEVM0F7VJP0hcbsWrBxY6XUP9F0M5TEkrS9IOirh+xPwU668h9Lb1TwTIQ6MrRsISHjPtZqpxtCik6ukYeODGsy2nDCymgR0tgYSkzASvA4TG9hudV1parq6POGiHELl5pF12KiLXMJ5jNxzO5wrVQ6QLdwbyyo8cqr5l9C2Psi1wZykPY4BF4Asq9Z9pczqhKmp6qCUXHRevOcEKN96+qzMj5N8TBuKWw67a1Kp6UzYd5RM6npxNzY25OVeg2JFxRnKhDA1j84AgS6olJn7a/qYeuarMc1HAZgn2C4gVOn7X3EdRsqMIjtSb3LC8uVTQVijyEdF/sihhUt9IJDzpcotSNksQFqTfCds6xupl0w5aiUBPhdPEGKwCMxAaXUalAH//bkiQpkwx2+uPM/Vk+vHxoHDnUoBZg3Cim3kTnWBfq1jIz3qgcwd1o/F5aDeGLRMiCDOZrz0pqEBKgb6NyOzWJxCvAozQKNqYrcKNRFTs8UQvWhMzp7cKTLL0LloYH60zo4NMxdQGJGxkiz2fL5Nc4RcDD74flBW2ZZRd+2T6P81WaIPbJ8AmKipQrC9SN93k5kNeP7mxbIErTf5+DZLg6vzn63HbPrtk4qgvE+73ceH4a3Xnfzys1Yj+HrTWbnh2upFLYa92LnmOfXK/l8rHZlfaiavbSysId1q/QRCF2UAGVgcSvAJNUWhngnUl/kTwhZ2Yox01qOZqXhsMnvrd4HilTW6oVr13SnzJzESUpX/8n43GAqH1gsHDiqiF8S5N38hAumssDeuT4svseq3ccDANtQx3iEZFcr5Bf89JwneBrW+aoxM0r2sP4JqT22kQ2Of6LI9K93lCAwTPRXL3n9qotKNX4IZA19gC/oD6rl6l+pi4pBsPzLXUgtnzDXrqmfLLZXQ3zNWTYXjT+izafimNMvmyyomIJjZyEH0/2B4Tsil8ftReSZ4+jmahAqSV/tsuG3yPMC3s6CVivdtHKidiCQFKx+bdXELsbCi6+F5pEworJ9QlrSRvTbdY1ZD2HIzJgxV3REizc/gWN4jteYPEDM9H1yCJm0KtJ4BR+TcWQqONUlFctPBQ0BNeRrqVj4nxPJ3oLDw1JU4NL5DUot1xsLC56Vkt7RhyH3QZF5yxiPoEzsWitFloNkjDCjUz+uV8WqqtJpkAcCQpl/94L7uktnaAVa/lQsvtFtVpucRshZ5JRS/NFse+riDunQbOVC9MIDmhVV6LPB5tEaSRQeAlwfItnqcHeP5mafErWCaTDS7XurqaMqKV/XR0UbS/WHWC984ntnao+Yc8WNOy9nKtb5ULGce7DFN/eP6MgpX848DnTZj7uJOCnZxeduGZb8ZLfKhOrukjFluAH32whgW21mKyvrWuio4RlvTcsXsFDTKVDgwJUwpi0bbWGk8YAMLG75exzMLmC9SjeaXU0krsICz9MrfX7XR+whF0H+8oZfnuSKYnBWcHZpaXE2n9Nh46o4l+WDoyBQgCG2jyqMd8cU89E3ViyjsGxVwAeXl3iTGD7jmWX3Kg0NQLFrLtW4E8soslpsD0S9CXnmhVFC1wXMtHKyGN+uxT9Au8m/7SyeJXD72Et39ucCx1xsLaPpMtbE1vbMdr+jXc1drxY+8beaxw+/iZF/q00ekCVQjwQTTlXxTjt7hAcVBFxTku5ETGn8AOctpWymjy4I+J+EA1r9qAVvnuEB6aQbUgm8UCsbpBA4ZL6Akffbw4bbRnHF9bu0AyejogMC6SB6r7nciBhT67l9qtLzdLh8ii0Vm26ChOvmAOw66BIPD9HOLI2nymFVWmAUqscVJbOJgtdyzpPGmu+9XALjjAjosSobx8LZizsq8R8Ja+IsZ6eJwO2rmDAJ8Hq9zryqSwmuoqOyFzUvfieXtN1qRxNcCvPcsDeyCnlqmDvzu55mP2ztbm9raVQF7EAWps4lcCiQ2nocqzxO+yBRdjMFaZw7fXTpEpAFlXS7G7IibKbNXeZMOkJ9pzZZWPywr6ih+l8ipZDIg8LGJwuSCiqS7cKx4qHHCuOWIBaGl8Sqraj0dwQe2Tyy+V/Ms2OAOn4pwXykoM1KAPcSgpEZCdt/MYwbshejI2tog4LwbHnA4JYGjGX0ha4KEtk4mXK81x1Fy/8DmbR3NwgQwhfvE8u9nY++jCofyforTZ50l+q5eq5dmj/IiUCmIAeC3khYKgbGf2vg4cwQqHG08K2Qsx2C5j+NzWDfc+N7cDZyIjJ+8UVUD0RHvloJ2kJky60GKfJo93P9C1QxbjyoQ5+9d/J+TCT82Zx13eu+U2X07fcFG9lsMJ0eWfz3ytf9472bfDqk7fRJ3pmjOnAYDgBlCH5Ek1fmZrd/SsffWuwAn9AHHXrM5r3IkQguPxX6D4WHfIAd53LP82B7Jes6XyNxw77s/LEPFyk6CwkbYbL5Sd/OqejUHhRAo/XU2DGWNGhFB6DqwcAc0q/Z0YuC5CzjetB8XLIpsViXiWOces/51dbBHMJw5snxOPG84aFtvIcflQViktgRyepcwCkACQ4juRVKzmMhsFA2kY7fW/yAXziK2c14Tn+Haq7yrSfPu7SCRFRhQcPh8FPfGyHV0/d7dj3xUzLusNco/9I3wiFfe3YJSU17sN0zlhgI0hfDJZKQzMhk+4lcCBXsEY6GeaP12oom7mLqfrDO7p37CkW7Os/59ZSj0cSiRNpmKp34TYL3zfguG4VYwMnWNgmnGE8ZrcYy/8fK/rwr1Wlo4pFN1tsXl6KsH/+9dYMPt9ej6rb4hAS9T/sjmh7Gdarm9+pq3b6qXn9vHq1/z3ZkWP+0C8ox1EZKu+OXhJpWPqvROtPccyS65HAxwPDMC6orCJ6clR01qLlnoSPfKt0qfXGGL8zDsR9i6bKBvuofnHV7t78nyqguJMncmldeGRieVucgxCh7Rdrp87LyRjHo2aMNIN1wEWeh1jxXsNzgxAhVc4f+ydKkAekvgb9jyh1elPEb8OrL+E1txgbUtLiloSkXllKBcfUZ3atycwqSAlsy0GovT5+R79VeWg24WiIjExyL4z0wnOgdlAEbyLxQVr6jkQvzsxsji74/rmV1agy4JaHgPEVxcdYBmzvmOEGuquodzg7kDr1HlNeezkHkEQqkIErARdB13WkEQXcYn+MfNH/Qp2s3v/571r6k7NrYAY376R5k5GbNlM5IZHobZRQMkJwkI+0E0S2Kjesorps1+47Mw6Xh6VZxGyxQgO7kcx0VMtIu2HTpkOk3yGQyFyGWBDMKvceuCBOJ3lcJjCCeSsbjqGu1msaez+NqXvXfZ/qCcr9nkgd5heTl/Wy2UxuWCeeyEybbKwpCuhJSwaXUVs4NS+Zt/si51GZHIIhpfhJF9lorTXxY2uoS28AqbO8/YHJHoMz45vczLEd48f9BLzoRhJqU2TJzSSSLvceIvRGbPVsidCgQlcaYtHzOY+EIFGkQblyOI77rK2XcyBbGffm8x8k3BeONJw68FKAv7jqu41kuL1j5SqNj4O8jzWHUK60facda3ir0F0DucrVLo/hQLbH0KznOMhXpeqk6aAjxvSOwtW3G9TyRa90pBbtV5Br2J036LkuhUlPpKc18EPcOHOdO/lIi+gRLaruGk4VIBymF2dH9KxLtfEoQp/h7yqNISnweJf2wGZK5qcA4soJ/7ssiG6c402PlfUuyJn11JZxvUeckWw/1gEVjC2HW5Rhr+ssqSk1+F/Av2qaM8bjphuMgEXBULK3dXA1IdRTgISiWcudA9DhcYkVuK3QarEhgzMHI/2rP4TJVv1Nlj5vztLxmF2zj74bfs1FH1tyqFu/XsEYzadICNfVQw/FP+eQThoQFQngLZsGU2XEqrZT9HmWZtwxrdVenAqln2gDCwZLbsHnOobmm+tE9WTF9hs54XncGxEowBMZq21dFYMuEoYeSBdIZZ9uhxPG6z+Dto9ps4qpi/npxpJQQYbluultf0HcEJPZec8XoGiS+XuJZXf9ZrfhV8cmXsygBf3KiOw/noKxzf8uzkPzeXXKc8yES0BR9rUdv8zZeh+LT01V+Mb7MMSVA72gLFkb3Jz27QV8XmjqLHITNpEiESOB14q1uhfDb+TF3vEgrs/WA1j5neEjgjOiW5MLkwJmV9QuMAgkZjgDGNMS9asdMzRVzhzPqCz6zyD8Ino6tygsZ+ad/BZNLocdsenoK50hN0Oi4nszKzMj7nVKDzD4yJcEAGaJmdAE+DoMM4to9NCoVM6W6Gmj2CcVBPpxQF8Y2guztAapbjvLOghx3X7V9SENST4vaZnF81LSy3Ey3eZ0ql473S62IdHRkJmgnRpWXOmNS6GGdbhkftMlBWFgg2IzjunEdkH68lsEklTq6c1u1miCEJglqcPd3AZbvwyt3vlM4K5QTfbJ8fEymvlraBaeWhn4zLynIlSqzHR1epzmZqCDf7gNNXoWih6ZkOTtvCsryogPrqqHTxGAzZhqIuOjKypiirLC1Z6ZA8MN6jXwtZdQ0wCrT8xHhCZUxuJtfW0hJgP3mLjXxCgUD968BwDh1W6hOUE5mcXNJtTSAhnGAqNH0UcxbNrj6yPquwKtNHkbQjwJByXHtR8zd48S6p1vKyOcGB+25NnpkcFJqsrYyKUv+kBS9orsukW1HUeflkirBAHi54Uu3qQyiC2bR595VJ/Pa2xV2xM2pt/6jz4oBMppXS5fSUA7ZErx+/HLX1akszc7f2+7lKKYLmdNBc/8kJxt/8VSG87lKNa8vO8TPElnxpw4y/h+bGZ/48UGzgUtzv82aW+cd5G+PN3nT8jzHaUCEB8iJlh8EFrtUjPeBsEsUH0PgBAl2KCtMyXD6Gsucm7/WioMZUhz3O5vTLLrV5jBlv23ZK8m5KKS4TF7m7fdRBDKu68h+PMc5udTsigoqqAsBNhIzulgrajLP9bbNarj+UB0gfbzBe/5dAvFAy+f7FaN4mBMFDireJKg0H3+7/jQVHE6gO0WUq2CxmF4F3OgJ7bHXikoqQBcb+jF9EO7u4OzqiLc1pPA4T7Lg9yQmlZAZPcbOQvTfVsqyg+nJbVEPFx51ikMjIQeWLecP9TfhwW1fFvN19lBwJ2NjSQhWSDy1muBlpCd0dcWBTYj9+IUd0FhNFEebwfWkHfl4tGhhhTnHDq9otoSsBKb9afzOG4vj8+eJPJgmzzfMbArWvH8kHsmFrtUKVCxLW9S84UTh49Ay9a28JlAsyuFBr2C3VYZ5MB5KZMiWfa2v7htoo3kTQZKowFllK56dUeaUf97IiWGRY6OIrE20w++ahQFI1rupEWCoLghnCXc+umlMrS1vZZyUQwlJYidGB+CWH3yY4teZtzckkb1enOZmuJ+hcs9QVfUnXZtET3DOwFyxpIJRdN7h9HRxj+W4S7keR1ebVpnJ9xQSzI6xHX6gblRK273tMaYilMHny6p0Th+ccndmhQcxzKMtCTOpW9nyqNXc1i8ceNe2LdRNHL/rqDklltveN7uuBJd/NVcWiNC/2gNuNtc27Upqy6vvKSQfhvx7scQTVUk2WAzVr6n96WkhkNjYMjO71zN0ZlIpyZgeeBHcsSmA/ivPsMS6lM4I7vm6+a0KCKz+kxwCfa3UdllHs0yXbggjs6snqmEW9PUzhzmt9ox/UNG38+937J2HAujV6W00XdXKlmF6hX4XpTwoa8ckEKcADdOrdqnTED6Dag7scCfkdmeNyugIS+UIIbl+7NgNYVMG61qEboacpxINgGaLwzbsQchmCeLcv8ZHJ4vWaiOktu9HFhsgsZ0Jua+rojA7/RAOBFcdm9+v0iZAuHzPViS7jTDbStedCqGk0MIjGK+NMedaSEJMB439ts+asXYEgGwhSJKI4Ko6QQLasg8ZGi26JBFtPehAmt4h3GnNfmr7Gb8zixOyQrldTJ+HV0DCK1fUXfAIRbGhymxhXrOkyFls+nS1zeOta3a8I+prMDhkIENrALAmxAUEK17Y9F3PpWyITb7jZ+JKA8mDYBE1v1cv6IWizMegMe5hzNshDYlA+AmMwbzEbnRibFSU0ZfmKZFenVzYSEvF+jUuY06vk85W9oIMtSJ0n0Aoz6rxDmmEN85mKe2d5bgwTYSLo9F9JNA/huQNqK+y08TGK/IEk82RH3DCaj1KD/8fx/DfA5KE/6GOD7kqIR4ZhUF9b3Hy+/Gdwdh62OmjS18+TUVyEY5yCVTWoABa8aV9VoMbs5x2a/PxKc9Dq9GUWfIv74Szpvvj5zN3BhRh1R0j8FDL5xc/VIinMbPtO6X/fT2TTXUuF2rDMBv/QBaw4+TulIGFUMAtBEfwKhSPBkL7tX8ZyOXfZKCPEyFW+lslzk3W8ixvjRu52n7I3I6G6JVPE6lmTnCibYkCAm2QLU82u5i+AEGfngW8W0VcPuxcJA1kKDFn/+m0sqrTuGs5Ild90SRDVKi0RdZsRj28AEFt8MDCfiWJb3G4EGUCZzcJn8mWh9rkY2m47cWVadQ4MOWHEar0kjIz9KVurc2Y5A4pC3SGN1WG7zONUWQ4vZfYZm+Vw7glDzS/gBseR5fAvCnGFNlVEh7ugQyQxHMlEB3KzygT2yFEpAZZUt49V1d/Nz4EoDjZuwutj6aBWAM2DSDcbe+4KcITlRPiWOcKD6mpjPPTcDTMRXPqx9+r2GRSz7Yjwpr0SwlDMN8TvpH4Nhc44ziPxhejecv92V0OoXG4CexVPKk2S1d6e+DCdG/YFz9mhZfaQ4sjomIamqCjp6pRqo/ioNmv0qsycLgSX5sxyzx3lX5h9E8dHSP9OW3NtYK6eYBfsTzFfchZqpxT7KkpCMvJsfob5upJgwwuB5yONdYYy3Wo3F8WGgBuckOwgv2pXeGB5YVig5QeLSaMe5uwS27wzEvytaswU6IAJUih+vFrd5V8i5b+KtZIqi0Fy9xZNggd4jytoQFGwRmAdV163ZL+rDpFLMeJUX62DlpO9f2q3o1AOkH72vNDaHh+fqtSFZstpJ4f524qLBbqAyOz8IqwGmYJ2oniAyQtrZ9VjXLq/o5qNLSXVN+T87DZwQpdfHRsif82693RW33+FFosnODAifOYxvfhXFz+uDEsymMm1h6uytifxCu9SnBur+0uQYru/lznl3wyjcpfZnhamWr9LJpk+S2NYNeTwTvb2d3sH2DyZXn6qXQldQ1yWA2dzmSvdsELhBfvzmU6f/EQnqKYpZv3TL+A3CumSGSxm243mNW/tEOyEsYSg4F08v+B/fl2mscemRVyn+5+uP4BRNB2nE/DtcTRN4fs2PG2jL8rOLhcL5Xc/bNdcgMcXgm2GcfA7zVUNhpgbMeJZq7tccEfhvSQ2AaOm90Sfm4tiKJERKvmRPz6w9RkxoQirXenPzgGTIBGLyQvPwepHQWyOuyBuGUso4mnb06/pN4aYOTMosnVZ6a/PcmDYgJIfxSYxUcx728zGVQnBEIrPGMLRA6SdZ3rG5JDY7fVGxq3c9WM78hGGkPF5hEu3krv16QYTQdFelZBTwMSWV214z4SDDT3zCxAUZ+v4fCOgY562PSVwAyIUPAq7TVCNPsaI54l2H6P/Unlmt1Jk1bJS9hs7BBkh5mj3CH3sadtzAnuMWj1Nhoi9OH6q/8ZF+pbi0BJbAka2bv5vppzngDEcT+GQfKguxTfc+N8b+EO2l113cLzhJn3saf8pHJtN0Tk6AT+7jWZuxHqVX++kr0tHRYhl2/33Oy7TD570ncaxpSR9fXx91Yh9mH+kLx5hNgSKHZuDCraRSf7siMhq3/onX9K3FJsG7HmnOlsOZ+riYMgA4ykcBAPaDF2APSYz4uZ8SK9jdI5duZp2v8TrvmC6sSDWGYm9pL98UkeaIqDlxvwndmixM3BUuFWbGeHKNPuHl4YEjwoOdzTUxJbpi389gLtUNn3Rjz6KteJQKtFoNxTdAv/CLpbZy+QHi4ZeLDu+E3lsrGb+irOW981w4hwuXuZeOAPY9wNhhl5K9FUwh+8f4pMoyBaCoEHaorwJDAYDCoKZHhYBVmbESzWBScHmggA/XV5UfLYlgNOYvoIhJuCj7IzN/dHpvleYqlbOd+Xc9OOu26KMd4SrEvbe40kNFlzMYgKmxRjfCMxK/CWu0eJXEV+WAlm1Kao3dy4DIeYoEL+bD3sOo+NURNd/bcxk8BHRIiCY4y9xYQ7pBBw+VSRb47flimYVZ9GDbRyQogRJH/7E94UhlN81MVAROMonND86MappfHiyfmI4RH2WAhwQugkhv/KB6TSYdYMaUfBd1RnxuiOXOKGxMJPljnIY//JKD3eoY1+XA4hcilwUo54zPO9m2woRcsbyj9/nVkMoDuNcLgS9HjtDKFrHIbfwSexGe9sbQvqN4zx797z1+3GKVj+Vw3MlfMLW5GhT4gGTjVTDxxeoVHNViuAL9DIvmXb4Kz/1pIGJu0Q4iW0UHq9WycaqJN929c4PCM6OB2Ec5WkZvZ2NeeepD0voFLWA0/BvXcEhvhRBGhjtCv9pMfaY/MYB0fqAkekQYRxfnUZ0C6C2XiQrUDYnoqi9bsxp/Kzf4U7IVJksJ32Nurc/zvlUyTnJ/f23n9bRmoN354NjbHtzxI/EARpDx+BQIYiiBhe661F0FpZGHmS3IaVMZhZSI3tBn7KotKq/zvIhxIKi7GQwVoATpIcNwYy6DG2ANvyG1wVxWKOrk2DOyeJ7DmhhiGKb/SXfSnuaRPI6vy1CzUHR7Hck8wDJPEU8nInRvCyITTEQCPLxI14oNuPEYxxdwiQ6smrbi7T7wD+J+hh3r7IlWIKkfoxz7qlfBjdp5Ctx5b6KMkfX5KqLT9qW4dhjlOYL+AKBXYg+xvBbM5cMcHCVKOMaYIDUE2HBBL37xsllOHYCpwLlciOHGMKo+idBW9OPCr+6sQqAtqWB4JEYckILi2puP2l7Ibb57Ko2NmdoHQd5heEv2vo3c9hp6WdhBIHj16V5UWIF1jub6xgHUSo7eOjjC5cbxgow/9CU4ynkMSx1d4gXLujcINKteKlC+GoPhV0/VunJgYH5iWYMCW5geGnhsDHADIanoSJetD59npY2uoEIyp68V/ek9QVBaBH6kV0qeMlHtAS2qarqOwKtLPZzB3scaYERKOvbthf45Ii4zlLmsVWUMDAcXc7ADJWfDWU/bX1ROFrHd8kE2XwJyTwztJ4kEYsxvEKvd1UzwjF8TFWydAHBYClngxil8JVYQPKoBAKbHbTulDr+poVDqEXtxqrRjw5/sOF0EAqN3eiNtNb+NRwsi846I0JgkfuA2YMLd81qT8OxpyjnpFII7aHuX1lPxMvnxUN+inht+pNZNKhFPkXgb5mNs/zifOMCUgYFOFUNXZ2Sn7/zi12efC8vy8w6FnEYRrbGz2BTNjywkHEVdor4n4rWnDAHF+JdVPPg0QPPPCgBT908Q+THFjciOaIbAKjRERRbCWjFg80sN5rKSJRfV4QutYUgZFVRzO24GgaO+sNF+kMaKIcqerHngbhx5Xyy/+kQm7q054nWmvgo/PcCXl2TOnSO6KI6iv0jeRyhcFsaslVxlqCEG1+v209AcIMg+Tv59uVusZwEf2rHoIi27thzUGzvTIvPUuiooRu2Spuu2saDYR3CHOX+Xby2TREo3MLFfXuOiwVYO7xQNcgkxLt7fo3q6V+NBqKf8jKWajUDxlx3COuFMw/Tb+28/yHvZCd/aWvC8fV0yqlRDCS7JPXRSTLlCyH71eqvywzazY4dxGd9Q98qFe3Vt3rP2FsRgCW6rgRDmha9I8PKwqU8jYirvXp8W9CeAcDjpXl0f/elIvHtH8lvcz9Tp9F5CP4D6Z3IXvIPJTzbk6o46WFJuEYBa7+Z5mDI24RWrYlOaTm8AkrnS6Yh0CR2EwfP0/LtEFKMMhLd9emUbJQQ2ZrgxY6sc0hJFrOmNfkIxc8CHF0Q3zWhOlE3RWQ0pZ806VpMOsNvB1jibYelcu6/ksOskig0/4LREN6NMJ8Ug3GqqcL2wqzedwT+U+9pD80HMAPtgNUC0UWZ9/cLsjajFEf5+BuF4uUr8I7tTAmxl0rGh4RJ2h0VmeEhnajjgkOrWJUR0WSxZYlmpIbymvWFBr3FP52e3tkbqy2igV4rSsM6roZq+kvGefhYzyzEc1O/SDOzSmFZCjZD+LXsGUJhAiMN9BHIBwR1Ogd3C13T44I++Hgn+Mab5qHIWjbrXESi2upI9DYl2xV+VPIV43a3AEKvgXVKVd/ab97k7A06TqASBN1xJyngFhgwSaKdBP4mFqcUy88LlSaXyRrn7SVL9Pei3My400jkn0tmdZ34oPDO8Pb6eeguhhzF2aN+SVI5dTty9FLn9XotivjEWy0en9CAoszoai24BqGncHR/1rN70jJ0mOHtgdKhWKQAhsCVYz1F+MQiCBehYwF7FkMM70Q64NWUV84LGqditDMwdC3N5Bz/kyKIGashqpfF/DPLNotRrto0MesgiszFlNAeqezRK1BkopbixCAzsz7Uke/jda/RXiQ+v4nN2fLhn8wM2+u696H1J1pGB4dMDxnH+UZH00vWVdpGcCx5xrQSLX9ycEZUiKti2q59Lgr8wnWW+UWUekJlJV6emQ8WpMfUh12ZsUkQSrjilJXJBe98cjR1gZhPWqwXmH43WlM7QyFPIGZZErq3dW7ZqjR84TEGGFL3JynBOA21hoLvNMvfC9C1QGqnBM0rUcQbQX3hhAUCrAaCLBqugiexV4MkaDoUihA/y5J81SFD4AXbP8tsT/D3ffDj4hpn3p0M0upVkWvytSRp73kbIzn3slhn8Y7iPqZXYFhmsZ+vb3isr8Yr69u82SjS+X7EZpDFyuIKfOkEf+sOX8mdXxTmC25fXRv4mMiD0dmoOsOcFffXe3MmP89mFCc2GxTaoRyZ+tyIXHPVYk8WJDs6a3+IEOpjtfONelXC6FSDn9FtDo7VZPtE6xpjKq7tdPnEq2LZYDFm7VBmWv30WS6Hr3elMtXbT5v/1qT7A/fo9MyEP/WaD2SsRpH08HcQIEJ7MHQ0dnUJnx6gMUdWN8Lqy/Xr4WczKBUzXnpEnopkFaNoMaasesjj/VkFfqNF2Qw+N4tHIl0w3FUdF1Kh0D6SyRmeIBQORZlb4kz+p810hejKZwuctfo+OFnyy5vABAzBICi5Gs8DFXzxXhG1C0eXMlif07KzWjpUQRQwkTkwsfNnV2iTWHhbKNYPM9wI3AyzHr6Xawu0yl8WaWHt1iGlqSdWA4YIJlEKtzJM1x9CbojBAO9d2fjCJ3z3FgQSQycIXESx1mI4Pgu1MOPgFDzS07aoEsqBuiAbP0h68jENkkm8E0YnUkrNO6Pk0/ELnjzlsfq/8Ard0ec89VpMkFDb9d5HlUaSABTakZ0UR2+z+uzd9VcV+IQbFRrr8F78flttis8YOAHB3ukSZ2P9D67LvH806c/NkCsDVILNC8XKXSpLGhjFps4S8JbP5zwUoNQcwjnRsxCGCxEisSGbIXLj99DZKOvvMUv/C1kPPmEqhG/lBskfOiFvc41G+hqRSdfukggVp/6emwNhBrVvT4H8qUQqPFGLQnEqqVyjNB2MYUrEnRLR37Ty/qx4YGPA3TDaZRtMCglINpz/SyXe843U4P5Kr7M/19n885NcGaakk5IdEt0eneyOXLYA3Jk32sRG56Ew2H+g2EhhWxAIgDa2GIglXLHkf4n4T2DqF1BIfWXewfsGVjnInsejmWLjc6v5/j0cTLyITxeFM2uxGiRbKl5L09PFUjSbqGHWJXPnondletmLLMFEATEHJDPriBq0AmQ6yFoUJBvjWhsumk5cGfP2oVd9Yvbp5YUvUjrFDo0WXxsbu5YgbYfZnE1s2Yr5R7094ni5afOLkjWlf6etxPHx6AkxsH9Yc8zcqJcVvUjuEtvtsZyb3TilPcSBd8t4LHufvgInpmIudz439nsbjda+Dcw6ee/J1oOD7fhCjFVCNYzlZ8PYAZyYnxRmaR/jGo1ShuwJu71oPyYxhTkQrqcUbj+BGlo9lh5pzJ74RUgdQUQGUojAPrsfo3NR1LyBjIN0C151NMQNeQ/KE0gkGGUwIMvWFtS687pI7+3r0U4ULRhe26ZbcALtCm6ur+23fiGjSbFAuYtW1GdIRmf8eyhcu6AFBenkfJPlQEoCmyw2n1yEuUFTFBWY3NowF5PshBT61dI0H/x6k6x329IDaswt4hZnrG5aUFvkqEH3MxwlcEZhEbge0WkeyI8VzTdM9a0eDRoaGSQF0m+SFMlo7GaM9q02TBXNj803D4R3PgZFhQycQIlngYORo4LadNNineIWc0tAjS3dXQ8ylj8ulM0NCGJl+Ks+HZNXdQhDV63fXByqCmBlBAasKJY/wrfgBN3y+lq3Sd+Yp9LNbk/S6nhDDTWrZaq8Rr2xcehVi4DAtwLL8sqtOCFoeTXUaNQX1apkq2sahng6bVLNUp2qtkhv6r72uoUm8C34o2L5ioBAVkaAKrRpYP0qFDtU5Z78qcqflREUMLdQBhadoa4Xs1L5Za94vQDfSOBvezPQyv+Vf9jXZmSwet8xmSgTfHmml4kyme96M1gzrrH/If73MtDetzixEe8FvFdl/FRW8Qmg34Zh/FmVbytYI3AcLJy+53QpC8QcQuchqHMt8zO0C+VaP4b0c/t8FjoHJSNZZ77cG9caJmjcI6CQuqr4s/cNrLEvs+fyEy54n90nExwYuryoIxMwWRDNOJJKZuWhuVlEymGhGWFizH+dK/DA0wVaDO9rL1a6S1Y4/30wXBeECsho1iVuZXHNOhzTFpwOxE+88zERYhYeTiGyctG8LDL1CB+BWMBjR/eBxKNIAM5VsgVKHqBO5B22sogctpwXX94a+gVYxcmYnVDYzU4ZA5rGvK6TZQAjUUpMJneOmgcI02sn9Cbk2Up58uz/TXE0htlaWnbYyj6b7zY98o+piYtt3lnBRFfQEdfYOQhKoaSIjCMOS9wbfhA/pjYu1pym2zJdsoskcuQCzYbEm0kprHQUnGPhyzE8dXlSqE++PcxZVRKzMQI/S2AT0fDjy0IDcXI5xUvu3xaoS7PhiPY/HyPGZjEg8GWqNRtLxrYQq/UpkGWdJtnsCi4ACaGkk0T18y0ROl2E13w9QrpRYv3M/Xr9vvZuPcqMozBn/RAoS2W7pW79/rZ5+j3xlncml5fFFPvO4hXrtQMANMD4AgCD2dhKJuFBcqF9aIyhkY6TClgCdBZ69dYRLQbLn8Ihs18dTTL7mJMy/PtJrFGGkegEFA2VIliW8++NrZ+K466KsFko8y19zdqEoJJTqGE59GCqX1pNZS5CYEQq/tZr7lBXgP8nphqm9BKJl89CRfsJvLo4SFkCfC2RuG886PUSot0IGrOWXekfr/toy6eFKPyvaAy3j7zMFa07NDs2WNjPSsMrVDp5rTMvyxnmhJXcVTEc3IOjJMZSKI33ZT1YcYCy3OC5x8NR76dHV/KVqrsC9sRuHF+N0w6Ron3bgn8X0ABFU/cQDjqkOIVM7nA+evblNXfh1/9AIPzvI3vUFs3FohJLN9bj2PB6IN+2e+k4ofAD01Dq+f9pkD1UzfwieiqiBUWfiybuel3ZqLG2qWgHtk9pTLF+4f8UeJbhSA86jCLnV3STv0SFyHYqqg5G56FfY9AltANlk5zDCHKeDK8GMQ+y+bL+vfAK2oXyuBxwJgJzLv7Y4Pz4Yyeld0oo3D1njh7WT5/mZrLuCJyU8+PFTj745GM3ihmT9zGJ+pkz+YJ589w4uxTkPkfnIIihl1yPdCKcvzmnNwiPCukjQnqQFm6nlR9pgpgwIyV20E/4DYOdXcUOY4Gk6/NPnvoaxdUv+k85ECQBYb56XrCTB/HKdn7Xh5MPwXNGHsluBNc85zEORgNR5ssX4WQ9/lDHd7EZOvkBN0B50AX1fCdD9s8Pc4yQOPXVwIMsWD48KnyGWDZ6EoydRUk+46BcvsEakUPzX82HIOQ9yY1Xt4M3VqQHfSfgfBpKtR7UL7hyoYr/1PgBYDjpDZ/yDvLHqYWeJcOBsLHvetFKsELJ8z1QbsmDPIwkpaG0BhTHs6nNPPFSnEcksHKIBC5736diL/LWBCIfqbAQXWzeAxemUbQJ3YKzR8XCqzYEqUVMexeIJVWTCCETMq3MWiIU/tK24NIzCNdTBFBwuBPeT8NJdkEFzm68FulBDxJHsSdQOGYIcQh5Ca7sQ5qQHbxpv/1un87ASXy8M2/7FMevyQ4Ea/7VMWV7XnwFTrRqf6kY4q5iXiLAlaUofpm5Cuyp+EXXRuDl7lHkzRjiSP58GDgOJ3HGdPvvv03j7UAbwZSZ8d2+JbmBrQlZ4RPqs2d4J4XWWTNT/KtCw8PzynyDaccMFH30Smt3hwZGRRRV2EK4s2dumAGjExpRqK+dX/WNgp6FKXGqlTQcL/P2eMZ1uDwRo005SQF1MZH+dTlpTdZIXRqdqJ8dPwfhsJlPU7wKFLHDgu0/zRkOFtRDGKycolVW6ePsxhVZYJjjzDB+7Z1VXpeoDf1j4R+LVIZZ/+h9ug7J0W7+jUtF9+7tEUwIMOLYk294yyFCD8PfvMK5wTgLWgZjisrKnCOOQo9ICPB/vzOLGmT2mQjuxonPtylN0pnLT+Y/+shlpGMdSd6e+UNzUtJ3Hku8dvqy2j8+piLh1LGtagNuUN9Q0NOWrAYyrXahVq8f8Vfo/5WIV/HJW+68wwSrR67y6GTnvg+6TMQS8V2a4lhntbu8sGNdUIty3fXKlmYc78KQP8z4IP5VjDU91gAmLpE72PgXrPjTjvNj+PJVXjKTZ9X3AUW+frzY6+bJowYMwsHu+AYMGkApPP83mKN+LhWsfXN+qZ+Hl+wb7teWWv7L5m+XnhZWQvFZdKBvzqUE4+YuuKWr8OzLbtNmUCSJGeOfk+s/JiZmI5Oba4jGmNC5k2esv21GQLrdL9PXEZxc6G0XnEFaq3EfExMusiFFovDjm7ec4Tuj0kOM8vhwL+XVgyEDMMrGVyUV8ea+NXlVhFR4J6ZYKkOCmUZiSoU1OJjviBoc4hXDcm8j/D2SQ1qRmFhhEbEcAEPo9KI63iZs9v60QsQUYstQkM4r2Vt1EEM2o1KniPPoJQ85gGAHq/Ze4H0r8u/vN1Ic+/ElbMlwZVWsxaJpbKhKplfmz+LA32DsB5t2qm6opGVy8f8cDwcFvX2aaqlWK6rUaCtorVaW+157RaO7pNU80Gl+AI6jeBiO9f6yR1wACwlvJvl709y+xLVgvA7pQXcjB5MRbTGxxQkUhEzDu1doJh8hB9DXYKKyZfziYtz4ZqZwUCgQFOGgYP7hS7ASTDjtvbVs8oEopcpYyNF/IyAzKGrWLwTWYrNNRyzZZt4D3D5VKB8bHrYIWLcx5yD4jcVjNOKX3YUmHv2T2FZKwZrUE6DoR+HvwoP/kx3RAp6/t6wQkHCWYMJSUfXPLyYn/oQL71BYomf3zM8vugH0g+6lTjynW6z7oJPP6/pJ8r9UtE8k+k8kWwomncPn4Ujp4/dMvuMa6GdTqfWDV2FiKwFvHzwyfXVBMIz1vWZwyPTuukug6adGFXUd88KLhPczD+AfyFSSKe7auovF0rA4glOGRBQZnIbhY3NelCtVQMXuWzWrHoWDEfECQN4wPrdq562XM+cgcF0Vdl7OY3HE8/mseSCAz7smYTZhxCgJ7S1U+UjJTSh6Bkc8heM02R4Y2zghSabe0z8L4O+RHnQhKwdB56H9ZDqogUUXReKziHgfPTDoo5Av+2OZE1B1QHRRdPZ/uyMCOPjdd9mn78AwPFHVHLlIgO9vwvEL5xIDT9fOAjMOckmsrirn3nuKen+vKicPpzjor9X2ZTVYzTJ71a9gn/U6oMkyhPgqKMSs1ZpDEr7CCRVJgxMAGkZEF0XCDCF9jBaOgbV6raR/plRr1Er6+sCMveggish2HWDyY68BwRq1gq//FH+B++gnlxljSTYLD86b+wXwFogrufxeDIs0iYN5qq00sx9nX0TQYEFmsyZxF5Z4yaAf/hJAZsAAAOCMAMYK4FtP3c5ortsYo3/9CHUHo65wMqZAFYGMCcZNY4VqxYy3cLEi+Q8At1C3gW2FHxg0bVK2mj4N+0TPXNHbPLWKZqXY2Cs25oiNuRaq3Ng7BoIyP3kx/FeBnWvsz/jv/2JndjohEEAzGhs9YsRzQl06U4B3Gz2RgXNA6JQDUKjAdVJET0alYLBWXHzvCj8YwyQFnlVKBlfhTDZZ2Myg9nhUFioGadUJ8JVq/lv5plTgPQDgDTIYLcZao7FKKx9sAgGtTHCvzhjILXHbZX/lccbAvKA2mRcq5nsLPPzlP3/l11+1/NX8Tw/+Zztr/M+Xt1boLlAA64D/D4v13GYD99jIdTbxgM3cZAvX2MpVtnGHwU1vDMY6JGY9yGwAzEbvzSaY2Qw2W/xttvrHbIMyGAupZk8luyI1jzloC5xIjutcO+uuu2e7KXXXH3qjjiDj1l5OIxUL4/QCvj5NJwrOyOV75w5PyQXMz1nnFo3ZOBj3ADrH+JwLmOtUnIsloonyRkjgupU/Sn80nML/4uv2i5mFdRKVMluX8uvHk49VaUx7R0mroKpuWwOcvwI8czM/bJI1ebtwG9ksuQF3IiX1VyrBpukHSIf8EdkfgaivH9LatZRv+XFb845bQg6g/wEZ+//dzwJx5wYAHyslvwBYeQtz+HgcHahDtEKn3SyU//XbfDLLmexSxfFAh9QrCAcUdzw65GEKLIscjtfIb+NzuZVAh2hFA0i5nUCHhBWAFWbs8axNzuZZLGr+XIp2iuHImQb08SzQlXrew8oYrt/raA31xhrbTjB5JemWPJ6mwe/dgo23hx/HWX4FbZnbe5aGt6OL14mjKym7UWwetIZqQ4NGIzYeDf3/a0dtgiTZijbOCQX2t6hl6mARHbOpFanyNzW95oX4KTszXbRWbsk61t1BEWIfz0xJL7dxOgRstHMzi3Fpz6aN65qDry9og12ZTlxjqYpj2D8PE4/eUMJc1Pvm94Qj1JG+9fKB6/eXQsiXxisSf50psjGEMMm0a01yHJWrqFTT+sWSejgt6EQJp4k6it+nGqEIZc84gXH4yzWQRypy6vFjKmWqGHj1IDeHNlwJM56hQx5uPHT7Ex4m6ob8vo1t2JfZNyuZh5qWN+dp3L50oLfJgXSK3Pi0qeRnwOogqAx6w//CawQXOCqbFDRYOUMVLrxQJOFI6hXdsVhuH669DDdbSRb/DsudZDmiKvfdX/v/wdr5lrKbdsye1W0Nx25h6W+6qSTunL2zAK+HDs08mK5mmjLqRuK4EpLrd0MIGABE3DuwR17BjfyfgL2XANw5tR0FAB6f0/z/r7i+v8PyugP4AwEAAVZVtos76lYcDYPhJ1jljXDMvi0fNjyNW5hUwjnNf3fWK6o7H8j06wAgfe7wO1am8gh378XezjaaSaI4cwiPFGt3b90ffvWDYnWcvTZqIZ0AYsKv+hxp11hmDcU8JtXXWgt4W2/LXdnCxAHBMMogZAVMjPyT1E3dfrI+YbK2jt9Nw/BazkD/fthfkDWXemE0aXtRVy8q9AYpCG+rxReWPS7vZutafyI8ZGl4uPf9wRA8I3eK85ZdcYS9xxsypjOoisf565qEP8fhosKNdADqjtd0AumxEC4hE2t4ASDMmxi8Qyxb5z3B1P6GAHqQAOSmBTMURNZDfkEpWhwISSIAIy4Jui7ammr9+0BqaYScBfaUZsnobgvZwj754srDYOmU1EJAIHL4GP4rrT6EuDHHVswlom/0idSei7wZ7S88nqJnl+38Gxf6pIdndJez/Cq9WR59N/D7hGBYeREs3Rz1WLpU44bQCahGGTPHOfATjQB8xrv1O0feK7BqckWqmqYPTRHtbBmIGeaNN8Ta0/TpV5sbtWjp8JL9vOkJP67pyTFFkDZjPBPcaROEiFDZSOzsaRuZ/FmIm5FFqM2hwQdY5rdHzgjz5PKrl3RW8tGj3LGSpZ9nKPO8JTJSoRlBcpbSigHr1qcc0Ekve1wXdISM54slcahM7CxW4W2CSdTmwRLAmla1B9uyPbu7zSQT3iaq9y2E06GTnfe8naEMuB2+oOpxOtLhDMRBwyE4jAyHCXdkOILZ0uEochOHYxgVDOMQSJ9XwoIYJ4m5QyFHTUbuwwB9jTdWlXGSdWR4jCY1CtWtbtCow3JpW4QLkPaOtGVLSzpj/LXLmO3djtemQYBMHmkSxElUpU2VscYbp5afHHUadBqjpMD5NpaIdDstO382Nvbz6bVqGtqDo/71CFnqJagVkf5Q39GklPhtQ4sJ2oqRajmUhOyS56k7KrnFLG1GRjd9TXzq0llOPz7v5VqW0hba+7RBE63YqVq+pjYSgK8BXZEoqqR2h3fwgGx3tnPwBm3yS3dJw1dR9QC5zgXijGo71dill4lZLS8/sahz1nkXeLPy4euiSy67si7+rF09xxZg3lWDYX2+sJvTbwJXzP/i3nBTo++ECRch0i+iguWTn/wVoEDcmjQbY7Rxxlorgcd4iX6WpKVQonWVfSe1wls6VtKf75QuY736sEfO1mmmJ5toXc3vkev31fhnFyhUtDW8cIZpq9qfrESpXx1RFuY2ZXh43xo/QcIWgjuLfWYN4ZYAjPX0d1RQJkm6Lby8sv+fQW269BkyZsqcV5a8s+aTb375F5Ate46cBRZUcCGFFlZ4EUUWVXQxxeZyzAhveAsfFxW17RA20FvvW/OwwRCIQcGiXKVosXjFGbJXnJNO2We/Aw7aZtBXvoZCAqtd7hLylFhSyWb7Es4cAzj84U8O0dLRWKLKRq6kINSttNLLYMBkvrk+stAis5JZlgo/Jruccssrv4IKK6q4UZVUWlnlPnZfvMVue+COu75PRZVVVV1NtdVVX8M91/t9PMdi/ttprpvp+jCL+3jIhpfausnM9J0jf7GU/vb4tqiW8m61ifVvuxPuYieTL3Ydm5vezht1+VXzC9mM22ds8ImbiI8mJSuW/O7weXvyVGcfDKEszhJJ5X8duqVMpKaOb+S4+ISyHUe9uHyVjkz72Uw6c8hWdjWScGJbi4STX2d3I1RWEM4Vw26DAQjNMCNUw45gkAyGgRn8BTP4+2AY0GjymwpwG8CAYAYBRwQAwI4INAgAAo6Iq9RT1eMRAEAwg4AjAgBgRwQaBAABR6jEJELs7GTJFnqa/ZZBNvnmCbLnOuOcy1/zRt4/PoT3iatRs5Q5L7ivELzXDUJlv/9TfZlaFXCVk650xZmutO1KdmfaB9NWCWNacXah6KSmvT/3p6tA9cN/g2sQXo2tjlkZ+SM789E0xVYtO0IRTIyoGa/UsuOmTI5O+azf3+RL6LeezLFg3isYI5wm+uyHjF0wH1SH6iVHLvwnX1v/+59Degg=") 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font-style: normal;
font-weight: 400;
font-display: block;
}
@font-face {
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<meta charset="UTF-8">
<title>Editor Agent - Agnes Martin Style</title>
<script>/* inlined: https://cdnjs.cloudflare.com/ajax/libs/gsap/3.12.2/gsap.min.js */
/*!
* GSAP 3.12.2
* https://greensock.com
*
* @license Copyright 2023, GreenSock. All rights reserved.
* Subject to the terms at https://greensock.com/standard-license or for Club GreenSock members, the agreement issued with that membership.
* @author: Jack Doyle, jack@greensock.com
*/
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<style>body {
margin: 0;
padding: 0;
background: #f5f0e8; /* Pale Linen */
overflow: hidden;
width: 1080px;
height: 1920px;
}
#main-container {
position: relative;
width: 1080px;
height: 1920px;
}
.full-screen {
position: absolute;
top: 0;
left: 0;
width: 1080px;
height: 1920px;
}
#bg-comp,
#stats-comp,
#captions-comp,
#a-roll-frame {
position: absolute;
top: 0;
left: 0;
width: 1080px;
height: 1920px;
}
#bg-comp {
z-index: 0;
}
#a-roll-frame {
z-index: 10;
overflow: hidden;
}
#a-roll,
#a-roll-frame img.__render_frame__,
#a-roll-frame img.__preview_render_frame__ {
position: absolute;
inset: 0;
width: 100%;
height: 100%;
object-fit: cover;
}
#stats-comp {
z-index: 20;
pointer-events: none;
}
#captions-comp {
z-index: 30;
pointer-events: none;
}
[data-composition-id="background-grid"] {
width: 1080px;
height: 1920px;
background-color: #f5f0e8; /* Pale Linen */
overflow: hidden;
position: relative;
}
[data-composition-id="background-grid"] .canvas-container {
width: 100%;
height: 100%;
position: absolute;
top: 0;
left: 0;
}
[data-composition-id="background-grid"] .wash {
position: absolute;
width: 120%;
height: 120%;
top: -10%;
left: -10%;
filter: blur(100px);
opacity: 0.15;
pointer-events: none;
}
[data-composition-id="background-grid"] .wash.blush {
background: radial-gradient(circle, #e8d0c0 0%, transparent 70%);
transform: translate(-10%, -10%);
}
[data-composition-id="background-grid"] .wash.gold {
background: radial-gradient(circle, #e5d9b0 0%, transparent 70%);
transform: translate(10%, 10%);
}
[data-composition-id="background-grid"] .grid-container {
position: absolute;
top: 0;
left: 0;
width: 100%;
height: 100%;
}
[data-composition-id="background-grid"] .grid-line {
position: absolute;
background-color: #444444; /* Darkened Soft Graphite */
opacity: 0.6; /* Increased opacity for visibility */
}
[data-composition-id="background-grid"] .grid-line.horizontal {
width: 100%;
height: 0.5px;
}
[data-composition-id="background-grid"] .grid-line.vertical {
width: 0.5px;
height: 100%;
}
[data-composition-id="background-grid"] .banding-container {
position: absolute;
top: 0;
left: 0;
width: 100%;
height: 100%;
pointer-events: none;
}
[data-composition-id="background-grid"] .band {
position: absolute;
width: 100%;
height: 128px; /* 1920 / 15 */
background-color: #e5d9b0;
opacity: 0;
}
[data-composition-id="stats-overlay"] {
font-family: "EB Garamond", "Garamond", serif;
color: #444444; /* Darkened Soft Graphite for better contrast */
background: transparent;
}
[data-composition-id="stats-overlay"] .container {
position: relative;
width: 100%;
height: 100%;
overflow: hidden;
}
/* Agnes Martin Aesthetic: Delicate lines */
[data-composition-id="stats-overlay"] .grid-lines {
position: absolute;
top: 0;
left: 0;
width: 100%;
height: 100%;
pointer-events: none;
}
[data-composition-id="stats-overlay"] .line {
position: absolute;
background-color: #e5d9b0; /* Pale Gold */
opacity: 0.6; /* Increased opacity for visibility */
}
[data-composition-id="stats-overlay"] .horizontal {
width: 100%;
height: 1px;
}
[data-composition-id="stats-overlay"] .vertical {
width: 1px;
height: 100%;
}
/* Positioning lines to create a subtle grid */
[data-composition-id="stats-overlay"] .h1 {
top: 20%;
}
[data-composition-id="stats-overlay"] .h2 {
bottom: 20%;
}
[data-composition-id="stats-overlay"] .v1 {
left: 15%;
}
[data-composition-id="stats-overlay"] .v2 {
right: 15%;
}
[data-composition-id="stats-overlay"] .stat-group {
position: absolute;
opacity: 0;
display: flex;
flex-direction: column;
align-items: flex-start;
}
/* Avoid face: x: 300-776, y: 320-796 */
/* Stat 1 & 2: Positioned to the left or right of the face area */
[data-composition-id="stats-overlay"] #stat-1 {
top: 480px; /* Aligned to grid row 4 (1920/15 * 3.75) */
left: 108px; /* Aligned to grid col 1 (1080/10 * 1) */
}
[data-composition-id="stats-overlay"] #stat-2 {
top: 896px; /* Aligned to grid row 7 (1920/15 * 7) */
right: 108px; /* Aligned to grid col 9 (1080/10 * 1) */
align-items: flex-end;
text-align: right;
}
/* Stat 3: Full canvas moment, centered but avoiding the face if it were there (though A-roll is hidden) */
[data-composition-id="stats-overlay"] #stat-3 {
top: 50%;
left: 50%;
transform: translate(-50%, -50%);
align-items: center;
text-align: center;
width: 80%;
}
[data-composition-id="stats-overlay"] .number {
font-size: 220px; /* Slightly increased from 200px */
font-weight: 200;
line-height: 1;
margin-bottom: 10px;
}
[data-composition-id="stats-overlay"] .subtitle {
font-size: 64px; /* Increased from 32px for better hierarchy */
font-style: italic;
color: #c29b8a; /* Darkened Blush for better contrast */
text-transform: lowercase;
letter-spacing: 0.05em;
}
[data-composition-id="stats-overlay"] #stat-3 .number {
font-size: 320px; /* Slightly increased from 280px */
color: #c29b8a; /* Darkened Blush */
}
[data-composition-id="stats-overlay"] #stat-3 .subtitle {
font-size: 80px; /* Increased from 44px */
color: #444444;
}
[data-composition-id="captions"] {
width: 1080px;
height: 1920px;
display: flex;
justify-content: center;
align-items: flex-start;
background: transparent;
font-family: "EB Garamond", serif;
text-transform: lowercase;
color: #999999; /* Soft Graphite */
}
[data-composition-id="captions"] #captions-container {
position: absolute;
top: 1450px; /* Moved up from 1600px to avoid UI overlap */
width: 900px; /* Centered with margins */
text-align: center;
display: flex;
justify-content: center;
align-items: center;
}
[data-composition-id="captions"] .caption-group {
position: absolute;
width: 100%;
font-size: 64px; /* Increased from 52px for better readability */
line-height: 1.2;
letter-spacing: 0.02em;
opacity: 0;
padding: 10px 20px;
border-radius: 4px;
color: #333333; /* Darker for better contrast */
}</style>
<link as="style" href="https://fonts.googleapis.com/css2?family=EB+Garamond:wght@400&display=swap" rel="preload"><link href="https://fonts.googleapis.com/css2?family=EB+Garamond:wght@400&display=swap" rel="stylesheet"></head>
<body>
<div id="main-comp" data-composition-id="main-comp" data-width="1080" data-height="1920" data-start="0" data-duration="14">
<!-- Track 0: Background Grid -->
<div style="width:1080px;height:1920px" data-composition-file="compositions/background-grid.html" data-height="1920" data-width="1080" id="bg-comp" data-composition-id="background-grid" data-start="0" data-duration="14" data-track-index="0">
<div class="canvas-container">
<!-- Washes -->
<div class="wash blush" id="wash-blush"></div>
<div class="wash gold" id="wash-gold"></div>
<!-- Grid -->
<div class="grid-container" id="grid-container">
<!-- Grid lines will be generated by script -->
</div>
<!-- Horizontal Banding -->
<div class="banding-container" id="banding-container">
<!-- Bands will be generated by script -->
</div>
</div>
</div>
<!-- Track 1: A-Roll Video -->
<!-- Single video element for the entire duration to ensure audio persistence -->
<div id="a-roll-frame">
<video id="a-roll" class="full-screen" data-start="0" data-duration="13.88" data-track-index="1" src="https://gen-os-static.s3.us-east-2.amazonaws.com/astral_assets/uploaded_assets/1dd17e4d_2c60a8b3482744e29584975d2b84164a.mp4" data-end="13.88" data-has-audio="true"></video>
</div>
<!-- Track 2: Stats Overlay -->
<div style="width:1080px;height:1920px" data-composition-file="compositions/stats-overlay.html" data-height="1920" data-width="1080" id="stats-comp" data-composition-id="stats-overlay" data-start="0" data-duration="14" data-track-index="2">
<div class="container">
<!-- Grid/Lines for Agnes Martin aesthetic -->
<div class="grid-lines">
<div class="line horizontal h1"></div>
<div class="line horizontal h2"></div>
<div class="line vertical v1"></div>
<div class="line vertical v2"></div>
</div>
<!-- Stat 1: 47% -->
<div class="stat-group" id="stat-1">
<div class="number">47%</div>
<div class="subtitle">needed motion graphics</div>
</div>
<!-- Stat 2: 62% -->
<div class="stat-group" id="stat-2">
<div class="number">62%</div>
<div class="subtitle">static content reduces engagement</div>
</div>
<!-- Stat 3: 75% -->
<div class="stat-group" id="stat-3">
<div class="number">75%</div>
<div class="subtitle">lack technical skills</div>
</div>
</div>
</div>
<!-- Track 3: Captions -->
<div style="width:1080px;height:1920px" data-composition-file="compositions/captions.html" data-height="1920" data-width="1080" id="captions-comp" data-composition-id="captions" data-start="0" data-duration="14" data-track-index="3">
<div id="captions-container">
<!-- Caption groups will be rendered here -->
</div>
</div>
</div>
<script>// Main orchestration timeline
const tl = gsap.timeline({ paused: true });
// Handle the "full-canvas moment" by animating video opacity
// Video is visible initially, fades out at 7.1s, and fades back in at 11.5s
tl.set("#a-roll-frame", { opacity: 1 });
tl.to("#a-roll-frame", { opacity: 0, duration: 0.5, ease: "power2.inOut" }, 7.1);
tl.to("#a-roll-frame", { opacity: 1, duration: 0.5, ease: "power2.inOut" }, 11.5);
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const gridContainer = container.querySelector("#grid-container");
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const tl = gsap.timeline({ paused: true });
// 1. Ambient Wash Motion
tl.to(
"#wash-blush",
{
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y: "5%",
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ease: "sine.inOut",
yoyo: true,
repeat: 1,
},
0,
);
tl.to(
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{
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ease: "sine.inOut",
yoyo: true,
repeat: 1,
},
0,
);
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line,
{
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y: 1.5,
duration: duration,
ease: "sine.inOut",
yoyo: true,
repeat: Math.floor(14 / (duration * 2)) + 1,
},
delay,
);
});
vLines.forEach((line, i) => {
const duration = 5 + (i % 2);
const delay = (i % 4) * 0.3;
tl.to(
line,
{
opacity: 0.2,
x: 1.5,
duration: duration,
ease: "sine.inOut",
yoyo: true,
repeat: Math.floor(14 / (duration * 2)) + 1,
},
delay,
);
});
// 3. Horizontal Banding Pulse
const bands = container.querySelectorAll(".band");
bands.forEach((band, i) => {
const duration = 6 + (i % 4);
const delay = (i % 6) * 0.5;
tl.to(
band,
{
opacity: 0.08,
duration: duration,
ease: "sine.inOut",
yoyo: true,
repeat: Math.floor(14 / (duration * 2)) + 1,
},
delay,
);
});
// Ensure timeline is exactly 14s or slightly more for buffer
// tl.to({}, { duration: 0.1 }, 14); // Removed redundant empty tween
window.__timelines[compId] = tl;
})();
}).call(window, __hfScopedDocument, __hfScopedGsap, __hfScopedWindow, __hfScopedHyperframes);
} catch (_err) {
console.error(__hfErrorLabel, __hfCompId, _err);
}
};
__hfFindRoot();
__hfRun();
})();
;
(function(){
var __hfCompId = "stats-overlay";
var __hfTimelineCompId = "stats-overlay";
var __hfErrorLabel = "[Compiler] Composition script failed";
var __hfAuthoredRootId = null;
var __hfAuthoredRootAttr = "data-hf-authored-id";
var __hfEscapeAttr = function(value) {
return (value + "").replace(/\\/g, "\\\\").replace(/"/g, "\\\"");
};
var __hfRootSelector = "[data-composition-id=\"stats-overlay\"]" || (__hfCompId
? '[data-composition-id="' + __hfEscapeAttr(__hfCompId) + '"]'
: "");
var __hfRoot = null;
var __hfRootSelectorPattern = "\\[\\s*data-composition-id\\s*=\\s*(?:\"stats-overlay\"|'stats-overlay')\\s*\\]";
var __hfTimingSelectorPattern = "\\s*\\[\\s*data-(?:start|duration)\\s*=\\s*(?:\"[^\"]*\"|'[^']*')\\s*\\]";
var __hfAuthoredRootIdForms = [];
var __hfAuthoredRootSelector = __hfAuthoredRootId
? "[" + __hfAuthoredRootAttr + '="' + __hfEscapeAttr(__hfAuthoredRootId) + '"]'
: "";
var __hfIsSelectorNameChar = function(char) {
return !!char && /[\w-]/.test(char);
};
var __hfReplaceAuthoredRootIdSelectors = function(selector) {
if (!__hfAuthoredRootSelector || !__hfAuthoredRootIdForms.length || typeof selector !== "string") {
return selector;
}
var result = "";
var bracketDepth = 0;
var quote = null;
for (var index = 0; index < selector.length; index += 1) {
var char = selector[index];
var previousChar = index > 0 ? selector[index - 1] : "";
if (quote) {
result += char;
if (char === quote && previousChar !== "\\") {
quote = null;
}
continue;
}
if (char === '"' || char === "'") {
quote = char;
result += char;
continue;
}
if (char === "[") {
bracketDepth += 1;
result += char;
continue;
}
if (char === "]") {
bracketDepth = Math.max(0, bracketDepth - 1);
result += char;
continue;
}
if (char === "#" && bracketDepth === 0) {
var matchedForm = null;
for (var formIndex = 0; formIndex < __hfAuthoredRootIdForms.length; formIndex += 1) {
var form = __hfAuthoredRootIdForms[formIndex];
if (selector.slice(index + 1, index + 1 + form.length) === form) {
matchedForm = form;
break;
}
}
if (matchedForm) {
var nextChar = selector[index + 1 + matchedForm.length];
if (!__hfIsSelectorNameChar(nextChar)) {
result += __hfAuthoredRootSelector;
index += matchedForm.length;
continue;
}
}
}
result += char;
}
return result;
};
var __hfNormalizeSelector = function(selector) {
if (!__hfCompId || typeof selector !== "string") return selector;
var normalized = selector
.replace(new RegExp(__hfRootSelectorPattern + '(?:' + __hfTimingSelectorPattern + ')+', 'g'), __hfRootSelector)
.replace(new RegExp('(?:' + __hfTimingSelectorPattern + ')+' + __hfRootSelectorPattern, 'g'), __hfRootSelector);
if (__hfAuthoredRootSelector) {
normalized = __hfReplaceAuthoredRootIdSelectors(normalized);
}
return normalized;
};
var __hfFindRoot = function() {
if (!__hfRoot && __hfRootSelector) {
__hfRoot = window.document.querySelector(__hfRootSelector);
}
return __hfRoot;
};
var __hfContains = function(node) {
var root = __hfFindRoot();
return !root || node === root || root.contains(node);
};
var __hfQueryAll = function(selector) {
var root = __hfFindRoot();
if (!root || typeof selector !== "string") {
return window.document.querySelectorAll(selector);
}
return Array.prototype.filter.call(window.document.querySelectorAll(__hfNormalizeSelector(selector)), function(node) {
return __hfContains(node);
});
};
var __hfQueryOne = function(selector) {
var matches = __hfQueryAll(selector);
return matches[0] || null;
};
var __hfGetElementById = function(id) {
var found = window.document.getElementById(id);
if (found && __hfContains(found)) return found;
var root = __hfFindRoot();
if (!root) return found || null;
var idValue = id + "";
if (__hfAuthoredRootId && __hfAuthoredRootId === idValue && root.getAttribute && root.getAttribute(__hfAuthoredRootAttr) === idValue) {
return root;
}
if (root.id === idValue) return root;
if (typeof root.querySelector !== "function") return null;
try {
var authoredRootMatch = root.querySelector('[' + __hfAuthoredRootAttr + '="' + __hfEscapeAttr(idValue) + '"]');
if (authoredRootMatch) return authoredRootMatch;
} catch {}
if (typeof CSS !== "undefined" && CSS && typeof CSS.escape === "function") {
try {
return root.querySelector("#" + CSS.escape(idValue)) || null;
} catch {}
}
try {
return root.querySelector('[id="' + __hfEscapeAttr(idValue) + '"]') || null;
} catch {}
return null;
};
var __hfScopedDocument = typeof Proxy === "function"
? new Proxy(window.document, {
get: function(target, prop, receiver) {
if (prop === "querySelector") return __hfQueryOne;
if (prop === "querySelectorAll") return __hfQueryAll;
if (prop === "getElementById") return __hfGetElementById;
var value = Reflect.get(target, prop, target);
return typeof value === "function" ? value.bind(target) : value;
},
})
: window.document;
var __hfTimelineRegistryProxy = null;
var __hfGetTimelineRegistry = function() {
window.__timelines = window.__timelines || {};
if (!__hfCompId || __hfCompId === __hfTimelineCompId || typeof Proxy !== "function") {
return window.__timelines;
}
if (!__hfTimelineRegistryProxy) {
__hfTimelineRegistryProxy = new Proxy(window.__timelines, {
get: function(target, prop, receiver) {
return Reflect.get(target, prop === __hfCompId ? __hfTimelineCompId : prop, target);
},
set: function(target, prop, value, receiver) {
return Reflect.set(target, prop === __hfCompId ? __hfTimelineCompId : prop, value, target);
},
});
}
return __hfTimelineRegistryProxy;
};
var __hfScopedWindow = typeof Proxy === "function"
? new Proxy(window, {
get: function(target, prop, receiver) {
if (prop === "__timelines") return __hfGetTimelineRegistry();
var value = Reflect.get(target, prop, target);
return typeof value === "function" ? value.bind(target) : value;
},
set: function(target, prop, value, receiver) {
if (prop === "__timelines") {
target.__timelines = value || {};
__hfTimelineRegistryProxy = null;
return true;
}
return Reflect.set(target, prop, value, target);
},
})
: window;
var __hfResolveGsapTarget = function(target) {
if (typeof target !== "string") return target;
return __hfQueryAll(target);
};
var __hfScopeTimeline = function(timeline) {
if (!timeline || timeline.__hfScopedCompositionRoot === __hfFindRoot()) return timeline;
["to", "from", "fromTo", "set"].forEach(function(method) {
var original = timeline[method];
if (typeof original !== "function") return;
timeline[method] = function(target) {
var args = Array.prototype.slice.call(arguments);
args[0] = __hfResolveGsapTarget(target);
return original.apply(timeline, args);
};
});
try {
Object.defineProperty(timeline, "__hfScopedCompositionRoot", {
value: __hfFindRoot(),
configurable: true,
});
} catch {
// Best-effort: timelines coming from user code may have a frozen target
// or a non-extensible defineProperty path. Swallow — the scoped root
// is an enrichment, not a correctness invariant for playback.
}
return timeline;
};
var __hfBaseGsap = typeof gsap === "undefined" ? window.gsap : gsap;
var __hfScopedGsap = !__hfBaseGsap || typeof Proxy !== "function"
? __hfBaseGsap
: new Proxy(__hfBaseGsap, {
get: function(target, prop, receiver) {
if (prop === "timeline") {
return function() {
return __hfScopeTimeline(target.timeline.apply(target, arguments));
};
}
if (prop === "to" || prop === "from" || prop === "fromTo" || prop === "set") {
return function(firstArg) {
var args = Array.prototype.slice.call(arguments);
args[0] = __hfResolveGsapTarget(firstArg);
return target[prop].apply(target, args);
};
}
if (prop === "utils" && target.utils && typeof Proxy === "function") {
return new Proxy(target.utils, {
get: function(utilsTarget, utilsProp, utilsReceiver) {
if (utilsProp === "toArray") {
return function(firstArg) {
var args = Array.prototype.slice.call(arguments);
args[0] = __hfResolveGsapTarget(firstArg);
return utilsTarget.toArray.apply(utilsTarget, args);
};
}
if (utilsProp === "selector") {
return function(base) {
var baseEl = typeof base === "string" ? __hfQueryOne(base) : base;
var root = baseEl || __hfFindRoot();
return function(selector) {
if (!root || typeof selector !== "string") return [];
return Array.prototype.filter.call(
window.document.querySelectorAll(__hfNormalizeSelector(selector)),
function(node) {
return node === root || (typeof root.contains === "function" && root.contains(node));
},
);
};
};
}
var value = Reflect.get(utilsTarget, utilsProp, utilsTarget);
return typeof value === "function" ? value.bind(utilsTarget) : value;
},
});
}
var value = Reflect.get(target, prop, target);
return typeof value === "function" ? value.bind(target) : value;
},
});
var __hfBaseHyperframes = window.__hyperframes;
var __hfScopedHyperframes = !__hfBaseHyperframes
? __hfBaseHyperframes
: Object.assign({}, __hfBaseHyperframes, {
getVariables: function() {
var byComp = window.__hfVariablesByComp;
var scoped = byComp && __hfTimelineCompId ? byComp[__hfTimelineCompId] : null;
return scoped ? Object.assign({}, scoped) : {};
},
});
var __hfRun = function() {
try {
(function(document, gsap, window, __hyperframes) {
(function () {
const TRANSCRIPT = [
{ text: "We", start: 0.14, end: 0.239 },
{ text: "asked", start: 0.28, end: 0.459 },
{ text: "what", start: 0.5, end: 0.619 },
{ text: "you", start: 0.659, end: 0.779 },
{ text: "needed.", start: 0.8, end: 1.179 },
{ text: "Forty-seven", start: 1.199, end: 1.619 },
{ text: "percent", start: 1.699, end: 1.96 },
{ text: "of", start: 1.979, end: 2.059 },
{ text: "you", start: 2.099, end: 2.299 },
{ text: "said", start: 2.319, end: 2.499 },
{ text: "motion", start: 2.559, end: 2.839 },
{ text: "graphics,", start: 2.899, end: 3.759 },
{ text: "sixty-two", start: 3.799, end: 4.159 },
{ text: "percent", start: 4.239, end: 4.559 },
{ text: "said", start: 4.639, end: 4.799 },
{ text: "static", start: 4.859, end: 5.199 },
{ text: "content", start: 5.239, end: 5.639 },
{ text: "was", start: 5.679, end: 5.779 },
{ text: "costing", start: 5.859, end: 6.219 },
{ text: "you", start: 6.259, end: 6.339 },
{ text: "attention,", start: 6.379, end: 7.299 },
{ text: "and", start: 7.319, end: 7.439 },
{ text: "three", start: 7.48, end: 7.599 },
{ text: "out", start: 7.679, end: 7.779 },
{ text: "of", start: 7.799, end: 7.879 },
{ text: "four", start: 7.94, end: 8.139 },
{ text: "said", start: 8.279, end: 8.46 },
{ text: "you", start: 8.519, end: 8.6 },
{ text: "know", start: 8.619, end: 8.739 },
{ text: "the", start: 8.8, end: 8.88 },
{ text: "look", start: 8.92, end: 9.079 },
{ text: "you", start: 9.119, end: 9.259 },
{ text: "want", start: 9.279, end: 9.619 },
{ text: "but", start: 9.779, end: 9.88 },
{ text: "don't", start: 9.92, end: 10.1 },
{ text: "have", start: 10.159, end: 10.3 },
{ text: "the", start: 10.3, end: 10.42 },
{ text: "editing", start: 10.5, end: 10.779 },
{ text: "skills", start: 10.86, end: 11.139 },
{ text: "to", start: 11.159, end: 11.239 },
{ text: "get", start: 11.279, end: 11.439 },
{ text: "there.", start: 11.46, end: 12.239 },
{ text: "So", start: 12.3, end: 12.38 },
{ text: "we", start: 12.399, end: 12.519 },
{ text: "built", start: 12.539, end: 12.759 },
{ text: "Editor", start: 12.84, end: 13.119 },
{ text: "Agent", start: 13.239, end: 13.839 },
];
const tl = gsap.timeline({ paused: true });
// Helper to find transcript times
function getWordTime(text, type = "start") {
const word = TRANSCRIPT.find((w) => w.text.toLowerCase().includes(text.toLowerCase()));
return word ? word[type] : null;
}
// 1. "47% Motion Graphics" (1.2s to 3.7s)
const start1 = 1.2;
const end1 = 3.7;
tl.to(
"#stat-1",
{
opacity: 1,
scale: 1.05,
duration: 1.5,
ease: "power2.out",
},
start1,
);
tl.to(
"#stat-1",
{
opacity: 0,
duration: 0.5,
ease: "power2.in",
},
end1,
);
// 2. "62% Static Content" (3.8s to 7.3s)
const start2 = 3.8;
const end2 = 7.3;
tl.to(
"#stat-2",
{
opacity: 1,
scale: 1.05,
duration: 1.5,
ease: "power2.out",
},
start2,
);
tl.to(
"#stat-2",
{
opacity: 0,
duration: 0.5,
ease: "power2.in",
},
end2,
);
// 3. "75% Editing Skills" (7.4s to 12.2s) - Full Canvas Moment
const start3 = 7.4;
const end3 = 12.2;
// Animate grid lines expanding for the full canvas moment
tl.to(".h1", { top: "10%", duration: 1, ease: "power2.out" }, start3);
tl.to(".h2", { bottom: "10%", duration: 1, ease: "power2.out" }, start3);
tl.to(".v1", { left: "5%", duration: 1, ease: "power2.out" }, start3);
tl.to(".v2", { right: "5%", duration: 1, ease: "power2.out" }, start3);
tl.to(
"#stat-3",
{
opacity: 1,
scale: 1.1,
duration: 2,
ease: "power2.out",
},
start3,
);
// Subtle background line animation during the big moment
tl.to(
".line",
{
opacity: 0.8,
duration: 2,
stagger: 0.2,
ease: "sine.inOut",
},
start3,
);
tl.to(
"#stat-3",
{
opacity: 0,
duration: 0.8,
ease: "power2.in",
},
end3,
);
// Buffer at the end - Removed redundant empty tween
window.__timelines["stats-overlay"] = tl;
})();
}).call(window, __hfScopedDocument, __hfScopedGsap, __hfScopedWindow, __hfScopedHyperframes);
} catch (_err) {
console.error(__hfErrorLabel, __hfCompId, _err);
}
};
__hfFindRoot();
__hfRun();
})();
;
(function(){
var __hfCompId = "captions";
var __hfTimelineCompId = "captions";
var __hfErrorLabel = "[Compiler] Composition script failed";
var __hfAuthoredRootId = null;
var __hfAuthoredRootAttr = "data-hf-authored-id";
var __hfEscapeAttr = function(value) {
return (value + "").replace(/\\/g, "\\\\").replace(/"/g, "\\\"");
};
var __hfRootSelector = "[data-composition-id=\"captions\"]" || (__hfCompId
? '[data-composition-id="' + __hfEscapeAttr(__hfCompId) + '"]'
: "");
var __hfRoot = null;
var __hfRootSelectorPattern = "\\[\\s*data-composition-id\\s*=\\s*(?:\"captions\"|'captions')\\s*\\]";
var __hfTimingSelectorPattern = "\\s*\\[\\s*data-(?:start|duration)\\s*=\\s*(?:\"[^\"]*\"|'[^']*')\\s*\\]";
var __hfAuthoredRootIdForms = [];
var __hfAuthoredRootSelector = __hfAuthoredRootId
? "[" + __hfAuthoredRootAttr + '="' + __hfEscapeAttr(__hfAuthoredRootId) + '"]'
: "";
var __hfIsSelectorNameChar = function(char) {
return !!char && /[\w-]/.test(char);
};
var __hfReplaceAuthoredRootIdSelectors = function(selector) {
if (!__hfAuthoredRootSelector || !__hfAuthoredRootIdForms.length || typeof selector !== "string") {
return selector;
}
var result = "";
var bracketDepth = 0;
var quote = null;
for (var index = 0; index < selector.length; index += 1) {
var char = selector[index];
var previousChar = index > 0 ? selector[index - 1] : "";
if (quote) {
result += char;
if (char === quote && previousChar !== "\\") {
quote = null;
}
continue;
}
if (char === '"' || char === "'") {
quote = char;
result += char;
continue;
}
if (char === "[") {
bracketDepth += 1;
result += char;
continue;
}
if (char === "]") {
bracketDepth = Math.max(0, bracketDepth - 1);
result += char;
continue;
}
if (char === "#" && bracketDepth === 0) {
var matchedForm = null;
for (var formIndex = 0; formIndex < __hfAuthoredRootIdForms.length; formIndex += 1) {
var form = __hfAuthoredRootIdForms[formIndex];
if (selector.slice(index + 1, index + 1 + form.length) === form) {
matchedForm = form;
break;
}
}
if (matchedForm) {
var nextChar = selector[index + 1 + matchedForm.length];
if (!__hfIsSelectorNameChar(nextChar)) {
result += __hfAuthoredRootSelector;
index += matchedForm.length;
continue;
}
}
}
result += char;
}
return result;
};
var __hfNormalizeSelector = function(selector) {
if (!__hfCompId || typeof selector !== "string") return selector;
var normalized = selector
.replace(new RegExp(__hfRootSelectorPattern + '(?:' + __hfTimingSelectorPattern + ')+', 'g'), __hfRootSelector)
.replace(new RegExp('(?:' + __hfTimingSelectorPattern + ')+' + __hfRootSelectorPattern, 'g'), __hfRootSelector);
if (__hfAuthoredRootSelector) {
normalized = __hfReplaceAuthoredRootIdSelectors(normalized);
}
return normalized;
};
var __hfFindRoot = function() {
if (!__hfRoot && __hfRootSelector) {
__hfRoot = window.document.querySelector(__hfRootSelector);
}
return __hfRoot;
};
var __hfContains = function(node) {
var root = __hfFindRoot();
return !root || node === root || root.contains(node);
};
var __hfQueryAll = function(selector) {
var root = __hfFindRoot();
if (!root || typeof selector !== "string") {
return window.document.querySelectorAll(selector);
}
return Array.prototype.filter.call(window.document.querySelectorAll(__hfNormalizeSelector(selector)), function(node) {
return __hfContains(node);
});
};
var __hfQueryOne = function(selector) {
var matches = __hfQueryAll(selector);
return matches[0] || null;
};
var __hfGetElementById = function(id) {
var found = window.document.getElementById(id);
if (found && __hfContains(found)) return found;
var root = __hfFindRoot();
if (!root) return found || null;
var idValue = id + "";
if (__hfAuthoredRootId && __hfAuthoredRootId === idValue && root.getAttribute && root.getAttribute(__hfAuthoredRootAttr) === idValue) {
return root;
}
if (root.id === idValue) return root;
if (typeof root.querySelector !== "function") return null;
try {
var authoredRootMatch = root.querySelector('[' + __hfAuthoredRootAttr + '="' + __hfEscapeAttr(idValue) + '"]');
if (authoredRootMatch) return authoredRootMatch;
} catch {}
if (typeof CSS !== "undefined" && CSS && typeof CSS.escape === "function") {
try {
return root.querySelector("#" + CSS.escape(idValue)) || null;
} catch {}
}
try {
return root.querySelector('[id="' + __hfEscapeAttr(idValue) + '"]') || null;
} catch {}
return null;
};
var __hfScopedDocument = typeof Proxy === "function"
? new Proxy(window.document, {
get: function(target, prop, receiver) {
if (prop === "querySelector") return __hfQueryOne;
if (prop === "querySelectorAll") return __hfQueryAll;
if (prop === "getElementById") return __hfGetElementById;
var value = Reflect.get(target, prop, target);
return typeof value === "function" ? value.bind(target) : value;
},
})
: window.document;
var __hfTimelineRegistryProxy = null;
var __hfGetTimelineRegistry = function() {
window.__timelines = window.__timelines || {};
if (!__hfCompId || __hfCompId === __hfTimelineCompId || typeof Proxy !== "function") {
return window.__timelines;
}
if (!__hfTimelineRegistryProxy) {
__hfTimelineRegistryProxy = new Proxy(window.__timelines, {
get: function(target, prop, receiver) {
return Reflect.get(target, prop === __hfCompId ? __hfTimelineCompId : prop, target);
},
set: function(target, prop, value, receiver) {
return Reflect.set(target, prop === __hfCompId ? __hfTimelineCompId : prop, value, target);
},
});
}
return __hfTimelineRegistryProxy;
};
var __hfScopedWindow = typeof Proxy === "function"
? new Proxy(window, {
get: function(target, prop, receiver) {
if (prop === "__timelines") return __hfGetTimelineRegistry();
var value = Reflect.get(target, prop, target);
return typeof value === "function" ? value.bind(target) : value;
},
set: function(target, prop, value, receiver) {
if (prop === "__timelines") {
target.__timelines = value || {};
__hfTimelineRegistryProxy = null;
return true;
}
return Reflect.set(target, prop, value, target);
},
})
: window;
var __hfResolveGsapTarget = function(target) {
if (typeof target !== "string") return target;
return __hfQueryAll(target);
};
var __hfScopeTimeline = function(timeline) {
if (!timeline || timeline.__hfScopedCompositionRoot === __hfFindRoot()) return timeline;
["to", "from", "fromTo", "set"].forEach(function(method) {
var original = timeline[method];
if (typeof original !== "function") return;
timeline[method] = function(target) {
var args = Array.prototype.slice.call(arguments);
args[0] = __hfResolveGsapTarget(target);
return original.apply(timeline, args);
};
});
try {
Object.defineProperty(timeline, "__hfScopedCompositionRoot", {
value: __hfFindRoot(),
configurable: true,
});
} catch {
// Best-effort: timelines coming from user code may have a frozen target
// or a non-extensible defineProperty path. Swallow — the scoped root
// is an enrichment, not a correctness invariant for playback.
}
return timeline;
};
var __hfBaseGsap = typeof gsap === "undefined" ? window.gsap : gsap;
var __hfScopedGsap = !__hfBaseGsap || typeof Proxy !== "function"
? __hfBaseGsap
: new Proxy(__hfBaseGsap, {
get: function(target, prop, receiver) {
if (prop === "timeline") {
return function() {
return __hfScopeTimeline(target.timeline.apply(target, arguments));
};
}
if (prop === "to" || prop === "from" || prop === "fromTo" || prop === "set") {
return function(firstArg) {
var args = Array.prototype.slice.call(arguments);
args[0] = __hfResolveGsapTarget(firstArg);
return target[prop].apply(target, args);
};
}
if (prop === "utils" && target.utils && typeof Proxy === "function") {
return new Proxy(target.utils, {
get: function(utilsTarget, utilsProp, utilsReceiver) {
if (utilsProp === "toArray") {
return function(firstArg) {
var args = Array.prototype.slice.call(arguments);
args[0] = __hfResolveGsapTarget(firstArg);
return utilsTarget.toArray.apply(utilsTarget, args);
};
}
if (utilsProp === "selector") {
return function(base) {
var baseEl = typeof base === "string" ? __hfQueryOne(base) : base;
var root = baseEl || __hfFindRoot();
return function(selector) {
if (!root || typeof selector !== "string") return [];
return Array.prototype.filter.call(
window.document.querySelectorAll(__hfNormalizeSelector(selector)),
function(node) {
return node === root || (typeof root.contains === "function" && root.contains(node));
},
);
};
};
}
var value = Reflect.get(utilsTarget, utilsProp, utilsTarget);
return typeof value === "function" ? value.bind(utilsTarget) : value;
},
});
}
var value = Reflect.get(target, prop, target);
return typeof value === "function" ? value.bind(target) : value;
},
});
var __hfBaseHyperframes = window.__hyperframes;
var __hfScopedHyperframes = !__hfBaseHyperframes
? __hfBaseHyperframes
: Object.assign({}, __hfBaseHyperframes, {
getVariables: function() {
var byComp = window.__hfVariablesByComp;
var scoped = byComp && __hfTimelineCompId ? byComp[__hfTimelineCompId] : null;
return scoped ? Object.assign({}, scoped) : {};
},
});
var __hfRun = function() {
try {
(function(document, gsap, window, __hyperframes) {
(function () {
const tl = gsap.timeline({ paused: true });
const container = document.querySelector(
'[data-composition-id="captions"] #captions-container',
);
const captionGroups = [
{ text: "we asked what you needed.", start: 0.14, end: 1.18 },
{ text: "forty-seven percent of you said motion graphics,", start: 1.2, end: 3.76 },
{
text: "sixty-two percent said static content was costing you attention,",
start: 3.8,
end: 7.3,
},
{ text: "and three out of four said you know the look you want", start: 7.32, end: 9.62 },
{ text: "but don't have the editing skills to get there.", start: 9.78, end: 12.24 },
{ text: "so we built editor agent", start: 12.3, end: 13.84 },
];
captionGroups.forEach((group, index) => {
const div = document.createElement("div");
div.className = "caption-group";
div.id = `group-${index}`;
div.textContent = group.text;
container.appendChild(div);
const fadeDuration = 0.2;
// Fade in
tl.to(
div,
{
opacity: 1,
duration: fadeDuration,
ease: "power2.out",
},
group.start,
);
// Fade out
tl.to(
div,
{
opacity: 0,
duration: fadeDuration,
ease: "power2.in",
},
group.end - fadeDuration,
);
});
window.__timelines["captions"] = tl;
})();
}).call(window, __hfScopedDocument, __hfScopedGsap, __hfScopedWindow, __hfScopedHyperframes);
} catch (_err) {
console.error(__hfErrorLabel, __hfCompId, _err);
}
};
__hfFindRoot();
__hfRun();
})();</script></body>
</html>
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